From 2990adb9d452f7e33aab7c6108b385a9f8fd1c10 Mon Sep 17 00:00:00 2001 From: ge43yoy Date: Tue, 2 Jul 2024 19:40:38 +0200 Subject: [PATCH 01/67] setup of private repository with current status done --- include/DDMinimizer.hpp | 42 + src/CMakeLists.txt | 2 + src/DDMinimizer.cpp | 194 ++ test/BenchmarkQuasm/dot/ghz_max_2.dot | 12 + test/BenchmarkQuasm/dot/ghz_max_2.png | Bin 0 -> 15270 bytes test/BenchmarkQuasm/dot/ghz_max_3.dot | 16 + test/BenchmarkQuasm/dot/ghz_max_3.png | Bin 0 -> 20844 bytes test/BenchmarkQuasm/dot/ghz_max_4.dot | 20 + test/BenchmarkQuasm/dot/ghz_max_4.png | Bin 0 -> 28352 bytes test/BenchmarkQuasm/dot/ghz_max_5.dot | 24 + test/BenchmarkQuasm/dot/ghz_max_5.png | Bin 0 -> 32392 bytes test/BenchmarkQuasm/dot/ghz_max_6.dot | 28 + test/BenchmarkQuasm/dot/ghz_max_6.png | Bin 0 -> 39142 bytes test/BenchmarkQuasm/dot/ghz_max_7.dot | 32 + test/BenchmarkQuasm/dot/ghz_max_7.png | Bin 0 -> 49814 bytes test/BenchmarkQuasm/dot/ghz_max_8.dot | 36 + 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| 68 + test/BenchmarkQuasm/dot/graphstate_min_3.dot | 5 + test/BenchmarkQuasm/dot/graphstate_min_4.dot | 5 + test/BenchmarkQuasm/dot/graphstate_min_5.dot | 44 + test/BenchmarkQuasm/dot/graphstate_min_6.dot | 56 + test/BenchmarkQuasm/dot/grover_max_5.dot | 32 + test/BenchmarkQuasm/dot/grover_max_5.png | Bin 0 -> 55993 bytes test/BenchmarkQuasm/dot/grover_min_5.dot | 19 + test/BenchmarkQuasm/dot/grover_min_5.png | Bin 0 -> 25774 bytes test/BenchmarkQuasm/dot/qaoa_max_2.dot | 5 + test/BenchmarkQuasm/dot/qaoa_max_2.png | Bin 0 -> 675 bytes test/BenchmarkQuasm/dot/qaoa_max_3.dot | 23 + test/BenchmarkQuasm/dot/qaoa_max_3.png | Bin 0 -> 39088 bytes test/BenchmarkQuasm/dot/qaoa_max_4.dot | 50 + test/BenchmarkQuasm/dot/qaoa_max_4.png | Bin 0 -> 101144 bytes test/BenchmarkQuasm/dot/qaoa_max_5.dot | 83 + test/BenchmarkQuasm/dot/qaoa_max_5.png | Bin 0 -> 167241 bytes test/BenchmarkQuasm/dot/qaoa_max_6.dot | 140 ++ test/BenchmarkQuasm/dot/qaoa_max_6.png | Bin 0 -> 270300 bytes 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.../qasm/vqe_indep_qiskit_7.qasm | 50 + .../qasm/vqe_indep_qiskit_8.qasm | 56 + .../qasm/vqe_indep_qiskit_9.qasm | 62 + .../qasm/wstate_indep_qiskit_2.qasm | 17 + .../qasm/wstate_indep_qiskit_3.qasm | 22 + .../qasm/wstate_indep_qiskit_4.qasm | 27 + .../qasm/wstate_indep_qiskit_5.qasm | 32 + .../qasm/wstate_indep_qiskit_6.qasm | 37 + .../qasm/wstate_indep_qiskit_7.qasm | 42 + test/BenchmarkQuasm/quantum_circuits | 1 + test/CMakeLists.txt | 3 +- test/convertPng.sh | 4 + test/test_reorder_without_reordering.cpp | 268 +++ 232 files changed, 14095 insertions(+), 1 deletion(-) create mode 100644 include/DDMinimizer.hpp create mode 100644 src/DDMinimizer.cpp create mode 100644 test/BenchmarkQuasm/dot/ghz_max_2.dot create mode 100644 test/BenchmarkQuasm/dot/ghz_max_2.png create mode 100644 test/BenchmarkQuasm/dot/ghz_max_3.dot create mode 100644 test/BenchmarkQuasm/dot/ghz_max_3.png create mode 100644 test/BenchmarkQuasm/dot/ghz_max_4.dot create mode 100644 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test/BenchmarkQuasm/qasm/wstate_indep_qiskit_5.qasm create mode 100644 test/BenchmarkQuasm/qasm/wstate_indep_qiskit_6.qasm create mode 100644 test/BenchmarkQuasm/qasm/wstate_indep_qiskit_7.qasm create mode 160000 test/BenchmarkQuasm/quantum_circuits create mode 100755 test/convertPng.sh create mode 100644 test/test_reorder_without_reordering.cpp diff --git a/include/DDMinimizer.hpp b/include/DDMinimizer.hpp new file mode 100644 index 00000000..e6f91c89 --- /dev/null +++ b/include/DDMinimizer.hpp @@ -0,0 +1,42 @@ +#include "Definitions.hpp" +#include "QuantumComputation.hpp" + +namespace qc { +class DDMinimizer { + + +public: + /** + * @brief creates a vector hopefully the best initial Layout and applies it + * @param QuantumComputation + */ + static void optimizeInputPermutation(qc::QuantumComputation& qc); + + /** + * @brief creates a possible permutations of the initialLayout based on how to control bits are located + * @param QuantumComputation + */ + static qc::Permutation createControlBasedPermutation(qc::QuantumComputation& qc); + + static void sortPhysicalQubits(std::vector& physicalQubits, const std::map& qubitWeights); + + /** + * @brief creates a vector of all possible permutations of the initialLayout + * @param QuantumComputation + */ + static std::vector createAllPermutations(qc::QuantumComputation& qc); + + /** + * @brief Helper function to compute how many permutations there are for a number of qubits + * @param number of Bits + */ + static std::size_t factorial(std::size_t n); + + static std::string readFileIntoString(const std::string& filePath); + + static std::map> createControlToTargetMap(qc::QuantumComputation& qc); + + + +}; // class DDMinimizer +} // namespace qc diff --git a/src/CMakeLists.txt b/src/CMakeLists.txt index 55b0ae41..025b7835 100644 --- a/src/CMakeLists.txt +++ b/src/CMakeLists.txt @@ -10,6 +10,8 @@ add_library( GroverSimulator.cpp ${MQT_DDSIM_INCLUDE_BUILD_DIR}/ShorSimulator.hpp ShorSimulator.cpp + ${MQT_DDSIM_INCLUDE_BUILD_DIR}/DDMinimizer.hpp + DDMinimizer.cpp ${MQT_DDSIM_INCLUDE_BUILD_DIR}/ShorFastSimulator.hpp ShorFastSimulator.cpp ${MQT_DDSIM_INCLUDE_BUILD_DIR}/StochasticNoiseSimulator.hpp diff --git a/src/DDMinimizer.cpp b/src/DDMinimizer.cpp new file mode 100644 index 00000000..45ecb97b --- /dev/null +++ b/src/DDMinimizer.cpp @@ -0,0 +1,194 @@ +#include "DDMinimizer.hpp" + +#include "CircuitOptimizer.hpp" +#include "CircuitSimulator.hpp" +#include "QuantumComputation.hpp" + +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include + +namespace qc { + +/*** + * Public Methods + ***/ +static void optimizeInputPermutation(qc::QuantumComputation& qc){ + qc::Permutation perm = qc::DDMinimizer::createControlBasedPermutation(qc); + qc.initialLayout = perm; + qc::CircuitOptimizer::elidePermutations(qc); +} + + qc::Permutation DDMinimizer::createControlBasedPermutation(qc::QuantumComputation& qc){ + + std::map> controlToTargets = createControlToTargetMap(qc); + for (const auto& pair : controlToTargets) { + std::cout << "Control Qubit " << pair.first << " targets: "; + for (const auto& target : pair.second) { + std::cout << target << " "; + } + std::cout << "\n"; + } + + std::size_t bits = qc.getNqubits(); + std::vector logicalQubits(bits); + std::vector physicalQubits(bits); + for (std::size_t i = 0; i < bits; ++i) { + physicalQubits[i] = i; + logicalQubits[i] = i; + } + qc::Permutation perm = qc.initialLayout; + + //trying the approach of control > target + + //Adjust the permutation to ensure all controls are higher than their targets + std::map qubitWeights; + int currentWeight = 0; + for (const auto& pair : controlToTargets) { + // Ensure the control has a weight assigned + if (qubitWeights.find(pair.first) == qubitWeights.end()) { + qubitWeights[pair.first] = currentWeight++; + } + for (const auto& target : pair.second) { + // Assign or update the target's weight to be higher than the control's + qubitWeights[target] = std::max(qubitWeights[target], qubitWeights[pair.first] + 1); + } + } + + qc::DDMinimizer::sortPhysicalQubits(physicalQubits, qubitWeights); + + for (std::size_t m = 0; m < bits; m++) { + perm[logicalQubits[m]] = physicalQubits[m]; + } + return perm; +} + + void DDMinimizer::sortPhysicalQubits(std::vector& physicalQubits, const std::map& qubitWeights) { + std::sort(physicalQubits.begin(), physicalQubits.end(), [&qubitWeights](const Qubit& a, const Qubit& b) { + auto weightA = qubitWeights.find(a) != qubitWeights.end() ? qubitWeights.at(a) : 0; + auto weightB = qubitWeights.find(b) != qubitWeights.end() ? qubitWeights.at(b) : 0; + return weightA < weightB; + }); +} + + + + std::vector DDMinimizer::createAllPermutations(qc::QuantumComputation& qc) { + std::size_t bits = qc.getNqubits(); + std::size_t permutation_count = qc::DDMinimizer::factorial(bits); + + // vector with all possible Permutations + std::vector permutations; + qc::Permutation perm; + + // prepare generation of all permutations + // create vectors that can be shuffeled + std::vector logicalQubits(bits); + std::vector physicalQubits(bits); + + //vector that contains all the layouts; + std::vector> layouts; + + for (std::size_t i = 0; i < bits; ++i) { + physicalQubits[i] = i; + logicalQubits[i] = i; + } + + std::sort(physicalQubits.begin(), physicalQubits.end()); + do { + layouts.push_back(physicalQubits); + } while (std::next_permutation(physicalQubits.begin(), physicalQubits.end())); + + + //create all layouts + //loop over all permutations + for(std::size_t i = 0; i < permutation_count; i++){ + //loop over all logical bits and create one layout + for (std::size_t m = 0; m < bits; m++) { + perm[logicalQubits[m]] = layouts[i][m]; + } + permutations.push_back(perm); + } + + return permutations; +} + +std::size_t DDMinimizer::factorial(std::size_t n) { + std::size_t result = 1; + for (std::size_t i = 1; i <= n; ++i) { + result *= i; + } + return result; +} + +std::string DDMinimizer::readFileIntoString(const std::string& filePath) { + // Open the file + std::ifstream fileStream(filePath); + + // Check if the file was opened successfully + if (!fileStream.is_open()) { + throw std::runtime_error("Could not open file: " + filePath); + } + + std::stringstream buffer; + std::string line; + bool replaced = false; + while (std::getline(fileStream, line)) { + // Remove comments and trim the line if necessary + std::size_t commentPos = line.find('//'); + if (commentPos != std::string::npos) { + line = line.substr(0, commentPos); + } + // Remove leading and trailing whitespace + line.erase(0, line.find_first_not_of(" \t\n\r\f\v")); + line.erase(line.find_last_not_of(" \t\n\r\f\v") + 1); + + if (!line.empty()) { + /*if (!replaced && line.find("OPENQASM 2.0;") != std::string::npos) { + line = "OPENQASM 3.0;"; + replaced = true; + }*/ + buffer << line << '\n'; + } + } + + return buffer.str(); +} + + + +std::map> DDMinimizer::createControlToTargetMap(qc::QuantumComputation& qc) { + std::map> controlToTargets; + + for (const auto& op : qc.ops) { + if(!op->isStandardOperation()){ + continue; + } + Controls controls = op->getControls(); + std::set targets = {op->getTargets().begin(), op->getTargets().end()}; + + /*for (const auto& target : op->getTargets()) { + // Assuming there's a way to convert Qubit to int, e.g., target.toInt() + targetInts.insert(target.toInt()); + }*/ + for (const auto& control : controls) { + if (controlToTargets.find(control.qubit) == controlToTargets.end()) { + // If the control does not exist in the map, add it with the current set of targetInts + controlToTargets[control.qubit] = targets; + } else { + // If the control exists, insert the new targets into the existing set + controlToTargets[control.qubit].insert(targets.begin(), targets.end()); + } + } + } + return controlToTargets; +} + +}// namespace qc \ No newline at end of file diff --git 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+include "qelib1.inc"; +qreg eval[2]; +qreg q[1]; +creg meas[3]; +u2(0,-pi) eval[0]; +u2(0,-pi) eval[1]; +u3(0.9272952180016122,0,0) q[0]; +cx eval[0],q[0]; +u(-0.9272952180016122,0,0) q[0]; +cx eval[0],q[0]; +u3(0.9272952180016122,0,0) q[0]; +cx eval[1],q[0]; +u(-1.8545904360032244,0,0) q[0]; +cx eval[1],q[0]; +h eval[1]; +cp(-pi/2) eval[0],eval[1]; +h eval[0]; +u(1.8545904360032244,0,0) q[0]; +barrier eval[0],eval[1],q[0]; +measure eval[0] -> meas[0]; +measure eval[1] -> meas[1]; +measure q[0] -> meas[2]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/ae_indep_qiskit_4.qasm b/test/BenchmarkQuasm/qasm/ae_indep_qiskit_4.qasm new file mode 100644 index 00000000..b0102202 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/ae_indep_qiskit_4.qasm @@ -0,0 +1,37 @@ +// Benchmark was created by MQT Bench on 2024-03-17 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg eval[3]; +qreg q[1]; +creg meas[4]; +u2(0,-pi) eval[0]; +u2(0,-pi) eval[1]; +u2(0,-pi) eval[2]; +u3(0.9272952180016122,0,0) q[0]; +cx eval[0],q[0]; +u(-0.9272952180016122,0,0) q[0]; +cx eval[0],q[0]; +u3(0.9272952180016122,0,0) q[0]; +cx eval[1],q[0]; +u(-1.8545904360032244,0,0) q[0]; +cx eval[1],q[0]; +u3(1.8545904360032244,0,0) q[0]; +cx eval[2],q[0]; +u(-3.7091808720064487,0,0) q[0]; +cx eval[2],q[0]; +h eval[2]; +cp(-pi/2) eval[1],eval[2]; +cp(-pi/4) eval[0],eval[2]; +h eval[1]; +cp(-pi/2) eval[0],eval[1]; +h eval[0]; +u(3.7091808720064487,0,0) q[0]; +barrier eval[0],eval[1],eval[2],q[0]; +measure eval[0] -> meas[0]; +measure eval[1] -> meas[1]; +measure eval[2] -> meas[2]; +measure q[0] -> meas[3]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/ae_indep_qiskit_5.qasm b/test/BenchmarkQuasm/qasm/ae_indep_qiskit_5.qasm new file mode 100644 index 00000000..bf1654d6 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/ae_indep_qiskit_5.qasm @@ -0,0 +1,47 @@ +// Benchmark was created by MQT Bench on 2024-03-17 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg eval[4]; +qreg q[1]; +creg meas[5]; +u2(0,-pi) eval[0]; +u2(0,-pi) eval[1]; +u2(0,-pi) eval[2]; +u2(0,-pi) eval[3]; +u3(0.9272952180016122,0,0) q[0]; +cx eval[0],q[0]; +u(-0.9272952180016122,0,0) q[0]; +cx eval[0],q[0]; +u3(0.9272952180016122,0,0) q[0]; +cx eval[1],q[0]; +u(-1.8545904360032244,0,0) q[0]; +cx eval[1],q[0]; +u3(1.8545904360032244,0,0) q[0]; +cx eval[2],q[0]; +u(-3.7091808720064487,0,0) q[0]; +cx eval[2],q[0]; +u3(2.574004435173138,-pi,-pi) q[0]; +cx eval[3],q[0]; +u(-7.4183617440128975,0,0) q[0]; +cx eval[3],q[0]; +h eval[3]; +cp(-pi/2) eval[2],eval[3]; +cp(-pi/4) eval[1],eval[3]; +cp(-pi/8) eval[0],eval[3]; +h eval[2]; +cp(-pi/2) eval[1],eval[2]; +cp(-pi/4) eval[0],eval[2]; +h eval[1]; +cp(-pi/2) eval[0],eval[1]; +h eval[0]; +u(7.4183617440128975,0,0) q[0]; +barrier eval[0],eval[1],eval[2],eval[3],q[0]; +measure eval[0] -> meas[0]; +measure eval[1] -> meas[1]; +measure eval[2] -> meas[2]; +measure eval[3] -> meas[3]; +measure q[0] -> meas[4]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/ae_indep_qiskit_6.qasm b/test/BenchmarkQuasm/qasm/ae_indep_qiskit_6.qasm new file mode 100644 index 00000000..14539381 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/ae_indep_qiskit_6.qasm @@ -0,0 +1,58 @@ +// Benchmark was created by MQT Bench on 2024-03-17 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg eval[5]; +qreg q[1]; +creg meas[6]; +u2(0,-pi) eval[0]; +u2(0,-pi) eval[1]; +u2(0,-pi) eval[2]; +u2(0,-pi) eval[3]; +u2(0,-pi) eval[4]; +u3(0.9272952180016122,0,0) q[0]; +cx eval[0],q[0]; +u(-0.9272952180016122,0,0) q[0]; +cx eval[0],q[0]; +u3(0.9272952180016122,0,0) q[0]; +cx eval[1],q[0]; +u(-1.8545904360032244,0,0) q[0]; +cx eval[1],q[0]; +u3(1.8545904360032244,0,0) q[0]; +cx eval[2],q[0]; +u(-3.7091808720064487,0,0) q[0]; +cx eval[2],q[0]; +u3(2.574004435173138,-pi,-pi) q[0]; +cx eval[3],q[0]; +u(-7.4183617440128975,0,0) q[0]; +cx eval[3],q[0]; +u3(1.135176436833311,0,0) q[0]; +cx eval[4],q[0]; +u(-14.836723488025795,0,0) q[0]; +cx eval[4],q[0]; +h eval[4]; +cp(-pi/2) eval[3],eval[4]; +cp(-pi/4) eval[2],eval[4]; +cp(-pi/8) eval[1],eval[4]; +cp(-pi/16) eval[0],eval[4]; +h eval[3]; +cp(-pi/2) eval[2],eval[3]; +cp(-pi/4) eval[1],eval[3]; +cp(-pi/8) eval[0],eval[3]; +h eval[2]; +cp(-pi/2) eval[1],eval[2]; +cp(-pi/4) eval[0],eval[2]; +h eval[1]; +cp(-pi/2) eval[0],eval[1]; +h eval[0]; +u(14.836723488025795,0,0) q[0]; +barrier eval[0],eval[1],eval[2],eval[3],eval[4],q[0]; +measure eval[0] -> meas[0]; +measure eval[1] -> meas[1]; +measure eval[2] -> meas[2]; +measure eval[3] -> meas[3]; +measure eval[4] -> meas[4]; +measure q[0] -> meas[5]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/ae_indep_qiskit_7.qasm b/test/BenchmarkQuasm/qasm/ae_indep_qiskit_7.qasm new file mode 100644 index 00000000..636e6850 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/ae_indep_qiskit_7.qasm @@ -0,0 +1,70 @@ +// Benchmark was created by MQT Bench on 2024-03-17 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg eval[6]; +qreg q[1]; +creg meas[7]; +u2(0,-pi) eval[0]; +u2(0,-pi) eval[1]; +u2(0,-pi) eval[2]; +u2(0,-pi) eval[3]; +u2(0,-pi) eval[4]; +u2(0,-pi) eval[5]; +u3(0.9272952180016122,0,0) q[0]; +cx eval[0],q[0]; +u(-0.9272952180016122,0,0) q[0]; +cx eval[0],q[0]; +u3(0.9272952180016122,0,0) q[0]; +cx eval[1],q[0]; +u(-1.8545904360032244,0,0) q[0]; +cx eval[1],q[0]; +u3(1.8545904360032244,0,0) q[0]; +cx eval[2],q[0]; +u(-3.7091808720064487,0,0) q[0]; +cx eval[2],q[0]; +u3(2.574004435173138,-pi,-pi) q[0]; +cx eval[3],q[0]; +u(-7.4183617440128975,0,0) q[0]; +cx eval[3],q[0]; +u3(1.135176436833311,0,0) q[0]; +cx eval[4],q[0]; +u(-14.836723488025795,0,0) q[0]; +cx eval[4],q[0]; +u3(2.270352873666622,0,0) q[0]; +cx eval[5],q[0]; +u(-29.67344697605159,0,0) q[0]; +cx eval[5],q[0]; +h eval[5]; +cp(-pi/2) eval[4],eval[5]; +cp(-pi/4) eval[3],eval[5]; +cp(-pi/8) eval[2],eval[5]; +cp(-pi/16) eval[1],eval[5]; +cp(-pi/32) eval[0],eval[5]; +h eval[4]; +cp(-pi/2) eval[3],eval[4]; +cp(-pi/4) eval[2],eval[4]; +cp(-pi/8) eval[1],eval[4]; +cp(-pi/16) eval[0],eval[4]; +h eval[3]; +cp(-pi/2) eval[2],eval[3]; +cp(-pi/4) eval[1],eval[3]; +cp(-pi/8) eval[0],eval[3]; +h eval[2]; +cp(-pi/2) eval[1],eval[2]; +cp(-pi/4) eval[0],eval[2]; +h eval[1]; +cp(-pi/2) eval[0],eval[1]; +h eval[0]; +u(29.67344697605159,0,0) q[0]; +barrier eval[0],eval[1],eval[2],eval[3],eval[4],eval[5],q[0]; +measure eval[0] -> meas[0]; +measure eval[1] -> meas[1]; +measure eval[2] -> meas[2]; +measure eval[3] -> meas[3]; +measure eval[4] -> meas[4]; +measure eval[5] -> meas[5]; +measure q[0] -> meas[6]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/dj_indep_qiskit_2.qasm b/test/BenchmarkQuasm/qasm/dj_indep_qiskit_2.qasm new file mode 100644 index 00000000..ab44c779 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/dj_indep_qiskit_2.qasm @@ -0,0 +1,15 @@ +// Benchmark was created by MQT Bench on 2024-03-17 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[2]; +creg c[1]; +u2(0,0) q[0]; +u2(-pi,-pi) q[1]; +cx q[0],q[1]; +u2(-pi,-pi) q[0]; +barrier q[0],q[1]; +measure q[0] -> c[0]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/dj_indep_qiskit_3.qasm b/test/BenchmarkQuasm/qasm/dj_indep_qiskit_3.qasm new file mode 100644 index 00000000..6b9f117f --- /dev/null +++ b/test/BenchmarkQuasm/qasm/dj_indep_qiskit_3.qasm @@ -0,0 +1,19 @@ +// Benchmark was created by MQT Bench on 2024-03-17 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[3]; +creg c[2]; +u2(0,0) q[0]; +u2(0,0) q[1]; +u2(-pi,-pi) q[2]; +cx q[0],q[2]; +u2(-pi,-pi) q[0]; +cx q[1],q[2]; +u2(-pi,-pi) q[1]; +barrier q[0],q[1],q[2]; +measure q[0] -> c[0]; +measure q[1] -> c[1]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/dj_indep_qiskit_4.qasm b/test/BenchmarkQuasm/qasm/dj_indep_qiskit_4.qasm new file mode 100644 index 00000000..b5bdce58 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/dj_indep_qiskit_4.qasm @@ -0,0 +1,23 @@ +// Benchmark was created by MQT Bench on 2024-03-17 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[4]; +creg c[3]; +u2(0,0) q[0]; +u2(0,0) q[1]; +h q[2]; +u2(-pi,-pi) q[3]; +cx q[0],q[3]; +u2(-pi,-pi) q[0]; +cx q[1],q[3]; +u2(-pi,-pi) q[1]; +cx q[2],q[3]; +h q[2]; +barrier q[0],q[1],q[2],q[3]; +measure q[0] -> c[0]; +measure q[1] -> c[1]; +measure q[2] -> c[2]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/dj_indep_qiskit_5.qasm b/test/BenchmarkQuasm/qasm/dj_indep_qiskit_5.qasm new file mode 100644 index 00000000..c767aa13 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/dj_indep_qiskit_5.qasm @@ -0,0 +1,27 @@ +// Benchmark was created by MQT Bench on 2024-03-17 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[5]; +creg c[4]; +u2(0,0) q[0]; +u2(0,0) q[1]; +h q[2]; +u2(0,0) q[3]; +u2(-pi,-pi) q[4]; +cx q[0],q[4]; +u2(-pi,-pi) q[0]; +cx q[1],q[4]; +u2(-pi,-pi) q[1]; +cx q[2],q[4]; +h q[2]; +cx q[3],q[4]; +u2(-pi,-pi) q[3]; +barrier q[0],q[1],q[2],q[3],q[4]; +measure q[0] -> c[0]; +measure q[1] -> c[1]; +measure q[2] -> c[2]; +measure q[3] -> c[3]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/dj_indep_qiskit_6.qasm b/test/BenchmarkQuasm/qasm/dj_indep_qiskit_6.qasm new file mode 100644 index 00000000..30659099 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/dj_indep_qiskit_6.qasm @@ -0,0 +1,31 @@ +// Benchmark was created by MQT Bench on 2024-03-17 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[6]; +creg c[5]; +u2(0,0) q[0]; +u2(0,0) q[1]; +h q[2]; +u2(0,0) q[3]; +h q[4]; +u2(-pi,-pi) q[5]; +cx q[0],q[5]; +u2(-pi,-pi) q[0]; +cx q[1],q[5]; +u2(-pi,-pi) q[1]; +cx q[2],q[5]; +h q[2]; +cx q[3],q[5]; +u2(-pi,-pi) q[3]; +cx q[4],q[5]; +h q[4]; +barrier q[0],q[1],q[2],q[3],q[4],q[5]; +measure q[0] -> c[0]; +measure q[1] -> c[1]; +measure q[2] -> c[2]; +measure q[3] -> c[3]; +measure q[4] -> c[4]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/dj_indep_qiskit_7.qasm b/test/BenchmarkQuasm/qasm/dj_indep_qiskit_7.qasm new file mode 100644 index 00000000..1a235b6d --- /dev/null +++ b/test/BenchmarkQuasm/qasm/dj_indep_qiskit_7.qasm @@ -0,0 +1,35 @@ +// Benchmark was created by MQT Bench on 2024-03-17 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[7]; +creg c[6]; +u2(0,0) q[0]; +u2(0,0) q[1]; +h q[2]; +u2(0,0) q[3]; +h q[4]; +u2(0,0) q[5]; +u2(-pi,-pi) q[6]; +cx q[0],q[6]; +u2(-pi,-pi) q[0]; +cx q[1],q[6]; +u2(-pi,-pi) q[1]; +cx q[2],q[6]; +h q[2]; +cx q[3],q[6]; +u2(-pi,-pi) q[3]; +cx q[4],q[6]; +h q[4]; +cx q[5],q[6]; +u2(-pi,-pi) q[5]; +barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6]; +measure q[0] -> c[0]; +measure q[1] -> c[1]; +measure q[2] -> c[2]; +measure q[3] -> c[3]; +measure q[4] -> c[4]; +measure q[5] -> c[5]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/ghz_indep_qiskit_10.qasm b/test/BenchmarkQuasm/qasm/ghz_indep_qiskit_10.qasm new file mode 100644 index 00000000..2c8dbbc0 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/ghz_indep_qiskit_10.qasm @@ -0,0 +1,30 @@ +// Benchmark was created by MQT Bench on 2024-03-17 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[10]; +creg meas[10]; +h q[9]; +cx q[9],q[8]; +cx q[8],q[7]; +cx q[7],q[6]; +cx q[6],q[5]; +cx q[5],q[4]; +cx q[4],q[3]; +cx q[3],q[2]; +cx q[2],q[1]; +cx q[1],q[0]; +barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6],q[7],q[8],q[9]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; +measure q[4] -> meas[4]; +measure q[5] -> meas[5]; +measure q[6] -> meas[6]; +measure q[7] -> meas[7]; +measure q[8] -> meas[8]; +measure q[9] -> meas[9]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/ghz_indep_qiskit_2.qasm b/test/BenchmarkQuasm/qasm/ghz_indep_qiskit_2.qasm new file mode 100644 index 00000000..cbe10e94 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/ghz_indep_qiskit_2.qasm @@ -0,0 +1,14 @@ +// Benchmark was created by MQT Bench on 2024-03-17 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[2]; +creg meas[2]; +h q[1]; +cx q[1],q[0]; +barrier q[0],q[1]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/ghz_indep_qiskit_3.qasm b/test/BenchmarkQuasm/qasm/ghz_indep_qiskit_3.qasm new file mode 100644 index 00000000..c7fb5d03 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/ghz_indep_qiskit_3.qasm @@ -0,0 +1,16 @@ +// Benchmark was created by MQT Bench on 2024-03-17 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[3]; +creg meas[3]; +h q[2]; +cx q[2],q[1]; +cx q[1],q[0]; +barrier q[0],q[1],q[2]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/ghz_indep_qiskit_4.qasm b/test/BenchmarkQuasm/qasm/ghz_indep_qiskit_4.qasm new file mode 100644 index 00000000..a02fa248 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/ghz_indep_qiskit_4.qasm @@ -0,0 +1,18 @@ +// Benchmark was created by MQT Bench on 2024-03-17 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[4]; +creg meas[4]; +h q[3]; +cx q[3],q[2]; +cx q[2],q[1]; +cx q[1],q[0]; +barrier q[0],q[1],q[2],q[3]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/ghz_indep_qiskit_5.qasm b/test/BenchmarkQuasm/qasm/ghz_indep_qiskit_5.qasm new file mode 100644 index 00000000..46a7354f --- /dev/null +++ b/test/BenchmarkQuasm/qasm/ghz_indep_qiskit_5.qasm @@ -0,0 +1,20 @@ +// Benchmark was created by MQT Bench on 2024-03-17 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[5]; +creg meas[5]; +h q[4]; +cx q[4],q[3]; +cx q[3],q[2]; +cx q[2],q[1]; +cx q[1],q[0]; +barrier q[0],q[1],q[2],q[3],q[4]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; +measure q[4] -> meas[4]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/ghz_indep_qiskit_6.qasm b/test/BenchmarkQuasm/qasm/ghz_indep_qiskit_6.qasm new file mode 100644 index 00000000..e39f5be6 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/ghz_indep_qiskit_6.qasm @@ -0,0 +1,22 @@ +// Benchmark was created by MQT Bench on 2024-03-17 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[6]; +creg meas[6]; +h q[5]; +cx q[5],q[4]; +cx q[4],q[3]; +cx q[3],q[2]; +cx q[2],q[1]; +cx q[1],q[0]; +barrier q[0],q[1],q[2],q[3],q[4],q[5]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; +measure q[4] -> meas[4]; +measure q[5] -> meas[5]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/ghz_indep_qiskit_7.qasm b/test/BenchmarkQuasm/qasm/ghz_indep_qiskit_7.qasm new file mode 100644 index 00000000..c7ebb6d7 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/ghz_indep_qiskit_7.qasm @@ -0,0 +1,24 @@ +// Benchmark was created by MQT Bench on 2024-03-17 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[7]; +creg meas[7]; +h q[6]; +cx q[6],q[5]; +cx q[5],q[4]; +cx q[4],q[3]; +cx q[3],q[2]; +cx q[2],q[1]; +cx q[1],q[0]; +barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; +measure q[4] -> meas[4]; +measure q[5] -> meas[5]; +measure q[6] -> meas[6]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/ghz_indep_qiskit_8.qasm b/test/BenchmarkQuasm/qasm/ghz_indep_qiskit_8.qasm new file mode 100644 index 00000000..be6f732f --- /dev/null +++ b/test/BenchmarkQuasm/qasm/ghz_indep_qiskit_8.qasm @@ -0,0 +1,26 @@ +// Benchmark was created by MQT Bench on 2024-03-17 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[8]; +creg meas[8]; +h q[7]; +cx q[7],q[6]; +cx q[6],q[5]; +cx q[5],q[4]; +cx q[4],q[3]; +cx q[3],q[2]; +cx q[2],q[1]; +cx q[1],q[0]; +barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6],q[7]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; +measure q[4] -> meas[4]; +measure q[5] -> meas[5]; +measure q[6] -> meas[6]; +measure q[7] -> meas[7]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/ghz_indep_qiskit_9.qasm b/test/BenchmarkQuasm/qasm/ghz_indep_qiskit_9.qasm new file mode 100644 index 00000000..8e8438a0 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/ghz_indep_qiskit_9.qasm @@ -0,0 +1,28 @@ +// Benchmark was created by MQT Bench on 2024-03-17 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[9]; +creg meas[9]; +h q[8]; +cx q[8],q[7]; +cx q[7],q[6]; +cx q[6],q[5]; +cx q[5],q[4]; +cx q[4],q[3]; +cx q[3],q[2]; +cx q[2],q[1]; +cx q[1],q[0]; +barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6],q[7],q[8]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; +measure q[4] -> meas[4]; +measure q[5] -> meas[5]; +measure q[6] -> meas[6]; +measure q[7] -> meas[7]; +measure q[8] -> meas[8]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/graphstate_indep_qiskit_3.qasm b/test/BenchmarkQuasm/qasm/graphstate_indep_qiskit_3.qasm new file mode 100644 index 00000000..d06361d9 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/graphstate_indep_qiskit_3.qasm @@ -0,0 +1,19 @@ +// Benchmark was created by MQT Bench on 2024-03-17 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[3]; +creg meas[3]; +h q[0]; +h q[1]; +cz q[0],q[1]; +h q[2]; +cz q[0],q[2]; +cz q[1],q[2]; +barrier q[0],q[1],q[2]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/graphstate_indep_qiskit_4.qasm b/test/BenchmarkQuasm/qasm/graphstate_indep_qiskit_4.qasm new file mode 100644 index 00000000..5fd126a3 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/graphstate_indep_qiskit_4.qasm @@ -0,0 +1,22 @@ +// Benchmark was created by MQT Bench on 2024-03-17 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[4]; +creg meas[4]; +h q[0]; +h q[1]; +cz q[0],q[1]; +h q[2]; +cz q[1],q[2]; +h q[3]; +cz q[0],q[3]; +cz q[2],q[3]; +barrier q[0],q[1],q[2],q[3]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/graphstate_indep_qiskit_5.qasm b/test/BenchmarkQuasm/qasm/graphstate_indep_qiskit_5.qasm new file mode 100644 index 00000000..4fcabdab --- /dev/null +++ b/test/BenchmarkQuasm/qasm/graphstate_indep_qiskit_5.qasm @@ -0,0 +1,25 @@ +// Benchmark was created by MQT Bench on 2024-03-17 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[5]; +creg meas[5]; +h q[0]; +h q[1]; +cz q[0],q[1]; +h q[2]; +h q[3]; +cz q[1],q[3]; +cz q[2],q[3]; +h q[4]; +cz q[0],q[4]; +cz q[2],q[4]; +barrier q[0],q[1],q[2],q[3],q[4]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; +measure q[4] -> meas[4]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/graphstate_indep_qiskit_6.qasm b/test/BenchmarkQuasm/qasm/graphstate_indep_qiskit_6.qasm new file mode 100644 index 00000000..ad447d3b --- /dev/null +++ b/test/BenchmarkQuasm/qasm/graphstate_indep_qiskit_6.qasm @@ -0,0 +1,28 @@ +// Benchmark was created by MQT Bench on 2024-03-17 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[6]; +creg meas[6]; +h q[0]; +h q[1]; +cz q[0],q[1]; +h q[2]; +h q[3]; +cz q[0],q[3]; +cz q[2],q[3]; +h q[4]; +cz q[2],q[4]; +h q[5]; +cz q[1],q[5]; +cz q[4],q[5]; +barrier q[0],q[1],q[2],q[3],q[4],q[5]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; +measure q[4] -> meas[4]; +measure q[5] -> meas[5]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/graphstate_indep_qiskit_7.qasm b/test/BenchmarkQuasm/qasm/graphstate_indep_qiskit_7.qasm new file mode 100644 index 00000000..cbc2f328 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/graphstate_indep_qiskit_7.qasm @@ -0,0 +1,31 @@ +// Benchmark was created by MQT Bench on 2024-03-17 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[7]; +creg meas[7]; +h q[0]; +h q[1]; +cz q[0],q[1]; +h q[2]; +cz q[0],q[2]; +cz q[1],q[2]; +h q[3]; +h q[4]; +cz q[3],q[4]; +h q[5]; +cz q[4],q[5]; +h q[6]; +cz q[3],q[6]; +cz q[5],q[6]; +barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; +measure q[4] -> meas[4]; +measure q[5] -> meas[5]; +measure q[6] -> meas[6]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/grover-noancilla_indep_qiskit_2.qasm b/test/BenchmarkQuasm/qasm/grover-noancilla_indep_qiskit_2.qasm new file mode 100644 index 00000000..2e27a55a --- /dev/null +++ b/test/BenchmarkQuasm/qasm/grover-noancilla_indep_qiskit_2.qasm @@ -0,0 +1,15 @@ +// Benchmark was created by MQT Bench on 2024-03-19 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[1]; +qreg flag[1]; +creg meas[2]; +h q[0]; +x flag[0]; +barrier q[0],flag[0]; +measure q[0] -> meas[0]; +measure flag[0] -> meas[1]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/grover-noancilla_indep_qiskit_3.qasm b/test/BenchmarkQuasm/qasm/grover-noancilla_indep_qiskit_3.qasm new file mode 100644 index 00000000..60449631 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/grover-noancilla_indep_qiskit_3.qasm @@ -0,0 +1,27 @@ +// Benchmark was created by MQT Bench on 2024-03-19 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[2]; +qreg flag[1]; +creg meas[3]; +h q[0]; +h q[1]; +x flag[0]; +cp(pi/2) q[1],flag[0]; +cx q[1],q[0]; +cp(-pi/2) q[0],flag[0]; +cx q[1],q[0]; +cp(pi/2) q[0],flag[0]; +u2(0,0) q[0]; +u1(-pi) q[1]; +cx q[0],q[1]; +u2(-pi,-pi) q[0]; +u1(-pi) q[1]; +barrier q[0],q[1],flag[0]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure flag[0] -> meas[2]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/grover-noancilla_indep_qiskit_4.qasm b/test/BenchmarkQuasm/qasm/grover-noancilla_indep_qiskit_4.qasm new file mode 100644 index 00000000..06a69f60 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/grover-noancilla_indep_qiskit_4.qasm @@ -0,0 +1,59 @@ +// Benchmark was created by MQT Bench on 2024-03-19 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[3]; +qreg flag[1]; +creg meas[4]; +h q[0]; +h q[1]; +h q[2]; +x flag[0]; +cp(pi/4) q[2],flag[0]; +cx q[2],q[1]; +cp(-pi/4) q[1],flag[0]; +cx q[2],q[1]; +cp(pi/4) q[1],flag[0]; +cx q[1],q[0]; +cp(-pi/4) q[0],flag[0]; +cx q[2],q[0]; +cp(pi/4) q[0],flag[0]; +cx q[1],q[0]; +cp(-pi/4) q[0],flag[0]; +u2(0,0) q[1]; +cx q[2],q[0]; +cp(pi/4) q[0],flag[0]; +u2(0,0) q[0]; +u1(-pi) q[2]; +ccx q[0],q[1],q[2]; +u2(-pi,-pi) q[0]; +u2(-pi,-pi) q[1]; +u1(-pi) q[2]; +cp(pi/4) q[2],flag[0]; +cx q[2],q[1]; +cp(-pi/4) q[1],flag[0]; +cx q[2],q[1]; +cp(pi/4) q[1],flag[0]; +cx q[1],q[0]; +cp(-pi/4) q[0],flag[0]; +cx q[2],q[0]; +cp(pi/4) q[0],flag[0]; +cx q[1],q[0]; +cp(-pi/4) q[0],flag[0]; +u2(0,0) q[1]; +cx q[2],q[0]; +cp(pi/4) q[0],flag[0]; +u2(0,0) q[0]; +u1(-pi) q[2]; +ccx q[0],q[1],q[2]; +u2(-pi,-pi) q[0]; +u2(-pi,-pi) q[1]; +u1(-pi) q[2]; +barrier q[0],q[1],q[2],flag[0]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure flag[0] -> meas[3]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/grover-noancilla_indep_qiskit_5.qasm b/test/BenchmarkQuasm/qasm/grover-noancilla_indep_qiskit_5.qasm new file mode 100644 index 00000000..79ee2519 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/grover-noancilla_indep_qiskit_5.qasm @@ -0,0 +1,207 @@ +// Benchmark was created by MQT Bench on 2024-03-19 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[4]; +qreg flag[1]; +creg meas[5]; +h q[0]; +h q[1]; +h q[2]; +h q[3]; +x flag[0]; +cp(pi/8) q[3],flag[0]; +cx q[3],q[2]; +cp(-pi/8) q[2],flag[0]; +cx q[3],q[2]; +cp(pi/8) q[2],flag[0]; +cx q[2],q[1]; +cp(-pi/8) q[1],flag[0]; +cx q[3],q[1]; +cp(pi/8) q[1],flag[0]; +cx q[2],q[1]; +cp(-pi/8) q[1],flag[0]; +cx q[3],q[1]; +cp(pi/8) q[1],flag[0]; +cx q[1],q[0]; +cp(-pi/8) q[0],flag[0]; +cx q[3],q[0]; +cp(pi/8) q[0],flag[0]; +cx q[2],q[0]; +cp(-pi/8) q[0],flag[0]; +cx q[3],q[0]; +cp(pi/8) q[0],flag[0]; +cx q[1],q[0]; +cp(-pi/8) q[0],flag[0]; +u2(pi/8,0) q[1]; +cx q[3],q[0]; +cp(pi/8) q[0],flag[0]; +cx q[2],q[0]; +cp(-pi/8) q[0],flag[0]; +u2(pi/8,0) q[2]; +cx q[3],q[0]; +cp(pi/8) q[0],flag[0]; +u2(pi/8,0) q[0]; +cx q[0],q[1]; +p(-pi/8) q[1]; +cx q[0],q[1]; +cx q[1],q[2]; +p(-pi/8) q[2]; +cx q[0],q[2]; +p(pi/8) q[2]; +cx q[1],q[2]; +p(-pi/8) q[2]; +cx q[0],q[2]; +u2(pi/8,0) q[3]; +cx q[2],q[3]; +p(-pi/8) q[3]; +cx q[1],q[3]; +p(pi/8) q[3]; +cx q[2],q[3]; +p(-pi/8) q[3]; +cx q[0],q[3]; +p(pi/8) q[3]; +cx q[2],q[3]; +p(-pi/8) q[3]; +cx q[1],q[3]; +u2(-pi,-pi) q[1]; +p(pi/8) q[3]; +cx q[2],q[3]; +u2(-pi,-pi) q[2]; +p(-pi/8) q[3]; +cx q[0],q[3]; +u2(-pi,-pi) q[0]; +u2(-pi,-pi) q[3]; +cp(pi/8) q[3],flag[0]; +cx q[3],q[2]; +cp(-pi/8) q[2],flag[0]; +cx q[3],q[2]; +cp(pi/8) q[2],flag[0]; +cx q[2],q[1]; +cp(-pi/8) q[1],flag[0]; +cx q[3],q[1]; +cp(pi/8) q[1],flag[0]; +cx q[2],q[1]; +cp(-pi/8) q[1],flag[0]; +cx q[3],q[1]; +cp(pi/8) q[1],flag[0]; +cx q[1],q[0]; +cp(-pi/8) q[0],flag[0]; +cx q[3],q[0]; +cp(pi/8) q[0],flag[0]; +cx q[2],q[0]; +cp(-pi/8) q[0],flag[0]; +cx q[3],q[0]; +cp(pi/8) q[0],flag[0]; +cx q[1],q[0]; +cp(-pi/8) q[0],flag[0]; +u2(pi/8,0) q[1]; +cx q[3],q[0]; +cp(pi/8) q[0],flag[0]; +cx q[2],q[0]; +cp(-pi/8) q[0],flag[0]; +u2(pi/8,0) q[2]; +cx q[3],q[0]; +cp(pi/8) q[0],flag[0]; +u2(pi/8,0) q[0]; +cx q[0],q[1]; +p(-pi/8) q[1]; +cx q[0],q[1]; +cx q[1],q[2]; +p(-pi/8) q[2]; +cx q[0],q[2]; +p(pi/8) q[2]; +cx q[1],q[2]; +p(-pi/8) q[2]; +cx q[0],q[2]; +u2(pi/8,0) q[3]; +cx q[2],q[3]; +p(-pi/8) q[3]; +cx q[1],q[3]; +p(pi/8) q[3]; +cx q[2],q[3]; +p(-pi/8) q[3]; +cx q[0],q[3]; +p(pi/8) q[3]; +cx q[2],q[3]; +p(-pi/8) q[3]; +cx q[1],q[3]; +u2(-pi,-pi) q[1]; +p(pi/8) q[3]; +cx q[2],q[3]; +u2(-pi,-pi) q[2]; +p(-pi/8) q[3]; +cx q[0],q[3]; +u2(-pi,-pi) q[0]; +u2(-pi,-pi) q[3]; +cp(pi/8) q[3],flag[0]; +cx q[3],q[2]; +cp(-pi/8) q[2],flag[0]; +cx q[3],q[2]; +cp(pi/8) q[2],flag[0]; +cx q[2],q[1]; +cp(-pi/8) q[1],flag[0]; +cx q[3],q[1]; +cp(pi/8) q[1],flag[0]; +cx q[2],q[1]; +cp(-pi/8) q[1],flag[0]; +cx q[3],q[1]; +cp(pi/8) q[1],flag[0]; +cx q[1],q[0]; +cp(-pi/8) q[0],flag[0]; +cx q[3],q[0]; +cp(pi/8) q[0],flag[0]; +cx q[2],q[0]; +cp(-pi/8) q[0],flag[0]; +cx q[3],q[0]; +cp(pi/8) q[0],flag[0]; +cx q[1],q[0]; +cp(-pi/8) q[0],flag[0]; +u2(pi/8,0) q[1]; +cx q[3],q[0]; +cp(pi/8) q[0],flag[0]; +cx q[2],q[0]; +cp(-pi/8) q[0],flag[0]; +u2(pi/8,0) q[2]; +cx q[3],q[0]; +cp(pi/8) q[0],flag[0]; +u2(pi/8,0) q[0]; +cx q[0],q[1]; +p(-pi/8) q[1]; +cx q[0],q[1]; +cx q[1],q[2]; +p(-pi/8) q[2]; +cx q[0],q[2]; +p(pi/8) q[2]; +cx q[1],q[2]; +p(-pi/8) q[2]; +cx q[0],q[2]; +u2(pi/8,0) q[3]; +cx q[2],q[3]; +p(-pi/8) q[3]; +cx q[1],q[3]; +p(pi/8) q[3]; +cx q[2],q[3]; +p(-pi/8) q[3]; +cx q[0],q[3]; +p(pi/8) q[3]; +cx q[2],q[3]; +p(-pi/8) q[3]; +cx q[1],q[3]; +u2(-pi,-pi) q[1]; +p(pi/8) q[3]; +cx q[2],q[3]; +u2(-pi,-pi) q[2]; +p(-pi/8) q[3]; +cx q[0],q[3]; +u2(-pi,-pi) q[0]; +u2(-pi,-pi) q[3]; +barrier q[0],q[1],q[2],q[3],flag[0]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; +measure flag[0] -> meas[4]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/grover-noancilla_indep_qiskit_6.qasm b/test/BenchmarkQuasm/qasm/grover-noancilla_indep_qiskit_6.qasm new file mode 100644 index 00000000..51d6245e --- /dev/null +++ b/test/BenchmarkQuasm/qasm/grover-noancilla_indep_qiskit_6.qasm @@ -0,0 +1,467 @@ +// Benchmark was created by MQT Bench on 2024-03-19 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[5]; +qreg flag[1]; +creg meas[6]; +h q[0]; +h q[1]; +h q[2]; +h q[3]; +h q[4]; +x flag[0]; +cp(pi/16) q[4],flag[0]; +cx q[4],q[3]; +cp(-pi/16) q[3],flag[0]; +cx q[4],q[3]; +cp(pi/16) q[3],flag[0]; +cx q[3],q[2]; +cp(-pi/16) q[2],flag[0]; +cx q[4],q[2]; +cp(pi/16) q[2],flag[0]; +cx q[3],q[2]; +cp(-pi/16) q[2],flag[0]; +cx q[4],q[2]; +cp(pi/16) q[2],flag[0]; +cx q[2],q[1]; +cp(-pi/16) q[1],flag[0]; +cx q[4],q[1]; +cp(pi/16) q[1],flag[0]; +cx q[3],q[1]; +cp(-pi/16) q[1],flag[0]; +cx q[4],q[1]; +cp(pi/16) q[1],flag[0]; +cx q[2],q[1]; +cp(-pi/16) q[1],flag[0]; +cx q[4],q[1]; +cp(pi/16) q[1],flag[0]; +cx q[3],q[1]; +cp(-pi/16) q[1],flag[0]; +cx q[4],q[1]; +cp(pi/16) q[1],flag[0]; +cx q[1],q[0]; +cp(-pi/16) q[0],flag[0]; +cx q[4],q[0]; +cp(pi/16) q[0],flag[0]; +cx q[3],q[0]; +cp(-pi/16) q[0],flag[0]; +cx q[4],q[0]; +cp(pi/16) q[0],flag[0]; +cx q[2],q[0]; +cp(-pi/16) q[0],flag[0]; +cx q[4],q[0]; +cp(pi/16) q[0],flag[0]; +cx q[3],q[0]; +cp(-pi/16) q[0],flag[0]; +cx q[4],q[0]; +cp(pi/16) q[0],flag[0]; +cx q[1],q[0]; +cp(-pi/16) q[0],flag[0]; +u2(0,0) q[1]; +cx q[4],q[0]; +cp(pi/16) q[0],flag[0]; +cx q[3],q[0]; +cp(-pi/16) q[0],flag[0]; +cx q[4],q[0]; +cp(pi/16) q[0],flag[0]; +cx q[2],q[0]; +cp(-pi/16) q[0],flag[0]; +u2(0,0) q[2]; +cx q[4],q[0]; +cp(pi/16) q[0],flag[0]; +cx q[3],q[0]; +cp(-pi/16) q[0],flag[0]; +u2(0,0) q[3]; +cx q[4],q[0]; +cp(pi/16) q[0],flag[0]; +u2(0,0) q[0]; +u2(0,0) q[4]; +cu1(pi/2) q[3],q[4]; +u2(pi/4,-pi) q[3]; +cx q[2],q[3]; +u2(0,3*pi/4) q[3]; +cx q[0],q[3]; +u1(pi/4) q[3]; +cx q[1],q[3]; +u1(-pi/4) q[3]; +cx q[0],q[3]; +u1(pi/4) q[3]; +cx q[1],q[3]; +u2(pi/4,3*pi/4) q[3]; +cx q[2],q[3]; +u2(0,3*pi/4) q[3]; +cu1(-pi/2) q[3],q[4]; +u2(pi/4,-pi) q[3]; +cx q[2],q[3]; +u2(pi/4,3*pi/4) q[3]; +cx q[1],q[3]; +u1(-pi/4) q[3]; +cx q[0],q[3]; +u1(pi/4) q[3]; +cx q[1],q[3]; +u1(-pi/4) q[3]; +cx q[0],q[3]; +cu1(pi/8) q[0],q[4]; +cx q[0],q[1]; +cu1(-pi/8) q[1],q[4]; +cx q[0],q[1]; +cu1(pi/8) q[1],q[4]; +u2(pi/4,-pi) q[3]; +cx q[2],q[3]; +cx q[1],q[2]; +cu1(-pi/8) q[2],q[4]; +cx q[0],q[2]; +cu1(pi/8) q[2],q[4]; +cx q[1],q[2]; +u2(-pi,-pi) q[1]; +cu1(-pi/8) q[2],q[4]; +cx q[0],q[2]; +u2(-pi,-pi) q[0]; +cu1(pi/8) q[2],q[4]; +u2(-pi,-pi) q[2]; +u1(3*pi/4) q[3]; +u2(-pi,-pi) q[4]; +cp(pi/16) q[4],flag[0]; +cx q[4],q[3]; +cp(-pi/16) q[3],flag[0]; +cx q[4],q[3]; +cp(pi/16) q[3],flag[0]; +cx q[3],q[2]; +cp(-pi/16) q[2],flag[0]; +cx q[4],q[2]; +cp(pi/16) q[2],flag[0]; +cx q[3],q[2]; +cp(-pi/16) q[2],flag[0]; +cx q[4],q[2]; +cp(pi/16) q[2],flag[0]; +cx q[2],q[1]; +cp(-pi/16) q[1],flag[0]; +cx q[4],q[1]; +cp(pi/16) q[1],flag[0]; +cx q[3],q[1]; +cp(-pi/16) q[1],flag[0]; +cx q[4],q[1]; +cp(pi/16) q[1],flag[0]; +cx q[2],q[1]; +cp(-pi/16) q[1],flag[0]; +cx q[4],q[1]; +cp(pi/16) q[1],flag[0]; +cx q[3],q[1]; +cp(-pi/16) q[1],flag[0]; +cx q[4],q[1]; +cp(pi/16) q[1],flag[0]; +cx q[1],q[0]; +cp(-pi/16) q[0],flag[0]; +cx q[4],q[0]; +cp(pi/16) q[0],flag[0]; +cx q[3],q[0]; +cp(-pi/16) q[0],flag[0]; +cx q[4],q[0]; +cp(pi/16) q[0],flag[0]; +cx q[2],q[0]; +cp(-pi/16) q[0],flag[0]; +cx q[4],q[0]; +cp(pi/16) q[0],flag[0]; +cx q[3],q[0]; +cp(-pi/16) q[0],flag[0]; +cx q[4],q[0]; +cp(pi/16) q[0],flag[0]; +cx q[1],q[0]; +cp(-pi/16) q[0],flag[0]; +u2(0,0) q[1]; +cx q[4],q[0]; +cp(pi/16) q[0],flag[0]; +cx q[3],q[0]; +cp(-pi/16) q[0],flag[0]; +cx q[4],q[0]; +cp(pi/16) q[0],flag[0]; +cx q[2],q[0]; +cp(-pi/16) q[0],flag[0]; +u2(0,0) q[2]; +cx q[4],q[0]; +cp(pi/16) q[0],flag[0]; +cx q[3],q[0]; +cp(-pi/16) q[0],flag[0]; +u2(0,0) q[3]; +cx q[4],q[0]; +cp(pi/16) q[0],flag[0]; +u2(0,0) q[0]; +u2(0,0) q[4]; +cu1(pi/2) q[3],q[4]; +u2(pi/4,-pi) q[3]; +cx q[2],q[3]; +u2(0,3*pi/4) q[3]; +cx q[0],q[3]; +u1(pi/4) q[3]; +cx q[1],q[3]; +u1(-pi/4) q[3]; +cx q[0],q[3]; +u1(pi/4) q[3]; +cx q[1],q[3]; +u2(pi/4,3*pi/4) q[3]; +cx q[2],q[3]; +u2(0,3*pi/4) q[3]; +cu1(-pi/2) q[3],q[4]; +u2(pi/4,-pi) q[3]; +cx q[2],q[3]; +u2(pi/4,3*pi/4) q[3]; +cx q[1],q[3]; +u1(-pi/4) q[3]; +cx q[0],q[3]; +u1(pi/4) q[3]; +cx q[1],q[3]; +u1(-pi/4) q[3]; +cx q[0],q[3]; +cu1(pi/8) q[0],q[4]; +cx q[0],q[1]; +cu1(-pi/8) q[1],q[4]; +cx q[0],q[1]; +cu1(pi/8) q[1],q[4]; +u2(pi/4,-pi) q[3]; +cx q[2],q[3]; +cx q[1],q[2]; +cu1(-pi/8) q[2],q[4]; +cx q[0],q[2]; +cu1(pi/8) q[2],q[4]; +cx q[1],q[2]; +u2(-pi,-pi) q[1]; +cu1(-pi/8) q[2],q[4]; +cx q[0],q[2]; +u2(-pi,-pi) q[0]; +cu1(pi/8) q[2],q[4]; +u2(-pi,-pi) q[2]; +u1(3*pi/4) q[3]; +u2(-pi,-pi) q[4]; +cp(pi/16) q[4],flag[0]; +cx q[4],q[3]; +cp(-pi/16) q[3],flag[0]; +cx q[4],q[3]; +cp(pi/16) q[3],flag[0]; +cx q[3],q[2]; +cp(-pi/16) q[2],flag[0]; +cx q[4],q[2]; +cp(pi/16) q[2],flag[0]; +cx q[3],q[2]; +cp(-pi/16) q[2],flag[0]; +cx q[4],q[2]; +cp(pi/16) q[2],flag[0]; +cx q[2],q[1]; +cp(-pi/16) q[1],flag[0]; +cx q[4],q[1]; +cp(pi/16) q[1],flag[0]; +cx q[3],q[1]; +cp(-pi/16) q[1],flag[0]; +cx q[4],q[1]; +cp(pi/16) q[1],flag[0]; +cx q[2],q[1]; +cp(-pi/16) q[1],flag[0]; +cx q[4],q[1]; +cp(pi/16) q[1],flag[0]; +cx q[3],q[1]; +cp(-pi/16) q[1],flag[0]; +cx q[4],q[1]; +cp(pi/16) q[1],flag[0]; +cx q[1],q[0]; +cp(-pi/16) q[0],flag[0]; +cx q[4],q[0]; +cp(pi/16) q[0],flag[0]; +cx q[3],q[0]; +cp(-pi/16) q[0],flag[0]; +cx q[4],q[0]; +cp(pi/16) q[0],flag[0]; +cx q[2],q[0]; +cp(-pi/16) q[0],flag[0]; +cx q[4],q[0]; +cp(pi/16) q[0],flag[0]; +cx q[3],q[0]; +cp(-pi/16) q[0],flag[0]; +cx q[4],q[0]; +cp(pi/16) q[0],flag[0]; +cx q[1],q[0]; +cp(-pi/16) q[0],flag[0]; +u2(0,0) q[1]; +cx q[4],q[0]; +cp(pi/16) q[0],flag[0]; +cx q[3],q[0]; +cp(-pi/16) q[0],flag[0]; +cx q[4],q[0]; +cp(pi/16) q[0],flag[0]; +cx q[2],q[0]; +cp(-pi/16) q[0],flag[0]; +u2(0,0) q[2]; +cx q[4],q[0]; +cp(pi/16) q[0],flag[0]; +cx q[3],q[0]; +cp(-pi/16) q[0],flag[0]; +u2(0,0) q[3]; +cx q[4],q[0]; +cp(pi/16) q[0],flag[0]; +u2(0,0) q[0]; +u2(0,0) q[4]; +cu1(pi/2) q[3],q[4]; +u2(pi/4,-pi) q[3]; +cx q[2],q[3]; +u2(0,3*pi/4) q[3]; +cx q[0],q[3]; +u1(pi/4) q[3]; +cx q[1],q[3]; +u1(-pi/4) q[3]; +cx q[0],q[3]; +u1(pi/4) q[3]; +cx q[1],q[3]; +u2(pi/4,3*pi/4) q[3]; +cx q[2],q[3]; +u2(0,3*pi/4) q[3]; +cu1(-pi/2) q[3],q[4]; +u2(pi/4,-pi) q[3]; +cx q[2],q[3]; +u2(pi/4,3*pi/4) q[3]; +cx q[1],q[3]; +u1(-pi/4) q[3]; +cx q[0],q[3]; +u1(pi/4) q[3]; +cx q[1],q[3]; +u1(-pi/4) q[3]; +cx q[0],q[3]; +cu1(pi/8) q[0],q[4]; +cx q[0],q[1]; +cu1(-pi/8) q[1],q[4]; +cx q[0],q[1]; +cu1(pi/8) q[1],q[4]; +u2(pi/4,-pi) q[3]; +cx q[2],q[3]; +cx q[1],q[2]; +cu1(-pi/8) q[2],q[4]; +cx q[0],q[2]; +cu1(pi/8) q[2],q[4]; +cx q[1],q[2]; +u2(-pi,-pi) q[1]; +cu1(-pi/8) q[2],q[4]; +cx q[0],q[2]; +u2(-pi,-pi) q[0]; +cu1(pi/8) q[2],q[4]; +u2(-pi,-pi) q[2]; +u1(3*pi/4) q[3]; +u2(-pi,-pi) q[4]; +cp(pi/16) q[4],flag[0]; +cx q[4],q[3]; +cp(-pi/16) q[3],flag[0]; +cx q[4],q[3]; +cp(pi/16) q[3],flag[0]; +cx q[3],q[2]; +cp(-pi/16) q[2],flag[0]; +cx q[4],q[2]; +cp(pi/16) q[2],flag[0]; +cx q[3],q[2]; +cp(-pi/16) q[2],flag[0]; +cx q[4],q[2]; +cp(pi/16) q[2],flag[0]; +cx q[2],q[1]; +cp(-pi/16) q[1],flag[0]; +cx q[4],q[1]; +cp(pi/16) q[1],flag[0]; +cx q[3],q[1]; +cp(-pi/16) q[1],flag[0]; +cx q[4],q[1]; +cp(pi/16) q[1],flag[0]; +cx q[2],q[1]; +cp(-pi/16) q[1],flag[0]; +cx q[4],q[1]; +cp(pi/16) q[1],flag[0]; +cx q[3],q[1]; +cp(-pi/16) q[1],flag[0]; +cx q[4],q[1]; +cp(pi/16) q[1],flag[0]; +cx q[1],q[0]; +cp(-pi/16) q[0],flag[0]; +cx q[4],q[0]; +cp(pi/16) q[0],flag[0]; +cx q[3],q[0]; +cp(-pi/16) q[0],flag[0]; +cx q[4],q[0]; +cp(pi/16) q[0],flag[0]; +cx q[2],q[0]; +cp(-pi/16) q[0],flag[0]; +cx q[4],q[0]; +cp(pi/16) q[0],flag[0]; +cx q[3],q[0]; +cp(-pi/16) q[0],flag[0]; +cx q[4],q[0]; +cp(pi/16) q[0],flag[0]; +cx q[1],q[0]; +cp(-pi/16) q[0],flag[0]; +u2(0,0) q[1]; +cx q[4],q[0]; +cp(pi/16) q[0],flag[0]; +cx q[3],q[0]; +cp(-pi/16) q[0],flag[0]; +cx q[4],q[0]; +cp(pi/16) q[0],flag[0]; +cx q[2],q[0]; +cp(-pi/16) q[0],flag[0]; +u2(0,0) q[2]; +cx q[4],q[0]; +cp(pi/16) q[0],flag[0]; +cx q[3],q[0]; +cp(-pi/16) q[0],flag[0]; +u2(0,0) q[3]; +cx q[4],q[0]; +cp(pi/16) q[0],flag[0]; +u2(0,0) q[0]; +u2(0,0) q[4]; +cu1(pi/2) q[3],q[4]; +u2(pi/4,-pi) q[3]; +cx q[2],q[3]; +u2(0,3*pi/4) q[3]; +cx q[0],q[3]; +u1(pi/4) q[3]; +cx q[1],q[3]; +u1(-pi/4) q[3]; +cx q[0],q[3]; +u1(pi/4) q[3]; +cx q[1],q[3]; +u2(pi/4,3*pi/4) q[3]; +cx q[2],q[3]; +u2(0,3*pi/4) q[3]; +cu1(-pi/2) q[3],q[4]; +u2(pi/4,-pi) q[3]; +cx q[2],q[3]; +u2(pi/4,3*pi/4) q[3]; +cx q[1],q[3]; +u1(-pi/4) q[3]; +cx q[0],q[3]; +u1(pi/4) q[3]; +cx q[1],q[3]; +u1(-pi/4) q[3]; +cx q[0],q[3]; +cu1(pi/8) q[0],q[4]; +cx q[0],q[1]; +cu1(-pi/8) q[1],q[4]; +cx q[0],q[1]; +cu1(pi/8) q[1],q[4]; +u2(pi/4,-pi) q[3]; +cx q[2],q[3]; +cx q[1],q[2]; +cu1(-pi/8) q[2],q[4]; +cx q[0],q[2]; +cu1(pi/8) q[2],q[4]; +cx q[1],q[2]; +u2(-pi,-pi) q[1]; +cu1(-pi/8) q[2],q[4]; +cx q[0],q[2]; +u2(-pi,-pi) q[0]; +cu1(pi/8) q[2],q[4]; +u2(-pi,-pi) q[2]; +u1(3*pi/4) q[3]; +u2(-pi,-pi) q[4]; +barrier q[0],q[1],q[2],q[3],q[4],flag[0]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; +measure q[4] -> meas[4]; +measure flag[0] -> meas[5]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/grover-noancilla_indep_qiskit_7.qasm b/test/BenchmarkQuasm/qasm/grover-noancilla_indep_qiskit_7.qasm new file mode 100644 index 00000000..7a923b63 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/grover-noancilla_indep_qiskit_7.qasm @@ -0,0 +1,1213 @@ +// Benchmark was created by MQT Bench on 2024-03-19 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[6]; +qreg flag[1]; +creg meas[7]; +h q[0]; +h q[1]; +h q[2]; +h q[3]; +h q[4]; +h q[5]; +x flag[0]; +cp(pi/32) q[5],flag[0]; +cx q[5],q[4]; +cp(-pi/32) q[4],flag[0]; +cx q[5],q[4]; +cp(pi/32) q[4],flag[0]; +cx q[4],q[3]; +cp(-pi/32) q[3],flag[0]; +cx q[5],q[3]; +cp(pi/32) q[3],flag[0]; +cx q[4],q[3]; +cp(-pi/32) q[3],flag[0]; +cx q[5],q[3]; +cp(pi/32) q[3],flag[0]; +cx q[3],q[2]; +cp(-pi/32) q[2],flag[0]; +cx q[5],q[2]; +cp(pi/32) q[2],flag[0]; +cx q[4],q[2]; +cp(-pi/32) q[2],flag[0]; +cx q[5],q[2]; +cp(pi/32) q[2],flag[0]; +cx q[3],q[2]; +cp(-pi/32) q[2],flag[0]; +cx q[5],q[2]; +cp(pi/32) q[2],flag[0]; +cx q[4],q[2]; +cp(-pi/32) q[2],flag[0]; +cx q[5],q[2]; +cp(pi/32) q[2],flag[0]; +cx q[2],q[1]; +cp(-pi/32) q[1],flag[0]; +cx q[5],q[1]; +cp(pi/32) q[1],flag[0]; +cx q[4],q[1]; +cp(-pi/32) q[1],flag[0]; +cx q[5],q[1]; +cp(pi/32) q[1],flag[0]; +cx q[3],q[1]; +cp(-pi/32) q[1],flag[0]; +cx q[5],q[1]; +cp(pi/32) q[1],flag[0]; +cx q[4],q[1]; +cp(-pi/32) q[1],flag[0]; +cx q[5],q[1]; +cp(pi/32) q[1],flag[0]; +cx q[2],q[1]; +cp(-pi/32) q[1],flag[0]; +cx q[5],q[1]; +cp(pi/32) q[1],flag[0]; +cx q[4],q[1]; +cp(-pi/32) q[1],flag[0]; +cx q[5],q[1]; +cp(pi/32) q[1],flag[0]; +cx q[3],q[1]; +cp(-pi/32) q[1],flag[0]; +cx q[5],q[1]; +cp(pi/32) q[1],flag[0]; +cx q[4],q[1]; +cp(-pi/32) q[1],flag[0]; +cx q[5],q[1]; +cp(pi/32) q[1],flag[0]; +cx q[1],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[4],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[3],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[4],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[2],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[4],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[3],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[4],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[1],q[0]; +cp(-pi/32) q[0],flag[0]; +u2(0,0) q[1]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[4],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[3],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[4],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[2],q[0]; +cp(-pi/32) q[0],flag[0]; +u2(0,0) q[2]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[4],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[3],q[0]; +cp(-pi/32) q[0],flag[0]; +u2(0,0) q[3]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[4],q[0]; +cp(-pi/32) q[0],flag[0]; +u2(0,0) q[4]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +u2(0,0) q[0]; +u2(0,0) q[5]; +cu1(pi/16) q[4],q[5]; +cx q[4],q[3]; +cu1(-pi/16) q[3],q[5]; +cx q[4],q[3]; +cu1(pi/16) q[3],q[5]; +cx q[3],q[2]; +cu1(-pi/16) q[2],q[5]; +cx q[4],q[2]; +cu1(pi/16) q[2],q[5]; +cx q[3],q[2]; +cu1(-pi/16) q[2],q[5]; +cx q[4],q[2]; +cu1(pi/16) q[2],q[5]; +cx q[2],q[1]; +cu1(-pi/16) q[1],q[5]; +cx q[4],q[1]; +cu1(pi/16) q[1],q[5]; +cx q[3],q[1]; +cu1(-pi/16) q[1],q[5]; +cx q[4],q[1]; +cu1(pi/16) q[1],q[5]; +cx q[2],q[1]; +cu1(-pi/16) q[1],q[5]; +cx q[4],q[1]; +cu1(pi/16) q[1],q[5]; +cx q[3],q[1]; +cu1(-pi/16) q[1],q[5]; +cx q[4],q[1]; +cu1(pi/16) q[1],q[5]; +cx q[1],q[0]; +cu1(-pi/16) q[0],q[5]; +cx q[4],q[0]; +cu1(pi/16) q[0],q[5]; +cx q[3],q[0]; +cu1(-pi/16) q[0],q[5]; +cx q[4],q[0]; +cu1(pi/16) q[0],q[5]; +cx q[2],q[0]; +cu1(-pi/16) q[0],q[5]; +cx q[4],q[0]; +cu1(pi/16) q[0],q[5]; +cx q[3],q[0]; +cu1(-pi/16) q[0],q[5]; +cx q[4],q[0]; +cu1(pi/16) q[0],q[5]; +cx q[1],q[0]; +cu1(-pi/16) q[0],q[5]; +u2(-pi,-pi) q[1]; +cx q[4],q[0]; +cu1(pi/16) q[0],q[5]; +cx q[3],q[0]; +cu1(-pi/16) q[0],q[5]; +cx q[4],q[0]; +cu1(pi/16) q[0],q[5]; +cx q[2],q[0]; +cu1(-pi/16) q[0],q[5]; +u2(-pi,-pi) q[2]; +cx q[4],q[0]; +cu1(pi/16) q[0],q[5]; +cx q[3],q[0]; +cu1(-pi/16) q[0],q[5]; +u2(-pi,-pi) q[3]; +cx q[4],q[0]; +cu1(pi/16) q[0],q[5]; +u2(-pi,-pi) q[0]; +u2(-pi,-pi) q[4]; +u2(-pi,-pi) q[5]; +cp(pi/32) q[5],flag[0]; +cx q[5],q[4]; +cp(-pi/32) q[4],flag[0]; +cx q[5],q[4]; +cp(pi/32) q[4],flag[0]; +cx q[4],q[3]; +cp(-pi/32) q[3],flag[0]; +cx q[5],q[3]; +cp(pi/32) q[3],flag[0]; +cx q[4],q[3]; +cp(-pi/32) q[3],flag[0]; +cx q[5],q[3]; +cp(pi/32) q[3],flag[0]; +cx q[3],q[2]; +cp(-pi/32) q[2],flag[0]; +cx q[5],q[2]; +cp(pi/32) q[2],flag[0]; +cx q[4],q[2]; +cp(-pi/32) q[2],flag[0]; +cx q[5],q[2]; +cp(pi/32) q[2],flag[0]; +cx q[3],q[2]; +cp(-pi/32) q[2],flag[0]; +cx q[5],q[2]; +cp(pi/32) q[2],flag[0]; +cx q[4],q[2]; +cp(-pi/32) q[2],flag[0]; +cx q[5],q[2]; +cp(pi/32) q[2],flag[0]; +cx q[2],q[1]; +cp(-pi/32) q[1],flag[0]; +cx q[5],q[1]; +cp(pi/32) q[1],flag[0]; +cx q[4],q[1]; +cp(-pi/32) q[1],flag[0]; +cx q[5],q[1]; +cp(pi/32) q[1],flag[0]; +cx q[3],q[1]; +cp(-pi/32) q[1],flag[0]; +cx q[5],q[1]; +cp(pi/32) q[1],flag[0]; +cx q[4],q[1]; +cp(-pi/32) q[1],flag[0]; +cx q[5],q[1]; +cp(pi/32) q[1],flag[0]; +cx q[2],q[1]; +cp(-pi/32) q[1],flag[0]; +cx q[5],q[1]; +cp(pi/32) q[1],flag[0]; +cx q[4],q[1]; +cp(-pi/32) q[1],flag[0]; +cx q[5],q[1]; +cp(pi/32) q[1],flag[0]; +cx q[3],q[1]; +cp(-pi/32) q[1],flag[0]; +cx q[5],q[1]; +cp(pi/32) q[1],flag[0]; +cx q[4],q[1]; +cp(-pi/32) q[1],flag[0]; +cx q[5],q[1]; +cp(pi/32) q[1],flag[0]; +cx q[1],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[4],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[3],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[4],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[2],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[4],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[3],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[4],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[1],q[0]; +cp(-pi/32) q[0],flag[0]; +u2(0,0) q[1]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[4],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[3],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[4],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[2],q[0]; +cp(-pi/32) q[0],flag[0]; +u2(0,0) q[2]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[4],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[3],q[0]; +cp(-pi/32) q[0],flag[0]; +u2(0,0) q[3]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[4],q[0]; +cp(-pi/32) q[0],flag[0]; +u2(0,0) q[4]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +u2(0,0) q[0]; +u2(0,0) q[5]; +cu1(pi/16) q[4],q[5]; +cx q[4],q[3]; +cu1(-pi/16) q[3],q[5]; +cx q[4],q[3]; +cu1(pi/16) q[3],q[5]; +cx q[3],q[2]; +cu1(-pi/16) q[2],q[5]; +cx q[4],q[2]; +cu1(pi/16) q[2],q[5]; +cx q[3],q[2]; +cu1(-pi/16) q[2],q[5]; +cx q[4],q[2]; +cu1(pi/16) q[2],q[5]; +cx q[2],q[1]; +cu1(-pi/16) q[1],q[5]; +cx q[4],q[1]; +cu1(pi/16) q[1],q[5]; +cx q[3],q[1]; +cu1(-pi/16) q[1],q[5]; +cx q[4],q[1]; +cu1(pi/16) q[1],q[5]; +cx q[2],q[1]; +cu1(-pi/16) q[1],q[5]; +cx q[4],q[1]; +cu1(pi/16) q[1],q[5]; +cx q[3],q[1]; +cu1(-pi/16) q[1],q[5]; +cx q[4],q[1]; +cu1(pi/16) q[1],q[5]; +cx q[1],q[0]; +cu1(-pi/16) q[0],q[5]; +cx q[4],q[0]; +cu1(pi/16) q[0],q[5]; +cx q[3],q[0]; +cu1(-pi/16) q[0],q[5]; +cx q[4],q[0]; +cu1(pi/16) q[0],q[5]; +cx q[2],q[0]; +cu1(-pi/16) q[0],q[5]; +cx q[4],q[0]; +cu1(pi/16) q[0],q[5]; +cx q[3],q[0]; +cu1(-pi/16) q[0],q[5]; +cx q[4],q[0]; +cu1(pi/16) q[0],q[5]; +cx q[1],q[0]; +cu1(-pi/16) q[0],q[5]; +u2(-pi,-pi) q[1]; +cx q[4],q[0]; +cu1(pi/16) q[0],q[5]; +cx q[3],q[0]; +cu1(-pi/16) q[0],q[5]; +cx q[4],q[0]; +cu1(pi/16) q[0],q[5]; +cx q[2],q[0]; +cu1(-pi/16) q[0],q[5]; +u2(-pi,-pi) q[2]; +cx q[4],q[0]; +cu1(pi/16) q[0],q[5]; +cx q[3],q[0]; +cu1(-pi/16) q[0],q[5]; +u2(-pi,-pi) q[3]; +cx q[4],q[0]; +cu1(pi/16) q[0],q[5]; +u2(-pi,-pi) q[0]; +u2(-pi,-pi) q[4]; +u2(-pi,-pi) q[5]; +cp(pi/32) q[5],flag[0]; +cx q[5],q[4]; +cp(-pi/32) q[4],flag[0]; +cx q[5],q[4]; +cp(pi/32) q[4],flag[0]; +cx q[4],q[3]; +cp(-pi/32) q[3],flag[0]; +cx q[5],q[3]; +cp(pi/32) q[3],flag[0]; +cx q[4],q[3]; +cp(-pi/32) q[3],flag[0]; +cx q[5],q[3]; +cp(pi/32) q[3],flag[0]; +cx q[3],q[2]; +cp(-pi/32) q[2],flag[0]; +cx q[5],q[2]; +cp(pi/32) q[2],flag[0]; +cx q[4],q[2]; +cp(-pi/32) q[2],flag[0]; +cx q[5],q[2]; +cp(pi/32) q[2],flag[0]; +cx q[3],q[2]; +cp(-pi/32) q[2],flag[0]; +cx q[5],q[2]; +cp(pi/32) q[2],flag[0]; +cx q[4],q[2]; +cp(-pi/32) q[2],flag[0]; +cx q[5],q[2]; +cp(pi/32) q[2],flag[0]; +cx q[2],q[1]; +cp(-pi/32) q[1],flag[0]; +cx q[5],q[1]; +cp(pi/32) q[1],flag[0]; +cx q[4],q[1]; +cp(-pi/32) q[1],flag[0]; +cx q[5],q[1]; +cp(pi/32) q[1],flag[0]; +cx q[3],q[1]; +cp(-pi/32) q[1],flag[0]; +cx q[5],q[1]; +cp(pi/32) q[1],flag[0]; +cx q[4],q[1]; +cp(-pi/32) q[1],flag[0]; +cx q[5],q[1]; +cp(pi/32) q[1],flag[0]; +cx q[2],q[1]; +cp(-pi/32) q[1],flag[0]; +cx q[5],q[1]; +cp(pi/32) q[1],flag[0]; +cx q[4],q[1]; +cp(-pi/32) q[1],flag[0]; +cx q[5],q[1]; +cp(pi/32) q[1],flag[0]; +cx q[3],q[1]; +cp(-pi/32) q[1],flag[0]; +cx q[5],q[1]; +cp(pi/32) q[1],flag[0]; +cx q[4],q[1]; +cp(-pi/32) q[1],flag[0]; +cx q[5],q[1]; +cp(pi/32) q[1],flag[0]; +cx q[1],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[4],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[3],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[4],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[2],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[4],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[3],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[4],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[1],q[0]; +cp(-pi/32) q[0],flag[0]; +u2(0,0) q[1]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[4],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[3],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[4],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[2],q[0]; +cp(-pi/32) q[0],flag[0]; +u2(0,0) q[2]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[4],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[3],q[0]; +cp(-pi/32) q[0],flag[0]; +u2(0,0) q[3]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[4],q[0]; +cp(-pi/32) q[0],flag[0]; +u2(0,0) q[4]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +u2(0,0) q[0]; +u2(0,0) q[5]; +cu1(pi/16) q[4],q[5]; +cx q[4],q[3]; +cu1(-pi/16) q[3],q[5]; +cx q[4],q[3]; +cu1(pi/16) q[3],q[5]; +cx q[3],q[2]; +cu1(-pi/16) q[2],q[5]; +cx q[4],q[2]; +cu1(pi/16) q[2],q[5]; +cx q[3],q[2]; +cu1(-pi/16) q[2],q[5]; +cx q[4],q[2]; +cu1(pi/16) q[2],q[5]; +cx q[2],q[1]; +cu1(-pi/16) q[1],q[5]; +cx q[4],q[1]; +cu1(pi/16) q[1],q[5]; +cx q[3],q[1]; +cu1(-pi/16) q[1],q[5]; +cx q[4],q[1]; +cu1(pi/16) q[1],q[5]; +cx q[2],q[1]; +cu1(-pi/16) q[1],q[5]; +cx q[4],q[1]; +cu1(pi/16) q[1],q[5]; +cx q[3],q[1]; +cu1(-pi/16) q[1],q[5]; +cx q[4],q[1]; +cu1(pi/16) q[1],q[5]; +cx q[1],q[0]; +cu1(-pi/16) q[0],q[5]; +cx q[4],q[0]; +cu1(pi/16) q[0],q[5]; +cx q[3],q[0]; +cu1(-pi/16) q[0],q[5]; +cx q[4],q[0]; +cu1(pi/16) q[0],q[5]; +cx q[2],q[0]; +cu1(-pi/16) q[0],q[5]; +cx q[4],q[0]; +cu1(pi/16) q[0],q[5]; +cx q[3],q[0]; +cu1(-pi/16) q[0],q[5]; +cx q[4],q[0]; +cu1(pi/16) q[0],q[5]; +cx q[1],q[0]; +cu1(-pi/16) q[0],q[5]; +u2(-pi,-pi) q[1]; +cx q[4],q[0]; +cu1(pi/16) q[0],q[5]; +cx q[3],q[0]; +cu1(-pi/16) q[0],q[5]; +cx q[4],q[0]; +cu1(pi/16) q[0],q[5]; +cx q[2],q[0]; +cu1(-pi/16) q[0],q[5]; +u2(-pi,-pi) q[2]; +cx q[4],q[0]; +cu1(pi/16) q[0],q[5]; +cx q[3],q[0]; +cu1(-pi/16) q[0],q[5]; +u2(-pi,-pi) q[3]; +cx q[4],q[0]; +cu1(pi/16) q[0],q[5]; +u2(-pi,-pi) q[0]; +u2(-pi,-pi) q[4]; +u2(-pi,-pi) q[5]; +cp(pi/32) q[5],flag[0]; +cx q[5],q[4]; +cp(-pi/32) q[4],flag[0]; +cx q[5],q[4]; +cp(pi/32) q[4],flag[0]; +cx q[4],q[3]; +cp(-pi/32) q[3],flag[0]; +cx q[5],q[3]; +cp(pi/32) q[3],flag[0]; +cx q[4],q[3]; +cp(-pi/32) q[3],flag[0]; +cx q[5],q[3]; +cp(pi/32) q[3],flag[0]; +cx q[3],q[2]; +cp(-pi/32) q[2],flag[0]; +cx q[5],q[2]; +cp(pi/32) q[2],flag[0]; +cx q[4],q[2]; +cp(-pi/32) q[2],flag[0]; +cx q[5],q[2]; +cp(pi/32) q[2],flag[0]; +cx q[3],q[2]; +cp(-pi/32) q[2],flag[0]; +cx q[5],q[2]; +cp(pi/32) q[2],flag[0]; +cx q[4],q[2]; +cp(-pi/32) q[2],flag[0]; +cx q[5],q[2]; +cp(pi/32) q[2],flag[0]; +cx q[2],q[1]; +cp(-pi/32) q[1],flag[0]; +cx q[5],q[1]; +cp(pi/32) q[1],flag[0]; +cx q[4],q[1]; +cp(-pi/32) q[1],flag[0]; +cx q[5],q[1]; +cp(pi/32) q[1],flag[0]; +cx q[3],q[1]; +cp(-pi/32) q[1],flag[0]; +cx q[5],q[1]; +cp(pi/32) q[1],flag[0]; +cx q[4],q[1]; +cp(-pi/32) q[1],flag[0]; +cx q[5],q[1]; +cp(pi/32) q[1],flag[0]; +cx q[2],q[1]; +cp(-pi/32) q[1],flag[0]; +cx q[5],q[1]; +cp(pi/32) q[1],flag[0]; +cx q[4],q[1]; +cp(-pi/32) q[1],flag[0]; +cx q[5],q[1]; +cp(pi/32) q[1],flag[0]; +cx q[3],q[1]; +cp(-pi/32) q[1],flag[0]; +cx q[5],q[1]; +cp(pi/32) q[1],flag[0]; +cx q[4],q[1]; +cp(-pi/32) q[1],flag[0]; +cx q[5],q[1]; +cp(pi/32) q[1],flag[0]; +cx q[1],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[4],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[3],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[4],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[2],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[4],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[3],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[4],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[1],q[0]; +cp(-pi/32) q[0],flag[0]; +u2(0,0) q[1]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[4],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[3],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[4],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[2],q[0]; +cp(-pi/32) q[0],flag[0]; +u2(0,0) q[2]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[4],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[3],q[0]; +cp(-pi/32) q[0],flag[0]; +u2(0,0) q[3]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[4],q[0]; +cp(-pi/32) q[0],flag[0]; +u2(0,0) q[4]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +u2(0,0) q[0]; +u2(0,0) q[5]; +cu1(pi/16) q[4],q[5]; +cx q[4],q[3]; +cu1(-pi/16) q[3],q[5]; +cx q[4],q[3]; +cu1(pi/16) q[3],q[5]; +cx q[3],q[2]; +cu1(-pi/16) q[2],q[5]; +cx q[4],q[2]; +cu1(pi/16) q[2],q[5]; +cx q[3],q[2]; +cu1(-pi/16) q[2],q[5]; +cx q[4],q[2]; +cu1(pi/16) q[2],q[5]; +cx q[2],q[1]; +cu1(-pi/16) q[1],q[5]; +cx q[4],q[1]; +cu1(pi/16) q[1],q[5]; +cx q[3],q[1]; +cu1(-pi/16) q[1],q[5]; +cx q[4],q[1]; +cu1(pi/16) q[1],q[5]; +cx q[2],q[1]; +cu1(-pi/16) q[1],q[5]; +cx q[4],q[1]; +cu1(pi/16) q[1],q[5]; +cx q[3],q[1]; +cu1(-pi/16) q[1],q[5]; +cx q[4],q[1]; +cu1(pi/16) q[1],q[5]; +cx q[1],q[0]; +cu1(-pi/16) q[0],q[5]; +cx q[4],q[0]; +cu1(pi/16) q[0],q[5]; +cx q[3],q[0]; +cu1(-pi/16) q[0],q[5]; +cx q[4],q[0]; +cu1(pi/16) q[0],q[5]; +cx q[2],q[0]; +cu1(-pi/16) q[0],q[5]; +cx q[4],q[0]; +cu1(pi/16) q[0],q[5]; +cx q[3],q[0]; +cu1(-pi/16) q[0],q[5]; +cx q[4],q[0]; +cu1(pi/16) q[0],q[5]; +cx q[1],q[0]; +cu1(-pi/16) q[0],q[5]; +u2(-pi,-pi) q[1]; +cx q[4],q[0]; +cu1(pi/16) q[0],q[5]; +cx q[3],q[0]; +cu1(-pi/16) q[0],q[5]; +cx q[4],q[0]; +cu1(pi/16) q[0],q[5]; +cx q[2],q[0]; +cu1(-pi/16) q[0],q[5]; +u2(-pi,-pi) q[2]; +cx q[4],q[0]; +cu1(pi/16) q[0],q[5]; +cx q[3],q[0]; +cu1(-pi/16) q[0],q[5]; +u2(-pi,-pi) q[3]; +cx q[4],q[0]; +cu1(pi/16) q[0],q[5]; +u2(-pi,-pi) q[0]; +u2(-pi,-pi) q[4]; +u2(-pi,-pi) q[5]; +cp(pi/32) q[5],flag[0]; +cx q[5],q[4]; +cp(-pi/32) q[4],flag[0]; +cx q[5],q[4]; +cp(pi/32) q[4],flag[0]; +cx q[4],q[3]; +cp(-pi/32) q[3],flag[0]; +cx q[5],q[3]; +cp(pi/32) q[3],flag[0]; +cx q[4],q[3]; +cp(-pi/32) q[3],flag[0]; +cx q[5],q[3]; +cp(pi/32) q[3],flag[0]; +cx q[3],q[2]; +cp(-pi/32) q[2],flag[0]; +cx q[5],q[2]; +cp(pi/32) q[2],flag[0]; +cx q[4],q[2]; +cp(-pi/32) q[2],flag[0]; +cx q[5],q[2]; +cp(pi/32) q[2],flag[0]; +cx q[3],q[2]; +cp(-pi/32) q[2],flag[0]; +cx q[5],q[2]; +cp(pi/32) q[2],flag[0]; +cx q[4],q[2]; +cp(-pi/32) q[2],flag[0]; +cx q[5],q[2]; +cp(pi/32) q[2],flag[0]; +cx q[2],q[1]; +cp(-pi/32) q[1],flag[0]; +cx q[5],q[1]; +cp(pi/32) q[1],flag[0]; +cx q[4],q[1]; +cp(-pi/32) q[1],flag[0]; +cx q[5],q[1]; +cp(pi/32) q[1],flag[0]; +cx q[3],q[1]; +cp(-pi/32) q[1],flag[0]; +cx q[5],q[1]; +cp(pi/32) q[1],flag[0]; +cx q[4],q[1]; +cp(-pi/32) q[1],flag[0]; +cx q[5],q[1]; +cp(pi/32) q[1],flag[0]; +cx q[2],q[1]; +cp(-pi/32) q[1],flag[0]; +cx q[5],q[1]; +cp(pi/32) q[1],flag[0]; +cx q[4],q[1]; +cp(-pi/32) q[1],flag[0]; +cx q[5],q[1]; +cp(pi/32) q[1],flag[0]; +cx q[3],q[1]; +cp(-pi/32) q[1],flag[0]; +cx q[5],q[1]; +cp(pi/32) q[1],flag[0]; +cx q[4],q[1]; +cp(-pi/32) q[1],flag[0]; +cx q[5],q[1]; +cp(pi/32) q[1],flag[0]; +cx q[1],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[4],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[3],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[4],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[2],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[4],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[3],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[4],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[1],q[0]; +cp(-pi/32) q[0],flag[0]; +u2(0,0) q[1]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[4],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[3],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[4],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[2],q[0]; +cp(-pi/32) q[0],flag[0]; +u2(0,0) q[2]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[4],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[3],q[0]; +cp(-pi/32) q[0],flag[0]; +u2(0,0) q[3]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[4],q[0]; +cp(-pi/32) q[0],flag[0]; +u2(0,0) q[4]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +u2(0,0) q[0]; +u2(0,0) q[5]; +cu1(pi/16) q[4],q[5]; +cx q[4],q[3]; +cu1(-pi/16) q[3],q[5]; +cx q[4],q[3]; +cu1(pi/16) q[3],q[5]; +cx q[3],q[2]; +cu1(-pi/16) q[2],q[5]; +cx q[4],q[2]; +cu1(pi/16) q[2],q[5]; +cx q[3],q[2]; +cu1(-pi/16) q[2],q[5]; +cx q[4],q[2]; +cu1(pi/16) q[2],q[5]; +cx q[2],q[1]; +cu1(-pi/16) q[1],q[5]; +cx q[4],q[1]; +cu1(pi/16) q[1],q[5]; +cx q[3],q[1]; +cu1(-pi/16) q[1],q[5]; +cx q[4],q[1]; +cu1(pi/16) q[1],q[5]; +cx q[2],q[1]; +cu1(-pi/16) q[1],q[5]; +cx q[4],q[1]; +cu1(pi/16) q[1],q[5]; +cx q[3],q[1]; +cu1(-pi/16) q[1],q[5]; +cx q[4],q[1]; +cu1(pi/16) q[1],q[5]; +cx q[1],q[0]; +cu1(-pi/16) q[0],q[5]; +cx q[4],q[0]; +cu1(pi/16) q[0],q[5]; +cx q[3],q[0]; +cu1(-pi/16) q[0],q[5]; +cx q[4],q[0]; +cu1(pi/16) q[0],q[5]; +cx q[2],q[0]; +cu1(-pi/16) q[0],q[5]; +cx q[4],q[0]; +cu1(pi/16) q[0],q[5]; +cx q[3],q[0]; +cu1(-pi/16) q[0],q[5]; +cx q[4],q[0]; +cu1(pi/16) q[0],q[5]; +cx q[1],q[0]; +cu1(-pi/16) q[0],q[5]; +u2(-pi,-pi) q[1]; +cx q[4],q[0]; +cu1(pi/16) q[0],q[5]; +cx q[3],q[0]; +cu1(-pi/16) q[0],q[5]; +cx q[4],q[0]; +cu1(pi/16) q[0],q[5]; +cx q[2],q[0]; +cu1(-pi/16) q[0],q[5]; +u2(-pi,-pi) q[2]; +cx q[4],q[0]; +cu1(pi/16) q[0],q[5]; +cx q[3],q[0]; +cu1(-pi/16) q[0],q[5]; +u2(-pi,-pi) q[3]; +cx q[4],q[0]; +cu1(pi/16) q[0],q[5]; +u2(-pi,-pi) q[0]; +u2(-pi,-pi) q[4]; +u2(-pi,-pi) q[5]; +cp(pi/32) q[5],flag[0]; +cx q[5],q[4]; +cp(-pi/32) q[4],flag[0]; +cx q[5],q[4]; +cp(pi/32) q[4],flag[0]; +cx q[4],q[3]; +cp(-pi/32) q[3],flag[0]; +cx q[5],q[3]; +cp(pi/32) q[3],flag[0]; +cx q[4],q[3]; +cp(-pi/32) q[3],flag[0]; +cx q[5],q[3]; +cp(pi/32) q[3],flag[0]; +cx q[3],q[2]; +cp(-pi/32) q[2],flag[0]; +cx q[5],q[2]; +cp(pi/32) q[2],flag[0]; +cx q[4],q[2]; +cp(-pi/32) q[2],flag[0]; +cx q[5],q[2]; +cp(pi/32) q[2],flag[0]; +cx q[3],q[2]; +cp(-pi/32) q[2],flag[0]; +cx q[5],q[2]; +cp(pi/32) q[2],flag[0]; +cx q[4],q[2]; +cp(-pi/32) q[2],flag[0]; +cx q[5],q[2]; +cp(pi/32) q[2],flag[0]; +cx q[2],q[1]; +cp(-pi/32) q[1],flag[0]; +cx q[5],q[1]; +cp(pi/32) q[1],flag[0]; +cx q[4],q[1]; +cp(-pi/32) q[1],flag[0]; +cx q[5],q[1]; +cp(pi/32) q[1],flag[0]; +cx q[3],q[1]; +cp(-pi/32) q[1],flag[0]; +cx q[5],q[1]; +cp(pi/32) q[1],flag[0]; +cx q[4],q[1]; +cp(-pi/32) q[1],flag[0]; +cx q[5],q[1]; +cp(pi/32) q[1],flag[0]; +cx q[2],q[1]; +cp(-pi/32) q[1],flag[0]; +cx q[5],q[1]; +cp(pi/32) q[1],flag[0]; +cx q[4],q[1]; +cp(-pi/32) q[1],flag[0]; +cx q[5],q[1]; +cp(pi/32) q[1],flag[0]; +cx q[3],q[1]; +cp(-pi/32) q[1],flag[0]; +cx q[5],q[1]; +cp(pi/32) q[1],flag[0]; +cx q[4],q[1]; +cp(-pi/32) q[1],flag[0]; +cx q[5],q[1]; +cp(pi/32) q[1],flag[0]; +cx q[1],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[4],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[3],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[4],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[2],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[4],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[3],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[4],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[1],q[0]; +cp(-pi/32) q[0],flag[0]; +u2(0,0) q[1]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[4],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[3],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[4],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[2],q[0]; +cp(-pi/32) q[0],flag[0]; +u2(0,0) q[2]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[4],q[0]; +cp(-pi/32) q[0],flag[0]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[3],q[0]; +cp(-pi/32) q[0],flag[0]; +u2(0,0) q[3]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +cx q[4],q[0]; +cp(-pi/32) q[0],flag[0]; +u2(0,0) q[4]; +cx q[5],q[0]; +cp(pi/32) q[0],flag[0]; +u2(0,0) q[0]; +u2(0,0) q[5]; +cu1(pi/16) q[4],q[5]; +cx q[4],q[3]; +cu1(-pi/16) q[3],q[5]; +cx q[4],q[3]; +cu1(pi/16) q[3],q[5]; +cx q[3],q[2]; +cu1(-pi/16) q[2],q[5]; +cx q[4],q[2]; +cu1(pi/16) q[2],q[5]; +cx q[3],q[2]; +cu1(-pi/16) q[2],q[5]; +cx q[4],q[2]; +cu1(pi/16) q[2],q[5]; +cx q[2],q[1]; +cu1(-pi/16) q[1],q[5]; +cx q[4],q[1]; +cu1(pi/16) q[1],q[5]; +cx q[3],q[1]; +cu1(-pi/16) q[1],q[5]; +cx q[4],q[1]; +cu1(pi/16) q[1],q[5]; +cx q[2],q[1]; +cu1(-pi/16) q[1],q[5]; +cx q[4],q[1]; +cu1(pi/16) q[1],q[5]; +cx q[3],q[1]; +cu1(-pi/16) q[1],q[5]; +cx q[4],q[1]; +cu1(pi/16) q[1],q[5]; +cx q[1],q[0]; +cu1(-pi/16) q[0],q[5]; +cx q[4],q[0]; +cu1(pi/16) q[0],q[5]; +cx q[3],q[0]; +cu1(-pi/16) q[0],q[5]; +cx q[4],q[0]; +cu1(pi/16) q[0],q[5]; +cx q[2],q[0]; +cu1(-pi/16) q[0],q[5]; +cx q[4],q[0]; +cu1(pi/16) q[0],q[5]; +cx q[3],q[0]; +cu1(-pi/16) q[0],q[5]; +cx q[4],q[0]; +cu1(pi/16) q[0],q[5]; +cx q[1],q[0]; +cu1(-pi/16) q[0],q[5]; +u2(-pi,-pi) q[1]; +cx q[4],q[0]; +cu1(pi/16) q[0],q[5]; +cx q[3],q[0]; +cu1(-pi/16) q[0],q[5]; +cx q[4],q[0]; +cu1(pi/16) q[0],q[5]; +cx q[2],q[0]; +cu1(-pi/16) q[0],q[5]; +u2(-pi,-pi) q[2]; +cx q[4],q[0]; +cu1(pi/16) q[0],q[5]; +cx q[3],q[0]; +cu1(-pi/16) q[0],q[5]; +u2(-pi,-pi) q[3]; +cx q[4],q[0]; +cu1(pi/16) q[0],q[5]; +u2(-pi,-pi) q[0]; +u2(-pi,-pi) q[4]; +u2(-pi,-pi) q[5]; +barrier q[0],q[1],q[2],q[3],q[4],q[5],flag[0]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; +measure q[4] -> meas[4]; +measure q[5] -> meas[5]; +measure flag[0] -> meas[6]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/grover-v-chain_indep_qiskit_2.qasm b/test/BenchmarkQuasm/qasm/grover-v-chain_indep_qiskit_2.qasm new file mode 100644 index 00000000..2e27a55a --- /dev/null +++ b/test/BenchmarkQuasm/qasm/grover-v-chain_indep_qiskit_2.qasm @@ -0,0 +1,15 @@ +// Benchmark was created by MQT Bench on 2024-03-19 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[1]; +qreg flag[1]; +creg meas[2]; +h q[0]; +x flag[0]; +barrier q[0],flag[0]; +measure q[0] -> meas[0]; +measure flag[0] -> meas[1]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/grover-v-chain_indep_qiskit_3.qasm b/test/BenchmarkQuasm/qasm/grover-v-chain_indep_qiskit_3.qasm new file mode 100644 index 00000000..60449631 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/grover-v-chain_indep_qiskit_3.qasm @@ -0,0 +1,27 @@ +// Benchmark was created by MQT Bench on 2024-03-19 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[2]; +qreg flag[1]; +creg meas[3]; +h q[0]; +h q[1]; +x flag[0]; +cp(pi/2) q[1],flag[0]; +cx q[1],q[0]; +cp(-pi/2) q[0],flag[0]; +cx q[1],q[0]; +cp(pi/2) q[0],flag[0]; +u2(0,0) q[0]; +u1(-pi) q[1]; +cx q[0],q[1]; +u2(-pi,-pi) q[0]; +u1(-pi) q[1]; +barrier q[0],q[1],flag[0]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure flag[0] -> meas[2]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/grover-v-chain_indep_qiskit_4.qasm b/test/BenchmarkQuasm/qasm/grover-v-chain_indep_qiskit_4.qasm new file mode 100644 index 00000000..06a69f60 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/grover-v-chain_indep_qiskit_4.qasm @@ -0,0 +1,59 @@ +// Benchmark was created by MQT Bench on 2024-03-19 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[3]; +qreg flag[1]; +creg meas[4]; +h q[0]; +h q[1]; +h q[2]; +x flag[0]; +cp(pi/4) q[2],flag[0]; +cx q[2],q[1]; +cp(-pi/4) q[1],flag[0]; +cx q[2],q[1]; +cp(pi/4) q[1],flag[0]; +cx q[1],q[0]; +cp(-pi/4) q[0],flag[0]; +cx q[2],q[0]; +cp(pi/4) q[0],flag[0]; +cx q[1],q[0]; +cp(-pi/4) q[0],flag[0]; +u2(0,0) q[1]; +cx q[2],q[0]; +cp(pi/4) q[0],flag[0]; +u2(0,0) q[0]; +u1(-pi) q[2]; +ccx q[0],q[1],q[2]; +u2(-pi,-pi) q[0]; +u2(-pi,-pi) q[1]; +u1(-pi) q[2]; +cp(pi/4) q[2],flag[0]; +cx q[2],q[1]; +cp(-pi/4) q[1],flag[0]; +cx q[2],q[1]; +cp(pi/4) q[1],flag[0]; +cx q[1],q[0]; +cp(-pi/4) q[0],flag[0]; +cx q[2],q[0]; +cp(pi/4) q[0],flag[0]; +cx q[1],q[0]; +cp(-pi/4) q[0],flag[0]; +u2(0,0) q[1]; +cx q[2],q[0]; +cp(pi/4) q[0],flag[0]; +u2(0,0) q[0]; +u1(-pi) q[2]; +ccx q[0],q[1],q[2]; +u2(-pi,-pi) q[0]; +u2(-pi,-pi) q[1]; +u1(-pi) q[2]; +barrier q[0],q[1],q[2],flag[0]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure flag[0] -> meas[3]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/grover-v-chain_indep_qiskit_5.qasm b/test/BenchmarkQuasm/qasm/grover-v-chain_indep_qiskit_5.qasm new file mode 100644 index 00000000..d4bc805f --- /dev/null +++ b/test/BenchmarkQuasm/qasm/grover-v-chain_indep_qiskit_5.qasm @@ -0,0 +1,141 @@ +// Benchmark was created by MQT Bench on 2024-03-19 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[4]; +qreg flag[1]; +creg meas[5]; +h q[0]; +h q[1]; +h q[2]; +h q[3]; +x flag[0]; +cp(pi/8) q[3],flag[0]; +cx q[3],q[2]; +cp(-pi/8) q[2],flag[0]; +cx q[3],q[2]; +cp(pi/8) q[2],flag[0]; +cx q[2],q[1]; +cp(-pi/8) q[1],flag[0]; +cx q[3],q[1]; +cp(pi/8) q[1],flag[0]; +cx q[2],q[1]; +cp(-pi/8) q[1],flag[0]; +cx q[3],q[1]; +cp(pi/8) q[1],flag[0]; +cx q[1],q[0]; +cp(-pi/8) q[0],flag[0]; +cx q[3],q[0]; +cp(pi/8) q[0],flag[0]; +cx q[2],q[0]; +cp(-pi/8) q[0],flag[0]; +cx q[3],q[0]; +cp(pi/8) q[0],flag[0]; +cx q[1],q[0]; +cp(-pi/8) q[0],flag[0]; +u2(0,0) q[1]; +cx q[3],q[0]; +cp(pi/8) q[0],flag[0]; +cx q[2],q[0]; +cp(-pi/8) q[0],flag[0]; +u2(0,0) q[2]; +cx q[3],q[0]; +cp(pi/8) q[0],flag[0]; +u2(0,0) q[0]; +rccx q[0],q[1],flag[0]; +u1(-pi) q[3]; +ccx q[2],flag[0],q[3]; +rccx q[0],q[1],flag[0]; +u2(-pi,-pi) q[0]; +u2(-pi,-pi) q[1]; +u2(-pi,-pi) q[2]; +u1(-pi) q[3]; +cp(pi/8) q[3],flag[0]; +cx q[3],q[2]; +cp(-pi/8) q[2],flag[0]; +cx q[3],q[2]; +cp(pi/8) q[2],flag[0]; +cx q[2],q[1]; +cp(-pi/8) q[1],flag[0]; +cx q[3],q[1]; +cp(pi/8) q[1],flag[0]; +cx q[2],q[1]; +cp(-pi/8) q[1],flag[0]; +cx q[3],q[1]; +cp(pi/8) q[1],flag[0]; +cx q[1],q[0]; +cp(-pi/8) q[0],flag[0]; +cx q[3],q[0]; +cp(pi/8) q[0],flag[0]; +cx q[2],q[0]; +cp(-pi/8) q[0],flag[0]; +cx q[3],q[0]; +cp(pi/8) q[0],flag[0]; +cx q[1],q[0]; +cp(-pi/8) q[0],flag[0]; +u2(0,0) q[1]; +cx q[3],q[0]; +cp(pi/8) q[0],flag[0]; +cx q[2],q[0]; +cp(-pi/8) q[0],flag[0]; +u2(0,0) q[2]; +cx q[3],q[0]; +cp(pi/8) q[0],flag[0]; +u2(0,0) q[0]; +rccx q[0],q[1],flag[0]; +u1(-pi) q[3]; +ccx q[2],flag[0],q[3]; +rccx q[0],q[1],flag[0]; +u2(-pi,-pi) q[0]; +u2(-pi,-pi) q[1]; +u2(-pi,-pi) q[2]; +u1(-pi) q[3]; +cp(pi/8) q[3],flag[0]; +cx q[3],q[2]; +cp(-pi/8) q[2],flag[0]; +cx q[3],q[2]; +cp(pi/8) q[2],flag[0]; +cx q[2],q[1]; +cp(-pi/8) q[1],flag[0]; +cx q[3],q[1]; +cp(pi/8) q[1],flag[0]; +cx q[2],q[1]; +cp(-pi/8) q[1],flag[0]; +cx q[3],q[1]; +cp(pi/8) q[1],flag[0]; +cx q[1],q[0]; +cp(-pi/8) q[0],flag[0]; +cx q[3],q[0]; +cp(pi/8) q[0],flag[0]; +cx q[2],q[0]; +cp(-pi/8) q[0],flag[0]; +cx q[3],q[0]; +cp(pi/8) q[0],flag[0]; +cx q[1],q[0]; +cp(-pi/8) q[0],flag[0]; +u2(0,0) q[1]; +cx q[3],q[0]; +cp(pi/8) q[0],flag[0]; +cx q[2],q[0]; +cp(-pi/8) q[0],flag[0]; +u2(0,0) q[2]; +cx q[3],q[0]; +cp(pi/8) q[0],flag[0]; +u2(0,0) q[0]; +rccx q[0],q[1],flag[0]; +u1(-pi) q[3]; +ccx q[2],flag[0],q[3]; +rccx q[0],q[1],flag[0]; +u2(-pi,-pi) q[0]; +u2(-pi,-pi) q[1]; +u2(-pi,-pi) q[2]; +u1(-pi) q[3]; +barrier q[0],q[1],q[2],q[3],flag[0]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; +measure flag[0] -> meas[4]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/grover-v-chain_indep_qiskit_7.qasm b/test/BenchmarkQuasm/qasm/grover-v-chain_indep_qiskit_7.qasm new file mode 100644 index 00000000..b5cd7a71 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/grover-v-chain_indep_qiskit_7.qasm @@ -0,0 +1,328 @@ +// Benchmark was created by MQT Bench on 2024-03-19 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[6]; +qreg flag[1]; +creg meas[7]; +h q[0]; +h q[1]; +h q[2]; +h q[3]; +h q[4]; +x q[5]; +cp(pi/16) q[4],q[5]; +cx q[4],q[3]; +cp(-pi/16) q[3],q[5]; +cx q[4],q[3]; +cp(pi/16) q[3],q[5]; +cx q[3],q[2]; +cp(-pi/16) q[2],q[5]; +cx q[4],q[2]; +cp(pi/16) q[2],q[5]; +cx q[3],q[2]; +cp(-pi/16) q[2],q[5]; +cx q[4],q[2]; +cp(pi/16) q[2],q[5]; +cx q[2],q[1]; +cp(-pi/16) q[1],q[5]; +cx q[4],q[1]; +cp(pi/16) q[1],q[5]; +cx q[3],q[1]; +cp(-pi/16) q[1],q[5]; +cx q[4],q[1]; +cp(pi/16) q[1],q[5]; +cx q[2],q[1]; +cp(-pi/16) q[1],q[5]; +cx q[4],q[1]; +cp(pi/16) q[1],q[5]; +cx q[3],q[1]; +cp(-pi/16) q[1],q[5]; +cx q[4],q[1]; +cp(pi/16) q[1],q[5]; +cx q[1],q[0]; +cp(-pi/16) q[0],q[5]; +cx q[4],q[0]; +cp(pi/16) q[0],q[5]; +cx q[3],q[0]; +cp(-pi/16) q[0],q[5]; +cx q[4],q[0]; +cp(pi/16) q[0],q[5]; +cx q[2],q[0]; +cp(-pi/16) q[0],q[5]; +cx q[4],q[0]; +cp(pi/16) q[0],q[5]; +cx q[3],q[0]; +cp(-pi/16) q[0],q[5]; +cx q[4],q[0]; +cp(pi/16) q[0],q[5]; +cx q[1],q[0]; +cp(-pi/16) q[0],q[5]; +u2(0,0) q[1]; +cx q[4],q[0]; +cp(pi/16) q[0],q[5]; +cx q[3],q[0]; +cp(-pi/16) q[0],q[5]; +cx q[4],q[0]; +cp(pi/16) q[0],q[5]; +cx q[2],q[0]; +cp(-pi/16) q[0],q[5]; +u2(0,0) q[2]; +cx q[4],q[0]; +cp(pi/16) q[0],q[5]; +cx q[3],q[0]; +cp(-pi/16) q[0],q[5]; +u2(0,0) q[3]; +cx q[4],q[0]; +cp(pi/16) q[0],q[5]; +u2(0,0) q[0]; +rccx q[0],q[1],q[5]; +u1(-pi) q[4]; +rccx q[2],q[5],flag[0]; +ccx q[3],flag[0],q[4]; +rccx q[2],q[5],flag[0]; +rccx q[0],q[1],q[5]; +u2(-pi,-pi) q[0]; +u2(-pi,-pi) q[1]; +u2(-pi,-pi) q[2]; +u2(-pi,-pi) q[3]; +u1(-pi) q[4]; +cp(pi/16) q[4],q[5]; +cx q[4],q[3]; +cp(-pi/16) q[3],q[5]; +cx q[4],q[3]; +cp(pi/16) q[3],q[5]; +cx q[3],q[2]; +cp(-pi/16) q[2],q[5]; +cx q[4],q[2]; +cp(pi/16) q[2],q[5]; +cx q[3],q[2]; +cp(-pi/16) q[2],q[5]; +cx q[4],q[2]; +cp(pi/16) q[2],q[5]; +cx q[2],q[1]; +cp(-pi/16) q[1],q[5]; +cx q[4],q[1]; +cp(pi/16) q[1],q[5]; +cx q[3],q[1]; +cp(-pi/16) q[1],q[5]; +cx q[4],q[1]; +cp(pi/16) q[1],q[5]; +cx q[2],q[1]; +cp(-pi/16) q[1],q[5]; +cx q[4],q[1]; +cp(pi/16) q[1],q[5]; +cx q[3],q[1]; +cp(-pi/16) q[1],q[5]; +cx q[4],q[1]; +cp(pi/16) q[1],q[5]; +cx q[1],q[0]; +cp(-pi/16) q[0],q[5]; +cx q[4],q[0]; +cp(pi/16) q[0],q[5]; +cx q[3],q[0]; +cp(-pi/16) q[0],q[5]; +cx q[4],q[0]; +cp(pi/16) q[0],q[5]; +cx q[2],q[0]; +cp(-pi/16) q[0],q[5]; +cx q[4],q[0]; +cp(pi/16) q[0],q[5]; +cx q[3],q[0]; +cp(-pi/16) q[0],q[5]; +cx q[4],q[0]; +cp(pi/16) q[0],q[5]; +cx q[1],q[0]; +cp(-pi/16) q[0],q[5]; +u2(0,0) q[1]; +cx q[4],q[0]; +cp(pi/16) q[0],q[5]; +cx q[3],q[0]; +cp(-pi/16) q[0],q[5]; +cx q[4],q[0]; +cp(pi/16) q[0],q[5]; +cx q[2],q[0]; +cp(-pi/16) q[0],q[5]; +u2(0,0) q[2]; +cx q[4],q[0]; +cp(pi/16) q[0],q[5]; +cx q[3],q[0]; +cp(-pi/16) q[0],q[5]; +u2(0,0) q[3]; +cx q[4],q[0]; +cp(pi/16) q[0],q[5]; +u2(0,0) q[0]; +rccx q[0],q[1],q[5]; +rccx q[2],q[5],flag[0]; +u1(-pi) q[4]; +ccx q[3],flag[0],q[4]; +rccx q[2],q[5],flag[0]; +rccx q[0],q[1],q[5]; +u2(-pi,-pi) q[0]; +u2(-pi,-pi) q[1]; +u2(-pi,-pi) q[2]; +u2(-pi,-pi) q[3]; +u1(-pi) q[4]; +cp(pi/16) q[4],q[5]; +cx q[4],q[3]; +cp(-pi/16) q[3],q[5]; +cx q[4],q[3]; +cp(pi/16) q[3],q[5]; +cx q[3],q[2]; +cp(-pi/16) q[2],q[5]; +cx q[4],q[2]; +cp(pi/16) q[2],q[5]; +cx q[3],q[2]; +cp(-pi/16) q[2],q[5]; +cx q[4],q[2]; +cp(pi/16) q[2],q[5]; +cx q[2],q[1]; +cp(-pi/16) q[1],q[5]; +cx q[4],q[1]; +cp(pi/16) q[1],q[5]; +cx q[3],q[1]; +cp(-pi/16) q[1],q[5]; +cx q[4],q[1]; +cp(pi/16) q[1],q[5]; +cx q[2],q[1]; +cp(-pi/16) q[1],q[5]; +cx q[4],q[1]; +cp(pi/16) q[1],q[5]; +cx q[3],q[1]; +cp(-pi/16) q[1],q[5]; +cx q[4],q[1]; +cp(pi/16) q[1],q[5]; +cx q[1],q[0]; +cp(-pi/16) q[0],q[5]; +cx q[4],q[0]; +cp(pi/16) q[0],q[5]; +cx q[3],q[0]; +cp(-pi/16) q[0],q[5]; +cx q[4],q[0]; +cp(pi/16) q[0],q[5]; +cx q[2],q[0]; +cp(-pi/16) q[0],q[5]; +cx q[4],q[0]; +cp(pi/16) q[0],q[5]; +cx q[3],q[0]; +cp(-pi/16) q[0],q[5]; +cx q[4],q[0]; +cp(pi/16) q[0],q[5]; +cx q[1],q[0]; +cp(-pi/16) q[0],q[5]; +u2(0,0) q[1]; +cx q[4],q[0]; +cp(pi/16) q[0],q[5]; +cx q[3],q[0]; +cp(-pi/16) q[0],q[5]; +cx q[4],q[0]; +cp(pi/16) q[0],q[5]; +cx q[2],q[0]; +cp(-pi/16) q[0],q[5]; +u2(0,0) q[2]; +cx q[4],q[0]; +cp(pi/16) q[0],q[5]; +cx q[3],q[0]; +cp(-pi/16) q[0],q[5]; +u2(0,0) q[3]; +cx q[4],q[0]; +cp(pi/16) q[0],q[5]; +u2(0,0) q[0]; +rccx q[0],q[1],q[5]; +rccx q[2],q[5],flag[0]; +u1(-pi) q[4]; +ccx q[3],flag[0],q[4]; +rccx q[2],q[5],flag[0]; +rccx q[0],q[1],q[5]; +u2(-pi,-pi) q[0]; +u2(-pi,-pi) q[1]; +u2(-pi,-pi) q[2]; +u2(-pi,-pi) q[3]; +u1(-pi) q[4]; +cp(pi/16) q[4],q[5]; +cx q[4],q[3]; +cp(-pi/16) q[3],q[5]; +cx q[4],q[3]; +cp(pi/16) q[3],q[5]; +cx q[3],q[2]; +cp(-pi/16) q[2],q[5]; +cx q[4],q[2]; +cp(pi/16) q[2],q[5]; +cx q[3],q[2]; +cp(-pi/16) q[2],q[5]; +cx q[4],q[2]; +cp(pi/16) q[2],q[5]; +cx q[2],q[1]; +cp(-pi/16) q[1],q[5]; +cx q[4],q[1]; +cp(pi/16) q[1],q[5]; +cx q[3],q[1]; +cp(-pi/16) q[1],q[5]; +cx q[4],q[1]; +cp(pi/16) q[1],q[5]; +cx q[2],q[1]; +cp(-pi/16) q[1],q[5]; +cx q[4],q[1]; +cp(pi/16) q[1],q[5]; +cx q[3],q[1]; +cp(-pi/16) q[1],q[5]; +cx q[4],q[1]; +cp(pi/16) q[1],q[5]; +cx q[1],q[0]; +cp(-pi/16) q[0],q[5]; +cx q[4],q[0]; +cp(pi/16) q[0],q[5]; +cx q[3],q[0]; +cp(-pi/16) q[0],q[5]; +cx q[4],q[0]; +cp(pi/16) q[0],q[5]; +cx q[2],q[0]; +cp(-pi/16) q[0],q[5]; +cx q[4],q[0]; +cp(pi/16) q[0],q[5]; +cx q[3],q[0]; +cp(-pi/16) q[0],q[5]; +cx q[4],q[0]; +cp(pi/16) q[0],q[5]; +cx q[1],q[0]; +cp(-pi/16) q[0],q[5]; +u2(0,0) q[1]; +cx q[4],q[0]; +cp(pi/16) q[0],q[5]; +cx q[3],q[0]; +cp(-pi/16) q[0],q[5]; +cx q[4],q[0]; +cp(pi/16) q[0],q[5]; +cx q[2],q[0]; +cp(-pi/16) q[0],q[5]; +u2(0,0) q[2]; +cx q[4],q[0]; +cp(pi/16) q[0],q[5]; +cx q[3],q[0]; +cp(-pi/16) q[0],q[5]; +u2(0,0) q[3]; +cx q[4],q[0]; +cp(pi/16) q[0],q[5]; +u2(0,0) q[0]; +rccx q[0],q[1],q[5]; +rccx q[2],q[5],flag[0]; +u1(-pi) q[4]; +ccx q[3],flag[0],q[4]; +rccx q[2],q[5],flag[0]; +rccx q[0],q[1],q[5]; +u2(-pi,-pi) q[0]; +u2(-pi,-pi) q[1]; +u2(-pi,-pi) q[2]; +u2(-pi,-pi) q[3]; +u1(-pi) q[4]; +barrier q[0],q[1],q[2],q[3],q[4],q[5],flag[0]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; +measure q[4] -> meas[4]; +measure q[5] -> meas[5]; +measure flag[0] -> meas[6]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/portfolioqaoa_indep_qiskit_3.qasm b/test/BenchmarkQuasm/qasm/portfolioqaoa_indep_qiskit_3.qasm new file mode 100644 index 00000000..4d0044bb --- /dev/null +++ b/test/BenchmarkQuasm/qasm/portfolioqaoa_indep_qiskit_3.qasm @@ -0,0 +1,39 @@ +// Benchmark was created by MQT Bench on 2024-03-17 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[3]; +creg meas[3]; +creg meas0[3]; +u2(-0.0866959008988637,-pi) q[0]; +u2(-0.08676910416958972,-pi) q[1]; +rzz(0.08633715978690501) q[0],q[1]; +u2(-0.08663477981548695,-pi) q[2]; +rzz(0.08631585680193811) q[0],q[2]; +u3(2.2724822690290254,-1.1733017345370045,-pi/2) q[0]; +rzz(0.08632192329635771) q[1],q[2]; +u3(2.2724822690290254,-1.1756187639605353,-pi/2) q[1]; +rzz(2.732743190113777) q[0],q[1]; +u3(2.2724822690290254,-1.1713671304246889,-pi/2) q[2]; +rzz(2.732068908179542) q[0],q[2]; +u3(1.613215108868912,1.5693099928708039,pi/2) q[0]; +rzz(2.732260924819353) q[1],q[2]; +u3(1.6132151088689122,1.5719613991154286,pi/2) q[1]; +rzz(-3.1271127960837783) q[0],q[1]; +u3(1.613215108868912,1.5670962007746914,pi/2) q[2]; +rzz(-3.126341206688792) q[0],q[2]; +rx(-10.081529597185977) q[0]; +rzz(-3.1265609337723994) q[1],q[2]; +rx(-10.081529597185977) q[1]; +rx(-10.081529597185977) q[2]; +barrier q[0],q[1],q[2]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +barrier q[0],q[1],q[2]; +measure q[0] -> meas0[0]; +measure q[1] -> meas0[1]; +measure q[2] -> meas0[2]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/portfolioqaoa_indep_qiskit_4.qasm b/test/BenchmarkQuasm/qasm/portfolioqaoa_indep_qiskit_4.qasm new file mode 100644 index 00000000..8df0dc77 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/portfolioqaoa_indep_qiskit_4.qasm @@ -0,0 +1,54 @@ +// Benchmark was created by MQT Bench on 2024-03-17 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[4]; +creg meas[4]; +creg meas1[4]; +u2(-0.07959201718420683,-pi) q[0]; +u2(-0.014044535866041485,-pi) q[1]; +rzz(7.025609280373338) q[0],q[1]; +u2(-0.008933528801508217,-pi) q[2]; +rzz(7.024952989606855) q[0],q[2]; +rzz(7.025471551332058) q[1],q[2]; +u2(0.03775271586114748,-pi) q[3]; +rzz(7.026404289291939) q[0],q[3]; +u3(0.2810199755653104,-1.5215941948692582,pi/2) q[0]; +rzz(7.025475289595849) q[1],q[3]; +u3(0.28101997556531044,-1.5621142864224804,pi/2) q[1]; +rzz(-4.343085737742924) q[0],q[1]; +rzz(7.026246883159238) q[2],q[3]; +u3(0.2810199755653104,-1.565273804835992,pi/2) q[2]; +rzz(-4.342680032422008) q[0],q[2]; +rzz(-4.343000596510188) q[1],q[2]; +u3(0.28101997556531044,-1.5941342716298958,pi/2) q[3]; +rzz(-4.343577195744354) q[0],q[3]; +u3(2.5310744537234307,-1.5066180741452546,pi/2) q[0]; +rzz(-4.343002907427221) q[1],q[3]; +u3(2.5310744537234307,-1.5594716512426778,pi/2) q[1]; +rzz(-5.6650320392047995) q[0],q[1]; +rzz(-4.343479890542386) q[2],q[3]; +u3(2.5310744537234307,-1.5635928623174333,pi/2) q[2]; +rzz(-5.664502845497779) q[0],q[2]; +rzz(-5.664920982725505) q[1],q[2]; +u3(2.5310744537234307,-1.6012378638040579,pi/2) q[3]; +rzz(-5.665673086951066) q[0],q[3]; +rx(-3.1802320464562666) q[0]; +rzz(-5.664923997038328) q[1],q[3]; +rx(-3.1802320464562666) q[1]; +rzz(-5.665546164039567) q[2],q[3]; +rx(-3.1802320464562666) q[2]; +rx(-3.1802320464562666) q[3]; +barrier q[0],q[1],q[2],q[3]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; +barrier q[0],q[1],q[2],q[3]; +measure q[0] -> meas1[0]; +measure q[1] -> meas1[1]; +measure q[2] -> meas1[2]; +measure q[3] -> meas1[3]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/portfolioqaoa_indep_qiskit_5.qasm b/test/BenchmarkQuasm/qasm/portfolioqaoa_indep_qiskit_5.qasm new file mode 100644 index 00000000..51d205ab --- /dev/null +++ b/test/BenchmarkQuasm/qasm/portfolioqaoa_indep_qiskit_5.qasm @@ -0,0 +1,72 @@ +// Benchmark was created by MQT Bench on 2024-03-17 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[5]; +creg meas[5]; +creg meas2[5]; +u2(0.4287982967072317,-pi) q[0]; +u2(0.413714792616247,-pi) q[1]; +rzz(5.882892586917301) q[0],q[1]; +u2(0.3650859990886657,-pi) q[2]; +rzz(5.883623560336377) q[0],q[2]; +rzz(5.88319296357476) q[1],q[2]; +u2(0.40627674189909424,-pi) q[3]; +rzz(5.8834334782999775) q[0],q[3]; +rzz(5.883478377731291) q[1],q[3]; +rzz(5.8831355562705765) q[2],q[3]; +u2(0.37748322283598235,-pi) q[4]; +rzz(5.883659036567267) q[0],q[4]; +u3(1.8023887811861143,-2.8488702519887408,-pi/2) q[0]; +rzz(5.883147487408685) q[1],q[4]; +u3(1.8023887811861143,-2.8602572782995432,-pi/2) q[1]; +rzz(4.441186362716154) q[0],q[1]; +rzz(5.88363119594621) q[2],q[4]; +u3(1.8023887811861143,-2.8969687312895784,-pi/2) q[2]; +rzz(4.441738198251538) q[0],q[2]; +rzz(4.441413126794381) q[1],q[2]; +rzz(5.883182945278967) q[3],q[4]; +u3(1.8023887811861143,-2.8658725039597357,-pi/2) q[3]; +rzz(4.441594699158976) q[0],q[3]; +rzz(4.4416285951955095) q[1],q[3]; +rzz(4.441369788159059) q[2],q[3]; +u3(1.8023887811861143,-2.887609665111051,-pi/2) q[4]; +rzz(4.4417649804085295) q[0],q[4]; +u3(1.0689181078384213,-2.469925732305353,pi/2) q[0]; +rzz(4.441378795362077) q[1],q[4]; +u3(1.0689181078384211,-2.4884305686200365,pi/2) q[1]; +rzz(7.217286097521286) q[0],q[1]; +rzz(4.441743962620979) q[2],q[4]; +u3(1.0689181078384213,-2.548089641139285,pi/2) q[2]; +rzz(7.218182874781317) q[0],q[2]; +rzz(7.2176546074408305) q[1],q[2]; +rzz(4.4414055636580505) q[3],q[4]; +u3(1.0689181078384211,-2.4975557632824295,pi/2) q[3]; +rzz(7.217949677180234) q[0],q[3]; +rzz(7.218004760973898) q[1],q[3]; +rzz(7.217584178662426) q[2],q[3]; +u3(1.0689181078384213,-2.5328804036294343,pi/2) q[4]; +rzz(7.218226397946871) q[0],q[4]; +rx(8.783880845680992) q[0]; +rzz(7.217598816093916) q[1],q[4]; +rx(8.783880845680992) q[1]; +rzz(7.218192242346656) q[2],q[4]; +rx(8.783880845680992) q[2]; +rzz(7.217642316734196) q[3],q[4]; +rx(8.783880845680992) q[3]; +rx(8.783880845680992) q[4]; +barrier q[0],q[1],q[2],q[3],q[4]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; +measure q[4] -> meas[4]; +barrier q[0],q[1],q[2],q[3],q[4]; +measure q[0] -> meas2[0]; +measure q[1] -> meas2[1]; +measure q[2] -> meas2[2]; +measure q[3] -> meas2[3]; +measure q[4] -> meas2[4]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/portfolioqaoa_indep_qiskit_6.qasm b/test/BenchmarkQuasm/qasm/portfolioqaoa_indep_qiskit_6.qasm new file mode 100644 index 00000000..30dd421f --- /dev/null +++ b/test/BenchmarkQuasm/qasm/portfolioqaoa_indep_qiskit_6.qasm @@ -0,0 +1,93 @@ +// Benchmark was created by MQT Bench on 2024-03-17 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[6]; +creg meas[6]; +creg meas3[6]; +u2(0.011594260790508848,-pi) q[0]; +u2(-0.0026131244385467767,-pi) q[1]; +rzz(-5.121639834023396) q[0],q[1]; +u2(0.01300157275178826,-pi) q[2]; +rzz(-5.121647957496835) q[0],q[2]; +rzz(-5.120183706673293) q[1],q[2]; +u2(-0.017559583428860215,-pi) q[3]; +rzz(-5.121490322931692) q[0],q[3]; +rzz(-5.1218741341730905) q[1],q[3]; +rzz(-5.120190971962059) q[2],q[3]; +u2(0.00883113795355328,-pi) q[4]; +rzz(-5.120782510277237) q[0],q[4]; +rzz(-5.1214754098754485) q[1],q[4]; +rzz(-5.121078759050804) q[2],q[4]; +rzz(-5.121188642030022) q[3],q[4]; +u2(0.004990408250160172,-pi) q[5]; +rzz(-5.121230225569947) q[0],q[5]; +u3(0.3810048412458057,-1.57273692767603,pi/2) q[0]; +rzz(-5.121147280181405) q[1],q[5]; +u3(0.38100484124580575,-1.5703589525043247,pi/2) q[1]; +rzz(0.8572395389699564) q[0],q[1]; +rzz(-5.121553666732117) q[2],q[5]; +u3(0.38100484124580575,-1.5729724779091525,pi/2) q[2]; +rzz(0.8572408986443676) q[0],q[2]; +rzz(0.8569958182127897) q[1],q[2]; +rzz(-5.12094921089935) q[3],q[5]; +u3(0.38100484124580575,-1.5678572741299543,pi/2) q[3]; +rzz(0.8572145144029277) q[0],q[3]; +rzz(0.8572787551895293) q[1],q[3]; +rzz(0.8569970342476915) q[2],q[3]; +rzz(-5.1211821190389974) q[4],q[5]; +u3(0.38100484124580575,-1.572274447254987,pi/2) q[4]; +rzz(0.8570960435589704) q[0],q[4]; +rzz(0.8572120183153713) q[1],q[4]; +rzz(0.8571456284908093) q[2],q[4]; +rzz(0.8571640202632685) q[3],q[4]; +u3(0.38100484124580575,-1.5716316013175642,pi/2) q[5]; +rzz(0.857170980349442) q[0],q[5]; +u3(2.5229974796807713,1.577194439043378,-pi/2) q[0]; +rzz(0.8571570972828972) q[1],q[5]; +u3(2.5229974796807713,1.5693543147702265,-pi/2) q[1]; +rzz(-2.826297178100617) q[0],q[1]; +rzz(0.8572251166342506) q[2],q[5]; +u3(2.5229974796807713,1.5779710422317645,-pi/2) q[2]; +rzz(-2.8263016609129195) q[0],q[2]; +rzz(-2.825493636900158) q[1],q[2]; +rzz(0.8571239452406735) q[3],q[5]; +u3(2.5229974796807713,1.5611063441522433,-pi/2) q[3]; +rzz(-2.8262146727331428) q[0],q[3]; +rzz(-2.8264264729892403) q[1],q[3]; +rzz(-2.8254976461366144) q[2],q[3]; +rzz(0.8571629284711864) q[4],q[5]; +u3(2.5229974796807713,1.5756696527386183,-pi/2) q[4]; +rzz(-2.82582407734324) q[0],q[4]; +rzz(-2.8262064431953102) q[1],q[4]; +rzz(-2.8259875576151616) q[2],q[4]; +rzz(-2.826048194825928) q[3],q[4]; +u3(2.5229974796807713,1.5735502058672397,-pi/2) q[5]; +rzz(-2.8260711420548144) q[0],q[5]; +rx(6.32436637457726) q[0]; +rzz(-2.826025369933937) q[1],q[5]; +rx(6.32436637457726) q[1]; +rzz(-2.826249628022892) q[2],q[5]; +rx(6.32436637457726) q[2]; +rzz(-2.8259160684853613) q[3],q[5]; +rx(6.32436637457726) q[3]; +rzz(-2.8260445952149196) q[4],q[5]; +rx(6.32436637457726) q[4]; +rx(6.32436637457726) q[5]; +barrier q[0],q[1],q[2],q[3],q[4],q[5]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; +measure q[4] -> meas[4]; +measure q[5] -> meas[5]; +barrier q[0],q[1],q[2],q[3],q[4],q[5]; +measure q[0] -> meas3[0]; +measure q[1] -> meas3[1]; +measure q[2] -> meas3[2]; +measure q[3] -> meas3[3]; +measure q[4] -> meas3[4]; +measure q[5] -> meas3[5]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/portfolioqaoa_indep_qiskit_7.qasm b/test/BenchmarkQuasm/qasm/portfolioqaoa_indep_qiskit_7.qasm new file mode 100644 index 00000000..f011c8ae --- /dev/null +++ b/test/BenchmarkQuasm/qasm/portfolioqaoa_indep_qiskit_7.qasm @@ -0,0 +1,117 @@ +// Benchmark was created by MQT Bench on 2024-03-17 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[7]; +creg meas[7]; +creg meas4[7]; +u2(-1.3107655790970627,-pi) q[0]; +u2(-1.2796840107022174,-pi) q[1]; +rzz(-4.973851604661539) q[0],q[1]; +u2(-1.3167476367552837,-pi) q[2]; +rzz(-4.973778093009132) q[0],q[2]; +rzz(-4.97391209164794) q[1],q[2]; +u2(-0.8289133527214751,-pi) q[3]; +rzz(-4.974974029051155) q[0],q[3]; +rzz(-4.9719371937180945) q[1],q[3]; +rzz(-4.9729101964617115) q[2],q[3]; +u2(-1.3366583367883298,-pi) q[4]; +rzz(-4.97421434761309) q[0],q[4]; +rzz(-4.974024270288309) q[1],q[4]; +rzz(-4.973504078022938) q[2],q[4]; +rzz(-4.971258612076763) q[3],q[4]; +u2(-1.315143324420049,-pi) q[5]; +rzz(-4.973866142666114) q[0],q[5]; +rzz(-4.973904772572349) q[1],q[5]; +rzz(-4.973892647947677) q[2],q[5]; +rzz(-4.975155018629825) q[3],q[5]; +rzz(-4.973881609972495) q[4],q[5]; +u2(-1.3013678017771673,-pi) q[6]; +rzz(-4.973846219056362) q[0],q[6]; +u3(2.465170535421868,0.30479066845805036,-pi/2) q[0]; +rzz(-4.973801985306963) q[1],q[6]; +u3(2.465170535421868,0.33615202186995674,-pi/2) q[1]; +rzz(-5.018624414655916) q[0],q[1]; +rzz(-4.973837907909673) q[2],q[6]; +u3(2.465170535421868,0.29875476248423904,-pi/2) q[2]; +rzz(-5.018550241278248) q[0],q[2]; +rzz(-5.018685446124252) q[1],q[2]; +rzz(-4.975779004714076) q[3],q[6]; +u3(2.465170535421868,0.7909803539883633,-pi/2) q[3]; +rzz(-5.0197569427032045) q[0],q[3]; +rzz(-5.016692770878797) q[1],q[3]; +rzz(-5.0176745322405685) q[2],q[3]; +rzz(-4.974187842172451) q[4],q[6]; +u3(2.465170535421868,0.2786648335436399,-pi/2) q[4]; +rzz(-5.018990422888086) q[0],q[4]; +rzz(-5.018798634556097) q[1],q[4]; +rzz(-5.018273759708431) q[2],q[4]; +rzz(-5.016008080891398) q[3],q[4]; +rzz(-4.973918046249495) q[5],q[6]; +u3(2.465170535421868,0.3003735162578334,-pi/2) q[5]; +rzz(-5.01863908352634) q[0],q[5]; +rzz(-5.018678061164994) q[1],q[5]; +rzz(-5.018665827398844) q[2],q[5]; +rzz(-5.019939561484485) q[3],q[5]; +rzz(-5.018654690063809) q[4],q[5]; +u3(2.465170535421868,0.31427304116432975,-pi/2) q[6]; +rzz(-5.018618980571472) q[0],q[6]; +u3(1.5825177442266967,2.9033010292942025,-pi/2) q[0]; +rzz(-5.018574348645888) q[1],q[6]; +u3(1.5825177442266967,2.872355347668339,-pi/2) q[1]; +rzz(4.952106221180029) q[0],q[1]; +rzz(-5.018610594610852) q[2],q[6]; +u3(1.5825177442266967,2.9092569337520215,-pi/2) q[2]; +rzz(4.952033030916195) q[0],q[2]; +rzz(4.952166443720921) q[1],q[2]; +rzz(-5.02056916446538) q[3],q[6]; +u3(1.5825177442266969,2.423555432202475,-pi/2) q[3]; +rzz(4.95322373839695) q[0],q[3]; +rzz(4.9502001799274025) q[1],q[3]; +rzz(4.951168928760877) q[2],q[3]; +rzz(-5.018963678855073) q[4],q[6]; +u3(1.5825177442266964,2.929080585388368,-pi/2) q[4]; +rzz(4.952467378240963) q[0],q[4]; +rzz(4.952278131922944) q[1],q[4]; +rzz(4.951760213907228) q[2],q[4]; +rzz(4.94952456500466) q[3],q[4]; +rzz(-5.018691454326973) q[5],q[6]; +u3(1.5825177442266964,2.9076596353749276,-pi/2) q[5]; +rzz(4.952120695625312) q[0],q[5]; +rzz(4.952159156643893) q[1],q[5]; +rzz(4.95214708502736) q[2],q[5]; +rzz(4.953403936699943) q[3],q[5]; +rzz(4.95213609530955) q[4],q[5]; +u3(1.5825177442266967,2.8939443384979793,-pi/2) q[6]; +rzz(4.952100859120398) q[0],q[6]; +rx(-11.545155618401003) q[0]; +rzz(4.952056818758321) q[1],q[6]; +rx(-11.545155618401003) q[1]; +rzz(4.952092584309548) q[2],q[6]; +rx(-11.545155618401003) q[2]; +rzz(4.954025194754135) q[3],q[6]; +rx(-11.545155618401003) q[3]; +rzz(4.952440988680534) q[4],q[6]; +rx(-11.545155618401003) q[4]; +rzz(4.952172372289313) q[5],q[6]; +rx(-11.545155618401003) q[5]; +rx(-11.545155618401003) q[6]; +barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; +measure q[4] -> meas[4]; +measure q[5] -> meas[5]; +measure q[6] -> meas[6]; +barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6]; +measure q[0] -> meas4[0]; +measure q[1] -> meas4[1]; +measure q[2] -> meas4[2]; +measure q[3] -> meas4[3]; +measure q[4] -> meas4[4]; +measure q[5] -> meas4[5]; +measure q[6] -> meas4[6]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/portfoliovqe_indep_qiskit_3.qasm b/test/BenchmarkQuasm/qasm/portfoliovqe_indep_qiskit_3.qasm new file mode 100644 index 00000000..b645301b --- /dev/null +++ b/test/BenchmarkQuasm/qasm/portfoliovqe_indep_qiskit_3.qasm @@ -0,0 +1,34 @@ +// Benchmark was created by MQT Bench on 2024-03-17 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[3]; +creg meas[3]; +ry(4.702531904090672) q[0]; +ry(0.27912916317897923) q[1]; +cz q[0],q[1]; +ry(3.1324512545711407) q[2]; +cz q[0],q[2]; +ry(-5.910838761425785) q[0]; +cz q[1],q[2]; +ry(-2.8063676966033793) q[1]; +cz q[0],q[1]; +ry(-3.6622582190162847) q[2]; +cz q[0],q[2]; +ry(-0.29837891906294317) q[0]; +cz q[1],q[2]; +ry(-4.130720669019984) q[1]; +cz q[0],q[1]; +ry(-1.023492757978003) q[2]; +cz q[0],q[2]; +ry(-2.8095712872076577) q[0]; +cz q[1],q[2]; +ry(1.2348318981948359) q[1]; +ry(0.1520689023222807) q[2]; +barrier q[0],q[1],q[2]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/portfoliovqe_indep_qiskit_4.qasm b/test/BenchmarkQuasm/qasm/portfoliovqe_indep_qiskit_4.qasm new file mode 100644 index 00000000..27a4601d --- /dev/null +++ b/test/BenchmarkQuasm/qasm/portfoliovqe_indep_qiskit_4.qasm @@ -0,0 +1,48 @@ +// Benchmark was created by MQT Bench on 2024-03-17 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[4]; +creg meas[4]; +ry(-5.347518124948548) q[0]; +ry(-0.2775667806412738) q[1]; +cz q[0],q[1]; +ry(4.388931218439147) q[2]; +cz q[0],q[2]; +cz q[1],q[2]; +ry(0.4998199810650877) q[3]; +cz q[0],q[3]; +ry(-3.1597284583330474) q[0]; +cz q[1],q[3]; +ry(-3.6049733174107406) q[1]; +cz q[0],q[1]; +cz q[2],q[3]; +ry(3.144241615997172) q[2]; +cz q[0],q[2]; +cz q[1],q[2]; +ry(-1.2437766801193173) q[3]; +cz q[0],q[3]; +ry(2.9746984747507126) q[0]; +cz q[1],q[3]; +ry(-2.916403245420324) q[1]; +cz q[0],q[1]; +cz q[2],q[3]; +ry(-1.0916657255867384) q[2]; +cz q[0],q[2]; +cz q[1],q[2]; +ry(5.9922638613377) q[3]; +cz q[0],q[3]; +ry(-0.15522972874406707) q[0]; +cz q[1],q[3]; +ry(-0.6989501141709386) q[1]; +cz q[2],q[3]; +ry(2.532771468834448) q[2]; +ry(5.1911851792027655) q[3]; +barrier q[0],q[1],q[2],q[3]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/portfoliovqe_indep_qiskit_5.qasm b/test/BenchmarkQuasm/qasm/portfoliovqe_indep_qiskit_5.qasm new file mode 100644 index 00000000..b16f0a6a --- /dev/null +++ b/test/BenchmarkQuasm/qasm/portfoliovqe_indep_qiskit_5.qasm @@ -0,0 +1,65 @@ +// Benchmark was created by MQT Bench on 2024-03-17 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[5]; +creg meas[5]; +ry(5.812764104280665) q[0]; +ry(6.460537782327528) q[1]; +cz q[0],q[1]; +ry(3.5145852990824067) q[2]; +cz q[0],q[2]; +cz q[1],q[2]; +ry(-0.8203368647036271) q[3]; +cz q[0],q[3]; +cz q[1],q[3]; +cz q[2],q[3]; +ry(5.025985051694111) q[4]; +cz q[0],q[4]; +ry(3.678228292091679) q[0]; +cz q[1],q[4]; +ry(3.1405695185640448) q[1]; +cz q[0],q[1]; +cz q[2],q[4]; +ry(-2.601457345679879) q[2]; +cz q[0],q[2]; +cz q[1],q[2]; +cz q[3],q[4]; +ry(1.5721200579904302) q[3]; +cz q[0],q[3]; +cz q[1],q[3]; +cz q[2],q[3]; +ry(-3.091727250818479) q[4]; +cz q[0],q[4]; +ry(5.128476401728323) q[0]; +cz q[1],q[4]; +ry(6.023201103145068) q[1]; +cz q[0],q[1]; +cz q[2],q[4]; +ry(-5.231960360375551) q[2]; +cz q[0],q[2]; +cz q[1],q[2]; +cz q[3],q[4]; +ry(-2.6430235217741505) q[3]; +cz q[0],q[3]; +cz q[1],q[3]; +cz q[2],q[3]; +ry(-5.096151935958439) q[4]; +cz q[0],q[4]; +ry(0.5209603477745716) q[0]; +cz q[1],q[4]; +ry(3.025246888530179) q[1]; +cz q[2],q[4]; +ry(1.1916546985633065) q[2]; +cz q[3],q[4]; +ry(-1.1156772816961626) q[3]; +ry(6.167431522296037) q[4]; +barrier q[0],q[1],q[2],q[3],q[4]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; +measure q[4] -> meas[4]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/portfoliovqe_indep_qiskit_6.qasm b/test/BenchmarkQuasm/qasm/portfoliovqe_indep_qiskit_6.qasm new file mode 100644 index 00000000..82599c9e --- /dev/null +++ b/test/BenchmarkQuasm/qasm/portfoliovqe_indep_qiskit_6.qasm @@ -0,0 +1,85 @@ +// Benchmark was created by MQT Bench on 2024-03-17 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[6]; +creg meas[6]; +ry(0.6572088955750814) q[0]; +ry(3.619072253286568) q[1]; +cz q[0],q[1]; +ry(5.9263218099884565) q[2]; +cz q[0],q[2]; +cz q[1],q[2]; +ry(-0.5632069336934871) q[3]; +cz q[0],q[3]; +cz q[1],q[3]; +cz q[2],q[3]; +ry(-5.899486888566294) q[4]; +cz q[0],q[4]; +cz q[1],q[4]; +cz q[2],q[4]; +cz q[3],q[4]; +ry(-3.3353970476601047) q[5]; +cz q[0],q[5]; +ry(6.219039775804674) q[0]; +cz q[1],q[5]; +ry(-1.8746414450695879) q[1]; +cz q[0],q[1]; +cz q[2],q[5]; +ry(4.690804422429242) q[2]; +cz q[0],q[2]; +cz q[1],q[2]; +cz q[3],q[5]; +ry(6.191086045078293) q[3]; +cz q[0],q[3]; +cz q[1],q[3]; +cz q[2],q[3]; +cz q[4],q[5]; +ry(3.359369595764589) q[4]; +cz q[0],q[4]; +cz q[1],q[4]; +cz q[2],q[4]; +cz q[3],q[4]; +ry(4.520490155519452) q[5]; +cz q[0],q[5]; +ry(-0.2630013228079857) q[0]; +cz q[1],q[5]; +ry(6.1669895322781745) q[1]; +cz q[0],q[1]; +cz q[2],q[5]; +ry(-4.492093609118394) q[2]; +cz q[0],q[2]; +cz q[1],q[2]; +cz q[3],q[5]; +ry(-4.908040827262384) q[3]; +cz q[0],q[3]; +cz q[1],q[3]; +cz q[2],q[3]; +cz q[4],q[5]; +ry(-4.75024860597429) q[4]; +cz q[0],q[4]; +cz q[1],q[4]; +cz q[2],q[4]; +cz q[3],q[4]; +ry(-0.23631864320099005) q[5]; +cz q[0],q[5]; +ry(3.274628763223536) q[0]; +cz q[1],q[5]; +ry(-5.226261059250838) q[1]; +cz q[2],q[5]; +ry(-0.5140501694036672) q[2]; +cz q[3],q[5]; +ry(0.4500075797005403) q[3]; +cz q[4],q[5]; +ry(-4.6582501578569495) q[4]; +ry(-0.592349718440718) q[5]; +barrier q[0],q[1],q[2],q[3],q[4],q[5]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; +measure q[4] -> meas[4]; +measure q[5] -> meas[5]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/portfoliovqe_indep_qiskit_7.qasm b/test/BenchmarkQuasm/qasm/portfoliovqe_indep_qiskit_7.qasm new file mode 100644 index 00000000..c18ff20c --- /dev/null +++ b/test/BenchmarkQuasm/qasm/portfoliovqe_indep_qiskit_7.qasm @@ -0,0 +1,108 @@ +// Benchmark was created by MQT Bench on 2024-03-17 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[7]; +creg meas[7]; +ry(-1.8316328701859983) q[0]; +ry(-4.061414447349874) q[1]; +cz q[0],q[1]; +ry(-0.13065207091879305) q[2]; +cz q[0],q[2]; +cz q[1],q[2]; +ry(4.618235305742356) q[3]; +cz q[0],q[3]; +cz q[1],q[3]; +cz q[2],q[3]; +ry(-2.0035942851567334) q[4]; +cz q[0],q[4]; +cz q[1],q[4]; +cz q[2],q[4]; +cz q[3],q[4]; +ry(5.823913075592953) q[5]; +cz q[0],q[5]; +cz q[1],q[5]; +cz q[2],q[5]; +cz q[3],q[5]; +cz q[4],q[5]; +ry(-3.054782424058876) q[6]; +cz q[0],q[6]; +ry(1.6410145068397712) q[0]; +cz q[1],q[6]; +ry(-5.69128089081944) q[1]; +cz q[0],q[1]; +cz q[2],q[6]; +ry(-2.2140373739882993) q[2]; +cz q[0],q[2]; +cz q[1],q[2]; +cz q[3],q[6]; +ry(2.0259015198628125) q[3]; +cz q[0],q[3]; +cz q[1],q[3]; +cz q[2],q[3]; +cz q[4],q[6]; +ry(-0.5338738181511573) q[4]; +cz q[0],q[4]; +cz q[1],q[4]; +cz q[2],q[4]; +cz q[3],q[4]; +cz q[5],q[6]; +ry(-5.592254659994845) q[5]; +cz q[0],q[5]; +cz q[1],q[5]; +cz q[2],q[5]; +cz q[3],q[5]; +cz q[4],q[5]; +ry(3.0318324516624298) q[6]; +cz q[0],q[6]; +ry(-5.856095233162612) q[0]; +cz q[1],q[6]; +ry(-1.0839314814580145) q[1]; +cz q[0],q[1]; +cz q[2],q[6]; +ry(-3.1653726238923614) q[2]; +cz q[0],q[2]; +cz q[1],q[2]; +cz q[3],q[6]; +ry(3.0121951979811357) q[3]; +cz q[0],q[3]; +cz q[1],q[3]; +cz q[2],q[3]; +cz q[4],q[6]; +ry(-5.087130572125432) q[4]; +cz q[0],q[4]; +cz q[1],q[4]; +cz q[2],q[4]; +cz q[3],q[4]; +cz q[5],q[6]; +ry(1.9546801498371114) q[5]; +cz q[0],q[5]; +cz q[1],q[5]; +cz q[2],q[5]; +cz q[3],q[5]; +cz q[4],q[5]; +ry(-2.9058952720743707) q[6]; +cz q[0],q[6]; +ry(-1.475756684064705) q[0]; +cz q[1],q[6]; +ry(-2.9584640447641717) q[1]; +cz q[2],q[6]; +ry(-3.195615591955698) q[2]; +cz q[3],q[6]; +ry(3.860557264258915) q[3]; +cz q[4],q[6]; +ry(-5.753417604127002) q[4]; +cz q[5],q[6]; +ry(-3.086837473615006) q[5]; +ry(-3.8108425990422594) q[6]; +barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; +measure q[4] -> meas[4]; +measure q[5] -> meas[5]; +measure q[6] -> meas[6]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qaoa_indep_qiskit_10.qasm b/test/BenchmarkQuasm/qasm/qaoa_indep_qiskit_10.qasm new file mode 100644 index 00000000..18bb1a3d --- /dev/null +++ b/test/BenchmarkQuasm/qasm/qaoa_indep_qiskit_10.qasm @@ -0,0 +1,70 @@ +// Benchmark was created by MQT Bench on 2024-03-18 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[10]; +creg meas[10]; +h q[0]; +h q[1]; +rzz(-5.6274199584027285) q[0],q[1]; +h q[2]; +h q[3]; +rzz(-5.6274199584027285) q[1],q[3]; +rx(1.8987267857024446) q[1]; +h q[4]; +rzz(-5.6274199584027285) q[3],q[4]; +rx(1.8987267857024446) q[3]; +h q[5]; +h q[6]; +rzz(-5.6274199584027285) q[0],q[6]; +rx(1.8987267857024446) q[0]; +rzz(1.2427965226498625) q[0],q[1]; +rzz(1.2427965226498625) q[1],q[3]; +rx(-0.655872435747533) q[1]; +rzz(-5.6274199584027285) q[2],q[6]; +rx(1.8987267857024446) q[6]; +rzz(1.2427965226498625) q[0],q[6]; +rx(-0.655872435747533) q[0]; +h q[7]; +rzz(-5.6274199584027285) q[5],q[7]; +h q[8]; +rzz(-5.6274199584027285) q[2],q[8]; +rx(1.8987267857024446) q[2]; +rzz(1.2427965226498625) q[2],q[6]; +rzz(-5.6274199584027285) q[4],q[8]; +rx(1.8987267857024446) q[4]; +rzz(1.2427965226498625) q[3],q[4]; +rx(-0.655872435747533) q[3]; +rx(-0.655872435747533) q[6]; +rx(1.8987267857024446) q[8]; +rzz(1.2427965226498625) q[2],q[8]; +rx(-0.655872435747533) q[2]; +rzz(1.2427965226498625) q[4],q[8]; +rx(-0.655872435747533) q[4]; +rx(-0.655872435747533) q[8]; +h q[9]; +rzz(-5.6274199584027285) q[5],q[9]; +rx(1.8987267857024446) q[5]; +rzz(-5.6274199584027285) q[7],q[9]; +rx(1.8987267857024446) q[7]; +rzz(1.2427965226498625) q[5],q[7]; +rx(1.8987267857024446) q[9]; +rzz(1.2427965226498625) q[5],q[9]; +rx(-0.655872435747533) q[5]; +rzz(1.2427965226498625) q[7],q[9]; +rx(-0.655872435747533) q[7]; +rx(-0.655872435747533) q[9]; +barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6],q[7],q[8],q[9]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; +measure q[4] -> meas[4]; +measure q[5] -> meas[5]; +measure q[6] -> meas[6]; +measure q[7] -> meas[7]; +measure q[8] -> meas[8]; +measure q[9] -> meas[9]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qaoa_indep_qiskit_3.qasm b/test/BenchmarkQuasm/qasm/qaoa_indep_qiskit_3.qasm new file mode 100644 index 00000000..b06baa7e --- /dev/null +++ b/test/BenchmarkQuasm/qasm/qaoa_indep_qiskit_3.qasm @@ -0,0 +1,28 @@ +// Benchmark was created by MQT Bench on 2024-03-18 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[3]; +creg meas[3]; +h q[0]; +h q[1]; +rzz(5.094008139994057) q[0],q[1]; +h q[2]; +rzz(5.094008139994057) q[0],q[2]; +rx(-6.860310317223841) q[0]; +rzz(5.094008139994057) q[1],q[2]; +rx(-6.860310317223841) q[1]; +rzz(-5.141522309483603) q[0],q[1]; +rx(-6.860310317223841) q[2]; +rzz(-5.141522309483603) q[0],q[2]; +rx(8.165927224507852) q[0]; +rzz(-5.141522309483603) q[1],q[2]; +rx(8.165927224507852) q[1]; +rx(8.165927224507852) q[2]; +barrier q[0],q[1],q[2]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qaoa_indep_qiskit_4.qasm b/test/BenchmarkQuasm/qasm/qaoa_indep_qiskit_4.qasm new file mode 100644 index 00000000..feba7d32 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/qaoa_indep_qiskit_4.qasm @@ -0,0 +1,34 @@ +// Benchmark was created by MQT Bench on 2024-03-18 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[4]; +creg meas[4]; +h q[0]; +h q[1]; +rzz(-4.712387194486129) q[0],q[1]; +h q[2]; +rzz(-4.712387194486129) q[0],q[2]; +rx(8.63937561261258) q[0]; +h q[3]; +rzz(-4.712387194486129) q[1],q[3]; +rx(8.63937561261258) q[1]; +rzz(0.785393361472697) q[0],q[1]; +rzz(-4.712387194486129) q[2],q[3]; +rx(8.63937561261258) q[2]; +rzz(0.785393361472697) q[0],q[2]; +rx(4.712387043046583) q[0]; +rx(8.63937561261258) q[3]; +rzz(0.785393361472697) q[1],q[3]; +rx(4.712387043046583) q[1]; +rzz(0.785393361472697) q[2],q[3]; +rx(4.712387043046583) q[2]; +rx(4.712387043046583) q[3]; +barrier q[0],q[1],q[2],q[3]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qaoa_indep_qiskit_5.qasm b/test/BenchmarkQuasm/qasm/qaoa_indep_qiskit_5.qasm new file mode 100644 index 00000000..27ede0f8 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/qaoa_indep_qiskit_5.qasm @@ -0,0 +1,40 @@ +// Benchmark was created by MQT Bench on 2024-03-18 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[5]; +creg meas[5]; +h q[0]; +h q[1]; +rzz(-1.930004982171882) q[0],q[1]; +h q[2]; +rzz(-1.930004982171882) q[0],q[2]; +rx(-2.6436411784439646) q[0]; +h q[3]; +rzz(-1.930004982171882) q[1],q[3]; +rx(-2.6436411784439646) q[1]; +rzz(-3.639726195721819) q[0],q[1]; +h q[4]; +rzz(-1.930004982171882) q[2],q[4]; +rx(-2.6436411784439646) q[2]; +rzz(-3.639726195721819) q[0],q[2]; +rx(1.9303385045328598) q[0]; +rzz(-1.930004982171882) q[3],q[4]; +rx(-2.6436411784439646) q[3]; +rzz(-3.639726195721819) q[1],q[3]; +rx(1.9303385045328598) q[1]; +rx(-2.6436411784439646) q[4]; +rzz(-3.639726195721819) q[2],q[4]; +rx(1.9303385045328598) q[2]; +rzz(-3.639726195721819) q[3],q[4]; +rx(1.9303385045328598) q[3]; +rx(1.9303385045328598) q[4]; +barrier q[0],q[1],q[2],q[3],q[4]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; +measure q[4] -> meas[4]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qaoa_indep_qiskit_6.qasm b/test/BenchmarkQuasm/qasm/qaoa_indep_qiskit_6.qasm new file mode 100644 index 00000000..94cc8d15 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/qaoa_indep_qiskit_6.qasm @@ -0,0 +1,46 @@ +// Benchmark was created by MQT Bench on 2024-03-18 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[6]; +creg meas[6]; +h q[0]; +h q[1]; +h q[2]; +rzz(-4.993767341069986) q[0],q[2]; +h q[3]; +rzz(-4.993767341069986) q[0],q[3]; +rx(-2.4967770622792953) q[0]; +h q[4]; +rzz(-4.993767341069986) q[1],q[4]; +rzz(-4.993767341069986) q[2],q[4]; +rx(-2.4967770622792953) q[2]; +rzz(-0.6447018505867251) q[0],q[2]; +rx(-2.4967770622792953) q[4]; +h q[5]; +rzz(-4.993767341069986) q[1],q[5]; +rx(-2.4967770622792953) q[1]; +rzz(-0.6447018505867251) q[1],q[4]; +rzz(-0.6447018505867251) q[2],q[4]; +rx(8.135245684982658) q[2]; +rzz(-4.993767341069986) q[3],q[5]; +rx(-2.4967770622792953) q[3]; +rzz(-0.6447018505867251) q[0],q[3]; +rx(8.135245684982658) q[0]; +rx(8.135245684982658) q[4]; +rx(-2.4967770622792953) q[5]; +rzz(-0.6447018505867251) q[1],q[5]; +rx(8.135245684982658) q[1]; +rzz(-0.6447018505867251) q[3],q[5]; +rx(8.135245684982658) q[3]; +rx(8.135245684982658) q[5]; +barrier q[0],q[1],q[2],q[3],q[4],q[5]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; +measure q[4] -> meas[4]; +measure q[5] -> meas[5]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qaoa_indep_qiskit_7.qasm b/test/BenchmarkQuasm/qasm/qaoa_indep_qiskit_7.qasm new file mode 100644 index 00000000..ec5553fa --- /dev/null +++ b/test/BenchmarkQuasm/qasm/qaoa_indep_qiskit_7.qasm @@ -0,0 +1,52 @@ +// Benchmark was created by MQT Bench on 2024-03-18 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[7]; +creg meas[7]; +h q[0]; +h q[1]; +h q[2]; +rzz(1.6527519223558647) q[1],q[2]; +h q[3]; +rzz(1.6527519223558647) q[0],q[3]; +h q[4]; +rzz(1.6527519223558647) q[1],q[4]; +rx(11.777642967412769) q[1]; +rzz(1.6527519223558647) q[2],q[4]; +rx(11.777642967412769) q[2]; +rzz(3.9303882758114326) q[1],q[2]; +rx(11.777642967412769) q[4]; +rzz(3.9303882758114326) q[1],q[4]; +rx(-1.652897253728491) q[1]; +rzz(3.9303882758114326) q[2],q[4]; +rx(-1.652897253728491) q[2]; +rx(-1.652897253728491) q[4]; +h q[5]; +rzz(1.6527519223558647) q[0],q[5]; +rx(11.777642967412769) q[0]; +h q[6]; +rzz(1.6527519223558647) q[3],q[6]; +rx(11.777642967412769) q[3]; +rzz(3.9303882758114326) q[0],q[3]; +rzz(1.6527519223558647) q[5],q[6]; +rx(11.777642967412769) q[5]; +rzz(3.9303882758114326) q[0],q[5]; +rx(-1.652897253728491) q[0]; +rx(11.777642967412769) q[6]; +rzz(3.9303882758114326) q[3],q[6]; +rx(-1.652897253728491) q[3]; +rzz(3.9303882758114326) q[5],q[6]; +rx(-1.652897253728491) q[5]; +rx(-1.652897253728491) q[6]; +barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; +measure q[4] -> meas[4]; +measure q[5] -> meas[5]; +measure q[6] -> meas[6]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qaoa_indep_qiskit_8.qasm b/test/BenchmarkQuasm/qasm/qaoa_indep_qiskit_8.qasm new file mode 100644 index 00000000..86a262ab --- /dev/null +++ b/test/BenchmarkQuasm/qasm/qaoa_indep_qiskit_8.qasm @@ -0,0 +1,58 @@ +// Benchmark was created by MQT Bench on 2024-03-18 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[8]; +creg meas[8]; +h q[0]; +h q[1]; +h q[2]; +rzz(1.289657294119705) q[0],q[2]; +h q[3]; +rzz(1.289657294119705) q[2],q[3]; +rx(-8.78004169405816) q[2]; +h q[4]; +h q[5]; +rzz(1.289657294119705) q[1],q[5]; +rzz(1.289657294119705) q[4],q[5]; +rx(-8.78004169405816) q[5]; +h q[6]; +rzz(1.289657294119705) q[0],q[6]; +rx(-8.78004169405816) q[0]; +rzz(-6.9280464906698915) q[0],q[2]; +rzz(1.289657294119705) q[4],q[6]; +rx(-8.78004169405816) q[4]; +rx(-8.78004169405816) q[6]; +rzz(-6.9280464906698915) q[0],q[6]; +rx(1.852442527658872) q[0]; +h q[7]; +rzz(1.289657294119705) q[1],q[7]; +rx(-8.78004169405816) q[1]; +rzz(-6.9280464906698915) q[1],q[5]; +rzz(1.289657294119705) q[3],q[7]; +rx(-8.78004169405816) q[3]; +rzz(-6.9280464906698915) q[2],q[3]; +rx(1.852442527658872) q[2]; +rzz(-6.9280464906698915) q[4],q[5]; +rzz(-6.9280464906698915) q[4],q[6]; +rx(1.852442527658872) q[4]; +rx(1.852442527658872) q[5]; +rx(1.852442527658872) q[6]; +rx(-8.78004169405816) q[7]; +rzz(-6.9280464906698915) q[1],q[7]; +rx(1.852442527658872) q[1]; +rzz(-6.9280464906698915) q[3],q[7]; +rx(1.852442527658872) q[3]; +rx(1.852442527658872) q[7]; +barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6],q[7]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; +measure q[4] -> meas[4]; +measure q[5] -> meas[5]; +measure q[6] -> meas[6]; +measure q[7] -> meas[7]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qaoa_indep_qiskit_9.qasm b/test/BenchmarkQuasm/qasm/qaoa_indep_qiskit_9.qasm new file mode 100644 index 00000000..79a34f0e --- /dev/null +++ b/test/BenchmarkQuasm/qasm/qaoa_indep_qiskit_9.qasm @@ -0,0 +1,64 @@ +// Benchmark was created by MQT Bench on 2024-03-18 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[9]; +creg meas[9]; +h q[0]; +h q[1]; +h q[2]; +h q[3]; +h q[4]; +rzz(1.289159800100306) q[0],q[4]; +h q[5]; +rzz(1.289159800100306) q[1],q[5]; +rzz(1.289159800100306) q[3],q[5]; +rx(3.7865680321834985) q[5]; +h q[6]; +rzz(1.289159800100306) q[2],q[6]; +rzz(1.289159800100306) q[4],q[6]; +rx(3.7865680321834985) q[4]; +rx(3.7865680321834985) q[6]; +h q[7]; +rzz(1.289159800100306) q[2],q[7]; +rx(3.7865680321834985) q[2]; +rzz(2.497050197192232) q[2],q[6]; +rzz(1.289159800100306) q[3],q[7]; +rx(3.7865680321834985) q[3]; +rx(3.7865680321834985) q[7]; +rzz(2.497050197192232) q[2],q[7]; +rx(-4.431573600202418) q[2]; +h q[8]; +rzz(1.289159800100306) q[0],q[8]; +rx(3.7865680321834985) q[0]; +rzz(2.497050197192232) q[0],q[4]; +rzz(1.289159800100306) q[1],q[8]; +rx(3.7865680321834985) q[1]; +rzz(2.497050197192232) q[1],q[5]; +rzz(2.497050197192232) q[3],q[5]; +rzz(2.497050197192232) q[3],q[7]; +rx(-4.431573600202418) q[3]; +rzz(2.497050197192232) q[4],q[6]; +rx(-4.431573600202418) q[4]; +rx(-4.431573600202418) q[5]; +rx(-4.431573600202418) q[6]; +rx(-4.431573600202418) q[7]; +rx(3.7865680321834985) q[8]; +rzz(2.497050197192232) q[0],q[8]; +rx(-4.431573600202418) q[0]; +rzz(2.497050197192232) q[1],q[8]; +rx(-4.431573600202418) q[1]; +rx(-4.431573600202418) q[8]; +barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6],q[7],q[8]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; +measure q[4] -> meas[4]; +measure q[5] -> meas[5]; +measure q[6] -> meas[6]; +measure q[7] -> meas[7]; +measure q[8] -> meas[8]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qft_indep_qiskit_10.qasm b/test/BenchmarkQuasm/qasm/qft_indep_qiskit_10.qasm new file mode 100644 index 00000000..aa35e53e --- /dev/null +++ b/test/BenchmarkQuasm/qasm/qft_indep_qiskit_10.qasm @@ -0,0 +1,81 @@ +// Benchmark was created by MQT Bench on 2024-03-18 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[10]; +creg c[10]; +creg meas[10]; +h q[9]; +cp(pi/2) q[9],q[8]; +h q[8]; +cp(pi/4) q[9],q[7]; +cp(pi/2) q[8],q[7]; +h q[7]; +cp(pi/8) q[9],q[6]; +cp(pi/4) q[8],q[6]; +cp(pi/2) q[7],q[6]; +h q[6]; +cp(pi/16) q[9],q[5]; +cp(pi/8) q[8],q[5]; +cp(pi/4) q[7],q[5]; +cp(pi/2) q[6],q[5]; +h q[5]; +cp(pi/32) q[9],q[4]; +cp(pi/16) q[8],q[4]; +cp(pi/8) q[7],q[4]; +cp(pi/4) q[6],q[4]; +cp(pi/2) q[5],q[4]; +h q[4]; +cp(pi/64) q[9],q[3]; +cp(pi/32) q[8],q[3]; +cp(pi/16) q[7],q[3]; +cp(pi/8) q[6],q[3]; +cp(pi/4) q[5],q[3]; +cp(pi/2) q[4],q[3]; +h q[3]; +cp(pi/128) q[9],q[2]; +cp(pi/64) q[8],q[2]; +cp(pi/32) q[7],q[2]; +cp(pi/16) q[6],q[2]; +cp(pi/8) q[5],q[2]; +cp(pi/4) q[4],q[2]; +cp(pi/2) q[3],q[2]; +h q[2]; +cp(pi/256) q[9],q[1]; +cp(pi/128) q[8],q[1]; +cp(pi/64) q[7],q[1]; +cp(pi/32) q[6],q[1]; +cp(pi/16) q[5],q[1]; +cp(pi/8) q[4],q[1]; +cp(pi/4) q[3],q[1]; +cp(pi/2) q[2],q[1]; +h q[1]; +cp(pi/512) q[9],q[0]; +cp(pi/256) q[8],q[0]; +cp(pi/128) q[7],q[0]; +cp(pi/64) q[6],q[0]; +cp(pi/32) q[5],q[0]; +cp(pi/16) q[4],q[0]; +cp(pi/8) q[3],q[0]; +cp(pi/4) q[2],q[0]; +cp(pi/2) q[1],q[0]; +h q[0]; +swap q[0],q[9]; +swap q[1],q[8]; +swap q[2],q[7]; +swap q[3],q[6]; +swap q[4],q[5]; +barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6],q[7],q[8],q[9]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; +measure q[4] -> meas[4]; +measure q[5] -> meas[5]; +measure q[6] -> meas[6]; +measure q[7] -> meas[7]; +measure q[8] -> meas[8]; +measure q[9] -> meas[9]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qft_indep_qiskit_2.qasm b/test/BenchmarkQuasm/qasm/qft_indep_qiskit_2.qasm new file mode 100644 index 00000000..3597ec1a --- /dev/null +++ b/test/BenchmarkQuasm/qasm/qft_indep_qiskit_2.qasm @@ -0,0 +1,17 @@ +// Benchmark was created by MQT Bench on 2024-03-17 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[2]; +creg c[2]; +creg meas[2]; +h q[1]; +cp(pi/2) q[1],q[0]; +h q[0]; +swap q[0],q[1]; +barrier q[0],q[1]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qft_indep_qiskit_3.qasm b/test/BenchmarkQuasm/qasm/qft_indep_qiskit_3.qasm new file mode 100644 index 00000000..5d710e26 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/qft_indep_qiskit_3.qasm @@ -0,0 +1,21 @@ +// Benchmark was created by MQT Bench on 2024-03-17 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[3]; +creg c[3]; +creg meas[3]; +h q[2]; +cp(pi/2) q[2],q[1]; +h q[1]; +cp(pi/4) q[2],q[0]; +cp(pi/2) q[1],q[0]; +h q[0]; +swap q[0],q[2]; +barrier q[0],q[1],q[2]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qft_indep_qiskit_4.qasm b/test/BenchmarkQuasm/qasm/qft_indep_qiskit_4.qasm new file mode 100644 index 00000000..1cab2eef --- /dev/null +++ b/test/BenchmarkQuasm/qasm/qft_indep_qiskit_4.qasm @@ -0,0 +1,27 @@ +// Benchmark was created by MQT Bench on 2024-03-17 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[4]; +creg c[4]; +creg meas[4]; +h q[3]; +cp(pi/2) q[3],q[2]; +h q[2]; +cp(pi/4) q[3],q[1]; +cp(pi/2) q[2],q[1]; +h q[1]; +cp(pi/8) q[3],q[0]; +cp(pi/4) q[2],q[0]; +cp(pi/2) q[1],q[0]; +h q[0]; +swap q[0],q[3]; +swap q[1],q[2]; +barrier q[0],q[1],q[2],q[3]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qft_indep_qiskit_5.qasm b/test/BenchmarkQuasm/qasm/qft_indep_qiskit_5.qasm new file mode 100644 index 00000000..e69de29b diff --git a/test/BenchmarkQuasm/qasm/qft_indep_qiskit_6.qasm b/test/BenchmarkQuasm/qasm/qft_indep_qiskit_6.qasm new file mode 100644 index 00000000..014862ea --- /dev/null +++ b/test/BenchmarkQuasm/qasm/qft_indep_qiskit_6.qasm @@ -0,0 +1,41 @@ +// Benchmark was created by MQT Bench on 2024-03-18 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[6]; +creg c[6]; +creg meas[6]; +h q[5]; +cp(pi/2) q[5],q[4]; +h q[4]; +cp(pi/4) q[5],q[3]; +cp(pi/2) q[4],q[3]; +h q[3]; +cp(pi/8) q[5],q[2]; +cp(pi/4) q[4],q[2]; +cp(pi/2) q[3],q[2]; +h q[2]; +cp(pi/16) q[5],q[1]; +cp(pi/8) q[4],q[1]; +cp(pi/4) q[3],q[1]; +cp(pi/2) q[2],q[1]; +h q[1]; +cp(pi/32) q[5],q[0]; +cp(pi/16) q[4],q[0]; +cp(pi/8) q[3],q[0]; +cp(pi/4) q[2],q[0]; +cp(pi/2) q[1],q[0]; +h q[0]; +swap q[0],q[5]; +swap q[1],q[4]; +swap q[2],q[3]; +barrier q[0],q[1],q[2],q[3],q[4],q[5]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; +measure q[4] -> meas[4]; +measure q[5] -> meas[5]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qft_indep_qiskit_7.qasm b/test/BenchmarkQuasm/qasm/qft_indep_qiskit_7.qasm new file mode 100644 index 00000000..249eb13d --- /dev/null +++ b/test/BenchmarkQuasm/qasm/qft_indep_qiskit_7.qasm @@ -0,0 +1,49 @@ +// Benchmark was created by MQT Bench on 2024-03-18 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[7]; +creg c[7]; +creg meas[7]; +h q[6]; +cp(pi/2) q[6],q[5]; +h q[5]; +cp(pi/4) q[6],q[4]; +cp(pi/2) q[5],q[4]; +h q[4]; +cp(pi/8) q[6],q[3]; +cp(pi/4) q[5],q[3]; +cp(pi/2) q[4],q[3]; +h q[3]; +cp(pi/16) q[6],q[2]; +cp(pi/8) q[5],q[2]; +cp(pi/4) q[4],q[2]; +cp(pi/2) q[3],q[2]; +h q[2]; +cp(pi/32) q[6],q[1]; +cp(pi/16) q[5],q[1]; +cp(pi/8) q[4],q[1]; +cp(pi/4) q[3],q[1]; +cp(pi/2) q[2],q[1]; +h q[1]; +cp(pi/64) q[6],q[0]; +cp(pi/32) q[5],q[0]; +cp(pi/16) q[4],q[0]; +cp(pi/8) q[3],q[0]; +cp(pi/4) q[2],q[0]; +cp(pi/2) q[1],q[0]; +h q[0]; +swap q[0],q[6]; +swap q[1],q[5]; +swap q[2],q[4]; +barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; +measure q[4] -> meas[4]; +measure q[5] -> meas[5]; +measure q[6] -> meas[6]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qft_indep_qiskit_8.qasm b/test/BenchmarkQuasm/qasm/qft_indep_qiskit_8.qasm new file mode 100644 index 00000000..891f2fe7 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/qft_indep_qiskit_8.qasm @@ -0,0 +1,59 @@ +// Benchmark was created by MQT Bench on 2024-03-18 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[8]; +creg c[8]; +creg meas[8]; +h q[7]; +cp(pi/2) q[7],q[6]; +h q[6]; +cp(pi/4) q[7],q[5]; +cp(pi/2) q[6],q[5]; +h q[5]; +cp(pi/8) q[7],q[4]; +cp(pi/4) q[6],q[4]; +cp(pi/2) q[5],q[4]; +h q[4]; +cp(pi/16) q[7],q[3]; +cp(pi/8) q[6],q[3]; +cp(pi/4) q[5],q[3]; +cp(pi/2) q[4],q[3]; +h q[3]; +cp(pi/32) q[7],q[2]; +cp(pi/16) q[6],q[2]; +cp(pi/8) q[5],q[2]; +cp(pi/4) q[4],q[2]; +cp(pi/2) q[3],q[2]; +h q[2]; +cp(pi/64) q[7],q[1]; +cp(pi/32) q[6],q[1]; +cp(pi/16) q[5],q[1]; +cp(pi/8) q[4],q[1]; +cp(pi/4) q[3],q[1]; +cp(pi/2) q[2],q[1]; +h q[1]; +cp(pi/128) q[7],q[0]; +cp(pi/64) q[6],q[0]; +cp(pi/32) q[5],q[0]; +cp(pi/16) q[4],q[0]; +cp(pi/8) q[3],q[0]; +cp(pi/4) q[2],q[0]; +cp(pi/2) q[1],q[0]; +h q[0]; +swap q[0],q[7]; +swap q[1],q[6]; +swap q[2],q[5]; +swap q[3],q[4]; +barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6],q[7]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; +measure q[4] -> meas[4]; +measure q[5] -> meas[5]; +measure q[6] -> meas[6]; +measure q[7] -> meas[7]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qft_indep_qiskit_9.qasm b/test/BenchmarkQuasm/qasm/qft_indep_qiskit_9.qasm new file mode 100644 index 00000000..b8253d7c --- /dev/null +++ b/test/BenchmarkQuasm/qasm/qft_indep_qiskit_9.qasm @@ -0,0 +1,69 @@ +// Benchmark was created by MQT Bench on 2024-03-18 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[9]; +creg c[9]; +creg meas[9]; +h q[8]; +cp(pi/2) q[8],q[7]; +h q[7]; +cp(pi/4) q[8],q[6]; +cp(pi/2) q[7],q[6]; +h q[6]; +cp(pi/8) q[8],q[5]; +cp(pi/4) q[7],q[5]; +cp(pi/2) q[6],q[5]; +h q[5]; +cp(pi/16) q[8],q[4]; +cp(pi/8) q[7],q[4]; +cp(pi/4) q[6],q[4]; +cp(pi/2) q[5],q[4]; +h q[4]; +cp(pi/32) q[8],q[3]; +cp(pi/16) q[7],q[3]; +cp(pi/8) q[6],q[3]; +cp(pi/4) q[5],q[3]; +cp(pi/2) q[4],q[3]; +h q[3]; +cp(pi/64) q[8],q[2]; +cp(pi/32) q[7],q[2]; +cp(pi/16) q[6],q[2]; +cp(pi/8) q[5],q[2]; +cp(pi/4) q[4],q[2]; +cp(pi/2) q[3],q[2]; +h q[2]; +cp(pi/128) q[8],q[1]; +cp(pi/64) q[7],q[1]; +cp(pi/32) q[6],q[1]; +cp(pi/16) q[5],q[1]; +cp(pi/8) q[4],q[1]; +cp(pi/4) q[3],q[1]; +cp(pi/2) q[2],q[1]; +h q[1]; +cp(pi/256) q[8],q[0]; +cp(pi/128) q[7],q[0]; +cp(pi/64) q[6],q[0]; +cp(pi/32) q[5],q[0]; +cp(pi/16) q[4],q[0]; +cp(pi/8) q[3],q[0]; +cp(pi/4) q[2],q[0]; +cp(pi/2) q[1],q[0]; +h q[0]; +swap q[0],q[8]; +swap q[1],q[7]; +swap q[2],q[6]; +swap q[3],q[5]; +barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6],q[7],q[8]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; +measure q[4] -> meas[4]; +measure q[5] -> meas[5]; +measure q[6] -> meas[6]; +measure q[7] -> meas[7]; +measure q[8] -> meas[8]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qftentangled_indep_qiskit_2.qasm b/test/BenchmarkQuasm/qasm/qftentangled_indep_qiskit_2.qasm new file mode 100644 index 00000000..4aab1291 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/qftentangled_indep_qiskit_2.qasm @@ -0,0 +1,18 @@ +// Benchmark was created by MQT Bench on 2024-03-18 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[2]; +creg meas[2]; +h q[1]; +cx q[1],q[0]; +h q[1]; +cp(pi/2) q[1],q[0]; +h q[0]; +swap q[0],q[1]; +barrier q[0],q[1]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qftentangled_indep_qiskit_3.qasm b/test/BenchmarkQuasm/qasm/qftentangled_indep_qiskit_3.qasm new file mode 100644 index 00000000..e24c7906 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/qftentangled_indep_qiskit_3.qasm @@ -0,0 +1,23 @@ +// Benchmark was created by MQT Bench on 2024-03-18 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[3]; +creg meas[3]; +h q[2]; +cx q[2],q[1]; +cx q[1],q[0]; +h q[2]; +cp(pi/2) q[2],q[1]; +h q[1]; +cp(pi/4) q[2],q[0]; +cp(pi/2) q[1],q[0]; +h q[0]; +swap q[0],q[2]; +barrier q[0],q[1],q[2]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qftentangled_indep_qiskit_4.qasm b/test/BenchmarkQuasm/qasm/qftentangled_indep_qiskit_4.qasm new file mode 100644 index 00000000..151989a7 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/qftentangled_indep_qiskit_4.qasm @@ -0,0 +1,30 @@ +// Benchmark was created by MQT Bench on 2024-03-18 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[4]; +creg meas[4]; +h q[3]; +cx q[3],q[2]; +cx q[2],q[1]; +cx q[1],q[0]; +h q[3]; +cp(pi/2) q[3],q[2]; +h q[2]; +cp(pi/4) q[3],q[1]; +cp(pi/2) q[2],q[1]; +h q[1]; +cp(pi/8) q[3],q[0]; +cp(pi/4) q[2],q[0]; +cp(pi/2) q[1],q[0]; +h q[0]; +swap q[0],q[3]; +swap q[1],q[2]; +barrier q[0],q[1],q[2],q[3]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qftentangled_indep_qiskit_5.qasm b/test/BenchmarkQuasm/qasm/qftentangled_indep_qiskit_5.qasm new file mode 100644 index 00000000..7bc8608d --- /dev/null +++ b/test/BenchmarkQuasm/qasm/qftentangled_indep_qiskit_5.qasm @@ -0,0 +1,37 @@ +// Benchmark was created by MQT Bench on 2024-03-18 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[5]; +creg meas[5]; +h q[4]; +cx q[4],q[3]; +cx q[3],q[2]; +cx q[2],q[1]; +cx q[1],q[0]; +h q[4]; +cp(pi/2) q[4],q[3]; +h q[3]; +cp(pi/4) q[4],q[2]; +cp(pi/2) q[3],q[2]; +h q[2]; +cp(pi/8) q[4],q[1]; +cp(pi/4) q[3],q[1]; +cp(pi/2) q[2],q[1]; +h q[1]; +cp(pi/16) q[4],q[0]; +cp(pi/8) q[3],q[0]; +cp(pi/4) q[2],q[0]; +cp(pi/2) q[1],q[0]; +h q[0]; +swap q[0],q[4]; +swap q[1],q[3]; +barrier q[0],q[1],q[2],q[3],q[4]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; +measure q[4] -> meas[4]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qftentangled_indep_qiskit_6.qasm b/test/BenchmarkQuasm/qasm/qftentangled_indep_qiskit_6.qasm new file mode 100644 index 00000000..a0df554a --- /dev/null +++ b/test/BenchmarkQuasm/qasm/qftentangled_indep_qiskit_6.qasm @@ -0,0 +1,46 @@ +// Benchmark was created by MQT Bench on 2024-03-18 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[6]; +creg meas[6]; +h q[5]; +cx q[5],q[4]; +cx q[4],q[3]; +cx q[3],q[2]; +cx q[2],q[1]; +cx q[1],q[0]; +h q[5]; +cp(pi/2) q[5],q[4]; +h q[4]; +cp(pi/4) q[5],q[3]; +cp(pi/2) q[4],q[3]; +h q[3]; +cp(pi/8) q[5],q[2]; +cp(pi/4) q[4],q[2]; +cp(pi/2) q[3],q[2]; +h q[2]; +cp(pi/16) q[5],q[1]; +cp(pi/8) q[4],q[1]; +cp(pi/4) q[3],q[1]; +cp(pi/2) q[2],q[1]; +h q[1]; +cp(pi/32) q[5],q[0]; +cp(pi/16) q[4],q[0]; +cp(pi/8) q[3],q[0]; +cp(pi/4) q[2],q[0]; +cp(pi/2) q[1],q[0]; +h q[0]; +swap q[0],q[5]; +swap q[1],q[4]; +swap q[2],q[3]; +barrier q[0],q[1],q[2],q[3],q[4],q[5]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; +measure q[4] -> meas[4]; +measure q[5] -> meas[5]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qftentangled_indep_qiskit_7.qasm b/test/BenchmarkQuasm/qasm/qftentangled_indep_qiskit_7.qasm new file mode 100644 index 00000000..8fc218d9 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/qftentangled_indep_qiskit_7.qasm @@ -0,0 +1,55 @@ +// Benchmark was created by MQT Bench on 2024-03-18 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[7]; +creg meas[7]; +h q[6]; +cx q[6],q[5]; +cx q[5],q[4]; +cx q[4],q[3]; +cx q[3],q[2]; +cx q[2],q[1]; +cx q[1],q[0]; +h q[6]; +cp(pi/2) q[6],q[5]; +h q[5]; +cp(pi/4) q[6],q[4]; +cp(pi/2) q[5],q[4]; +h q[4]; +cp(pi/8) q[6],q[3]; +cp(pi/4) q[5],q[3]; +cp(pi/2) q[4],q[3]; +h q[3]; +cp(pi/16) q[6],q[2]; +cp(pi/8) q[5],q[2]; +cp(pi/4) q[4],q[2]; +cp(pi/2) q[3],q[2]; +h q[2]; +cp(pi/32) q[6],q[1]; +cp(pi/16) q[5],q[1]; +cp(pi/8) q[4],q[1]; +cp(pi/4) q[3],q[1]; +cp(pi/2) q[2],q[1]; +h q[1]; +cp(pi/64) q[6],q[0]; +cp(pi/32) q[5],q[0]; +cp(pi/16) q[4],q[0]; +cp(pi/8) q[3],q[0]; +cp(pi/4) q[2],q[0]; +cp(pi/2) q[1],q[0]; +h q[0]; +swap q[0],q[6]; +swap q[1],q[5]; +swap q[2],q[4]; +barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; +measure q[4] -> meas[4]; +measure q[5] -> meas[5]; +measure q[6] -> meas[6]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qnn_indep_qiskit_2.qasm b/test/BenchmarkQuasm/qasm/qnn_indep_qiskit_2.qasm new file mode 100644 index 00000000..04c9d51d --- /dev/null +++ b/test/BenchmarkQuasm/qasm/qnn_indep_qiskit_2.qasm @@ -0,0 +1,27 @@ +// Benchmark was created by MQT Bench on 2024-03-18 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[2]; +creg meas[2]; +u2(2.0,-pi) q[0]; +u2(2.0,-pi) q[1]; +cx q[0],q[1]; +p(9.172838187819544) q[1]; +cx q[0],q[1]; +u2(2.0,-pi) q[0]; +u2(2.0,-pi) q[1]; +cx q[0],q[1]; +p(9.172838187819544) q[1]; +cx q[0],q[1]; +ry(0.7271911597342195) q[0]; +ry(0.26244291289966604) q[1]; +cx q[0],q[1]; +ry(0.9484429661729774) q[0]; +ry(0.9866257564223032) q[1]; +barrier q[0],q[1]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qnn_indep_qiskit_3.qasm b/test/BenchmarkQuasm/qasm/qnn_indep_qiskit_3.qasm new file mode 100644 index 00000000..68ec59f7 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/qnn_indep_qiskit_3.qasm @@ -0,0 +1,45 @@ +// Benchmark was created by MQT Bench on 2024-03-18 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[3]; +creg meas[3]; +u2(2.0,-pi) q[0]; +u2(2.0,-pi) q[1]; +cx q[0],q[1]; +p(9.172838187819544) q[1]; +cx q[0],q[1]; +u2(2.0,-pi) q[2]; +cx q[0],q[2]; +p(9.172838187819544) q[2]; +cx q[0],q[2]; +u2(2.0,-pi) q[0]; +cx q[1],q[2]; +p(9.172838187819544) q[2]; +cx q[1],q[2]; +u2(2.0,-pi) q[1]; +cx q[0],q[1]; +p(9.172838187819544) q[1]; +cx q[0],q[1]; +u2(2.0,-pi) q[2]; +cx q[0],q[2]; +p(9.172838187819544) q[2]; +cx q[0],q[2]; +ry(0.11037467731759432) q[0]; +cx q[1],q[2]; +p(9.172838187819544) q[2]; +cx q[1],q[2]; +ry(0.5166448702169663) q[1]; +ry(0.004821943921094252) q[2]; +cx q[1],q[2]; +cx q[0],q[1]; +ry(0.6538077152553827) q[0]; +ry(0.9327551484272038) q[1]; +ry(0.8704893014547077) q[2]; +barrier q[0],q[1],q[2]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qnn_indep_qiskit_4.qasm b/test/BenchmarkQuasm/qasm/qnn_indep_qiskit_4.qasm new file mode 100644 index 00000000..b6163113 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/qnn_indep_qiskit_4.qasm @@ -0,0 +1,69 @@ +// Benchmark was created by MQT Bench on 2024-03-18 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[4]; +creg meas[4]; +u2(2.0,-pi) q[0]; +u2(2.0,-pi) q[1]; +cx q[0],q[1]; +p(9.172838187819544) q[1]; +cx q[0],q[1]; +u2(2.0,-pi) q[2]; +cx q[0],q[2]; +p(9.172838187819544) q[2]; +cx q[0],q[2]; +cx q[1],q[2]; +p(9.172838187819544) q[2]; +cx q[1],q[2]; +u2(2.0,-pi) q[3]; +cx q[0],q[3]; +p(9.172838187819544) q[3]; +cx q[0],q[3]; +u2(2.0,-pi) q[0]; +cx q[1],q[3]; +p(9.172838187819544) q[3]; +cx q[1],q[3]; +u2(2.0,-pi) q[1]; +cx q[0],q[1]; +p(9.172838187819544) q[1]; +cx q[0],q[1]; +cx q[2],q[3]; +p(9.172838187819544) q[3]; +cx q[2],q[3]; +u2(2.0,-pi) q[2]; +cx q[0],q[2]; +p(9.172838187819544) q[2]; +cx q[0],q[2]; +cx q[1],q[2]; +p(9.172838187819544) q[2]; +cx q[1],q[2]; +u2(2.0,-pi) q[3]; +cx q[0],q[3]; +p(9.172838187819544) q[3]; +cx q[0],q[3]; +ry(0.8768425592426913) q[0]; +cx q[1],q[3]; +p(9.172838187819544) q[3]; +cx q[1],q[3]; +ry(0.9239282887354762) q[1]; +cx q[2],q[3]; +p(9.172838187819544) q[3]; +cx q[2],q[3]; +ry(0.7805423064512372) q[2]; +ry(0.3145266814064763) q[3]; +cx q[2],q[3]; +cx q[1],q[2]; +cx q[0],q[1]; +ry(0.9585474158270013) q[0]; +ry(0.5184156164782092) q[1]; +ry(0.3006671104023324) q[2]; +ry(0.3886550114436593) q[3]; +barrier q[0],q[1],q[2],q[3]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qnn_indep_qiskit_5.qasm b/test/BenchmarkQuasm/qasm/qnn_indep_qiskit_5.qasm new file mode 100644 index 00000000..6f355f1e --- /dev/null +++ b/test/BenchmarkQuasm/qasm/qnn_indep_qiskit_5.qasm @@ -0,0 +1,99 @@ +// Benchmark was created by MQT Bench on 2024-03-18 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[5]; +creg meas[5]; +u2(2.0,-pi) q[0]; +u2(2.0,-pi) q[1]; +cx q[0],q[1]; +p(9.172838187819544) q[1]; +cx q[0],q[1]; +u2(2.0,-pi) q[2]; +cx q[0],q[2]; +p(9.172838187819544) q[2]; +cx q[0],q[2]; +cx q[1],q[2]; +p(9.172838187819544) q[2]; +cx q[1],q[2]; +u2(2.0,-pi) q[3]; +cx q[0],q[3]; +p(9.172838187819544) q[3]; +cx q[0],q[3]; +cx q[1],q[3]; +p(9.172838187819544) q[3]; +cx q[1],q[3]; +cx q[2],q[3]; +p(9.172838187819544) q[3]; +cx q[2],q[3]; +u2(2.0,-pi) q[4]; +cx q[0],q[4]; +p(9.172838187819544) q[4]; +cx q[0],q[4]; +u2(2.0,-pi) q[0]; +cx q[1],q[4]; +p(9.172838187819544) q[4]; +cx q[1],q[4]; +u2(2.0,-pi) q[1]; +cx q[0],q[1]; +p(9.172838187819544) q[1]; +cx q[0],q[1]; +cx q[2],q[4]; +p(9.172838187819544) q[4]; +cx q[2],q[4]; +u2(2.0,-pi) q[2]; +cx q[0],q[2]; +p(9.172838187819544) q[2]; +cx q[0],q[2]; +cx q[1],q[2]; +p(9.172838187819544) q[2]; +cx q[1],q[2]; +cx q[3],q[4]; +p(9.172838187819544) q[4]; +cx q[3],q[4]; +u2(2.0,-pi) q[3]; +cx q[0],q[3]; +p(9.172838187819544) q[3]; +cx q[0],q[3]; +cx q[1],q[3]; +p(9.172838187819544) q[3]; +cx q[1],q[3]; +cx q[2],q[3]; +p(9.172838187819544) q[3]; +cx q[2],q[3]; +u2(2.0,-pi) q[4]; +cx q[0],q[4]; +p(9.172838187819544) q[4]; +cx q[0],q[4]; +ry(0.9995998620659683) q[0]; +cx q[1],q[4]; +p(9.172838187819544) q[4]; +cx q[1],q[4]; +ry(0.6719930192629612) q[1]; +cx q[2],q[4]; +p(9.172838187819544) q[4]; +cx q[2],q[4]; +ry(0.6079940305981268) q[2]; +cx q[3],q[4]; +p(9.172838187819544) q[4]; +cx q[3],q[4]; +ry(0.841990779019443) q[3]; +ry(0.1501741065954877) q[4]; +cx q[3],q[4]; +cx q[2],q[3]; +cx q[1],q[2]; +cx q[0],q[1]; +ry(0.2697592377622874) q[0]; +ry(0.0433313044915673) q[1]; +ry(0.343228135653487) q[2]; +ry(0.19498124357632995) q[3]; +ry(0.7586579187042722) q[4]; +barrier q[0],q[1],q[2],q[3],q[4]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; +measure q[4] -> meas[4]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qnn_indep_qiskit_6.qasm b/test/BenchmarkQuasm/qasm/qnn_indep_qiskit_6.qasm new file mode 100644 index 00000000..215273cf --- /dev/null +++ b/test/BenchmarkQuasm/qasm/qnn_indep_qiskit_6.qasm @@ -0,0 +1,135 @@ +// Benchmark was created by MQT Bench on 2024-03-18 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[6]; +creg meas[6]; +u2(2.0,-pi) q[0]; +u2(2.0,-pi) q[1]; +cx q[0],q[1]; +p(9.172838187819544) q[1]; +cx q[0],q[1]; +u2(2.0,-pi) q[2]; +cx q[0],q[2]; +p(9.172838187819544) q[2]; +cx q[0],q[2]; +cx q[1],q[2]; +p(9.172838187819544) q[2]; +cx q[1],q[2]; +u2(2.0,-pi) q[3]; +cx q[0],q[3]; +p(9.172838187819544) q[3]; +cx q[0],q[3]; +cx q[1],q[3]; +p(9.172838187819544) q[3]; +cx q[1],q[3]; +cx q[2],q[3]; +p(9.172838187819544) q[3]; +cx q[2],q[3]; +u2(2.0,-pi) q[4]; +cx q[0],q[4]; +p(9.172838187819544) q[4]; +cx q[0],q[4]; +cx q[1],q[4]; +p(9.172838187819544) q[4]; +cx q[1],q[4]; +cx q[2],q[4]; +p(9.172838187819544) q[4]; +cx q[2],q[4]; +cx q[3],q[4]; +p(9.172838187819544) q[4]; +cx q[3],q[4]; +u2(2.0,-pi) q[5]; +cx q[0],q[5]; +p(9.172838187819544) q[5]; +cx q[0],q[5]; +u2(2.0,-pi) q[0]; +cx q[1],q[5]; +p(9.172838187819544) q[5]; +cx q[1],q[5]; +u2(2.0,-pi) q[1]; +cx q[0],q[1]; +p(9.172838187819544) q[1]; +cx q[0],q[1]; +cx q[2],q[5]; +p(9.172838187819544) q[5]; +cx q[2],q[5]; +u2(2.0,-pi) q[2]; +cx q[0],q[2]; +p(9.172838187819544) q[2]; +cx q[0],q[2]; +cx q[1],q[2]; +p(9.172838187819544) q[2]; +cx q[1],q[2]; +cx q[3],q[5]; +p(9.172838187819544) q[5]; +cx q[3],q[5]; +u2(2.0,-pi) q[3]; +cx q[0],q[3]; +p(9.172838187819544) q[3]; +cx q[0],q[3]; +cx q[1],q[3]; +p(9.172838187819544) q[3]; +cx q[1],q[3]; +cx q[2],q[3]; +p(9.172838187819544) q[3]; +cx q[2],q[3]; +cx q[4],q[5]; +p(9.172838187819544) q[5]; +cx q[4],q[5]; +u2(2.0,-pi) q[4]; +cx q[0],q[4]; +p(9.172838187819544) q[4]; +cx q[0],q[4]; +cx q[1],q[4]; +p(9.172838187819544) q[4]; +cx q[1],q[4]; +cx q[2],q[4]; +p(9.172838187819544) q[4]; +cx q[2],q[4]; +cx q[3],q[4]; +p(9.172838187819544) q[4]; +cx q[3],q[4]; +u2(2.0,-pi) q[5]; +cx q[0],q[5]; +p(9.172838187819544) q[5]; +cx q[0],q[5]; +ry(0.9081392660587984) q[0]; +cx q[1],q[5]; +p(9.172838187819544) q[5]; +cx q[1],q[5]; +ry(0.03002252160676866) q[1]; +cx q[2],q[5]; +p(9.172838187819544) q[5]; +cx q[2],q[5]; +ry(0.028972490260970152) q[2]; +cx q[3],q[5]; +p(9.172838187819544) q[5]; +cx q[3],q[5]; +ry(0.8605917057915445) q[3]; +cx q[4],q[5]; +p(9.172838187819544) q[5]; +cx q[4],q[5]; +ry(0.51293357944617) q[4]; +ry(0.00260279915755246) q[5]; +cx q[4],q[5]; +cx q[3],q[4]; +cx q[2],q[3]; +cx q[1],q[2]; +cx q[0],q[1]; +ry(0.5448997311666637) q[0]; +ry(0.44575498523091717) q[1]; +ry(0.2601552932871516) q[2]; +ry(0.06562035097558072) q[3]; +ry(0.1442380099684526) q[4]; +ry(0.5159476453907239) q[5]; +barrier q[0],q[1],q[2],q[3],q[4],q[5]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; +measure q[4] -> meas[4]; +measure q[5] -> meas[5]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qnn_indep_qiskit_7.qasm b/test/BenchmarkQuasm/qasm/qnn_indep_qiskit_7.qasm new file mode 100644 index 00000000..31c7eca7 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/qnn_indep_qiskit_7.qasm @@ -0,0 +1,177 @@ +// Benchmark was created by MQT Bench on 2024-03-18 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[7]; +creg meas[7]; +u2(2.0,-pi) q[0]; +u2(2.0,-pi) q[1]; +cx q[0],q[1]; +p(9.172838187819544) q[1]; +cx q[0],q[1]; +u2(2.0,-pi) q[2]; +cx q[0],q[2]; +p(9.172838187819544) q[2]; +cx q[0],q[2]; +cx q[1],q[2]; +p(9.172838187819544) q[2]; +cx q[1],q[2]; +u2(2.0,-pi) q[3]; +cx q[0],q[3]; +p(9.172838187819544) q[3]; +cx q[0],q[3]; +cx q[1],q[3]; +p(9.172838187819544) q[3]; +cx q[1],q[3]; +cx q[2],q[3]; +p(9.172838187819544) q[3]; +cx q[2],q[3]; +u2(2.0,-pi) q[4]; +cx q[0],q[4]; +p(9.172838187819544) q[4]; +cx q[0],q[4]; +cx q[1],q[4]; +p(9.172838187819544) q[4]; +cx q[1],q[4]; +cx q[2],q[4]; +p(9.172838187819544) q[4]; +cx q[2],q[4]; +cx q[3],q[4]; +p(9.172838187819544) q[4]; +cx q[3],q[4]; +u2(2.0,-pi) q[5]; +cx q[0],q[5]; +p(9.172838187819544) q[5]; +cx q[0],q[5]; +cx q[1],q[5]; +p(9.172838187819544) q[5]; +cx q[1],q[5]; +cx q[2],q[5]; +p(9.172838187819544) q[5]; +cx q[2],q[5]; +cx q[3],q[5]; +p(9.172838187819544) q[5]; +cx q[3],q[5]; +cx q[4],q[5]; +p(9.172838187819544) q[5]; +cx q[4],q[5]; +u2(2.0,-pi) q[6]; +cx q[0],q[6]; +p(9.172838187819544) q[6]; +cx q[0],q[6]; +u2(2.0,-pi) q[0]; +cx q[1],q[6]; +p(9.172838187819544) q[6]; +cx q[1],q[6]; +u2(2.0,-pi) q[1]; +cx q[0],q[1]; +p(9.172838187819544) q[1]; +cx q[0],q[1]; +cx q[2],q[6]; +p(9.172838187819544) q[6]; +cx q[2],q[6]; +u2(2.0,-pi) q[2]; +cx q[0],q[2]; +p(9.172838187819544) q[2]; +cx q[0],q[2]; +cx q[1],q[2]; +p(9.172838187819544) q[2]; +cx q[1],q[2]; +cx q[3],q[6]; +p(9.172838187819544) q[6]; +cx q[3],q[6]; +u2(2.0,-pi) q[3]; +cx q[0],q[3]; +p(9.172838187819544) q[3]; +cx q[0],q[3]; +cx q[1],q[3]; +p(9.172838187819544) q[3]; +cx q[1],q[3]; +cx q[2],q[3]; +p(9.172838187819544) q[3]; +cx q[2],q[3]; +cx q[4],q[6]; +p(9.172838187819544) q[6]; +cx q[4],q[6]; +u2(2.0,-pi) q[4]; +cx q[0],q[4]; +p(9.172838187819544) q[4]; +cx q[0],q[4]; +cx q[1],q[4]; +p(9.172838187819544) q[4]; +cx q[1],q[4]; +cx q[2],q[4]; +p(9.172838187819544) q[4]; +cx q[2],q[4]; +cx q[3],q[4]; +p(9.172838187819544) q[4]; +cx q[3],q[4]; +cx q[5],q[6]; +p(9.172838187819544) q[6]; +cx q[5],q[6]; +u2(2.0,-pi) q[5]; +cx q[0],q[5]; +p(9.172838187819544) q[5]; +cx q[0],q[5]; +cx q[1],q[5]; +p(9.172838187819544) q[5]; +cx q[1],q[5]; +cx q[2],q[5]; +p(9.172838187819544) q[5]; +cx q[2],q[5]; +cx q[3],q[5]; +p(9.172838187819544) q[5]; +cx q[3],q[5]; +cx q[4],q[5]; +p(9.172838187819544) q[5]; +cx q[4],q[5]; +u2(2.0,-pi) q[6]; +cx q[0],q[6]; +p(9.172838187819544) q[6]; +cx q[0],q[6]; +ry(0.5291956677631265) q[0]; +cx q[1],q[6]; +p(9.172838187819544) q[6]; +cx q[1],q[6]; +ry(0.6969952596490396) q[1]; +cx q[2],q[6]; +p(9.172838187819544) q[6]; +cx q[2],q[6]; +ry(0.7614035546156108) q[2]; +cx q[3],q[6]; +p(9.172838187819544) q[6]; +cx q[3],q[6]; +ry(0.6238398896928118) q[3]; +cx q[4],q[6]; +p(9.172838187819544) q[6]; +cx q[4],q[6]; +ry(0.002889687706937316) q[4]; +cx q[5],q[6]; +p(9.172838187819544) q[6]; +cx q[5],q[6]; +ry(0.8183580245020196) q[5]; +ry(0.48198997980993696) q[6]; +cx q[5],q[6]; +cx q[4],q[5]; +cx q[3],q[4]; +cx q[2],q[3]; +cx q[1],q[2]; +cx q[0],q[1]; +ry(0.1517777726382109) q[0]; +ry(0.12244466042547353) q[1]; +ry(0.20466108164784746) q[2]; +ry(0.8582220435413266) q[3]; +ry(0.681159391005486) q[4]; +ry(0.9144629491293487) q[5]; +ry(0.5219068338083871) q[6]; +barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; +measure q[4] -> meas[4]; +measure q[5] -> meas[5]; +measure q[6] -> meas[6]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qpeexact_indep_qiskit_10.qasm b/test/BenchmarkQuasm/qasm/qpeexact_indep_qiskit_10.qasm new file mode 100644 index 00000000..9f7cf5a4 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/qpeexact_indep_qiskit_10.qasm @@ -0,0 +1,86 @@ +// Benchmark was created by MQT Bench on 2024-03-18 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[9]; +qreg psi[1]; +creg c[9]; +h q[0]; +h q[1]; +h q[2]; +h q[3]; +h q[4]; +h q[5]; +h q[6]; +h q[7]; +h q[8]; +x psi[0]; +cp(-2.6998061866787286) psi[0],q[0]; +swap q[0],q[8]; +h q[0]; +cp(0.8835729338221293) psi[0],q[1]; +swap q[1],q[7]; +cp(-pi/2) q[1],q[0]; +h q[1]; +cp(9*pi/16) psi[0],q[2]; +cp(-7*pi/8) psi[0],q[3]; +cp(pi/4) psi[0],q[4]; +cp(pi/2) psi[0],q[5]; +swap q[3],q[5]; +cp(pi) psi[0],q[6]; +swap q[2],q[6]; +cp(-pi/4) q[2],q[0]; +cp(-pi/2) q[2],q[1]; +h q[2]; +cp(-pi/8) q[3],q[0]; +cp(-pi/4) q[3],q[1]; +cp(-pi/2) q[3],q[2]; +h q[3]; +cp(-pi/16) q[4],q[0]; +cp(-pi/8) q[4],q[1]; +cp(-pi/4) q[4],q[2]; +cp(-pi/2) q[4],q[3]; +h q[4]; +cp(-pi/32) q[5],q[0]; +cp(-pi/16) q[5],q[1]; +cp(-pi/8) q[5],q[2]; +cp(-pi/4) q[5],q[3]; +cp(-pi/2) q[5],q[4]; +h q[5]; +cp(-pi/64) q[6],q[0]; +cp(-pi/32) q[6],q[1]; +cp(-pi/16) q[6],q[2]; +cp(-pi/8) q[6],q[3]; +cp(-pi/4) q[6],q[4]; +cp(-pi/2) q[6],q[5]; +h q[6]; +cp(-pi/128) q[7],q[0]; +cp(-pi/64) q[7],q[1]; +cp(-pi/32) q[7],q[2]; +cp(-pi/16) q[7],q[3]; +cp(-pi/8) q[7],q[4]; +cp(-pi/4) q[7],q[5]; +cp(-pi/2) q[7],q[6]; +h q[7]; +cp(-pi/256) q[8],q[0]; +cp(-pi/128) q[8],q[1]; +cp(-pi/64) q[8],q[2]; +cp(-pi/32) q[8],q[3]; +cp(-pi/16) q[8],q[4]; +cp(-pi/8) q[8],q[5]; +cp(-pi/4) q[8],q[6]; +cp(-pi/2) q[8],q[7]; +h q[8]; +barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6],q[7],q[8],psi[0]; +measure q[0] -> c[0]; +measure q[1] -> c[1]; +measure q[2] -> c[2]; +measure q[3] -> c[3]; +measure q[4] -> c[4]; +measure q[5] -> c[5]; +measure q[6] -> c[6]; +measure q[7] -> c[7]; +measure q[8] -> c[8]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qpeexact_indep_qiskit_2.qasm b/test/BenchmarkQuasm/qasm/qpeexact_indep_qiskit_2.qasm new file mode 100644 index 00000000..3f73d59a --- /dev/null +++ b/test/BenchmarkQuasm/qasm/qpeexact_indep_qiskit_2.qasm @@ -0,0 +1,16 @@ +// Benchmark was created by MQT Bench on 2024-03-18 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[1]; +qreg psi[1]; +creg c[1]; +h q[0]; +x psi[0]; +cp(pi) psi[0],q[0]; +h q[0]; +barrier q[0],psi[0]; +measure q[0] -> c[0]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qpeexact_indep_qiskit_3.qasm b/test/BenchmarkQuasm/qasm/qpeexact_indep_qiskit_3.qasm new file mode 100644 index 00000000..fab74afc --- /dev/null +++ b/test/BenchmarkQuasm/qasm/qpeexact_indep_qiskit_3.qasm @@ -0,0 +1,21 @@ +// Benchmark was created by MQT Bench on 2024-03-18 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[2]; +qreg psi[1]; +creg c[2]; +h q[0]; +h q[1]; +x psi[0]; +cp(pi) psi[0],q[0]; +swap q[0],q[1]; +h q[0]; +cp(-pi/2) q[1],q[0]; +h q[1]; +barrier q[0],q[1],psi[0]; +measure q[0] -> c[0]; +measure q[1] -> c[1]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qpeexact_indep_qiskit_4.qasm b/test/BenchmarkQuasm/qasm/qpeexact_indep_qiskit_4.qasm new file mode 100644 index 00000000..8545c78c --- /dev/null +++ b/test/BenchmarkQuasm/qasm/qpeexact_indep_qiskit_4.qasm @@ -0,0 +1,26 @@ +// Benchmark was created by MQT Bench on 2024-03-18 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[3]; +qreg psi[1]; +creg c[3]; +h q[0]; +h q[1]; +h q[2]; +x psi[0]; +cp(pi) psi[0],q[0]; +swap q[0],q[2]; +h q[0]; +cp(-pi/2) q[1],q[0]; +h q[1]; +cp(-pi/4) q[2],q[0]; +cp(-pi/2) q[2],q[1]; +h q[2]; +barrier q[0],q[1],q[2],psi[0]; +measure q[0] -> c[0]; +measure q[1] -> c[1]; +measure q[2] -> c[2]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qpeexact_indep_qiskit_5.qasm b/test/BenchmarkQuasm/qasm/qpeexact_indep_qiskit_5.qasm new file mode 100644 index 00000000..cc774389 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/qpeexact_indep_qiskit_5.qasm @@ -0,0 +1,36 @@ +// Benchmark was created by MQT Bench on 2024-03-18 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[4]; +qreg psi[1]; +creg c[4]; +h q[0]; +h q[1]; +h q[2]; +h q[3]; +x psi[0]; +cp(-7*pi/8) psi[0],q[0]; +cp(pi/4) psi[0],q[1]; +cp(pi/2) psi[0],q[2]; +swap q[1],q[2]; +cp(pi) psi[0],q[3]; +swap q[0],q[3]; +h q[0]; +cp(-pi/2) q[1],q[0]; +h q[1]; +cp(-pi/4) q[2],q[0]; +cp(-pi/2) q[2],q[1]; +h q[2]; +cp(-pi/8) q[3],q[0]; +cp(-pi/4) q[3],q[1]; +cp(-pi/2) q[3],q[2]; +h q[3]; +barrier q[0],q[1],q[2],q[3],psi[0]; +measure q[0] -> c[0]; +measure q[1] -> c[1]; +measure q[2] -> c[2]; +measure q[3] -> c[3]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qpeexact_indep_qiskit_6.qasm b/test/BenchmarkQuasm/qasm/qpeexact_indep_qiskit_6.qasm new file mode 100644 index 00000000..c9d8091c --- /dev/null +++ b/test/BenchmarkQuasm/qasm/qpeexact_indep_qiskit_6.qasm @@ -0,0 +1,43 @@ +// Benchmark was created by MQT Bench on 2024-03-18 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[5]; +qreg psi[1]; +creg c[5]; +h q[0]; +h q[1]; +h q[2]; +h q[3]; +h q[4]; +x psi[0]; +cp(-7*pi/8) psi[0],q[0]; +swap q[0],q[4]; +h q[0]; +cp(pi/4) psi[0],q[1]; +cp(pi/2) psi[0],q[2]; +cp(pi) psi[0],q[3]; +swap q[1],q[3]; +cp(-pi/2) q[1],q[0]; +h q[1]; +cp(-pi/4) q[2],q[0]; +cp(-pi/2) q[2],q[1]; +h q[2]; +cp(-pi/8) q[3],q[0]; +cp(-pi/4) q[3],q[1]; +cp(-pi/2) q[3],q[2]; +h q[3]; +cp(-pi/16) q[4],q[0]; +cp(-pi/8) q[4],q[1]; +cp(-pi/4) q[4],q[2]; +cp(-pi/2) q[4],q[3]; +h q[4]; +barrier q[0],q[1],q[2],q[3],q[4],psi[0]; +measure q[0] -> c[0]; +measure q[1] -> c[1]; +measure q[2] -> c[2]; +measure q[3] -> c[3]; +measure q[4] -> c[4]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qpeexact_indep_qiskit_7.qasm b/test/BenchmarkQuasm/qasm/qpeexact_indep_qiskit_7.qasm new file mode 100644 index 00000000..fcf5bfbc --- /dev/null +++ b/test/BenchmarkQuasm/qasm/qpeexact_indep_qiskit_7.qasm @@ -0,0 +1,52 @@ +// Benchmark was created by MQT Bench on 2024-03-18 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[6]; +qreg psi[1]; +creg c[6]; +h q[0]; +h q[1]; +h q[2]; +h q[3]; +h q[4]; +h q[5]; +x psi[0]; +cp(-7*pi/8) psi[0],q[0]; +swap q[0],q[5]; +h q[0]; +cp(pi/4) psi[0],q[1]; +swap q[1],q[4]; +cp(-pi/2) q[1],q[0]; +h q[1]; +cp(pi/2) psi[0],q[2]; +cp(pi) psi[0],q[3]; +swap q[2],q[3]; +cp(-pi/4) q[2],q[0]; +cp(-pi/2) q[2],q[1]; +h q[2]; +cp(-pi/8) q[3],q[0]; +cp(-pi/4) q[3],q[1]; +cp(-pi/2) q[3],q[2]; +h q[3]; +cp(-pi/16) q[4],q[0]; +cp(-pi/8) q[4],q[1]; +cp(-pi/4) q[4],q[2]; +cp(-pi/2) q[4],q[3]; +h q[4]; +cp(-pi/32) q[5],q[0]; +cp(-pi/16) q[5],q[1]; +cp(-pi/8) q[5],q[2]; +cp(-pi/4) q[5],q[3]; +cp(-pi/2) q[5],q[4]; +h q[5]; +barrier q[0],q[1],q[2],q[3],q[4],q[5],psi[0]; +measure q[0] -> c[0]; +measure q[1] -> c[1]; +measure q[2] -> c[2]; +measure q[3] -> c[3]; +measure q[4] -> c[4]; +measure q[5] -> c[5]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qpeexact_indep_qiskit_8.qasm b/test/BenchmarkQuasm/qasm/qpeexact_indep_qiskit_8.qasm new file mode 100644 index 00000000..23f76470 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/qpeexact_indep_qiskit_8.qasm @@ -0,0 +1,64 @@ +// Benchmark was created by MQT Bench on 2024-03-18 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[7]; +qreg psi[1]; +creg c[7]; +h q[0]; +h q[1]; +h q[2]; +h q[3]; +h q[4]; +h q[5]; +h q[6]; +x psi[0]; +cp(-2.6998061866787286) psi[0],q[0]; +cp(0.8835729338221293) psi[0],q[1]; +cp(9*pi/16) psi[0],q[2]; +cp(-7*pi/8) psi[0],q[3]; +cp(pi/4) psi[0],q[4]; +swap q[2],q[4]; +cp(pi/2) psi[0],q[5]; +swap q[1],q[5]; +cp(pi) psi[0],q[6]; +swap q[0],q[6]; +h q[0]; +cp(-pi/2) q[1],q[0]; +h q[1]; +cp(-pi/4) q[2],q[0]; +cp(-pi/2) q[2],q[1]; +h q[2]; +cp(-pi/8) q[3],q[0]; +cp(-pi/4) q[3],q[1]; +cp(-pi/2) q[3],q[2]; +h q[3]; +cp(-pi/16) q[4],q[0]; +cp(-pi/8) q[4],q[1]; +cp(-pi/4) q[4],q[2]; +cp(-pi/2) q[4],q[3]; +h q[4]; +cp(-pi/32) q[5],q[0]; +cp(-pi/16) q[5],q[1]; +cp(-pi/8) q[5],q[2]; +cp(-pi/4) q[5],q[3]; +cp(-pi/2) q[5],q[4]; +h q[5]; +cp(-pi/64) q[6],q[0]; +cp(-pi/32) q[6],q[1]; +cp(-pi/16) q[6],q[2]; +cp(-pi/8) q[6],q[3]; +cp(-pi/4) q[6],q[4]; +cp(-pi/2) q[6],q[5]; +h q[6]; +barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6],psi[0]; +measure q[0] -> c[0]; +measure q[1] -> c[1]; +measure q[2] -> c[2]; +measure q[3] -> c[3]; +measure q[4] -> c[4]; +measure q[5] -> c[5]; +measure q[6] -> c[6]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qpeexact_indep_qiskit_9.qasm b/test/BenchmarkQuasm/qasm/qpeexact_indep_qiskit_9.qasm new file mode 100644 index 00000000..3466bd35 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/qpeexact_indep_qiskit_9.qasm @@ -0,0 +1,75 @@ +// Benchmark was created by MQT Bench on 2024-03-18 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[8]; +qreg psi[1]; +creg c[8]; +h q[0]; +h q[1]; +h q[2]; +h q[3]; +h q[4]; +h q[5]; +h q[6]; +h q[7]; +x psi[0]; +cp(-2.6998061866787286) psi[0],q[0]; +swap q[0],q[7]; +h q[0]; +cp(0.8835729338221293) psi[0],q[1]; +cp(9*pi/16) psi[0],q[2]; +cp(-7*pi/8) psi[0],q[3]; +cp(pi/4) psi[0],q[4]; +swap q[3],q[4]; +cp(pi/2) psi[0],q[5]; +swap q[2],q[5]; +cp(pi) psi[0],q[6]; +swap q[1],q[6]; +cp(-pi/2) q[1],q[0]; +h q[1]; +cp(-pi/4) q[2],q[0]; +cp(-pi/2) q[2],q[1]; +h q[2]; +cp(-pi/8) q[3],q[0]; +cp(-pi/4) q[3],q[1]; +cp(-pi/2) q[3],q[2]; +h q[3]; +cp(-pi/16) q[4],q[0]; +cp(-pi/8) q[4],q[1]; +cp(-pi/4) q[4],q[2]; +cp(-pi/2) q[4],q[3]; +h q[4]; +cp(-pi/32) q[5],q[0]; +cp(-pi/16) q[5],q[1]; +cp(-pi/8) q[5],q[2]; +cp(-pi/4) q[5],q[3]; +cp(-pi/2) q[5],q[4]; +h q[5]; +cp(-pi/64) q[6],q[0]; +cp(-pi/32) q[6],q[1]; +cp(-pi/16) q[6],q[2]; +cp(-pi/8) q[6],q[3]; +cp(-pi/4) q[6],q[4]; +cp(-pi/2) q[6],q[5]; +h q[6]; +cp(-pi/128) q[7],q[0]; +cp(-pi/64) q[7],q[1]; +cp(-pi/32) q[7],q[2]; +cp(-pi/16) q[7],q[3]; +cp(-pi/8) q[7],q[4]; +cp(-pi/4) q[7],q[5]; +cp(-pi/2) q[7],q[6]; +h q[7]; +barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6],q[7],psi[0]; +measure q[0] -> c[0]; +measure q[1] -> c[1]; +measure q[2] -> c[2]; +measure q[3] -> c[3]; +measure q[4] -> c[4]; +measure q[5] -> c[5]; +measure q[6] -> c[6]; +measure q[7] -> c[7]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qpeinexact_indep_qiskit_2.qasm b/test/BenchmarkQuasm/qasm/qpeinexact_indep_qiskit_2.qasm new file mode 100644 index 00000000..c9d6696e --- /dev/null +++ b/test/BenchmarkQuasm/qasm/qpeinexact_indep_qiskit_2.qasm @@ -0,0 +1,16 @@ +// Benchmark was created by MQT Bench on 2024-03-18 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[1]; +qreg psi[1]; +creg c[1]; +h q[0]; +x psi[0]; +cp(pi/2) psi[0],q[0]; +h q[0]; +barrier q[0],psi[0]; +measure q[0] -> c[0]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qpeinexact_indep_qiskit_3.qasm b/test/BenchmarkQuasm/qasm/qpeinexact_indep_qiskit_3.qasm new file mode 100644 index 00000000..d0ad6cf6 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/qpeinexact_indep_qiskit_3.qasm @@ -0,0 +1,22 @@ +// Benchmark was created by MQT Bench on 2024-03-18 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[2]; +qreg psi[1]; +creg c[2]; +h q[0]; +h q[1]; +x psi[0]; +cp(3*pi/4) psi[0],q[0]; +cp(-pi/2) psi[0],q[1]; +swap q[0],q[1]; +h q[0]; +cp(-pi/2) q[1],q[0]; +h q[1]; +barrier q[0],q[1],psi[0]; +measure q[0] -> c[0]; +measure q[1] -> c[1]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qpeinexact_indep_qiskit_4.qasm b/test/BenchmarkQuasm/qasm/qpeinexact_indep_qiskit_4.qasm new file mode 100644 index 00000000..d84bf1e8 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/qpeinexact_indep_qiskit_4.qasm @@ -0,0 +1,28 @@ +// Benchmark was created by MQT Bench on 2024-03-18 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[3]; +qreg psi[1]; +creg c[3]; +h q[0]; +h q[1]; +h q[2]; +x psi[0]; +cp(-7*pi/8) psi[0],q[0]; +cp(pi/4) psi[0],q[1]; +cp(pi/2) psi[0],q[2]; +swap q[0],q[2]; +h q[0]; +cp(-pi/2) q[1],q[0]; +h q[1]; +cp(-pi/4) q[2],q[0]; +cp(-pi/2) q[2],q[1]; +h q[2]; +barrier q[0],q[1],q[2],psi[0]; +measure q[0] -> c[0]; +measure q[1] -> c[1]; +measure q[2] -> c[2]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qpeinexact_indep_qiskit_5.qasm b/test/BenchmarkQuasm/qasm/qpeinexact_indep_qiskit_5.qasm new file mode 100644 index 00000000..ef98b8e0 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/qpeinexact_indep_qiskit_5.qasm @@ -0,0 +1,36 @@ +// Benchmark was created by MQT Bench on 2024-03-18 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[4]; +qreg psi[1]; +creg c[4]; +h q[0]; +h q[1]; +h q[2]; +h q[3]; +x psi[0]; +cp(pi/16) psi[0],q[0]; +cp(pi/8) psi[0],q[1]; +cp(pi/4) psi[0],q[2]; +swap q[1],q[2]; +cp(pi/2) psi[0],q[3]; +swap q[0],q[3]; +h q[0]; +cp(-pi/2) q[1],q[0]; +h q[1]; +cp(-pi/4) q[2],q[0]; +cp(-pi/2) q[2],q[1]; +h q[2]; +cp(-pi/8) q[3],q[0]; +cp(-pi/4) q[3],q[1]; +cp(-pi/2) q[3],q[2]; +h q[3]; +barrier q[0],q[1],q[2],q[3],psi[0]; +measure q[0] -> c[0]; +measure q[1] -> c[1]; +measure q[2] -> c[2]; +measure q[3] -> c[3]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qpeinexact_indep_qiskit_6.qasm b/test/BenchmarkQuasm/qasm/qpeinexact_indep_qiskit_6.qasm new file mode 100644 index 00000000..d8fc5eb9 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/qpeinexact_indep_qiskit_6.qasm @@ -0,0 +1,44 @@ +// Benchmark was created by MQT Bench on 2024-03-18 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[5]; +qreg psi[1]; +creg c[5]; +h q[0]; +h q[1]; +h q[2]; +h q[3]; +h q[4]; +x psi[0]; +cp(2.650718801466388) psi[0],q[0]; +cp(-5*pi/16) psi[0],q[1]; +cp(-5*pi/8) psi[0],q[2]; +cp(3*pi/4) psi[0],q[3]; +swap q[1],q[3]; +cp(-pi/2) psi[0],q[4]; +swap q[0],q[4]; +h q[0]; +cp(-pi/2) q[1],q[0]; +h q[1]; +cp(-pi/4) q[2],q[0]; +cp(-pi/2) q[2],q[1]; +h q[2]; +cp(-pi/8) q[3],q[0]; +cp(-pi/4) q[3],q[1]; +cp(-pi/2) q[3],q[2]; +h q[3]; +cp(-pi/16) q[4],q[0]; +cp(-pi/8) q[4],q[1]; +cp(-pi/4) q[4],q[2]; +cp(-pi/2) q[4],q[3]; +h q[4]; +barrier q[0],q[1],q[2],q[3],q[4],psi[0]; +measure q[0] -> c[0]; +measure q[1] -> c[1]; +measure q[2] -> c[2]; +measure q[3] -> c[3]; +measure q[4] -> c[4]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qpeinexact_indep_qiskit_7.qasm b/test/BenchmarkQuasm/qasm/qpeinexact_indep_qiskit_7.qasm new file mode 100644 index 00000000..e42186f3 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/qpeinexact_indep_qiskit_7.qasm @@ -0,0 +1,54 @@ +// Benchmark was created by MQT Bench on 2024-03-18 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[6]; +qreg psi[1]; +creg c[6]; +h q[0]; +h q[1]; +h q[2]; +h q[3]; +h q[4]; +h q[5]; +x psi[0]; +cp(-2.6998061866787286) psi[0],q[0]; +cp(0.8835729338221293) psi[0],q[1]; +cp(9*pi/16) psi[0],q[2]; +cp(-7*pi/8) psi[0],q[3]; +swap q[2],q[3]; +cp(pi/4) psi[0],q[4]; +swap q[1],q[4]; +cp(pi/2) psi[0],q[5]; +swap q[0],q[5]; +h q[0]; +cp(-pi/2) q[1],q[0]; +h q[1]; +cp(-pi/4) q[2],q[0]; +cp(-pi/2) q[2],q[1]; +h q[2]; +cp(-pi/8) q[3],q[0]; +cp(-pi/4) q[3],q[1]; +cp(-pi/2) q[3],q[2]; +h q[3]; +cp(-pi/16) q[4],q[0]; +cp(-pi/8) q[4],q[1]; +cp(-pi/4) q[4],q[2]; +cp(-pi/2) q[4],q[3]; +h q[4]; +cp(-pi/32) q[5],q[0]; +cp(-pi/16) q[5],q[1]; +cp(-pi/8) q[5],q[2]; +cp(-pi/4) q[5],q[3]; +cp(-pi/2) q[5],q[4]; +h q[5]; +barrier q[0],q[1],q[2],q[3],q[4],q[5],psi[0]; +measure q[0] -> c[0]; +measure q[1] -> c[1]; +measure q[2] -> c[2]; +measure q[3] -> c[3]; +measure q[4] -> c[4]; +measure q[5] -> c[5]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qwalk-noancilla_indep_qiskit_3.qasm b/test/BenchmarkQuasm/qasm/qwalk-noancilla_indep_qiskit_3.qasm new file mode 100644 index 00000000..91fc3920 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/qwalk-noancilla_indep_qiskit_3.qasm @@ -0,0 +1,39 @@ +// Benchmark was created by MQT Bench on 2024-03-19 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg node[2]; +qreg coin[1]; +creg meas[3]; +h coin[0]; +ccx coin[0],node[1],node[0]; +cx coin[0],node[1]; +x node[1]; +x coin[0]; +ccx coin[0],node[1],node[0]; +cx coin[0],node[1]; +x node[1]; +u2(-pi,-pi) coin[0]; +ccx coin[0],node[1],node[0]; +cx coin[0],node[1]; +x node[1]; +x coin[0]; +ccx coin[0],node[1],node[0]; +cx coin[0],node[1]; +x node[1]; +u2(-pi,-pi) coin[0]; +ccx coin[0],node[1],node[0]; +cx coin[0],node[1]; +x node[1]; +x coin[0]; +ccx coin[0],node[1],node[0]; +cx coin[0],node[1]; +x node[1]; +x coin[0]; +barrier node[0],node[1],coin[0]; +measure node[0] -> meas[0]; +measure node[1] -> meas[1]; +measure coin[0] -> meas[2]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qwalk-noancilla_indep_qiskit_4.qasm b/test/BenchmarkQuasm/qasm/qwalk-noancilla_indep_qiskit_4.qasm new file mode 100644 index 00000000..fcc6413b --- /dev/null +++ b/test/BenchmarkQuasm/qasm/qwalk-noancilla_indep_qiskit_4.qasm @@ -0,0 +1,205 @@ +// Benchmark was created by MQT Bench on 2024-03-19 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg node[3]; +qreg coin[1]; +creg meas[4]; +u2(pi/8,-pi) node[0]; +p(pi/8) node[1]; +p(pi/8) node[2]; +u2(pi/8,-pi) coin[0]; +cx coin[0],node[1]; +p(-pi/8) node[1]; +cx coin[0],node[1]; +cx node[1],node[2]; +p(-pi/8) node[2]; +cx coin[0],node[2]; +p(pi/8) node[2]; +cx node[1],node[2]; +p(-pi/8) node[2]; +cx coin[0],node[2]; +cx node[2],node[0]; +p(-pi/8) node[0]; +cx node[1],node[0]; +p(pi/8) node[0]; +cx node[2],node[0]; +p(-pi/8) node[0]; +cx coin[0],node[0]; +p(pi/8) node[0]; +cx node[2],node[0]; +p(-pi/8) node[0]; +cx node[1],node[0]; +p(pi/8) node[0]; +cx node[2],node[0]; +p(-pi/8) node[0]; +cx coin[0],node[0]; +u1(pi/8) node[0]; +ccx coin[0],node[2],node[1]; +u3(pi,-pi,-pi/8) node[1]; +cx coin[0],node[2]; +u3(pi,-pi,-pi/8) node[2]; +u3(pi,-pi,-pi/8) coin[0]; +cx coin[0],node[1]; +p(-pi/8) node[1]; +cx coin[0],node[1]; +cx node[1],node[2]; +p(-pi/8) node[2]; +cx coin[0],node[2]; +p(pi/8) node[2]; +cx node[1],node[2]; +p(-pi/8) node[2]; +cx coin[0],node[2]; +cx node[2],node[0]; +p(-pi/8) node[0]; +cx node[1],node[0]; +p(pi/8) node[0]; +cx node[2],node[0]; +p(-pi/8) node[0]; +cx coin[0],node[0]; +p(pi/8) node[0]; +cx node[2],node[0]; +p(-pi/8) node[0]; +cx node[1],node[0]; +p(pi/8) node[0]; +cx node[2],node[0]; +p(-pi/8) node[0]; +cx coin[0],node[0]; +u1(pi/8) node[0]; +ccx coin[0],node[2],node[1]; +u3(pi,-pi,-pi/8) node[1]; +cx coin[0],node[2]; +u3(pi,-pi,-pi/8) node[2]; +u2(-7*pi/8,-pi) coin[0]; +cx coin[0],node[1]; +p(-pi/8) node[1]; +cx coin[0],node[1]; +cx node[1],node[2]; +p(-pi/8) node[2]; +cx coin[0],node[2]; +p(pi/8) node[2]; +cx node[1],node[2]; +p(-pi/8) node[2]; +cx coin[0],node[2]; +cx node[2],node[0]; +p(-pi/8) node[0]; +cx node[1],node[0]; +p(pi/8) node[0]; +cx node[2],node[0]; +p(-pi/8) node[0]; +cx coin[0],node[0]; +p(pi/8) node[0]; +cx node[2],node[0]; +p(-pi/8) node[0]; +cx node[1],node[0]; +p(pi/8) node[0]; +cx node[2],node[0]; +p(-pi/8) node[0]; +cx coin[0],node[0]; +u1(pi/8) node[0]; +ccx coin[0],node[2],node[1]; +u3(pi,-pi,-pi/8) node[1]; +cx coin[0],node[2]; +u3(pi,-pi,-pi/8) node[2]; +u3(pi,-pi,-pi/8) coin[0]; +cx coin[0],node[1]; +p(-pi/8) node[1]; +cx coin[0],node[1]; +cx node[1],node[2]; +p(-pi/8) node[2]; +cx coin[0],node[2]; +p(pi/8) node[2]; +cx node[1],node[2]; +p(-pi/8) node[2]; +cx coin[0],node[2]; +cx node[2],node[0]; +p(-pi/8) node[0]; +cx node[1],node[0]; +p(pi/8) node[0]; +cx node[2],node[0]; +p(-pi/8) node[0]; +cx coin[0],node[0]; +p(pi/8) node[0]; +cx node[2],node[0]; +p(-pi/8) node[0]; +cx node[1],node[0]; +p(pi/8) node[0]; +cx node[2],node[0]; +p(-pi/8) node[0]; +cx coin[0],node[0]; +u1(pi/8) node[0]; +ccx coin[0],node[2],node[1]; +u3(pi,-pi,-pi/8) node[1]; +cx coin[0],node[2]; +u3(pi,-pi,-pi/8) node[2]; +u2(-7*pi/8,-pi) coin[0]; +cx coin[0],node[1]; +p(-pi/8) node[1]; +cx coin[0],node[1]; +cx node[1],node[2]; +p(-pi/8) node[2]; +cx coin[0],node[2]; +p(pi/8) node[2]; +cx node[1],node[2]; +p(-pi/8) node[2]; +cx coin[0],node[2]; +cx node[2],node[0]; +p(-pi/8) node[0]; +cx node[1],node[0]; +p(pi/8) node[0]; +cx node[2],node[0]; +p(-pi/8) node[0]; +cx coin[0],node[0]; +p(pi/8) node[0]; +cx node[2],node[0]; +p(-pi/8) node[0]; +cx node[1],node[0]; +p(pi/8) node[0]; +cx node[2],node[0]; +p(-pi/8) node[0]; +cx coin[0],node[0]; +u1(pi/8) node[0]; +ccx coin[0],node[2],node[1]; +u3(pi,-pi,-pi/8) node[1]; +cx coin[0],node[2]; +u3(pi,-pi,-pi/8) node[2]; +u3(pi,-pi,-pi/8) coin[0]; +cx coin[0],node[1]; +p(-pi/8) node[1]; +cx coin[0],node[1]; +cx node[1],node[2]; +p(-pi/8) node[2]; +cx coin[0],node[2]; +p(pi/8) node[2]; +cx node[1],node[2]; +p(-pi/8) node[2]; +cx coin[0],node[2]; +cx node[2],node[0]; +p(-pi/8) node[0]; +cx node[1],node[0]; +p(pi/8) node[0]; +cx node[2],node[0]; +p(-pi/8) node[0]; +cx coin[0],node[0]; +p(pi/8) node[0]; +cx node[2],node[0]; +p(-pi/8) node[0]; +cx node[1],node[0]; +p(pi/8) node[0]; +cx node[2],node[0]; +p(-pi/8) node[0]; +cx coin[0],node[0]; +h node[0]; +ccx coin[0],node[2],node[1]; +x node[1]; +cx coin[0],node[2]; +x node[2]; +x coin[0]; +barrier node[0],node[1],node[2],coin[0]; +measure node[0] -> meas[0]; +measure node[1] -> meas[1]; +measure node[2] -> meas[2]; +measure coin[0] -> meas[3]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qwalk-noancilla_indep_qiskit_5.qasm b/test/BenchmarkQuasm/qasm/qwalk-noancilla_indep_qiskit_5.qasm new file mode 100644 index 00000000..f9cddb81 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/qwalk-noancilla_indep_qiskit_5.qasm @@ -0,0 +1,469 @@ +// Benchmark was created by MQT Bench on 2024-03-19 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg node[4]; +qreg coin[1]; +creg meas[5]; +h node[0]; +cu1(pi/2) node[3],node[0]; +u2(pi/4,-pi) node[3]; +cx node[2],node[3]; +u2(0,3*pi/4) node[3]; +h coin[0]; +cx coin[0],node[3]; +u1(pi/4) node[3]; +cx node[1],node[3]; +u1(-pi/4) node[3]; +cx coin[0],node[3]; +u1(pi/4) node[3]; +cx node[1],node[3]; +u2(pi/4,3*pi/4) node[3]; +cx node[2],node[3]; +u2(0,3*pi/4) node[3]; +cu1(-pi/2) node[3],node[0]; +u2(pi/4,-pi) node[3]; +cx node[2],node[3]; +u2(pi/4,3*pi/4) node[3]; +cx node[1],node[3]; +u1(-pi/4) node[3]; +cx coin[0],node[3]; +u1(pi/4) node[3]; +cx node[1],node[3]; +u1(-pi/4) node[3]; +cx coin[0],node[3]; +u2(pi/4,-pi) node[3]; +cx node[2],node[3]; +u2(pi/8,3*pi/4) node[3]; +cu1(pi/8) coin[0],node[0]; +cx coin[0],node[1]; +cu1(-pi/8) node[1],node[0]; +cx coin[0],node[1]; +cu1(pi/8) node[1],node[0]; +cx node[1],node[2]; +cu1(-pi/8) node[2],node[0]; +cx coin[0],node[2]; +cu1(pi/8) node[2],node[0]; +cx node[1],node[2]; +u2(pi/8,-pi) node[1]; +cu1(-pi/8) node[2],node[0]; +cx coin[0],node[2]; +cu1(pi/8) node[2],node[0]; +p(pi/8) node[2]; +p(pi/8) coin[0]; +cx coin[0],node[2]; +p(-pi/8) node[2]; +cx coin[0],node[2]; +cx node[2],node[3]; +p(-pi/8) node[3]; +cx coin[0],node[3]; +p(pi/8) node[3]; +cx node[2],node[3]; +p(-pi/8) node[3]; +cx coin[0],node[3]; +cx node[3],node[1]; +p(-pi/8) node[1]; +cx node[2],node[1]; +p(pi/8) node[1]; +cx node[3],node[1]; +p(-pi/8) node[1]; +cx coin[0],node[1]; +p(pi/8) node[1]; +cx node[3],node[1]; +p(-pi/8) node[1]; +cx node[2],node[1]; +p(pi/8) node[1]; +cx node[3],node[1]; +p(-pi/8) node[1]; +cx coin[0],node[1]; +u2(0,0) node[1]; +ccx coin[0],node[3],node[2]; +x node[2]; +cx coin[0],node[3]; +x node[3]; +cu1(pi/2) node[3],node[0]; +u2(pi/4,-pi) node[3]; +cx node[2],node[3]; +u2(0,3*pi/4) node[3]; +x coin[0]; +cx coin[0],node[3]; +u1(pi/4) node[3]; +cx node[1],node[3]; +u1(-pi/4) node[3]; +cx coin[0],node[3]; +u1(pi/4) node[3]; +cx node[1],node[3]; +u2(pi/4,3*pi/4) node[3]; +cx node[2],node[3]; +u2(0,3*pi/4) node[3]; +cu1(-pi/2) node[3],node[0]; +u2(pi/4,-pi) node[3]; +cx node[2],node[3]; +u2(pi/4,3*pi/4) node[3]; +cx node[1],node[3]; +u1(-pi/4) node[3]; +cx coin[0],node[3]; +u1(pi/4) node[3]; +cx node[1],node[3]; +u1(-pi/4) node[3]; +cx coin[0],node[3]; +u2(pi/4,-pi) node[3]; +cx node[2],node[3]; +u2(pi/8,3*pi/4) node[3]; +cu1(pi/8) coin[0],node[0]; +cx coin[0],node[1]; +cu1(-pi/8) node[1],node[0]; +cx coin[0],node[1]; +cu1(pi/8) node[1],node[0]; +cx node[1],node[2]; +cu1(-pi/8) node[2],node[0]; +cx coin[0],node[2]; +cu1(pi/8) node[2],node[0]; +cx node[1],node[2]; +u2(pi/8,-pi) node[1]; +cu1(-pi/8) node[2],node[0]; +cx coin[0],node[2]; +cu1(pi/8) node[2],node[0]; +p(pi/8) node[2]; +p(pi/8) coin[0]; +cx coin[0],node[2]; +p(-pi/8) node[2]; +cx coin[0],node[2]; +cx node[2],node[3]; +p(-pi/8) node[3]; +cx coin[0],node[3]; +p(pi/8) node[3]; +cx node[2],node[3]; +p(-pi/8) node[3]; +cx coin[0],node[3]; +cx node[3],node[1]; +p(-pi/8) node[1]; +cx node[2],node[1]; +p(pi/8) node[1]; +cx node[3],node[1]; +p(-pi/8) node[1]; +cx coin[0],node[1]; +p(pi/8) node[1]; +cx node[3],node[1]; +p(-pi/8) node[1]; +cx node[2],node[1]; +p(pi/8) node[1]; +cx node[3],node[1]; +p(-pi/8) node[1]; +cx coin[0],node[1]; +u2(0,0) node[1]; +ccx coin[0],node[3],node[2]; +x node[2]; +cx coin[0],node[3]; +x node[3]; +cu1(pi/2) node[3],node[0]; +u2(pi/4,-pi) node[3]; +cx node[2],node[3]; +u2(0,3*pi/4) node[3]; +u2(-pi,-pi) coin[0]; +cx coin[0],node[3]; +u1(pi/4) node[3]; +cx node[1],node[3]; +u1(-pi/4) node[3]; +cx coin[0],node[3]; +u1(pi/4) node[3]; +cx node[1],node[3]; +u2(pi/4,3*pi/4) node[3]; +cx node[2],node[3]; +u2(0,3*pi/4) node[3]; +cu1(-pi/2) node[3],node[0]; +u2(pi/4,-pi) node[3]; +cx node[2],node[3]; +u2(pi/4,3*pi/4) node[3]; +cx node[1],node[3]; +u1(-pi/4) node[3]; +cx coin[0],node[3]; +u1(pi/4) node[3]; +cx node[1],node[3]; +u1(-pi/4) node[3]; +cx coin[0],node[3]; +u2(pi/4,-pi) node[3]; +cx node[2],node[3]; +u2(pi/8,3*pi/4) node[3]; +cu1(pi/8) coin[0],node[0]; +cx coin[0],node[1]; +cu1(-pi/8) node[1],node[0]; +cx coin[0],node[1]; +cu1(pi/8) node[1],node[0]; +cx node[1],node[2]; +cu1(-pi/8) node[2],node[0]; +cx coin[0],node[2]; +cu1(pi/8) node[2],node[0]; +cx node[1],node[2]; +u2(pi/8,-pi) node[1]; +cu1(-pi/8) node[2],node[0]; +cx coin[0],node[2]; +cu1(pi/8) node[2],node[0]; +p(pi/8) node[2]; +p(pi/8) coin[0]; +cx coin[0],node[2]; +p(-pi/8) node[2]; +cx coin[0],node[2]; +cx node[2],node[3]; +p(-pi/8) node[3]; +cx coin[0],node[3]; +p(pi/8) node[3]; +cx node[2],node[3]; +p(-pi/8) node[3]; +cx coin[0],node[3]; +cx node[3],node[1]; +p(-pi/8) node[1]; +cx node[2],node[1]; +p(pi/8) node[1]; +cx node[3],node[1]; +p(-pi/8) node[1]; +cx coin[0],node[1]; +p(pi/8) node[1]; +cx node[3],node[1]; +p(-pi/8) node[1]; +cx node[2],node[1]; +p(pi/8) node[1]; +cx node[3],node[1]; +p(-pi/8) node[1]; +cx coin[0],node[1]; +u2(0,0) node[1]; +ccx coin[0],node[3],node[2]; +x node[2]; +cx coin[0],node[3]; +x node[3]; +cu1(pi/2) node[3],node[0]; +u2(pi/4,-pi) node[3]; +cx node[2],node[3]; +u2(0,3*pi/4) node[3]; +x coin[0]; +cx coin[0],node[3]; +u1(pi/4) node[3]; +cx node[1],node[3]; +u1(-pi/4) node[3]; +cx coin[0],node[3]; +u1(pi/4) node[3]; +cx node[1],node[3]; +u2(pi/4,3*pi/4) node[3]; +cx node[2],node[3]; +u2(0,3*pi/4) node[3]; +cu1(-pi/2) node[3],node[0]; +u2(pi/4,-pi) node[3]; +cx node[2],node[3]; +u2(pi/4,3*pi/4) node[3]; +cx node[1],node[3]; +u1(-pi/4) node[3]; +cx coin[0],node[3]; +u1(pi/4) node[3]; +cx node[1],node[3]; +u1(-pi/4) node[3]; +cx coin[0],node[3]; +u2(pi/4,-pi) node[3]; +cx node[2],node[3]; +u2(pi/8,3*pi/4) node[3]; +cu1(pi/8) coin[0],node[0]; +cx coin[0],node[1]; +cu1(-pi/8) node[1],node[0]; +cx coin[0],node[1]; +cu1(pi/8) node[1],node[0]; +cx node[1],node[2]; +cu1(-pi/8) node[2],node[0]; +cx coin[0],node[2]; +cu1(pi/8) node[2],node[0]; +cx node[1],node[2]; +u2(pi/8,-pi) node[1]; +cu1(-pi/8) node[2],node[0]; +cx coin[0],node[2]; +cu1(pi/8) node[2],node[0]; +p(pi/8) node[2]; +p(pi/8) coin[0]; +cx coin[0],node[2]; +p(-pi/8) node[2]; +cx coin[0],node[2]; +cx node[2],node[3]; +p(-pi/8) node[3]; +cx coin[0],node[3]; +p(pi/8) node[3]; +cx node[2],node[3]; +p(-pi/8) node[3]; +cx coin[0],node[3]; +cx node[3],node[1]; +p(-pi/8) node[1]; +cx node[2],node[1]; +p(pi/8) node[1]; +cx node[3],node[1]; +p(-pi/8) node[1]; +cx coin[0],node[1]; +p(pi/8) node[1]; +cx node[3],node[1]; +p(-pi/8) node[1]; +cx node[2],node[1]; +p(pi/8) node[1]; +cx node[3],node[1]; +p(-pi/8) node[1]; +cx coin[0],node[1]; +u2(0,0) node[1]; +ccx coin[0],node[3],node[2]; +x node[2]; +cx coin[0],node[3]; +x node[3]; +cu1(pi/2) node[3],node[0]; +u2(pi/4,-pi) node[3]; +cx node[2],node[3]; +u2(0,3*pi/4) node[3]; +u2(-pi,-pi) coin[0]; +cx coin[0],node[3]; +u1(pi/4) node[3]; +cx node[1],node[3]; +u1(-pi/4) node[3]; +cx coin[0],node[3]; +u1(pi/4) node[3]; +cx node[1],node[3]; +u2(pi/4,3*pi/4) node[3]; +cx node[2],node[3]; +u2(0,3*pi/4) node[3]; +cu1(-pi/2) node[3],node[0]; +u2(pi/4,-pi) node[3]; +cx node[2],node[3]; +u2(pi/4,3*pi/4) node[3]; +cx node[1],node[3]; +u1(-pi/4) node[3]; +cx coin[0],node[3]; +u1(pi/4) node[3]; +cx node[1],node[3]; +u1(-pi/4) node[3]; +cx coin[0],node[3]; +u2(pi/4,-pi) node[3]; +cx node[2],node[3]; +u2(pi/8,3*pi/4) node[3]; +cu1(pi/8) coin[0],node[0]; +cx coin[0],node[1]; +cu1(-pi/8) node[1],node[0]; +cx coin[0],node[1]; +cu1(pi/8) node[1],node[0]; +cx node[1],node[2]; +cu1(-pi/8) node[2],node[0]; +cx coin[0],node[2]; +cu1(pi/8) node[2],node[0]; +cx node[1],node[2]; +u2(pi/8,-pi) node[1]; +cu1(-pi/8) node[2],node[0]; +cx coin[0],node[2]; +cu1(pi/8) node[2],node[0]; +p(pi/8) node[2]; +p(pi/8) coin[0]; +cx coin[0],node[2]; +p(-pi/8) node[2]; +cx coin[0],node[2]; +cx node[2],node[3]; +p(-pi/8) node[3]; +cx coin[0],node[3]; +p(pi/8) node[3]; +cx node[2],node[3]; +p(-pi/8) node[3]; +cx coin[0],node[3]; +cx node[3],node[1]; +p(-pi/8) node[1]; +cx node[2],node[1]; +p(pi/8) node[1]; +cx node[3],node[1]; +p(-pi/8) node[1]; +cx coin[0],node[1]; +p(pi/8) node[1]; +cx node[3],node[1]; +p(-pi/8) node[1]; +cx node[2],node[1]; +p(pi/8) node[1]; +cx node[3],node[1]; +p(-pi/8) node[1]; +cx coin[0],node[1]; +u2(0,0) node[1]; +ccx coin[0],node[3],node[2]; +x node[2]; +cx coin[0],node[3]; +x node[3]; +cu1(pi/2) node[3],node[0]; +u2(pi/4,-pi) node[3]; +cx node[2],node[3]; +u2(0,3*pi/4) node[3]; +x coin[0]; +cx coin[0],node[3]; +u1(pi/4) node[3]; +cx node[1],node[3]; +u1(-pi/4) node[3]; +cx coin[0],node[3]; +u1(pi/4) node[3]; +cx node[1],node[3]; +u2(pi/4,3*pi/4) node[3]; +cx node[2],node[3]; +u2(0,3*pi/4) node[3]; +cu1(-pi/2) node[3],node[0]; +u2(pi/4,-pi) node[3]; +cx node[2],node[3]; +u2(pi/4,3*pi/4) node[3]; +cx node[1],node[3]; +u1(-pi/4) node[3]; +cx coin[0],node[3]; +u1(pi/4) node[3]; +cx node[1],node[3]; +u1(-pi/4) node[3]; +cx coin[0],node[3]; +u2(pi/4,-pi) node[3]; +cx node[2],node[3]; +u2(pi/8,3*pi/4) node[3]; +cu1(pi/8) coin[0],node[0]; +cx coin[0],node[1]; +cu1(-pi/8) node[1],node[0]; +cx coin[0],node[1]; +cu1(pi/8) node[1],node[0]; +cx node[1],node[2]; +cu1(-pi/8) node[2],node[0]; +cx coin[0],node[2]; +cu1(pi/8) node[2],node[0]; +cx node[1],node[2]; +u2(pi/8,-pi) node[1]; +cu1(-pi/8) node[2],node[0]; +cx coin[0],node[2]; +cu1(pi/8) node[2],node[0]; +h node[0]; +p(pi/8) node[2]; +p(pi/8) coin[0]; +cx coin[0],node[2]; +p(-pi/8) node[2]; +cx coin[0],node[2]; +cx node[2],node[3]; +p(-pi/8) node[3]; +cx coin[0],node[3]; +p(pi/8) node[3]; +cx node[2],node[3]; +p(-pi/8) node[3]; +cx coin[0],node[3]; +cx node[3],node[1]; +p(-pi/8) node[1]; +cx node[2],node[1]; +p(pi/8) node[1]; +cx node[3],node[1]; +p(-pi/8) node[1]; +cx coin[0],node[1]; +p(pi/8) node[1]; +cx node[3],node[1]; +p(-pi/8) node[1]; +cx node[2],node[1]; +p(pi/8) node[1]; +cx node[3],node[1]; +p(-pi/8) node[1]; +cx coin[0],node[1]; +u2(0,0) node[1]; +ccx coin[0],node[3],node[2]; +x node[2]; +cx coin[0],node[3]; +x node[3]; +x coin[0]; +barrier node[0],node[1],node[2],node[3],coin[0]; +measure node[0] -> meas[0]; +measure node[1] -> meas[1]; +measure node[2] -> meas[2]; +measure node[3] -> meas[3]; +measure coin[0] -> meas[4]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qwalk-noancilla_indep_qiskit_6.qasm b/test/BenchmarkQuasm/qasm/qwalk-noancilla_indep_qiskit_6.qasm new file mode 100644 index 00000000..af14f6e0 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/qwalk-noancilla_indep_qiskit_6.qasm @@ -0,0 +1,848 @@ +// Benchmark was created by MQT Bench on 2024-03-19 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg node[5]; +qreg coin[1]; +creg meas[6]; +h node[0]; +cu1(pi/16) node[4],node[0]; +cx node[4],node[3]; +cu1(-pi/16) node[3],node[0]; +cx node[4],node[3]; +cu1(pi/16) node[3],node[0]; +cx node[3],node[2]; +cu1(-pi/16) node[2],node[0]; +cx node[4],node[2]; +cu1(pi/16) node[2],node[0]; +cx node[3],node[2]; +cu1(-pi/16) node[2],node[0]; +cx node[4],node[2]; +cu1(pi/16) node[2],node[0]; +cx node[2],node[1]; +cu1(-pi/16) node[1],node[0]; +cx node[4],node[1]; +cu1(pi/16) node[1],node[0]; +cx node[3],node[1]; +cu1(-pi/16) node[1],node[0]; +cx node[4],node[1]; +cu1(pi/16) node[1],node[0]; +cx node[2],node[1]; +cu1(-pi/16) node[1],node[0]; +cx node[4],node[1]; +cu1(pi/16) node[1],node[0]; +cx node[3],node[1]; +cu1(-pi/16) node[1],node[0]; +cx node[4],node[1]; +cu1(pi/16) node[1],node[0]; +h coin[0]; +cx node[1],coin[0]; +cu1(-pi/16) coin[0],node[0]; +cx node[4],coin[0]; +cu1(pi/16) coin[0],node[0]; +cx node[3],coin[0]; +cu1(-pi/16) coin[0],node[0]; +cx node[4],coin[0]; +cu1(pi/16) coin[0],node[0]; +cx node[2],coin[0]; +cu1(-pi/16) coin[0],node[0]; +cx node[4],coin[0]; +cu1(pi/16) coin[0],node[0]; +cx node[3],coin[0]; +cu1(-pi/16) coin[0],node[0]; +cx node[4],coin[0]; +cu1(pi/16) coin[0],node[0]; +cx node[1],coin[0]; +h node[1]; +cu1(-pi/16) coin[0],node[0]; +cx node[4],coin[0]; +cu1(pi/16) coin[0],node[0]; +cx node[3],coin[0]; +cu1(-pi/16) coin[0],node[0]; +cx node[4],coin[0]; +cu1(pi/16) coin[0],node[0]; +cx node[2],coin[0]; +cu1(-pi/16) coin[0],node[0]; +cx node[4],coin[0]; +cu1(pi/16) coin[0],node[0]; +cx node[3],coin[0]; +cu1(-pi/16) coin[0],node[0]; +cx node[4],coin[0]; +cu1(pi/2) node[4],node[1]; +u2(pi/4,-pi) node[4]; +cx node[3],node[4]; +u2(0,3*pi/4) node[4]; +cu1(pi/16) coin[0],node[0]; +cx coin[0],node[4]; +u1(pi/4) node[4]; +cx node[2],node[4]; +u1(-pi/4) node[4]; +cx coin[0],node[4]; +u1(pi/4) node[4]; +cx node[2],node[4]; +u2(pi/4,3*pi/4) node[4]; +cx node[3],node[4]; +u2(0,3*pi/4) node[4]; +cu1(-pi/2) node[4],node[1]; +u2(pi/4,-pi) node[4]; +cx node[3],node[4]; +u2(pi/4,3*pi/4) node[4]; +cx node[2],node[4]; +u1(-pi/4) node[4]; +cx coin[0],node[4]; +u1(pi/4) node[4]; +cx node[2],node[4]; +u1(-pi/4) node[4]; +cx coin[0],node[4]; +u2(pi/4,-pi) node[4]; +cx node[3],node[4]; +u2(pi/8,3*pi/4) node[4]; +cu1(pi/8) coin[0],node[1]; +cx coin[0],node[2]; +cu1(-pi/8) node[2],node[1]; +cx coin[0],node[2]; +cu1(pi/8) node[2],node[1]; +cx node[2],node[3]; +cu1(-pi/8) node[3],node[1]; +cx coin[0],node[3]; +cu1(pi/8) node[3],node[1]; +cx node[2],node[3]; +u2(pi/8,-pi) node[2]; +cu1(-pi/8) node[3],node[1]; +cx coin[0],node[3]; +cu1(pi/8) node[3],node[1]; +u2(0,0) node[1]; +p(pi/8) node[3]; +p(pi/8) coin[0]; +cx coin[0],node[3]; +p(-pi/8) node[3]; +cx coin[0],node[3]; +cx node[3],node[4]; +p(-pi/8) node[4]; +cx coin[0],node[4]; +p(pi/8) node[4]; +cx node[3],node[4]; +p(-pi/8) node[4]; +cx coin[0],node[4]; +cx node[4],node[2]; +p(-pi/8) node[2]; +cx node[3],node[2]; +p(pi/8) node[2]; +cx node[4],node[2]; +p(-pi/8) node[2]; +cx coin[0],node[2]; +p(pi/8) node[2]; +cx node[4],node[2]; +p(-pi/8) node[2]; +cx node[3],node[2]; +p(pi/8) node[2]; +cx node[4],node[2]; +p(-pi/8) node[2]; +cx coin[0],node[2]; +u2(0,0) node[2]; +ccx coin[0],node[4],node[3]; +x node[3]; +cx coin[0],node[4]; +x node[4]; +cu1(pi/16) node[4],node[0]; +cx node[4],node[3]; +cu1(-pi/16) node[3],node[0]; +cx node[4],node[3]; +cu1(pi/16) node[3],node[0]; +cx node[3],node[2]; +cu1(-pi/16) node[2],node[0]; +cx node[4],node[2]; +cu1(pi/16) node[2],node[0]; +cx node[3],node[2]; +cu1(-pi/16) node[2],node[0]; +cx node[4],node[2]; +cu1(pi/16) node[2],node[0]; +cx node[2],node[1]; +cu1(-pi/16) node[1],node[0]; +cx node[4],node[1]; +cu1(pi/16) node[1],node[0]; +cx node[3],node[1]; +cu1(-pi/16) node[1],node[0]; +cx node[4],node[1]; +cu1(pi/16) node[1],node[0]; +cx node[2],node[1]; +cu1(-pi/16) node[1],node[0]; +cx node[4],node[1]; +cu1(pi/16) node[1],node[0]; +cx node[3],node[1]; +cu1(-pi/16) node[1],node[0]; +cx node[4],node[1]; +cu1(pi/16) node[1],node[0]; +x coin[0]; +cx node[1],coin[0]; +cu1(-pi/16) coin[0],node[0]; +cx node[4],coin[0]; +cu1(pi/16) coin[0],node[0]; +cx node[3],coin[0]; +cu1(-pi/16) coin[0],node[0]; +cx node[4],coin[0]; +cu1(pi/16) coin[0],node[0]; +cx node[2],coin[0]; +cu1(-pi/16) coin[0],node[0]; +cx node[4],coin[0]; +cu1(pi/16) coin[0],node[0]; +cx node[3],coin[0]; +cu1(-pi/16) coin[0],node[0]; +cx node[4],coin[0]; +cu1(pi/16) coin[0],node[0]; +cx node[1],coin[0]; +h node[1]; +cu1(-pi/16) coin[0],node[0]; +cx node[4],coin[0]; +cu1(pi/16) coin[0],node[0]; +cx node[3],coin[0]; +cu1(-pi/16) coin[0],node[0]; +cx node[4],coin[0]; +cu1(pi/16) coin[0],node[0]; +cx node[2],coin[0]; +cu1(-pi/16) coin[0],node[0]; +cx node[4],coin[0]; +cu1(pi/16) coin[0],node[0]; +cx node[3],coin[0]; +cu1(-pi/16) coin[0],node[0]; +cx node[4],coin[0]; +cu1(pi/2) node[4],node[1]; +u2(pi/4,-pi) node[4]; +cx node[3],node[4]; +u2(0,3*pi/4) node[4]; +cu1(pi/16) coin[0],node[0]; +cx coin[0],node[4]; +u1(pi/4) node[4]; +cx node[2],node[4]; +u1(-pi/4) node[4]; +cx coin[0],node[4]; +u1(pi/4) node[4]; +cx node[2],node[4]; +u2(pi/4,3*pi/4) node[4]; +cx node[3],node[4]; +u2(0,3*pi/4) node[4]; +cu1(-pi/2) node[4],node[1]; +u2(pi/4,-pi) node[4]; +cx node[3],node[4]; +u2(pi/4,3*pi/4) node[4]; +cx node[2],node[4]; +u1(-pi/4) node[4]; +cx coin[0],node[4]; +u1(pi/4) node[4]; +cx node[2],node[4]; +u1(-pi/4) node[4]; +cx coin[0],node[4]; +u2(pi/4,-pi) node[4]; +cx node[3],node[4]; +u2(pi/8,3*pi/4) node[4]; +cu1(pi/8) coin[0],node[1]; +cx coin[0],node[2]; +cu1(-pi/8) node[2],node[1]; +cx coin[0],node[2]; +cu1(pi/8) node[2],node[1]; +cx node[2],node[3]; +cu1(-pi/8) node[3],node[1]; +cx coin[0],node[3]; +cu1(pi/8) node[3],node[1]; +cx node[2],node[3]; +u2(pi/8,-pi) node[2]; +cu1(-pi/8) node[3],node[1]; +cx coin[0],node[3]; +cu1(pi/8) node[3],node[1]; +u2(0,0) node[1]; +p(pi/8) node[3]; +p(pi/8) coin[0]; +cx coin[0],node[3]; +p(-pi/8) node[3]; +cx coin[0],node[3]; +cx node[3],node[4]; +p(-pi/8) node[4]; +cx coin[0],node[4]; +p(pi/8) node[4]; +cx node[3],node[4]; +p(-pi/8) node[4]; +cx coin[0],node[4]; +cx node[4],node[2]; +p(-pi/8) node[2]; +cx node[3],node[2]; +p(pi/8) node[2]; +cx node[4],node[2]; +p(-pi/8) node[2]; +cx coin[0],node[2]; +p(pi/8) node[2]; +cx node[4],node[2]; +p(-pi/8) node[2]; +cx node[3],node[2]; +p(pi/8) node[2]; +cx node[4],node[2]; +p(-pi/8) node[2]; +cx coin[0],node[2]; +u2(0,0) node[2]; +ccx coin[0],node[4],node[3]; +x node[3]; +cx coin[0],node[4]; +x node[4]; +cu1(pi/16) node[4],node[0]; +cx node[4],node[3]; +cu1(-pi/16) node[3],node[0]; +cx node[4],node[3]; +cu1(pi/16) node[3],node[0]; +cx node[3],node[2]; +cu1(-pi/16) node[2],node[0]; +cx node[4],node[2]; +cu1(pi/16) node[2],node[0]; +cx node[3],node[2]; +cu1(-pi/16) node[2],node[0]; +cx node[4],node[2]; +cu1(pi/16) node[2],node[0]; +cx node[2],node[1]; +cu1(-pi/16) node[1],node[0]; +cx node[4],node[1]; +cu1(pi/16) node[1],node[0]; +cx node[3],node[1]; +cu1(-pi/16) node[1],node[0]; +cx node[4],node[1]; +cu1(pi/16) node[1],node[0]; +cx node[2],node[1]; +cu1(-pi/16) node[1],node[0]; +cx node[4],node[1]; +cu1(pi/16) node[1],node[0]; +cx node[3],node[1]; +cu1(-pi/16) node[1],node[0]; +cx node[4],node[1]; +cu1(pi/16) node[1],node[0]; +u2(-pi,-pi) coin[0]; +cx node[1],coin[0]; +cu1(-pi/16) coin[0],node[0]; +cx node[4],coin[0]; +cu1(pi/16) coin[0],node[0]; +cx node[3],coin[0]; +cu1(-pi/16) coin[0],node[0]; +cx node[4],coin[0]; +cu1(pi/16) coin[0],node[0]; +cx node[2],coin[0]; +cu1(-pi/16) coin[0],node[0]; +cx node[4],coin[0]; +cu1(pi/16) coin[0],node[0]; +cx node[3],coin[0]; +cu1(-pi/16) coin[0],node[0]; +cx node[4],coin[0]; +cu1(pi/16) coin[0],node[0]; +cx node[1],coin[0]; +h node[1]; +cu1(-pi/16) coin[0],node[0]; +cx node[4],coin[0]; +cu1(pi/16) coin[0],node[0]; +cx node[3],coin[0]; +cu1(-pi/16) coin[0],node[0]; +cx node[4],coin[0]; +cu1(pi/16) coin[0],node[0]; +cx node[2],coin[0]; +cu1(-pi/16) coin[0],node[0]; +cx node[4],coin[0]; +cu1(pi/16) coin[0],node[0]; +cx node[3],coin[0]; +cu1(-pi/16) coin[0],node[0]; +cx node[4],coin[0]; +cu1(pi/2) node[4],node[1]; +u2(pi/4,-pi) node[4]; +cx node[3],node[4]; +u2(0,3*pi/4) node[4]; +cu1(pi/16) coin[0],node[0]; +cx coin[0],node[4]; +u1(pi/4) node[4]; +cx node[2],node[4]; +u1(-pi/4) node[4]; +cx coin[0],node[4]; +u1(pi/4) node[4]; +cx node[2],node[4]; +u2(pi/4,3*pi/4) node[4]; +cx node[3],node[4]; +u2(0,3*pi/4) node[4]; +cu1(-pi/2) node[4],node[1]; +u2(pi/4,-pi) node[4]; +cx node[3],node[4]; +u2(pi/4,3*pi/4) node[4]; +cx node[2],node[4]; +u1(-pi/4) node[4]; +cx coin[0],node[4]; +u1(pi/4) node[4]; +cx node[2],node[4]; +u1(-pi/4) node[4]; +cx coin[0],node[4]; +u2(pi/4,-pi) node[4]; +cx node[3],node[4]; +u2(pi/8,3*pi/4) node[4]; +cu1(pi/8) coin[0],node[1]; +cx coin[0],node[2]; +cu1(-pi/8) node[2],node[1]; +cx coin[0],node[2]; +cu1(pi/8) node[2],node[1]; +cx node[2],node[3]; +cu1(-pi/8) node[3],node[1]; +cx coin[0],node[3]; +cu1(pi/8) node[3],node[1]; +cx node[2],node[3]; +u2(pi/8,-pi) node[2]; +cu1(-pi/8) node[3],node[1]; +cx coin[0],node[3]; +cu1(pi/8) node[3],node[1]; +u2(0,0) node[1]; +p(pi/8) node[3]; +p(pi/8) coin[0]; +cx coin[0],node[3]; +p(-pi/8) node[3]; +cx coin[0],node[3]; +cx node[3],node[4]; +p(-pi/8) node[4]; +cx coin[0],node[4]; +p(pi/8) node[4]; +cx node[3],node[4]; +p(-pi/8) node[4]; +cx coin[0],node[4]; +cx node[4],node[2]; +p(-pi/8) node[2]; +cx node[3],node[2]; +p(pi/8) node[2]; +cx node[4],node[2]; +p(-pi/8) node[2]; +cx coin[0],node[2]; +p(pi/8) node[2]; +cx node[4],node[2]; +p(-pi/8) node[2]; +cx node[3],node[2]; +p(pi/8) node[2]; +cx node[4],node[2]; +p(-pi/8) node[2]; +cx coin[0],node[2]; +u2(0,0) node[2]; +ccx coin[0],node[4],node[3]; +x node[3]; +cx coin[0],node[4]; +x node[4]; +cu1(pi/16) node[4],node[0]; +cx node[4],node[3]; +cu1(-pi/16) node[3],node[0]; +cx node[4],node[3]; +cu1(pi/16) node[3],node[0]; +cx node[3],node[2]; +cu1(-pi/16) node[2],node[0]; +cx node[4],node[2]; +cu1(pi/16) node[2],node[0]; +cx node[3],node[2]; +cu1(-pi/16) node[2],node[0]; +cx node[4],node[2]; +cu1(pi/16) node[2],node[0]; +cx node[2],node[1]; +cu1(-pi/16) node[1],node[0]; +cx node[4],node[1]; +cu1(pi/16) node[1],node[0]; +cx node[3],node[1]; +cu1(-pi/16) node[1],node[0]; +cx node[4],node[1]; +cu1(pi/16) node[1],node[0]; +cx node[2],node[1]; +cu1(-pi/16) node[1],node[0]; +cx node[4],node[1]; +cu1(pi/16) node[1],node[0]; +cx node[3],node[1]; +cu1(-pi/16) node[1],node[0]; +cx node[4],node[1]; +cu1(pi/16) node[1],node[0]; +x coin[0]; +cx node[1],coin[0]; +cu1(-pi/16) coin[0],node[0]; +cx node[4],coin[0]; +cu1(pi/16) coin[0],node[0]; +cx node[3],coin[0]; +cu1(-pi/16) coin[0],node[0]; +cx node[4],coin[0]; +cu1(pi/16) coin[0],node[0]; +cx node[2],coin[0]; +cu1(-pi/16) coin[0],node[0]; +cx node[4],coin[0]; +cu1(pi/16) coin[0],node[0]; +cx node[3],coin[0]; +cu1(-pi/16) coin[0],node[0]; +cx node[4],coin[0]; +cu1(pi/16) coin[0],node[0]; +cx node[1],coin[0]; +h node[1]; +cu1(-pi/16) coin[0],node[0]; +cx node[4],coin[0]; +cu1(pi/16) coin[0],node[0]; +cx node[3],coin[0]; +cu1(-pi/16) coin[0],node[0]; +cx node[4],coin[0]; +cu1(pi/16) coin[0],node[0]; +cx node[2],coin[0]; +cu1(-pi/16) coin[0],node[0]; +cx node[4],coin[0]; +cu1(pi/16) coin[0],node[0]; +cx node[3],coin[0]; +cu1(-pi/16) coin[0],node[0]; +cx node[4],coin[0]; +cu1(pi/2) node[4],node[1]; +u2(pi/4,-pi) node[4]; +cx node[3],node[4]; +u2(0,3*pi/4) node[4]; +cu1(pi/16) coin[0],node[0]; +cx coin[0],node[4]; +u1(pi/4) node[4]; +cx node[2],node[4]; +u1(-pi/4) node[4]; +cx coin[0],node[4]; +u1(pi/4) node[4]; +cx node[2],node[4]; +u2(pi/4,3*pi/4) node[4]; +cx node[3],node[4]; +u2(0,3*pi/4) node[4]; +cu1(-pi/2) node[4],node[1]; +u2(pi/4,-pi) node[4]; +cx node[3],node[4]; +u2(pi/4,3*pi/4) node[4]; +cx node[2],node[4]; +u1(-pi/4) node[4]; +cx coin[0],node[4]; +u1(pi/4) node[4]; +cx node[2],node[4]; +u1(-pi/4) node[4]; +cx coin[0],node[4]; +u2(pi/4,-pi) node[4]; +cx node[3],node[4]; +u2(pi/8,3*pi/4) node[4]; +cu1(pi/8) coin[0],node[1]; +cx coin[0],node[2]; +cu1(-pi/8) node[2],node[1]; +cx coin[0],node[2]; +cu1(pi/8) node[2],node[1]; +cx node[2],node[3]; +cu1(-pi/8) node[3],node[1]; +cx coin[0],node[3]; +cu1(pi/8) node[3],node[1]; +cx node[2],node[3]; +u2(pi/8,-pi) node[2]; +cu1(-pi/8) node[3],node[1]; +cx coin[0],node[3]; +cu1(pi/8) node[3],node[1]; +u2(0,0) node[1]; +p(pi/8) node[3]; +p(pi/8) coin[0]; +cx coin[0],node[3]; +p(-pi/8) node[3]; +cx coin[0],node[3]; +cx node[3],node[4]; +p(-pi/8) node[4]; +cx coin[0],node[4]; +p(pi/8) node[4]; +cx node[3],node[4]; +p(-pi/8) node[4]; +cx coin[0],node[4]; +cx node[4],node[2]; +p(-pi/8) node[2]; +cx node[3],node[2]; +p(pi/8) node[2]; +cx node[4],node[2]; +p(-pi/8) node[2]; +cx coin[0],node[2]; +p(pi/8) node[2]; +cx node[4],node[2]; +p(-pi/8) node[2]; +cx node[3],node[2]; +p(pi/8) node[2]; +cx node[4],node[2]; +p(-pi/8) node[2]; +cx coin[0],node[2]; +u2(0,0) node[2]; +ccx coin[0],node[4],node[3]; +x node[3]; +cx coin[0],node[4]; +x node[4]; +cu1(pi/16) node[4],node[0]; +cx node[4],node[3]; +cu1(-pi/16) node[3],node[0]; +cx node[4],node[3]; +cu1(pi/16) node[3],node[0]; +cx node[3],node[2]; +cu1(-pi/16) node[2],node[0]; +cx node[4],node[2]; +cu1(pi/16) node[2],node[0]; +cx node[3],node[2]; +cu1(-pi/16) node[2],node[0]; +cx node[4],node[2]; +cu1(pi/16) node[2],node[0]; +cx node[2],node[1]; +cu1(-pi/16) node[1],node[0]; +cx node[4],node[1]; +cu1(pi/16) node[1],node[0]; +cx node[3],node[1]; +cu1(-pi/16) node[1],node[0]; +cx node[4],node[1]; +cu1(pi/16) node[1],node[0]; +cx node[2],node[1]; +cu1(-pi/16) node[1],node[0]; +cx node[4],node[1]; +cu1(pi/16) node[1],node[0]; +cx node[3],node[1]; +cu1(-pi/16) node[1],node[0]; +cx node[4],node[1]; +cu1(pi/16) node[1],node[0]; +u2(-pi,-pi) coin[0]; +cx node[1],coin[0]; +cu1(-pi/16) coin[0],node[0]; +cx node[4],coin[0]; +cu1(pi/16) coin[0],node[0]; +cx node[3],coin[0]; +cu1(-pi/16) coin[0],node[0]; +cx node[4],coin[0]; +cu1(pi/16) coin[0],node[0]; +cx node[2],coin[0]; +cu1(-pi/16) coin[0],node[0]; +cx node[4],coin[0]; +cu1(pi/16) coin[0],node[0]; +cx node[3],coin[0]; +cu1(-pi/16) coin[0],node[0]; +cx node[4],coin[0]; +cu1(pi/16) coin[0],node[0]; +cx node[1],coin[0]; +h node[1]; +cu1(-pi/16) coin[0],node[0]; +cx node[4],coin[0]; +cu1(pi/16) coin[0],node[0]; +cx node[3],coin[0]; +cu1(-pi/16) coin[0],node[0]; +cx node[4],coin[0]; +cu1(pi/16) coin[0],node[0]; +cx node[2],coin[0]; +cu1(-pi/16) coin[0],node[0]; +cx node[4],coin[0]; +cu1(pi/16) coin[0],node[0]; +cx node[3],coin[0]; +cu1(-pi/16) coin[0],node[0]; +cx node[4],coin[0]; +cu1(pi/2) node[4],node[1]; +u2(pi/4,-pi) node[4]; +cx node[3],node[4]; +u2(0,3*pi/4) node[4]; +cu1(pi/16) coin[0],node[0]; +cx coin[0],node[4]; +u1(pi/4) node[4]; +cx node[2],node[4]; +u1(-pi/4) node[4]; +cx coin[0],node[4]; +u1(pi/4) node[4]; +cx node[2],node[4]; +u2(pi/4,3*pi/4) node[4]; +cx node[3],node[4]; +u2(0,3*pi/4) node[4]; +cu1(-pi/2) node[4],node[1]; +u2(pi/4,-pi) node[4]; +cx node[3],node[4]; +u2(pi/4,3*pi/4) node[4]; +cx node[2],node[4]; +u1(-pi/4) node[4]; +cx coin[0],node[4]; +u1(pi/4) node[4]; +cx node[2],node[4]; +u1(-pi/4) node[4]; +cx coin[0],node[4]; +u2(pi/4,-pi) node[4]; +cx node[3],node[4]; +u2(pi/8,3*pi/4) node[4]; +cu1(pi/8) coin[0],node[1]; +cx coin[0],node[2]; +cu1(-pi/8) node[2],node[1]; +cx coin[0],node[2]; +cu1(pi/8) node[2],node[1]; +cx node[2],node[3]; +cu1(-pi/8) node[3],node[1]; +cx coin[0],node[3]; +cu1(pi/8) node[3],node[1]; +cx node[2],node[3]; +u2(pi/8,-pi) node[2]; +cu1(-pi/8) node[3],node[1]; +cx coin[0],node[3]; +cu1(pi/8) node[3],node[1]; +u2(0,0) node[1]; +p(pi/8) node[3]; +p(pi/8) coin[0]; +cx coin[0],node[3]; +p(-pi/8) node[3]; +cx coin[0],node[3]; +cx node[3],node[4]; +p(-pi/8) node[4]; +cx coin[0],node[4]; +p(pi/8) node[4]; +cx node[3],node[4]; +p(-pi/8) node[4]; +cx coin[0],node[4]; +cx node[4],node[2]; +p(-pi/8) node[2]; +cx node[3],node[2]; +p(pi/8) node[2]; +cx node[4],node[2]; +p(-pi/8) node[2]; +cx coin[0],node[2]; +p(pi/8) node[2]; +cx node[4],node[2]; +p(-pi/8) node[2]; +cx node[3],node[2]; +p(pi/8) node[2]; +cx node[4],node[2]; +p(-pi/8) node[2]; +cx coin[0],node[2]; +u2(0,0) node[2]; +ccx coin[0],node[4],node[3]; +x node[3]; +cx coin[0],node[4]; +x node[4]; +cu1(pi/16) node[4],node[0]; +cx node[4],node[3]; +cu1(-pi/16) node[3],node[0]; +cx node[4],node[3]; +cu1(pi/16) node[3],node[0]; +cx node[3],node[2]; +cu1(-pi/16) node[2],node[0]; +cx node[4],node[2]; +cu1(pi/16) node[2],node[0]; +cx node[3],node[2]; +cu1(-pi/16) node[2],node[0]; +cx node[4],node[2]; +cu1(pi/16) node[2],node[0]; +cx node[2],node[1]; +cu1(-pi/16) node[1],node[0]; +cx node[4],node[1]; +cu1(pi/16) node[1],node[0]; +cx node[3],node[1]; +cu1(-pi/16) node[1],node[0]; +cx node[4],node[1]; +cu1(pi/16) node[1],node[0]; +cx node[2],node[1]; +cu1(-pi/16) node[1],node[0]; +cx node[4],node[1]; +cu1(pi/16) node[1],node[0]; +cx node[3],node[1]; +cu1(-pi/16) node[1],node[0]; +cx node[4],node[1]; +cu1(pi/16) node[1],node[0]; +x coin[0]; +cx node[1],coin[0]; +cu1(-pi/16) coin[0],node[0]; +cx node[4],coin[0]; +cu1(pi/16) coin[0],node[0]; +cx node[3],coin[0]; +cu1(-pi/16) coin[0],node[0]; +cx node[4],coin[0]; +cu1(pi/16) coin[0],node[0]; +cx node[2],coin[0]; +cu1(-pi/16) coin[0],node[0]; +cx node[4],coin[0]; +cu1(pi/16) coin[0],node[0]; +cx node[3],coin[0]; +cu1(-pi/16) coin[0],node[0]; +cx node[4],coin[0]; +cu1(pi/16) coin[0],node[0]; +cx node[1],coin[0]; +h node[1]; +cu1(-pi/16) coin[0],node[0]; +cx node[4],coin[0]; +cu1(pi/16) coin[0],node[0]; +cx node[3],coin[0]; +cu1(-pi/16) coin[0],node[0]; +cx node[4],coin[0]; +cu1(pi/16) coin[0],node[0]; +cx node[2],coin[0]; +cu1(-pi/16) coin[0],node[0]; +cx node[4],coin[0]; +cu1(pi/16) coin[0],node[0]; +cx node[3],coin[0]; +cu1(-pi/16) coin[0],node[0]; +cx node[4],coin[0]; +cu1(pi/2) node[4],node[1]; +u2(pi/4,-pi) node[4]; +cx node[3],node[4]; +u2(0,3*pi/4) node[4]; +cu1(pi/16) coin[0],node[0]; +h node[0]; +cx coin[0],node[4]; +u1(pi/4) node[4]; +cx node[2],node[4]; +u1(-pi/4) node[4]; +cx coin[0],node[4]; +u1(pi/4) node[4]; +cx node[2],node[4]; +u2(pi/4,3*pi/4) node[4]; +cx node[3],node[4]; +u2(0,3*pi/4) node[4]; +cu1(-pi/2) node[4],node[1]; +u2(pi/4,-pi) node[4]; +cx node[3],node[4]; +u2(pi/4,3*pi/4) node[4]; +cx node[2],node[4]; +u1(-pi/4) node[4]; +cx coin[0],node[4]; +u1(pi/4) node[4]; +cx node[2],node[4]; +u1(-pi/4) node[4]; +cx coin[0],node[4]; +u2(pi/4,-pi) node[4]; +cx node[3],node[4]; +u2(pi/8,3*pi/4) node[4]; +cu1(pi/8) coin[0],node[1]; +cx coin[0],node[2]; +cu1(-pi/8) node[2],node[1]; +cx coin[0],node[2]; +cu1(pi/8) node[2],node[1]; +cx node[2],node[3]; +cu1(-pi/8) node[3],node[1]; +cx coin[0],node[3]; +cu1(pi/8) node[3],node[1]; +cx node[2],node[3]; +u2(pi/8,-pi) node[2]; +cu1(-pi/8) node[3],node[1]; +cx coin[0],node[3]; +cu1(pi/8) node[3],node[1]; +u2(0,0) node[1]; +p(pi/8) node[3]; +p(pi/8) coin[0]; +cx coin[0],node[3]; +p(-pi/8) node[3]; +cx coin[0],node[3]; +cx node[3],node[4]; +p(-pi/8) node[4]; +cx coin[0],node[4]; +p(pi/8) node[4]; +cx node[3],node[4]; +p(-pi/8) node[4]; +cx coin[0],node[4]; +cx node[4],node[2]; +p(-pi/8) node[2]; +cx node[3],node[2]; +p(pi/8) node[2]; +cx node[4],node[2]; +p(-pi/8) node[2]; +cx coin[0],node[2]; +p(pi/8) node[2]; +cx node[4],node[2]; +p(-pi/8) node[2]; +cx node[3],node[2]; +p(pi/8) node[2]; +cx node[4],node[2]; +p(-pi/8) node[2]; +cx coin[0],node[2]; +u2(0,0) node[2]; +ccx coin[0],node[4],node[3]; +x node[3]; +cx coin[0],node[4]; +x node[4]; +x coin[0]; +barrier node[0],node[1],node[2],node[3],node[4],coin[0]; +measure node[0] -> meas[0]; +measure node[1] -> meas[1]; +measure node[2] -> meas[2]; +measure node[3] -> meas[3]; +measure node[4] -> meas[4]; +measure coin[0] -> meas[5]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qwalk-noancilla_indep_qiskit_7.qasm b/test/BenchmarkQuasm/qasm/qwalk-noancilla_indep_qiskit_7.qasm new file mode 100644 index 00000000..74aa446f --- /dev/null +++ b/test/BenchmarkQuasm/qasm/qwalk-noancilla_indep_qiskit_7.qasm @@ -0,0 +1,1611 @@ +// Benchmark was created by MQT Bench on 2024-03-19 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg node[6]; +qreg coin[1]; +creg meas[7]; +h node[0]; +cu1(pi/32) node[5],node[0]; +cx node[5],node[4]; +cu1(-pi/32) node[4],node[0]; +cx node[5],node[4]; +cu1(pi/32) node[4],node[0]; +cx node[4],node[3]; +cu1(-pi/32) node[3],node[0]; +cx node[5],node[3]; +cu1(pi/32) node[3],node[0]; +cx node[4],node[3]; +cu1(-pi/32) node[3],node[0]; +cx node[5],node[3]; +cu1(pi/32) node[3],node[0]; +cx node[3],node[2]; +cu1(-pi/32) node[2],node[0]; +cx node[5],node[2]; +cu1(pi/32) node[2],node[0]; +cx node[4],node[2]; +cu1(-pi/32) node[2],node[0]; +cx node[5],node[2]; +cu1(pi/32) node[2],node[0]; +cx node[3],node[2]; +cu1(-pi/32) node[2],node[0]; +cx node[5],node[2]; +cu1(pi/32) node[2],node[0]; +cx node[4],node[2]; +cu1(-pi/32) node[2],node[0]; +cx node[5],node[2]; +cu1(pi/32) node[2],node[0]; +cx node[2],node[1]; +cu1(-pi/32) node[1],node[0]; +cx node[5],node[1]; +cu1(pi/32) node[1],node[0]; +cx node[4],node[1]; +cu1(-pi/32) node[1],node[0]; +cx node[5],node[1]; +cu1(pi/32) node[1],node[0]; +cx node[3],node[1]; +cu1(-pi/32) node[1],node[0]; +cx node[5],node[1]; +cu1(pi/32) node[1],node[0]; +cx node[4],node[1]; +cu1(-pi/32) node[1],node[0]; +cx node[5],node[1]; +cu1(pi/32) node[1],node[0]; +cx node[2],node[1]; +cu1(-pi/32) node[1],node[0]; +cx node[5],node[1]; +cu1(pi/32) node[1],node[0]; +cx node[4],node[1]; +cu1(-pi/32) node[1],node[0]; +cx node[5],node[1]; +cu1(pi/32) node[1],node[0]; +cx node[3],node[1]; +cu1(-pi/32) node[1],node[0]; +cx node[5],node[1]; +cu1(pi/32) node[1],node[0]; +cx node[4],node[1]; +cu1(-pi/32) node[1],node[0]; +cx node[5],node[1]; +cu1(pi/32) node[1],node[0]; +h coin[0]; +cx node[1],coin[0]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/32) coin[0],node[0]; +cx node[4],coin[0]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/32) coin[0],node[0]; +cx node[3],coin[0]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/32) coin[0],node[0]; +cx node[4],coin[0]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/32) coin[0],node[0]; +cx node[2],coin[0]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/32) coin[0],node[0]; +cx node[4],coin[0]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/32) coin[0],node[0]; +cx node[3],coin[0]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/32) coin[0],node[0]; +cx node[4],coin[0]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/32) coin[0],node[0]; +cx node[1],coin[0]; +h node[1]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/32) coin[0],node[0]; +cx node[4],coin[0]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/32) coin[0],node[0]; +cx node[3],coin[0]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/32) coin[0],node[0]; +cx node[4],coin[0]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/32) coin[0],node[0]; +cx node[2],coin[0]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/32) coin[0],node[0]; +cx node[4],coin[0]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/32) coin[0],node[0]; +cx node[3],coin[0]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/32) coin[0],node[0]; +cx node[4],coin[0]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/16) node[5],node[1]; +cx node[5],node[4]; +cu1(-pi/16) node[4],node[1]; +cx node[5],node[4]; +cu1(pi/16) node[4],node[1]; +cx node[4],node[3]; +cu1(-pi/16) node[3],node[1]; +cx node[5],node[3]; +cu1(pi/16) node[3],node[1]; +cx node[4],node[3]; +cu1(-pi/16) node[3],node[1]; +cx node[5],node[3]; +cu1(pi/16) node[3],node[1]; +cx node[3],node[2]; +cu1(-pi/16) node[2],node[1]; +cx node[5],node[2]; +cu1(pi/16) node[2],node[1]; +cx node[4],node[2]; +cu1(-pi/16) node[2],node[1]; +cx node[5],node[2]; +cu1(pi/16) node[2],node[1]; +cx node[3],node[2]; +cu1(-pi/16) node[2],node[1]; +cx node[5],node[2]; +cu1(pi/16) node[2],node[1]; +cx node[4],node[2]; +cu1(-pi/16) node[2],node[1]; +cx node[5],node[2]; +cu1(pi/16) node[2],node[1]; +cu1(pi/32) coin[0],node[0]; +cx node[2],coin[0]; +cu1(-pi/16) coin[0],node[1]; +cx node[5],coin[0]; +cu1(pi/16) coin[0],node[1]; +cx node[4],coin[0]; +cu1(-pi/16) coin[0],node[1]; +cx node[5],coin[0]; +cu1(pi/16) coin[0],node[1]; +cx node[3],coin[0]; +cu1(-pi/16) coin[0],node[1]; +cx node[5],coin[0]; +cu1(pi/16) coin[0],node[1]; +cx node[4],coin[0]; +cu1(-pi/16) coin[0],node[1]; +cx node[5],coin[0]; +cu1(pi/16) coin[0],node[1]; +cx node[2],coin[0]; +h node[2]; +cu1(-pi/16) coin[0],node[1]; +cx node[5],coin[0]; +cu1(pi/16) coin[0],node[1]; +cx node[4],coin[0]; +cu1(-pi/16) coin[0],node[1]; +cx node[5],coin[0]; +cu1(pi/16) coin[0],node[1]; +cx node[3],coin[0]; +cu1(-pi/16) coin[0],node[1]; +cx node[5],coin[0]; +cu1(pi/16) coin[0],node[1]; +cx node[4],coin[0]; +cu1(-pi/16) coin[0],node[1]; +cx node[5],coin[0]; +cu1(pi/2) node[5],node[2]; +u2(pi/4,-pi) node[5]; +cx node[4],node[5]; +u2(0,3*pi/4) node[5]; +cu1(pi/16) coin[0],node[1]; +u2(0,0) node[1]; +cx coin[0],node[5]; +u1(pi/4) node[5]; +cx node[3],node[5]; +u1(-pi/4) node[5]; +cx coin[0],node[5]; +u1(pi/4) node[5]; +cx node[3],node[5]; +u2(pi/4,3*pi/4) node[5]; +cx node[4],node[5]; +u2(0,3*pi/4) node[5]; +cu1(-pi/2) node[5],node[2]; +u2(pi/4,-pi) node[5]; +cx node[4],node[5]; +u2(pi/4,3*pi/4) node[5]; +cx node[3],node[5]; +u1(-pi/4) node[5]; +cx coin[0],node[5]; +u1(pi/4) node[5]; +cx node[3],node[5]; +u1(-pi/4) node[5]; +cx coin[0],node[5]; +u2(pi/4,-pi) node[5]; +cx node[4],node[5]; +u2(pi/8,3*pi/4) node[5]; +cu1(pi/8) coin[0],node[2]; +cx coin[0],node[3]; +cu1(-pi/8) node[3],node[2]; +cx coin[0],node[3]; +cu1(pi/8) node[3],node[2]; +cx node[3],node[4]; +cu1(-pi/8) node[4],node[2]; +cx coin[0],node[4]; +cu1(pi/8) node[4],node[2]; +cx node[3],node[4]; +u2(pi/8,-pi) node[3]; +cu1(-pi/8) node[4],node[2]; +cx coin[0],node[4]; +cu1(pi/8) node[4],node[2]; +u2(0,0) node[2]; +p(pi/8) node[4]; +p(pi/8) coin[0]; +cx coin[0],node[4]; +p(-pi/8) node[4]; +cx coin[0],node[4]; +cx node[4],node[5]; +p(-pi/8) node[5]; +cx coin[0],node[5]; +p(pi/8) node[5]; +cx node[4],node[5]; +p(-pi/8) node[5]; +cx coin[0],node[5]; +cx node[5],node[3]; +p(-pi/8) node[3]; +cx node[4],node[3]; +p(pi/8) node[3]; +cx node[5],node[3]; +p(-pi/8) node[3]; +cx coin[0],node[3]; +p(pi/8) node[3]; +cx node[5],node[3]; +p(-pi/8) node[3]; +cx node[4],node[3]; +p(pi/8) node[3]; +cx node[5],node[3]; +p(-pi/8) node[3]; +cx coin[0],node[3]; +u2(0,0) node[3]; +ccx coin[0],node[5],node[4]; +x node[4]; +cx coin[0],node[5]; +x node[5]; +cu1(pi/32) node[5],node[0]; +cx node[5],node[4]; +cu1(-pi/32) node[4],node[0]; +cx node[5],node[4]; +cu1(pi/32) node[4],node[0]; +cx node[4],node[3]; +cu1(-pi/32) node[3],node[0]; +cx node[5],node[3]; +cu1(pi/32) node[3],node[0]; +cx node[4],node[3]; +cu1(-pi/32) node[3],node[0]; +cx node[5],node[3]; +cu1(pi/32) node[3],node[0]; +cx node[3],node[2]; +cu1(-pi/32) node[2],node[0]; +cx node[5],node[2]; +cu1(pi/32) node[2],node[0]; +cx node[4],node[2]; +cu1(-pi/32) node[2],node[0]; +cx node[5],node[2]; +cu1(pi/32) node[2],node[0]; +cx node[3],node[2]; +cu1(-pi/32) node[2],node[0]; +cx node[5],node[2]; +cu1(pi/32) node[2],node[0]; +cx node[4],node[2]; +cu1(-pi/32) node[2],node[0]; +cx node[5],node[2]; +cu1(pi/32) node[2],node[0]; +cx node[2],node[1]; +cu1(-pi/32) node[1],node[0]; +cx node[5],node[1]; +cu1(pi/32) node[1],node[0]; +cx node[4],node[1]; +cu1(-pi/32) node[1],node[0]; +cx node[5],node[1]; +cu1(pi/32) node[1],node[0]; +cx node[3],node[1]; +cu1(-pi/32) node[1],node[0]; +cx node[5],node[1]; +cu1(pi/32) node[1],node[0]; +cx node[4],node[1]; +cu1(-pi/32) node[1],node[0]; +cx node[5],node[1]; +cu1(pi/32) node[1],node[0]; +cx node[2],node[1]; +cu1(-pi/32) node[1],node[0]; +cx node[5],node[1]; +cu1(pi/32) node[1],node[0]; +cx node[4],node[1]; +cu1(-pi/32) node[1],node[0]; +cx node[5],node[1]; +cu1(pi/32) node[1],node[0]; +cx node[3],node[1]; +cu1(-pi/32) node[1],node[0]; +cx node[5],node[1]; +cu1(pi/32) node[1],node[0]; +cx node[4],node[1]; +cu1(-pi/32) node[1],node[0]; +cx node[5],node[1]; +cu1(pi/32) node[1],node[0]; +x coin[0]; +cx node[1],coin[0]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/32) coin[0],node[0]; +cx node[4],coin[0]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/32) coin[0],node[0]; +cx node[3],coin[0]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/32) coin[0],node[0]; +cx node[4],coin[0]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/32) coin[0],node[0]; +cx node[2],coin[0]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/32) coin[0],node[0]; +cx node[4],coin[0]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/32) coin[0],node[0]; +cx node[3],coin[0]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/32) coin[0],node[0]; +cx node[4],coin[0]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/32) coin[0],node[0]; +cx node[1],coin[0]; +h node[1]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/32) coin[0],node[0]; +cx node[4],coin[0]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/32) coin[0],node[0]; +cx node[3],coin[0]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/32) coin[0],node[0]; +cx node[4],coin[0]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/32) coin[0],node[0]; +cx node[2],coin[0]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/32) coin[0],node[0]; +cx node[4],coin[0]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/32) coin[0],node[0]; +cx node[3],coin[0]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/32) coin[0],node[0]; +cx node[4],coin[0]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/16) node[5],node[1]; +cx node[5],node[4]; +cu1(-pi/16) node[4],node[1]; +cx node[5],node[4]; +cu1(pi/16) node[4],node[1]; +cx node[4],node[3]; +cu1(-pi/16) node[3],node[1]; +cx node[5],node[3]; +cu1(pi/16) node[3],node[1]; +cx node[4],node[3]; +cu1(-pi/16) node[3],node[1]; +cx node[5],node[3]; +cu1(pi/16) node[3],node[1]; +cx node[3],node[2]; +cu1(-pi/16) node[2],node[1]; +cx node[5],node[2]; +cu1(pi/16) node[2],node[1]; +cx node[4],node[2]; +cu1(-pi/16) node[2],node[1]; +cx node[5],node[2]; +cu1(pi/16) node[2],node[1]; +cx node[3],node[2]; +cu1(-pi/16) node[2],node[1]; +cx node[5],node[2]; +cu1(pi/16) node[2],node[1]; +cx node[4],node[2]; +cu1(-pi/16) node[2],node[1]; +cx node[5],node[2]; +cu1(pi/16) node[2],node[1]; +cu1(pi/32) coin[0],node[0]; +cx node[2],coin[0]; +cu1(-pi/16) coin[0],node[1]; +cx node[5],coin[0]; +cu1(pi/16) coin[0],node[1]; +cx node[4],coin[0]; +cu1(-pi/16) coin[0],node[1]; +cx node[5],coin[0]; +cu1(pi/16) coin[0],node[1]; +cx node[3],coin[0]; +cu1(-pi/16) coin[0],node[1]; +cx node[5],coin[0]; +cu1(pi/16) coin[0],node[1]; +cx node[4],coin[0]; +cu1(-pi/16) coin[0],node[1]; +cx node[5],coin[0]; +cu1(pi/16) coin[0],node[1]; +cx node[2],coin[0]; +h node[2]; +cu1(-pi/16) coin[0],node[1]; +cx node[5],coin[0]; +cu1(pi/16) coin[0],node[1]; +cx node[4],coin[0]; +cu1(-pi/16) coin[0],node[1]; +cx node[5],coin[0]; +cu1(pi/16) coin[0],node[1]; +cx node[3],coin[0]; +cu1(-pi/16) coin[0],node[1]; +cx node[5],coin[0]; +cu1(pi/16) coin[0],node[1]; +cx node[4],coin[0]; +cu1(-pi/16) coin[0],node[1]; +cx node[5],coin[0]; +cu1(pi/2) node[5],node[2]; +u2(pi/4,-pi) node[5]; +cx node[4],node[5]; +u2(0,3*pi/4) node[5]; +cu1(pi/16) coin[0],node[1]; +u2(0,0) node[1]; +cx coin[0],node[5]; +u1(pi/4) node[5]; +cx node[3],node[5]; +u1(-pi/4) node[5]; +cx coin[0],node[5]; +u1(pi/4) node[5]; +cx node[3],node[5]; +u2(pi/4,3*pi/4) node[5]; +cx node[4],node[5]; +u2(0,3*pi/4) node[5]; +cu1(-pi/2) node[5],node[2]; +u2(pi/4,-pi) node[5]; +cx node[4],node[5]; +u2(pi/4,3*pi/4) node[5]; +cx node[3],node[5]; +u1(-pi/4) node[5]; +cx coin[0],node[5]; +u1(pi/4) node[5]; +cx node[3],node[5]; +u1(-pi/4) node[5]; +cx coin[0],node[5]; +u2(pi/4,-pi) node[5]; +cx node[4],node[5]; +u2(pi/8,3*pi/4) node[5]; +cu1(pi/8) coin[0],node[2]; +cx coin[0],node[3]; +cu1(-pi/8) node[3],node[2]; +cx coin[0],node[3]; +cu1(pi/8) node[3],node[2]; +cx node[3],node[4]; +cu1(-pi/8) node[4],node[2]; +cx coin[0],node[4]; +cu1(pi/8) node[4],node[2]; +cx node[3],node[4]; +u2(pi/8,-pi) node[3]; +cu1(-pi/8) node[4],node[2]; +cx coin[0],node[4]; +cu1(pi/8) node[4],node[2]; +u2(0,0) node[2]; +p(pi/8) node[4]; +p(pi/8) coin[0]; +cx coin[0],node[4]; +p(-pi/8) node[4]; +cx coin[0],node[4]; +cx node[4],node[5]; +p(-pi/8) node[5]; +cx coin[0],node[5]; +p(pi/8) node[5]; +cx node[4],node[5]; +p(-pi/8) node[5]; +cx coin[0],node[5]; +cx node[5],node[3]; 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+x node[5]; +cu1(pi/32) node[5],node[0]; +cx node[5],node[4]; +cu1(-pi/32) node[4],node[0]; +cx node[5],node[4]; +cu1(pi/32) node[4],node[0]; +cx node[4],node[3]; +cu1(-pi/32) node[3],node[0]; +cx node[5],node[3]; +cu1(pi/32) node[3],node[0]; +cx node[4],node[3]; +cu1(-pi/32) node[3],node[0]; +cx node[5],node[3]; +cu1(pi/32) node[3],node[0]; +cx node[3],node[2]; +cu1(-pi/32) node[2],node[0]; +cx node[5],node[2]; +cu1(pi/32) node[2],node[0]; +cx node[4],node[2]; +cu1(-pi/32) node[2],node[0]; +cx node[5],node[2]; +cu1(pi/32) node[2],node[0]; +cx node[3],node[2]; +cu1(-pi/32) node[2],node[0]; +cx node[5],node[2]; +cu1(pi/32) node[2],node[0]; +cx node[4],node[2]; +cu1(-pi/32) node[2],node[0]; +cx node[5],node[2]; +cu1(pi/32) node[2],node[0]; +cx node[2],node[1]; +cu1(-pi/32) node[1],node[0]; +cx node[5],node[1]; +cu1(pi/32) node[1],node[0]; +cx node[4],node[1]; +cu1(-pi/32) node[1],node[0]; +cx node[5],node[1]; +cu1(pi/32) node[1],node[0]; +cx node[3],node[1]; +cu1(-pi/32) node[1],node[0]; +cx node[5],node[1]; +cu1(pi/32) node[1],node[0]; +cx node[4],node[1]; +cu1(-pi/32) node[1],node[0]; +cx node[5],node[1]; +cu1(pi/32) node[1],node[0]; +cx node[2],node[1]; +cu1(-pi/32) node[1],node[0]; +cx node[5],node[1]; +cu1(pi/32) node[1],node[0]; +cx node[4],node[1]; +cu1(-pi/32) node[1],node[0]; +cx node[5],node[1]; +cu1(pi/32) node[1],node[0]; +cx node[3],node[1]; +cu1(-pi/32) node[1],node[0]; +cx node[5],node[1]; +cu1(pi/32) node[1],node[0]; +cx node[4],node[1]; +cu1(-pi/32) node[1],node[0]; +cx node[5],node[1]; +cu1(pi/32) node[1],node[0]; +u2(-pi,-pi) coin[0]; +cx node[1],coin[0]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/32) coin[0],node[0]; +cx node[4],coin[0]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/32) coin[0],node[0]; +cx node[3],coin[0]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/32) coin[0],node[0]; +cx node[4],coin[0]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/32) coin[0],node[0]; +cx node[2],coin[0]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/32) coin[0],node[0]; +cx node[4],coin[0]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/32) coin[0],node[0]; +cx node[3],coin[0]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/32) coin[0],node[0]; +cx node[4],coin[0]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/32) coin[0],node[0]; +cx node[1],coin[0]; +h node[1]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/32) coin[0],node[0]; +cx node[4],coin[0]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/32) coin[0],node[0]; +cx node[3],coin[0]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/32) coin[0],node[0]; +cx node[4],coin[0]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/32) coin[0],node[0]; +cx node[2],coin[0]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/32) coin[0],node[0]; +cx node[4],coin[0]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/32) coin[0],node[0]; +cx node[3],coin[0]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/32) coin[0],node[0]; +cx node[4],coin[0]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/16) node[5],node[1]; +cx node[5],node[4]; +cu1(-pi/16) node[4],node[1]; +cx node[5],node[4]; +cu1(pi/16) node[4],node[1]; +cx node[4],node[3]; +cu1(-pi/16) node[3],node[1]; +cx node[5],node[3]; +cu1(pi/16) node[3],node[1]; +cx node[4],node[3]; +cu1(-pi/16) node[3],node[1]; +cx node[5],node[3]; +cu1(pi/16) node[3],node[1]; +cx node[3],node[2]; +cu1(-pi/16) node[2],node[1]; +cx node[5],node[2]; +cu1(pi/16) node[2],node[1]; +cx node[4],node[2]; +cu1(-pi/16) node[2],node[1]; +cx node[5],node[2]; +cu1(pi/16) node[2],node[1]; +cx node[3],node[2]; +cu1(-pi/16) node[2],node[1]; +cx node[5],node[2]; +cu1(pi/16) node[2],node[1]; +cx node[4],node[2]; +cu1(-pi/16) node[2],node[1]; +cx node[5],node[2]; +cu1(pi/16) node[2],node[1]; +cu1(pi/32) coin[0],node[0]; +cx node[2],coin[0]; +cu1(-pi/16) coin[0],node[1]; +cx node[5],coin[0]; +cu1(pi/16) coin[0],node[1]; +cx node[4],coin[0]; +cu1(-pi/16) coin[0],node[1]; +cx node[5],coin[0]; +cu1(pi/16) coin[0],node[1]; +cx node[3],coin[0]; +cu1(-pi/16) coin[0],node[1]; +cx node[5],coin[0]; +cu1(pi/16) coin[0],node[1]; +cx node[4],coin[0]; +cu1(-pi/16) coin[0],node[1]; +cx node[5],coin[0]; +cu1(pi/16) coin[0],node[1]; +cx node[2],coin[0]; +h node[2]; +cu1(-pi/16) coin[0],node[1]; +cx node[5],coin[0]; +cu1(pi/16) coin[0],node[1]; +cx node[4],coin[0]; +cu1(-pi/16) coin[0],node[1]; +cx node[5],coin[0]; +cu1(pi/16) coin[0],node[1]; +cx node[3],coin[0]; +cu1(-pi/16) coin[0],node[1]; +cx node[5],coin[0]; +cu1(pi/16) coin[0],node[1]; +cx node[4],coin[0]; +cu1(-pi/16) coin[0],node[1]; +cx node[5],coin[0]; +cu1(pi/2) node[5],node[2]; +u2(pi/4,-pi) node[5]; +cx node[4],node[5]; +u2(0,3*pi/4) node[5]; +cu1(pi/16) coin[0],node[1]; +u2(0,0) node[1]; +cx coin[0],node[5]; +u1(pi/4) node[5]; +cx node[3],node[5]; +u1(-pi/4) node[5]; +cx coin[0],node[5]; +u1(pi/4) node[5]; +cx node[3],node[5]; +u2(pi/4,3*pi/4) node[5]; +cx node[4],node[5]; +u2(0,3*pi/4) node[5]; +cu1(-pi/2) node[5],node[2]; +u2(pi/4,-pi) node[5]; +cx node[4],node[5]; +u2(pi/4,3*pi/4) node[5]; +cx node[3],node[5]; +u1(-pi/4) node[5]; +cx coin[0],node[5]; +u1(pi/4) node[5]; +cx node[3],node[5]; +u1(-pi/4) node[5]; +cx coin[0],node[5]; +u2(pi/4,-pi) node[5]; +cx node[4],node[5]; +u2(pi/8,3*pi/4) node[5]; +cu1(pi/8) coin[0],node[2]; +cx coin[0],node[3]; +cu1(-pi/8) node[3],node[2]; +cx coin[0],node[3]; +cu1(pi/8) node[3],node[2]; +cx node[3],node[4]; +cu1(-pi/8) node[4],node[2]; +cx coin[0],node[4]; +cu1(pi/8) node[4],node[2]; +cx node[3],node[4]; +u2(pi/8,-pi) node[3]; +cu1(-pi/8) node[4],node[2]; +cx coin[0],node[4]; +cu1(pi/8) node[4],node[2]; +u2(0,0) node[2]; +p(pi/8) node[4]; +p(pi/8) coin[0]; +cx coin[0],node[4]; +p(-pi/8) node[4]; +cx coin[0],node[4]; +cx node[4],node[5]; +p(-pi/8) node[5]; +cx coin[0],node[5]; +p(pi/8) node[5]; +cx node[4],node[5]; +p(-pi/8) node[5]; +cx coin[0],node[5]; +cx node[5],node[3]; +p(-pi/8) node[3]; +cx node[4],node[3]; +p(pi/8) node[3]; +cx node[5],node[3]; +p(-pi/8) node[3]; +cx coin[0],node[3]; +p(pi/8) node[3]; +cx node[5],node[3]; +p(-pi/8) node[3]; +cx node[4],node[3]; +p(pi/8) node[3]; +cx node[5],node[3]; +p(-pi/8) node[3]; +cx coin[0],node[3]; +u2(0,0) node[3]; +ccx coin[0],node[5],node[4]; +x node[4]; +cx coin[0],node[5]; +x node[5]; +cu1(pi/32) node[5],node[0]; +cx node[5],node[4]; +cu1(-pi/32) node[4],node[0]; +cx node[5],node[4]; +cu1(pi/32) node[4],node[0]; +cx node[4],node[3]; +cu1(-pi/32) node[3],node[0]; +cx node[5],node[3]; +cu1(pi/32) node[3],node[0]; +cx node[4],node[3]; +cu1(-pi/32) node[3],node[0]; +cx node[5],node[3]; +cu1(pi/32) node[3],node[0]; +cx node[3],node[2]; +cu1(-pi/32) node[2],node[0]; +cx node[5],node[2]; +cu1(pi/32) node[2],node[0]; +cx node[4],node[2]; +cu1(-pi/32) node[2],node[0]; +cx node[5],node[2]; +cu1(pi/32) node[2],node[0]; +cx node[3],node[2]; +cu1(-pi/32) node[2],node[0]; +cx node[5],node[2]; +cu1(pi/32) node[2],node[0]; +cx node[4],node[2]; +cu1(-pi/32) node[2],node[0]; +cx node[5],node[2]; +cu1(pi/32) node[2],node[0]; +cx node[2],node[1]; +cu1(-pi/32) node[1],node[0]; +cx node[5],node[1]; +cu1(pi/32) node[1],node[0]; +cx node[4],node[1]; +cu1(-pi/32) node[1],node[0]; +cx node[5],node[1]; +cu1(pi/32) node[1],node[0]; +cx node[3],node[1]; +cu1(-pi/32) node[1],node[0]; +cx node[5],node[1]; +cu1(pi/32) node[1],node[0]; +cx node[4],node[1]; +cu1(-pi/32) node[1],node[0]; +cx node[5],node[1]; +cu1(pi/32) node[1],node[0]; +cx node[2],node[1]; +cu1(-pi/32) node[1],node[0]; +cx node[5],node[1]; +cu1(pi/32) node[1],node[0]; +cx node[4],node[1]; +cu1(-pi/32) node[1],node[0]; +cx node[5],node[1]; +cu1(pi/32) node[1],node[0]; +cx node[3],node[1]; +cu1(-pi/32) node[1],node[0]; +cx node[5],node[1]; +cu1(pi/32) node[1],node[0]; +cx node[4],node[1]; +cu1(-pi/32) node[1],node[0]; +cx node[5],node[1]; +cu1(pi/32) node[1],node[0]; +x coin[0]; +cx node[1],coin[0]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/32) coin[0],node[0]; +cx node[4],coin[0]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/32) coin[0],node[0]; +cx node[3],coin[0]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/32) coin[0],node[0]; +cx node[4],coin[0]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/32) coin[0],node[0]; +cx node[2],coin[0]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/32) coin[0],node[0]; +cx node[4],coin[0]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/32) coin[0],node[0]; +cx node[3],coin[0]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/32) coin[0],node[0]; +cx node[4],coin[0]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/32) coin[0],node[0]; +cx node[1],coin[0]; +h node[1]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/32) coin[0],node[0]; +cx node[4],coin[0]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/32) coin[0],node[0]; +cx node[3],coin[0]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/32) coin[0],node[0]; +cx node[4],coin[0]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/32) coin[0],node[0]; +cx node[2],coin[0]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/32) coin[0],node[0]; +cx node[4],coin[0]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/32) coin[0],node[0]; +cx node[3],coin[0]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/32) coin[0],node[0]; +cx node[4],coin[0]; +cu1(-pi/32) coin[0],node[0]; +cx node[5],coin[0]; +cu1(pi/16) node[5],node[1]; +cx node[5],node[4]; +cu1(-pi/16) node[4],node[1]; +cx node[5],node[4]; +cu1(pi/16) node[4],node[1]; +cx node[4],node[3]; +cu1(-pi/16) node[3],node[1]; +cx node[5],node[3]; +cu1(pi/16) node[3],node[1]; +cx node[4],node[3]; +cu1(-pi/16) node[3],node[1]; +cx node[5],node[3]; +cu1(pi/16) node[3],node[1]; +cx node[3],node[2]; +cu1(-pi/16) node[2],node[1]; +cx node[5],node[2]; +cu1(pi/16) node[2],node[1]; +cx node[4],node[2]; +cu1(-pi/16) node[2],node[1]; +cx node[5],node[2]; +cu1(pi/16) node[2],node[1]; +cx node[3],node[2]; +cu1(-pi/16) node[2],node[1]; +cx node[5],node[2]; +cu1(pi/16) node[2],node[1]; +cx node[4],node[2]; +cu1(-pi/16) node[2],node[1]; +cx node[5],node[2]; +cu1(pi/16) node[2],node[1]; +cu1(pi/32) coin[0],node[0]; +h node[0]; +cx node[2],coin[0]; +cu1(-pi/16) coin[0],node[1]; +cx node[5],coin[0]; +cu1(pi/16) coin[0],node[1]; +cx node[4],coin[0]; +cu1(-pi/16) coin[0],node[1]; +cx node[5],coin[0]; +cu1(pi/16) coin[0],node[1]; +cx node[3],coin[0]; +cu1(-pi/16) coin[0],node[1]; +cx node[5],coin[0]; +cu1(pi/16) coin[0],node[1]; +cx node[4],coin[0]; +cu1(-pi/16) coin[0],node[1]; +cx node[5],coin[0]; +cu1(pi/16) coin[0],node[1]; +cx node[2],coin[0]; +h node[2]; +cu1(-pi/16) coin[0],node[1]; +cx node[5],coin[0]; +cu1(pi/16) coin[0],node[1]; +cx node[4],coin[0]; +cu1(-pi/16) coin[0],node[1]; +cx node[5],coin[0]; +cu1(pi/16) coin[0],node[1]; +cx node[3],coin[0]; +cu1(-pi/16) coin[0],node[1]; +cx node[5],coin[0]; +cu1(pi/16) coin[0],node[1]; +cx node[4],coin[0]; +cu1(-pi/16) coin[0],node[1]; +cx node[5],coin[0]; +cu1(pi/2) node[5],node[2]; +u2(pi/4,-pi) node[5]; +cx node[4],node[5]; +u2(0,3*pi/4) node[5]; +cu1(pi/16) coin[0],node[1]; +u2(0,0) node[1]; +cx coin[0],node[5]; +u1(pi/4) node[5]; +cx node[3],node[5]; +u1(-pi/4) node[5]; +cx coin[0],node[5]; +u1(pi/4) node[5]; +cx node[3],node[5]; +u2(pi/4,3*pi/4) node[5]; +cx node[4],node[5]; +u2(0,3*pi/4) node[5]; +cu1(-pi/2) node[5],node[2]; +u2(pi/4,-pi) node[5]; +cx node[4],node[5]; +u2(pi/4,3*pi/4) node[5]; +cx node[3],node[5]; +u1(-pi/4) node[5]; +cx coin[0],node[5]; +u1(pi/4) node[5]; +cx node[3],node[5]; +u1(-pi/4) node[5]; +cx coin[0],node[5]; +u2(pi/4,-pi) node[5]; +cx node[4],node[5]; +u2(pi/8,3*pi/4) node[5]; +cu1(pi/8) coin[0],node[2]; +cx coin[0],node[3]; +cu1(-pi/8) node[3],node[2]; +cx coin[0],node[3]; +cu1(pi/8) node[3],node[2]; +cx node[3],node[4]; +cu1(-pi/8) node[4],node[2]; +cx coin[0],node[4]; +cu1(pi/8) node[4],node[2]; +cx node[3],node[4]; +u2(pi/8,-pi) node[3]; +cu1(-pi/8) node[4],node[2]; +cx coin[0],node[4]; +cu1(pi/8) node[4],node[2]; +u2(0,0) node[2]; +p(pi/8) node[4]; +p(pi/8) coin[0]; +cx coin[0],node[4]; +p(-pi/8) node[4]; +cx coin[0],node[4]; +cx node[4],node[5]; +p(-pi/8) node[5]; +cx coin[0],node[5]; +p(pi/8) node[5]; +cx node[4],node[5]; +p(-pi/8) node[5]; +cx coin[0],node[5]; +cx node[5],node[3]; +p(-pi/8) node[3]; +cx node[4],node[3]; +p(pi/8) node[3]; +cx node[5],node[3]; +p(-pi/8) node[3]; +cx coin[0],node[3]; +p(pi/8) node[3]; +cx node[5],node[3]; +p(-pi/8) node[3]; +cx node[4],node[3]; +p(pi/8) node[3]; +cx node[5],node[3]; +p(-pi/8) node[3]; +cx coin[0],node[3]; +u2(0,0) node[3]; +ccx coin[0],node[5],node[4]; +x node[4]; +cx coin[0],node[5]; +x node[5]; +x coin[0]; +barrier node[0],node[1],node[2],node[3],node[4],node[5],coin[0]; +measure node[0] -> meas[0]; +measure node[1] -> meas[1]; +measure node[2] -> meas[2]; +measure node[3] -> meas[3]; +measure node[4] -> meas[4]; +measure node[5] -> meas[5]; +measure coin[0] -> meas[6]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qwalk-v-chain_indep_qiskit_3.qasm b/test/BenchmarkQuasm/qasm/qwalk-v-chain_indep_qiskit_3.qasm new file mode 100644 index 00000000..91fc3920 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/qwalk-v-chain_indep_qiskit_3.qasm @@ -0,0 +1,39 @@ +// Benchmark was created by MQT Bench on 2024-03-19 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg node[2]; +qreg coin[1]; +creg meas[3]; +h coin[0]; +ccx coin[0],node[1],node[0]; +cx coin[0],node[1]; +x node[1]; +x coin[0]; +ccx coin[0],node[1],node[0]; +cx coin[0],node[1]; +x node[1]; +u2(-pi,-pi) coin[0]; +ccx coin[0],node[1],node[0]; +cx coin[0],node[1]; +x node[1]; +x coin[0]; +ccx coin[0],node[1],node[0]; +cx coin[0],node[1]; +x node[1]; +u2(-pi,-pi) coin[0]; +ccx coin[0],node[1],node[0]; +cx coin[0],node[1]; +x node[1]; +x coin[0]; +ccx coin[0],node[1],node[0]; +cx coin[0],node[1]; +x node[1]; +x coin[0]; +barrier node[0],node[1],coin[0]; +measure node[0] -> meas[0]; +measure node[1] -> meas[1]; +measure coin[0] -> meas[2]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qwalk-v-chain_indep_qiskit_5.qasm b/test/BenchmarkQuasm/qasm/qwalk-v-chain_indep_qiskit_5.qasm new file mode 100644 index 00000000..dfe73dc7 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/qwalk-v-chain_indep_qiskit_5.qasm @@ -0,0 +1,66 @@ +// Benchmark was created by MQT Bench on 2024-03-19 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg node[3]; +qreg coin[1]; +qreg anc[1]; +creg meas[5]; +h coin[0]; +rccx coin[0],node[1],anc[0]; +ccx node[2],anc[0],node[0]; +rccx coin[0],node[1],anc[0]; +ccx coin[0],node[2],node[1]; +x node[1]; +cx coin[0],node[2]; +x node[2]; +x coin[0]; +rccx coin[0],node[1],anc[0]; +ccx node[2],anc[0],node[0]; +rccx coin[0],node[1],anc[0]; +ccx coin[0],node[2],node[1]; +x node[1]; +cx coin[0],node[2]; +x node[2]; +u2(-pi,-pi) coin[0]; +rccx coin[0],node[1],anc[0]; +ccx node[2],anc[0],node[0]; +rccx coin[0],node[1],anc[0]; +ccx coin[0],node[2],node[1]; +x node[1]; +cx coin[0],node[2]; +x node[2]; +x coin[0]; +rccx coin[0],node[1],anc[0]; +ccx node[2],anc[0],node[0]; +rccx coin[0],node[1],anc[0]; +ccx coin[0],node[2],node[1]; +x node[1]; +cx coin[0],node[2]; +x node[2]; +u2(-pi,-pi) coin[0]; +rccx coin[0],node[1],anc[0]; +ccx node[2],anc[0],node[0]; +rccx coin[0],node[1],anc[0]; +ccx coin[0],node[2],node[1]; +x node[1]; +cx coin[0],node[2]; +x node[2]; +x coin[0]; +rccx coin[0],node[1],anc[0]; +ccx node[2],anc[0],node[0]; +rccx coin[0],node[1],anc[0]; +ccx coin[0],node[2],node[1]; +x node[1]; +cx coin[0],node[2]; +x node[2]; +x coin[0]; +barrier node[0],node[1],node[2],coin[0],anc[0]; +measure node[0] -> meas[0]; +measure node[1] -> meas[1]; +measure node[2] -> meas[2]; +measure coin[0] -> meas[3]; +measure anc[0] -> meas[4]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qwalk-v-chain_indep_qiskit_7.qasm b/test/BenchmarkQuasm/qasm/qwalk-v-chain_indep_qiskit_7.qasm new file mode 100644 index 00000000..34a0612c --- /dev/null +++ b/test/BenchmarkQuasm/qasm/qwalk-v-chain_indep_qiskit_7.qasm @@ -0,0 +1,104 @@ +// Benchmark was created by MQT Bench on 2024-03-19 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg node[4]; +qreg coin[1]; +qreg anc[2]; +creg meas[7]; +h coin[0]; +rccx coin[0],node[1],anc[0]; +rccx node[2],anc[0],anc[1]; +ccx node[3],anc[1],node[0]; +rccx node[2],anc[0],anc[1]; +rccx coin[0],node[1],anc[0]; +rccx coin[0],node[2],anc[0]; +ccx node[3],anc[0],node[1]; +x node[1]; +rccx coin[0],node[2],anc[0]; +ccx coin[0],node[3],node[2]; +x node[2]; +cx coin[0],node[3]; +x node[3]; +x coin[0]; +rccx coin[0],node[1],anc[0]; +rccx node[2],anc[0],anc[1]; +ccx node[3],anc[1],node[0]; +rccx node[2],anc[0],anc[1]; +rccx coin[0],node[1],anc[0]; +rccx coin[0],node[2],anc[0]; +ccx node[3],anc[0],node[1]; +x node[1]; +rccx coin[0],node[2],anc[0]; +ccx coin[0],node[3],node[2]; +x node[2]; +cx coin[0],node[3]; +x node[3]; +u2(-pi,-pi) coin[0]; +rccx coin[0],node[1],anc[0]; +rccx node[2],anc[0],anc[1]; +ccx node[3],anc[1],node[0]; +rccx node[2],anc[0],anc[1]; +rccx coin[0],node[1],anc[0]; +rccx coin[0],node[2],anc[0]; +ccx node[3],anc[0],node[1]; +x node[1]; +rccx coin[0],node[2],anc[0]; +ccx coin[0],node[3],node[2]; +x node[2]; +cx coin[0],node[3]; +x node[3]; +x coin[0]; +rccx coin[0],node[1],anc[0]; +rccx node[2],anc[0],anc[1]; +ccx node[3],anc[1],node[0]; +rccx node[2],anc[0],anc[1]; +rccx coin[0],node[1],anc[0]; +rccx coin[0],node[2],anc[0]; +ccx node[3],anc[0],node[1]; +x node[1]; +rccx coin[0],node[2],anc[0]; +ccx coin[0],node[3],node[2]; +x node[2]; +cx coin[0],node[3]; +x node[3]; +u2(-pi,-pi) coin[0]; +rccx coin[0],node[1],anc[0]; +rccx node[2],anc[0],anc[1]; +ccx node[3],anc[1],node[0]; +rccx node[2],anc[0],anc[1]; +rccx coin[0],node[1],anc[0]; +rccx coin[0],node[2],anc[0]; +ccx node[3],anc[0],node[1]; +x node[1]; +rccx coin[0],node[2],anc[0]; +ccx coin[0],node[3],node[2]; +x node[2]; +cx coin[0],node[3]; +x node[3]; +x coin[0]; +rccx coin[0],node[1],anc[0]; +rccx node[2],anc[0],anc[1]; +ccx node[3],anc[1],node[0]; +rccx node[2],anc[0],anc[1]; +rccx coin[0],node[1],anc[0]; +rccx coin[0],node[2],anc[0]; +ccx node[3],anc[0],node[1]; +x node[1]; +rccx coin[0],node[2],anc[0]; +ccx coin[0],node[3],node[2]; +x node[2]; +cx coin[0],node[3]; +x node[3]; +x coin[0]; +barrier node[0],node[1],node[2],node[3],coin[0],anc[0],anc[1]; +measure node[0] -> meas[0]; +measure node[1] -> meas[1]; +measure node[2] -> meas[2]; +measure node[3] -> meas[3]; +measure coin[0] -> meas[4]; +measure anc[0] -> meas[5]; +measure anc[1] -> meas[6]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/random_indep_qiskit_2.qasm b/test/BenchmarkQuasm/qasm/random_indep_qiskit_2.qasm new file mode 100644 index 00000000..4ce46d49 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/random_indep_qiskit_2.qasm @@ -0,0 +1,28 @@ +// Benchmark was created by MQT Bench on 2024-03-18 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[2]; +creg meas[2]; +sdg q[0]; +sdg q[1]; +rxx(1.304903297657757) q[0],q[1]; +u2(0,-pi/2) q[0]; +s q[1]; +cx q[1],q[0]; +rz(3.2220464314480877) q[0]; +cx q[1],q[0]; +u2(0.7144206217376547,-pi) q[0]; +u3(pi,pi/2,-pi/2) q[1]; +cx q[1],q[0]; +ry(-3.0062717024781365) q[0]; +ry(3.0062717024781365) q[1]; +cx q[1],q[0]; +u1(-2.6682620430456936) q[0]; +u2(-pi,-pi) q[1]; +barrier q[0],q[1]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/random_indep_qiskit_3.qasm b/test/BenchmarkQuasm/qasm/random_indep_qiskit_3.qasm new file mode 100644 index 00000000..a04180c1 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/random_indep_qiskit_3.qasm @@ -0,0 +1,29 @@ +// Benchmark was created by MQT Bench on 2024-03-18 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[3]; +creg meas[3]; +u3(3.2220464314480877,-0.7167882678555819,0.7167882678555819) q[0]; +u2(0,0) q[1]; +u1(0.6328290844213722) q[2]; +cx q[1],q[2]; +ry(2.6026363654825047) q[1]; +ry(-2.6026363654825047) q[2]; +cx q[1],q[2]; +u2(-pi,-pi) q[1]; +cu1(pi/2) q[0],q[1]; +u1(2.508763569168421) q[2]; +cswap q[0],q[1],q[2]; +u1(5.864966885210837) q[0]; +rzz(5.196847304624584) q[1],q[2]; +rzz(5.695888160944528) q[0],q[2]; +cu3(3.2536483225524107,2.026167409578137,1.7745821253041683) q[0],q[2]; +u3(2.476423267310977,-1.04448872307207,2.5432022362570406) q[1]; +barrier q[0],q[1],q[2]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/random_indep_qiskit_4.qasm b/test/BenchmarkQuasm/qasm/random_indep_qiskit_4.qasm new file mode 100644 index 00000000..0e8d0e9d --- /dev/null +++ b/test/BenchmarkQuasm/qasm/random_indep_qiskit_4.qasm @@ -0,0 +1,60 @@ +// Benchmark was created by MQT Bench on 2024-03-18 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[4]; +creg meas[4]; +u2(pi/2,-0.7167882678555819) q[0]; +u1(-1.4903425489366011) q[1]; +u2(0,0) q[2]; +cx q[2],q[1]; +ry(-0.4689836211867622) q[1]; +ry(-0.4689836211867622) q[2]; +cx q[2],q[1]; +u2(pi/4,-1.651250104653191) q[1]; +u2(-pi,-pi) q[2]; +cx q[2],q[1]; +tdg q[1]; +u2(4.329343885871547,5.288856933750764) q[3]; +cx q[3],q[1]; +t q[1]; +cx q[2],q[1]; +u2(0,3*pi/4) q[1]; +u3(pi,0.4610609235355483,1.1097354032593483) q[2]; +h q[3]; +ccx q[0],q[1],q[3]; +u1(-1.760357714003954) q[0]; +u3(0.0014104532310203427,pi/2,2.677969677273145) q[1]; +u3(pi,pi/2,-pi/2) q[3]; +cx q[3],q[2]; +ry(-0.7103594437025119) q[2]; +ry(0.7103594437025119) q[3]; +cx q[3],q[2]; +u2(-2.0191093047377757,-1.5226368400859311) q[2]; +u2(pi/2,-pi) q[3]; +rxx(2.0971039305177235) q[0],q[3]; +s q[0]; +crx(1.5640163777242566) q[2],q[0]; +u1(2.5042812402137704) q[0]; +cx q[1],q[0]; +ry(-1.0666196369357623) q[0]; +ry(-1.0666196369357623) q[1]; +cx q[1],q[0]; +u1(-2.5042812402137704) q[0]; +u2(-pi,-pi) q[1]; +u2(0,-3*pi/4) q[3]; +cx q[2],q[3]; +h q[3]; +cu1(pi/2) q[2],q[3]; +cx q[1],q[2]; +cx q[2],q[1]; +u1(-1.4624678218563336) q[3]; +cu3(3.9824402877397977,0.7203317518888239,1.4645506429344954) q[3],q[0]; +barrier q[0],q[1],q[2],q[3]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/random_indep_qiskit_5.qasm b/test/BenchmarkQuasm/qasm/random_indep_qiskit_5.qasm new file mode 100644 index 00000000..ec067a32 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/random_indep_qiskit_5.qasm @@ -0,0 +1,69 @@ +// Benchmark was created by MQT Bench on 2024-03-18 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[5]; +creg meas[5]; +u2(pi/4,-pi) q[0]; +u1(-1.4903425489366011) q[1]; +cx q[3],q[0]; +tdg q[0]; +cx q[2],q[0]; +t q[0]; +cx q[3],q[0]; +u2(-pi/2,3*pi/4) q[0]; +sdg q[3]; +rxx(5.185719590928789) q[0],q[3]; +u2(0,-pi/2) q[0]; +s q[3]; +u2(0,0) q[4]; +cx q[4],q[1]; +ry(-0.4689836211867622) q[1]; +ry(-0.4689836211867622) q[4]; +cx q[4],q[1]; +u1(1.4903425489366011) q[1]; +cx q[2],q[1]; +ccx q[1],q[3],q[0]; +u2(-3.029536984627176,-pi) q[0]; +cz q[1],q[3]; +p(0.8755706304852969) q[2]; +h q[3]; +cx q[1],q[3]; +h q[3]; +cu1(pi/2) q[1],q[3]; +u3(1.9552569771057444,1.6644650681916158,-0.08695250949048283) q[1]; +u1(pi/4) q[3]; +u2(pi/2,-pi) q[4]; +cu3(5.864966885210837,0.9110285368422897,4.684618627355123) q[2],q[4]; +swap q[2],q[4]; +cu3(0.9702813337800618,1.5693858735638762,5.465706745619813) q[2],q[0]; +t q[0]; +ry(3.772222268266399) q[4]; +crx(4.07828399178064) q[4],q[2]; +crx(2.3453197008450233) q[3],q[2]; +z q[2]; +cx q[2],q[1]; +cx q[1],q[2]; +h q[1]; +rx(3.450765893010145) q[2]; +u2(-1.8374614191958711,pi/2) q[3]; +ch q[4],q[0]; +h q[0]; +cx q[4],q[0]; +h q[0]; +cu1(pi/2) q[4],q[0]; +p(5.540732708314469) q[4]; +cu3(5.432461787371337,0.43137627135395684,5.131693955927891) q[4],q[0]; +cx q[0],q[1]; +h q[1]; +cu1(pi/2) q[0],q[1]; +u3(1.2118830799977245,2.0936634444623183,1.7437382343344134) q[4]; +barrier q[0],q[1],q[2],q[3],q[4]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; +measure q[4] -> meas[4]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/random_indep_qiskit_6.qasm b/test/BenchmarkQuasm/qasm/random_indep_qiskit_6.qasm new file mode 100644 index 00000000..bb8d8ddd --- /dev/null +++ b/test/BenchmarkQuasm/qasm/random_indep_qiskit_6.qasm @@ -0,0 +1,88 @@ +// Benchmark was created by MQT Bench on 2024-03-18 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[6]; +creg meas[6]; +u2(pi/4,-pi) q[0]; +u2(0,0) q[1]; +cx q[2],q[0]; +tdg q[0]; +tdg q[3]; +u1(-1.4903425489366011) q[4]; +cx q[1],q[4]; +ry(-0.4689836211867622) q[1]; +ry(-0.4689836211867622) q[4]; +cx q[1],q[4]; +u2(-pi,-pi) q[1]; +u1(1.4903425489366011) q[4]; +crz(3.6176102152986354) q[3],q[4]; +u3(2.0589924944056586,-0.7004749084304418,-2.7250308023543615) q[3]; +cx q[5],q[0]; +t q[0]; +cx q[2],q[0]; +u2(0,-2.0023389049491893) q[0]; +cx q[1],q[2]; +cx q[2],q[1]; +u2(0,2.952031266380736) q[1]; +swap q[2],q[4]; +cx q[2],q[1]; +h q[1]; +cu1(pi/2) q[2],q[1]; +h q[2]; +u2(0,3*pi/4) q[4]; +u2(-pi/2,-pi/2) q[5]; +cry(0.9702813337800618) q[0],q[5]; +cz q[0],q[1]; +u2(5.076820509783505,5.29650934899458) q[0]; +cy q[3],q[1]; +u(5.235334184033243,2.1426712012556,3.265946359235374) q[3]; +cx q[5],q[2]; +rz(2.1332392738715247) q[2]; +cx q[5],q[2]; +u2(1.6516969124742982,-pi) q[2]; +cx q[4],q[2]; +ry(-2.4103587426616264) q[2]; +ry(2.4103587426616264) q[4]; +cx q[4],q[2]; +u1(1.0093350642122303) q[2]; +cu3(0.43137627135395684,5.131693955927891,5.540732708314469) q[2],q[0]; +cy q[0],q[3]; +sdg q[2]; +cry(0.40662204129964163) q[3],q[0]; +u3(3.3401519228349494,-1.4888797250120758,1.4888797250120758) q[0]; +u3(1.2926439519212476,-0.012304969156963885,-0.7348141993399975) q[3]; +u2(-pi,-pi) q[4]; +cx q[4],q[1]; +cx q[1],q[4]; +rz(2.917738905811407) q[1]; +sdg q[4]; +rxx(3.2899582493108444) q[2],q[4]; +s q[2]; +s q[4]; +cswap q[2],q[1],q[4]; +u3(0.12487864535773079,0.8822725062196755,-0.8822725062196755) q[1]; +cx q[0],q[1]; +s q[0]; +t q[1]; +u3(1.5699311213649152,2.6845301397458154,-1.3162425160573001) q[4]; +u3(2.301477786351963,-pi,3*pi/4) q[5]; +crx(4.973898923189498) q[2],q[5]; +cu1(pi/2) q[2],q[4]; +u2(1.4683194020151475,3.4154613287486493) q[2]; +u2(0,-pi/2) q[4]; +cx q[4],q[0]; +cx q[0],q[4]; +h q[0]; +u3(2.2426295156381317,-pi/2,pi/2) q[5]; +cu1(pi/2) q[3],q[5]; +barrier q[0],q[1],q[2],q[3],q[4],q[5]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; +measure q[4] -> meas[4]; +measure q[5] -> meas[5]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/random_indep_qiskit_7.qasm b/test/BenchmarkQuasm/qasm/random_indep_qiskit_7.qasm new file mode 100644 index 00000000..ace7438b --- /dev/null +++ b/test/BenchmarkQuasm/qasm/random_indep_qiskit_7.qasm @@ -0,0 +1,126 @@ +// Benchmark was created by MQT Bench on 2024-03-18 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[7]; +creg meas[7]; +tdg q[0]; +u1(2.4248043857342108) q[1]; +u2(pi/4,-pi) q[2]; +u2(0,0) q[3]; +cx q[3],q[1]; +ry(-1.6110232157240438) q[1]; +ry(-1.6110232157240438) q[3]; +cx q[3],q[1]; +u2(pi/4,0.7167882678555819) q[1]; +cx q[0],q[1]; +tdg q[1]; +u2(-pi,-pi) q[3]; +u3(1.7745821253041683,-2.4764232673109774,-1.0237424952494734) q[4]; +cx q[6],q[2]; +tdg q[2]; +cx q[5],q[2]; +t q[2]; +h q[5]; +cx q[3],q[5]; +h q[5]; +cu1(pi/2) q[3],q[5]; +u2(0,0) q[3]; +u1(pi/2) q[5]; +cx q[6],q[2]; +u2(0,3*pi/4) q[2]; +cx q[2],q[1]; +t q[1]; +cx q[0],q[1]; +u1(3.2536483225524107) q[0]; +crx(5.2625683110417505) q[0],q[5]; +u2(1.7603577140039537,3*pi/4) q[1]; +p(2.026167409578137) q[2]; +cx q[3],q[1]; +ry(-0.9623259560190263) q[1]; +ry(0.9623259560190263) q[3]; +cx q[3],q[1]; +u1(-1.7603577140039537) q[1]; +u2(3*pi/4,-pi) q[3]; +cu3(1.5640163777242566,2.405358320221107,4.07828399178064) q[4],q[1]; +p(4.999421715326975) q[4]; +cu3(6.202284721500185,5.076820509783505,5.29650934899458) q[4],q[3]; +u2(-pi,pi/2) q[3]; +u1(2.313248925660014) q[4]; +cx q[5],q[1]; +cx q[1],q[5]; +u3(pi,-pi/4,-pi/2) q[5]; +u2(-pi/2,-pi/2) q[6]; +crz(4.875952527358193) q[6],q[2]; +cx q[0],q[2]; +cx q[2],q[0]; +u3(1.8272198079864164,-1.2096331269843725,1.450852124720937) q[0]; +ch q[1],q[2]; +tdg q[1]; +z q[2]; +u3(1.6408049939899045,0.7175293395407145,0.028344810415217747) q[6]; +cx q[6],q[4]; +ry(-2.5658469779639455) q[4]; +ry(2.5658469779639455) q[6]; +cx q[6],q[4]; +u2(-1.986547039963356,0.9767093236508302) q[4]; +cu1(pi/2) q[2],q[4]; +u2(-pi/2,pi/2) q[4]; +u2(pi/2,-pi) q[6]; +rxx(2.917738905811407) q[6],q[3]; +u3(2.301477786351963,1.8253501375324923,-pi/2) q[3]; +s q[6]; +cswap q[6],q[1],q[5]; +s q[1]; +cx q[1],q[4]; +x q[1]; +cy q[4],q[1]; +u2(1.4683194020151475,3.4154613287486493) q[1]; +x q[4]; +s q[5]; +sx q[6]; +cx q[5],q[6]; +cx q[2],q[5]; +x q[2]; +ch q[5],q[1]; +u1(0.4199696152223926) q[1]; +h q[5]; +cx q[2],q[5]; +rz(6.02771839731381) q[5]; +cx q[2],q[5]; +u2(pi/2,-pi) q[5]; +ccx q[6],q[3],q[0]; +cx q[0],q[3]; +cx q[3],q[0]; +rxx(0.6965106857196179) q[0],q[3]; +u3(1.3401185570825833,pi/2,-pi) q[0]; +u2(0,0) q[3]; +cx q[3],q[1]; +ry(-1.366386517363651) q[1]; +ry(1.366386517363651) q[3]; +cx q[3],q[1]; +u3(2.9766777365729253,-pi/2,1.1508267115725044) q[1]; +u2(pi/2,-pi) q[3]; +rxx(0.16462968369296951) q[3],q[0]; +s q[0]; +s q[3]; +x q[6]; +cu3(2.510079506040741,2.342819928892192,2.695349594570543) q[6],q[4]; +h q[4]; +cu1(pi/2) q[6],q[4]; +u2(-pi/2,pi/2) q[4]; +cx q[4],q[5]; +cx q[5],q[4]; +h q[5]; +cry(0.5915207724126751) q[6],q[2]; +barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; +measure q[4] -> meas[4]; +measure q[5] -> meas[5]; +measure q[6] -> meas[6]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/realamprandom_indep_qiskit_2.qasm b/test/BenchmarkQuasm/qasm/realamprandom_indep_qiskit_2.qasm new file mode 100644 index 00000000..3f1de95f --- /dev/null +++ b/test/BenchmarkQuasm/qasm/realamprandom_indep_qiskit_2.qasm @@ -0,0 +1,23 @@ +// Benchmark was created by MQT Bench on 2024-03-18 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[2]; +creg meas[2]; +ry(4.846350532897925) q[0]; +ry(0.13038834331032634) q[1]; +cx q[0],q[1]; +ry(3.9813292796090525) q[0]; +ry(4.704873552725635) q[1]; +cx q[0],q[1]; +ry(3.1322119352256292) q[0]; +ry(1.4124389803026796) q[1]; +cx q[0],q[1]; +ry(1.2444656817555668) q[0]; +ry(4.778555396547324) q[1]; +barrier q[0],q[1]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/realamprandom_indep_qiskit_3.qasm b/test/BenchmarkQuasm/qasm/realamprandom_indep_qiskit_3.qasm new file mode 100644 index 00000000..07f51dfb --- /dev/null +++ b/test/BenchmarkQuasm/qasm/realamprandom_indep_qiskit_3.qasm @@ -0,0 +1,34 @@ +// Benchmark was created by MQT Bench on 2024-03-18 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[3]; +creg meas[3]; +ry(4.846350532897925) q[0]; +ry(0.13038834331032634) q[1]; +cx q[0],q[1]; +ry(3.9813292796090525) q[2]; +cx q[0],q[2]; +ry(4.704873552725635) q[0]; +cx q[1],q[2]; +ry(3.1322119352256292) q[1]; +cx q[0],q[1]; +ry(1.4124389803026796) q[2]; +cx q[0],q[2]; +ry(1.2444656817555668) q[0]; +cx q[1],q[2]; +ry(4.778555396547324) q[1]; +cx q[0],q[1]; +ry(1.0625547235745711) q[2]; +cx q[0],q[2]; +ry(0.5550554224571163) q[0]; +cx q[1],q[2]; +ry(4.306242740899814) q[1]; +ry(5.990347064774806) q[2]; +barrier q[0],q[1],q[2]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/realamprandom_indep_qiskit_4.qasm b/test/BenchmarkQuasm/qasm/realamprandom_indep_qiskit_4.qasm new file mode 100644 index 00000000..c65d07be --- /dev/null +++ b/test/BenchmarkQuasm/qasm/realamprandom_indep_qiskit_4.qasm @@ -0,0 +1,48 @@ +// Benchmark was created by MQT Bench on 2024-03-18 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[4]; +creg meas[4]; +ry(4.846350532897925) q[0]; +ry(0.13038834331032634) q[1]; +cx q[0],q[1]; +ry(3.9813292796090525) q[2]; +cx q[0],q[2]; +cx q[1],q[2]; +ry(4.704873552725635) q[3]; +cx q[0],q[3]; +ry(3.1322119352256292) q[0]; +cx q[1],q[3]; +ry(1.4124389803026796) q[1]; +cx q[0],q[1]; +cx q[2],q[3]; +ry(1.2444656817555668) q[2]; +cx q[0],q[2]; +cx q[1],q[2]; +ry(4.778555396547324) q[3]; +cx q[0],q[3]; +ry(1.0625547235745711) q[0]; +cx q[1],q[3]; +ry(0.5550554224571163) q[1]; +cx q[0],q[1]; +cx q[2],q[3]; +ry(4.306242740899814) q[2]; +cx q[0],q[2]; +cx q[1],q[2]; +ry(5.990347064774806) q[3]; +cx q[0],q[3]; +ry(0.02480768898038398) q[0]; +cx q[1],q[3]; +ry(3.2181989037565684) q[1]; +cx q[2],q[3]; +ry(5.105848086558706) q[2]; +ry(3.848614783366913) q[3]; +barrier q[0],q[1],q[2],q[3]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/realamprandom_indep_qiskit_5.qasm b/test/BenchmarkQuasm/qasm/realamprandom_indep_qiskit_5.qasm new file mode 100644 index 00000000..f0330e1a --- /dev/null +++ b/test/BenchmarkQuasm/qasm/realamprandom_indep_qiskit_5.qasm @@ -0,0 +1,65 @@ +// Benchmark was created by MQT Bench on 2024-03-18 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[5]; +creg meas[5]; +ry(4.846350532897925) q[0]; +ry(0.13038834331032634) q[1]; +cx q[0],q[1]; +ry(3.9813292796090525) q[2]; +cx q[0],q[2]; +cx q[1],q[2]; +ry(4.704873552725635) q[3]; +cx q[0],q[3]; +cx q[1],q[3]; +cx q[2],q[3]; +ry(3.1322119352256292) q[4]; +cx q[0],q[4]; +ry(1.4124389803026796) q[0]; +cx q[1],q[4]; +ry(1.2444656817555668) q[1]; +cx q[0],q[1]; +cx q[2],q[4]; +ry(4.778555396547324) q[2]; +cx q[0],q[2]; +cx q[1],q[2]; +cx q[3],q[4]; +ry(1.0625547235745711) q[3]; +cx q[0],q[3]; +cx q[1],q[3]; +cx q[2],q[3]; +ry(0.5550554224571163) q[4]; +cx q[0],q[4]; +ry(4.306242740899814) q[0]; +cx q[1],q[4]; +ry(5.990347064774806) q[1]; +cx q[0],q[1]; +cx q[2],q[4]; +ry(0.02480768898038398) q[2]; +cx q[0],q[2]; +cx q[1],q[2]; +cx q[3],q[4]; +ry(3.2181989037565684) q[3]; +cx q[0],q[3]; +cx q[1],q[3]; +cx q[2],q[3]; +ry(5.105848086558706) q[4]; +cx q[0],q[4]; +ry(3.848614783366913) q[0]; +cx q[1],q[4]; +ry(4.534922405866221) q[1]; +cx q[2],q[4]; +ry(1.8339114230470697) q[2]; +cx q[3],q[4]; +ry(5.766544881882964) q[3]; +ry(4.489812063110712) q[4]; +barrier q[0],q[1],q[2],q[3],q[4]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; +measure q[4] -> meas[4]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/realamprandom_indep_qiskit_6.qasm b/test/BenchmarkQuasm/qasm/realamprandom_indep_qiskit_6.qasm new file mode 100644 index 00000000..a27fcf79 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/realamprandom_indep_qiskit_6.qasm @@ -0,0 +1,85 @@ +// Benchmark was created by MQT Bench on 2024-03-18 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[6]; +creg meas[6]; +ry(4.846350532897925) q[0]; +ry(0.13038834331032634) q[1]; +cx q[0],q[1]; +ry(3.9813292796090525) q[2]; +cx q[0],q[2]; +cx q[1],q[2]; +ry(4.704873552725635) q[3]; +cx q[0],q[3]; +cx q[1],q[3]; +cx q[2],q[3]; +ry(3.1322119352256292) q[4]; +cx q[0],q[4]; +cx q[1],q[4]; +cx q[2],q[4]; +cx q[3],q[4]; +ry(1.4124389803026796) q[5]; +cx q[0],q[5]; +ry(1.2444656817555668) q[0]; +cx q[1],q[5]; +ry(4.778555396547324) q[1]; +cx q[0],q[1]; +cx q[2],q[5]; +ry(1.0625547235745711) q[2]; +cx q[0],q[2]; +cx q[1],q[2]; +cx q[3],q[5]; +ry(0.5550554224571163) q[3]; +cx q[0],q[3]; +cx q[1],q[3]; +cx q[2],q[3]; +cx q[4],q[5]; +ry(4.306242740899814) q[4]; +cx q[0],q[4]; +cx q[1],q[4]; +cx q[2],q[4]; +cx q[3],q[4]; +ry(5.990347064774806) q[5]; +cx q[0],q[5]; +ry(0.02480768898038398) q[0]; +cx q[1],q[5]; +ry(3.2181989037565684) q[1]; +cx q[0],q[1]; +cx q[2],q[5]; +ry(5.105848086558706) q[2]; +cx q[0],q[2]; +cx q[1],q[2]; +cx q[3],q[5]; +ry(3.848614783366913) q[3]; +cx q[0],q[3]; +cx q[1],q[3]; +cx q[2],q[3]; +cx q[4],q[5]; +ry(4.534922405866221) q[4]; +cx q[0],q[4]; +cx q[1],q[4]; +cx q[2],q[4]; +cx q[3],q[4]; +ry(1.8339114230470697) q[5]; +cx q[0],q[5]; +ry(5.766544881882964) q[0]; +cx q[1],q[5]; +ry(4.489812063110712) q[1]; +cx q[2],q[5]; +ry(3.408906801581391) q[2]; +cx q[3],q[5]; +ry(0.8932807542109366) q[3]; +cx q[4],q[5]; +ry(2.345769178126651) q[4]; +ry(4.2357064252607195) q[5]; +barrier q[0],q[1],q[2],q[3],q[4],q[5]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; +measure q[4] -> meas[4]; +measure q[5] -> meas[5]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/realamprandom_indep_qiskit_7.qasm b/test/BenchmarkQuasm/qasm/realamprandom_indep_qiskit_7.qasm new file mode 100644 index 00000000..a059b6d6 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/realamprandom_indep_qiskit_7.qasm @@ -0,0 +1,108 @@ +// Benchmark was created by MQT Bench on 2024-03-18 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[7]; +creg meas[7]; +ry(4.846350532897925) q[0]; +ry(0.13038834331032634) q[1]; +cx q[0],q[1]; +ry(3.9813292796090525) q[2]; +cx q[0],q[2]; +cx q[1],q[2]; +ry(4.704873552725635) q[3]; +cx q[0],q[3]; +cx q[1],q[3]; +cx q[2],q[3]; +ry(3.1322119352256292) q[4]; +cx q[0],q[4]; +cx q[1],q[4]; +cx q[2],q[4]; +cx q[3],q[4]; +ry(1.4124389803026796) q[5]; +cx q[0],q[5]; +cx q[1],q[5]; +cx q[2],q[5]; +cx q[3],q[5]; +cx q[4],q[5]; +ry(1.2444656817555668) q[6]; +cx q[0],q[6]; +ry(4.778555396547324) q[0]; +cx q[1],q[6]; +ry(1.0625547235745711) q[1]; +cx q[0],q[1]; +cx q[2],q[6]; +ry(0.5550554224571163) q[2]; +cx q[0],q[2]; +cx q[1],q[2]; +cx q[3],q[6]; +ry(4.306242740899814) q[3]; +cx q[0],q[3]; +cx q[1],q[3]; +cx q[2],q[3]; +cx q[4],q[6]; +ry(5.990347064774806) q[4]; +cx q[0],q[4]; +cx q[1],q[4]; +cx q[2],q[4]; +cx q[3],q[4]; +cx q[5],q[6]; +ry(0.02480768898038398) q[5]; +cx q[0],q[5]; +cx q[1],q[5]; +cx q[2],q[5]; +cx q[3],q[5]; +cx q[4],q[5]; +ry(3.2181989037565684) q[6]; +cx q[0],q[6]; +ry(5.105848086558706) q[0]; +cx q[1],q[6]; +ry(3.848614783366913) q[1]; +cx q[0],q[1]; +cx q[2],q[6]; +ry(4.534922405866221) q[2]; +cx q[0],q[2]; +cx q[1],q[2]; +cx q[3],q[6]; +ry(1.8339114230470697) q[3]; +cx q[0],q[3]; +cx q[1],q[3]; +cx q[2],q[3]; +cx q[4],q[6]; +ry(5.766544881882964) q[4]; +cx q[0],q[4]; +cx q[1],q[4]; +cx q[2],q[4]; +cx q[3],q[4]; +cx q[5],q[6]; +ry(4.489812063110712) q[5]; +cx q[0],q[5]; +cx q[1],q[5]; +cx q[2],q[5]; +cx q[3],q[5]; +cx q[4],q[5]; +ry(3.408906801581391) q[6]; +cx q[0],q[6]; +ry(0.8932807542109366) q[0]; +cx q[1],q[6]; +ry(2.345769178126651) q[1]; +cx q[2],q[6]; +ry(4.2357064252607195) q[2]; +cx q[3],q[6]; +ry(2.7761197097590844) q[3]; +cx q[4],q[6]; +ry(2.72699034602209) q[4]; +cx q[5],q[6]; +ry(3.8815444023791414) q[5]; +ry(3.2241426661697035) q[6]; +barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; +measure q[4] -> meas[4]; +measure q[5] -> meas[5]; +measure q[6] -> meas[6]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/su2random_indep_qiskit_2.qasm b/test/BenchmarkQuasm/qasm/su2random_indep_qiskit_2.qasm new file mode 100644 index 00000000..02b1da43 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/su2random_indep_qiskit_2.qasm @@ -0,0 +1,23 @@ +// Benchmark was created by MQT Bench on 2024-03-18 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[2]; +creg meas[2]; +u3(1.4368347742816616,0.8397366260192594,-pi) q[0]; +u3(0.13038834331032634,-1.578311754453951,0) q[1]; +cx q[0],q[1]; +u3(3.1322119352256292,1.2444656817555666,0) q[0]; +u3(1.4124389803026798,-1.5046299106322625,0) q[1]; +cx q[0],q[1]; +u3(1.062554723574571,-1.9769425662797726,0) q[0]; +u3(0.5550554224571163,-0.2928382424047804,0) q[1]; +cx q[0],q[1]; +u3(0.02480768898038398,-1.1773372206208812,0) q[0]; +u3(3.0649864034230183,0.70702212977712,-pi) q[1]; +barrier q[0],q[1]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/su2random_indep_qiskit_3.qasm b/test/BenchmarkQuasm/qasm/su2random_indep_qiskit_3.qasm new file mode 100644 index 00000000..9c6c859b --- /dev/null +++ b/test/BenchmarkQuasm/qasm/su2random_indep_qiskit_3.qasm @@ -0,0 +1,34 @@ +// Benchmark was created by MQT Bench on 2024-03-18 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[3]; +creg meas[3]; +u3(1.4368347742816616,1.563280899135842,-pi) q[0]; +u3(0.13038834331032637,3.1322119352256292,0) q[1]; +cx q[0],q[1]; +u3(2.301856027570534,-1.7291536732871133,-pi) q[2]; +cx q[0],q[2]; +u3(1.2444656817555668,0.5550554224571163,0) q[0]; +cx q[1],q[2]; +u3(1.5046299106322627,1.1646500873100205,-pi) q[1]; +cx q[0],q[1]; +u3(1.062554723574571,-0.2928382424047804,0) q[2]; +cx q[0],q[2]; +u3(0.02480768898038398,-2.434570523812673,0) q[0]; +cx q[1],q[2]; +u3(3.0649864034230183,1.3933297522764283,-pi) q[1]; +cx q[0],q[1]; +u3(1.1773372206208805,-1.3076812305427237,-pi) q[2]; +cx q[0],q[2]; +u3(0.5166404252966228,-2.248311899378857,-pi) q[0]; +cx q[1],q[2]; +u3(1.793373244068875,-0.7958234754631421,-pi) q[1]; +u3(2.8742785055981956,1.0941137716709264,-pi) q[2]; +barrier q[0],q[1],q[2]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/su2random_indep_qiskit_4.qasm b/test/BenchmarkQuasm/qasm/su2random_indep_qiskit_4.qasm new file mode 100644 index 00000000..b3af0764 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/su2random_indep_qiskit_4.qasm @@ -0,0 +1,48 @@ +// Benchmark was created by MQT Bench on 2024-03-18 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[4]; +creg meas[4]; +u3(1.4368347742816616,-0.009380718364163876,-pi) q[0]; +u3(0.13038834331032634,1.4124389803026798,0) q[1]; +cx q[0],q[1]; +u3(2.3018560275705338,-1.8971269718342265,-pi) q[2]; +cx q[0],q[2]; +cx q[1],q[2]; +u3(1.578311754453951,1.6369627429575306,-pi) q[3]; +cx q[0],q[3]; +u3(1.062554723574571,0.02480768898038388,0) q[0]; +cx q[1],q[3]; +u3(0.5550554224571163,-3.064986403423018,0) q[1]; +cx q[0],q[1]; +cx q[2],q[3]; +u3(1.9769425662797726,1.9642554329689128,-pi) q[2]; +cx q[0],q[2]; +cx q[1],q[2]; +u3(0.2928382424047806,0.70702212977712,-pi) q[3]; +cx q[0],q[3]; +u3(1.748262901313365,0.2673141479915975,-pi) q[0]; +cx q[1],q[3]; +u3(1.8339114230470694,0.8932807542109362,0) q[1]; +cx q[0],q[1]; +cx q[2],q[3]; +u3(0.5166404252966228,-0.7958234754631421,-pi) q[2]; +cx q[0],q[2]; +cx q[1],q[2]; +u3(1.7933732440688746,1.0941137716709264,-pi) q[3]; +cx q[0],q[3]; +u3(2.7761197097590844,-2.196619289836783,0) q[0]; +cx q[1],q[3]; +u3(2.72699034602209,-2.5067461861055573,0) q[1]; +cx q[2],q[3]; +u3(2.4016409048004452,1.917773905749895,-pi) q[2]; +u3(3.059042641009883,0.13601306986195905,-pi) q[3]; +barrier q[0],q[1],q[2],q[3]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/su2random_indep_qiskit_5.qasm b/test/BenchmarkQuasm/qasm/su2random_indep_qiskit_5.qasm new file mode 100644 index 00000000..0b1f6066 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/su2random_indep_qiskit_5.qasm @@ -0,0 +1,65 @@ +// Benchmark was created by MQT Bench on 2024-03-18 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[5]; +creg meas[5]; +u3(1.4368347742816616,-1.7291536732871133,-pi) q[0]; +u3(0.13038834331032634,1.2444656817555666,0) q[1]; +cx q[0],q[1]; +u3(2.3018560275705338,1.6369627429575306,-pi) q[2]; +cx q[0],q[2]; +cx q[1],q[2]; +u3(1.5783117544539513,-2.0790379300152226,-pi) q[3]; +cx q[0],q[3]; +cx q[1],q[3]; +cx q[2],q[3]; +u3(3.1322119352256292,0.5550554224571163,0) q[4]; +cx q[0],q[4]; +u3(1.9769425662797728,0.70702212977712,-pi) q[0]; +cx q[1],q[4]; +u3(0.2928382424047807,1.3933297522764283,-pi) q[1]; +cx q[0],q[1]; +cx q[2],q[4]; +u3(0.02480768898038398,1.8339114230470699,0) q[2]; +cx q[0],q[2]; +cx q[1],q[2]; +cx q[3],q[4]; +u3(3.0649864034230183,2.6249522282931705,-pi) q[3]; +cx q[0],q[3]; +cx q[1],q[3]; +cx q[2],q[3]; +u3(1.1773372206208805,1.3482194095209188,-pi) q[4]; +cx q[0],q[4]; +u3(2.8742785055981956,-0.4146023075677032,-pi) q[0]; +cx q[1],q[4]; +u3(0.8932807542109367,-2.401640904800445,0) q[1]; +cx q[0],q[1]; +cx q[2],q[4]; +u3(2.345769178126651,-3.059042641009883,0) q[2]; +cx q[0],q[2]; +cx q[1],q[2]; +cx q[3],q[4]; +u3(2.0474788819188667,0.94497336375301,-pi) q[3]; +cx q[0],q[3]; +cx q[1],q[3]; +cx q[2],q[3]; +u3(2.7761197097590844,-2.5067461861055573,0) q[4]; +cx q[0],q[4]; +u3(1.2238187478398985,-1.2522384758651306,-pi) q[0]; +cx q[1],q[4]; +u3(3.005579583727834,-2.4254077858804965,-pi) q[1]; +cx q[2],q[4]; +u3(0.5739760098973872,2.0651656802006935,-pi) q[2]; +cx q[3],q[4]; +u3(2.005819503854302,0.29465826494733527,0) q[3]; +u3(0.5683728542359916,-2.348107098834042,0) q[4]; +barrier q[0],q[1],q[2],q[3],q[4]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; +measure q[4] -> meas[4]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/su2random_indep_qiskit_6.qasm b/test/BenchmarkQuasm/qasm/su2random_indep_qiskit_6.qasm new file mode 100644 index 00000000..0ad2fe0b --- /dev/null +++ b/test/BenchmarkQuasm/qasm/su2random_indep_qiskit_6.qasm @@ -0,0 +1,85 @@ +// Benchmark was created by MQT Bench on 2024-03-18 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[6]; +creg meas[6]; +u3(1.4368347742816616,-1.8971269718342265,-pi) q[0]; +u3(0.13038834331032634,-1.5046299106322625,0) q[1]; +cx q[0],q[1]; +u3(2.3018560275705338,-2.0790379300152226,-pi) q[2]; +cx q[0],q[2]; +cx q[1],q[2]; +u3(1.5783117544539513,-2.5865372311326773,-pi) q[3]; +cx q[0],q[3]; +cx q[1],q[3]; +cx q[2],q[3]; +u3(3.1322119352256292,-1.9769425662797726,0) q[4]; +cx q[0],q[4]; +cx q[1],q[4]; +cx q[2],q[4]; +cx q[3],q[4]; +u3(1.4124389803026796,-0.2928382424047804,0) q[5]; +cx q[0],q[5]; +u3(0.02480768898038398,-0.5166404252966217,0) q[0]; +cx q[1],q[5]; +u3(3.0649864034230183,1.3482194095209188,-pi) q[1]; +cx q[0],q[1]; +cx q[2],q[5]; +u3(1.1773372206208805,0.2673141479915975,-pi) q[2]; +cx q[0],q[2]; +cx q[1],q[2]; +cx q[3],q[5]; +u3(2.434570523812673,-2.248311899378857,-pi) q[3]; +cx q[0],q[3]; +cx q[1],q[3]; +cx q[2],q[3]; +cx q[4],q[5]; +u3(1.748262901313365,-0.7958234754631421,-pi) q[4]; +cx q[0],q[4]; +cx q[1],q[4]; +cx q[2],q[4]; +cx q[3],q[4]; +u3(1.8339114230470694,-2.0474788819188667,0) q[5]; +cx q[0],q[5]; +u3(2.7761197097590844,-1.223818747839898,0) q[0]; +cx q[1],q[5]; +u3(2.72699034602209,-3.005579583727833,0) q[1]; +cx q[0],q[1]; +cx q[2],q[5]; +u3(2.4016409048004452,2.567616643692406,-pi) q[2]; +cx q[0],q[2]; +cx q[1],q[2]; +cx q[3],q[5]; +u3(3.059042641009883,-1.135773149735491,-pi) q[3]; +cx q[0],q[3]; +cx q[1],q[3]; +cx q[2],q[3]; +cx q[4],q[5]; +u3(2.1966192898367836,-2.5732197993538017,-pi) q[4]; +cx q[0],q[4]; +cx q[1],q[4]; +cx q[2],q[4]; +cx q[3],q[4]; +u3(2.5067461861055573,-1.252238475865131,-pi) q[5]; +cx q[0],q[5]; +u3(0.7161848677092969,1.2500242582094412,0) q[0]; +cx q[1],q[5]; +u3(1.0764269733890999,2.2421565772650203,-pi) q[1]; +cx q[2],q[5]; +u3(0.29465826494733527,2.2094986973106154,0) q[2]; +cx q[3],q[5]; +u3(2.348107098834042,1.5999986339275987,-pi) q[3]; +cx q[4],q[5]; +u3(2.8426000178928454,-1.2820104054356045,-pi) q[4]; +u3(1.1354532936221056,2.4123440472691007,-pi) q[5]; +barrier q[0],q[1],q[2],q[3],q[4],q[5]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; +measure q[4] -> meas[4]; +measure q[5] -> meas[5]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/su2random_indep_qiskit_7.qasm b/test/BenchmarkQuasm/qasm/su2random_indep_qiskit_7.qasm new file mode 100644 index 00000000..bb1119c3 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/su2random_indep_qiskit_7.qasm @@ -0,0 +1,108 @@ +// Benchmark was created by MQT Bench on 2024-03-18 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[7]; +creg meas[7]; +u3(1.4368347742816616,1.6369627429575306,-pi) q[0]; +u3(0.13038834331032634,1.0625547235745714,0) q[1]; +cx q[0],q[1]; +u3(2.301856027570534,-2.5865372311326773,-pi) q[2]; +cx q[0],q[2]; +cx q[1],q[2]; +u3(1.5783117544539513,1.1646500873100205,-pi) q[3]; +cx q[0],q[3]; +cx q[1],q[3]; +cx q[2],q[3]; +u3(3.1322119352256292,-0.2928382424047804,0) q[4]; +cx q[0],q[4]; +cx q[1],q[4]; +cx q[2],q[4]; +cx q[3],q[4]; +u3(1.4124389803026798,0.02480768898038388,0) q[5]; +cx q[0],q[5]; +cx q[1],q[5]; +cx q[2],q[5]; +cx q[3],q[5]; +cx q[4],q[5]; +u3(1.2444656817555668,-3.064986403423018,0) q[6]; +cx q[0],q[6]; +u3(1.1773372206208805,-2.248311899378857,-pi) q[0]; +cx q[1],q[6]; +u3(2.434570523812673,-0.7958234754631421,-pi) q[1]; +cx q[0],q[1]; +cx q[2],q[6]; +u3(1.748262901313365,1.0941137716709264,-pi) q[2]; +cx q[0],q[2]; +cx q[1],q[2]; +cx q[3],q[6]; +u3(1.8339114230470694,2.776119709759085,0) q[3]; +cx q[0],q[3]; +cx q[1],q[3]; +cx q[2],q[3]; +cx q[4],q[6]; +u3(0.5166404252966228,-0.4146023075677032,-pi) q[4]; +cx q[0],q[4]; +cx q[1],q[4]; +cx q[2],q[4]; +cx q[3],q[4]; +cx q[5],q[6]; +u3(1.7933732440688746,0.7399517487893483,-pi) q[5]; +cx q[0],q[5]; +cx q[1],q[5]; +cx q[2],q[5]; +cx q[3],q[5]; +cx q[4],q[5]; +u3(2.8742785055981956,0.0825500125799099,-pi) q[6]; +cx q[0],q[6]; +u3(2.1966192898367836,-1.252238475865131,-pi) q[0]; +cx q[1],q[6]; +u3(2.5067461861055573,-2.4254077858804965,-pi) q[1]; +cx q[0],q[1]; +cx q[2],q[6]; +u3(1.2238187478398983,2.0651656802006935,-pi) q[2]; +cx q[0],q[2]; +cx q[1],q[2]; +cx q[3],q[6]; +u3(3.005579583727834,-2.846934388642458,-pi) q[3]; +cx q[0],q[3]; +cx q[1],q[3]; +cx q[2],q[3]; +cx q[4],q[6]; +u3(0.5739760098973872,0.7934855547557511,-pi) q[4]; +cx q[0],q[4]; +cx q[1],q[4]; +cx q[2],q[4]; +cx q[3],q[4]; +cx q[5],q[6]; +u3(2.0058195038543025,-2.8426000178928454,0) q[5]; +cx q[0],q[5]; +cx q[1],q[5]; +cx q[2],q[5]; +cx q[3],q[5]; +cx q[4],q[5]; +u3(0.5683728542359917,-1.1354532936221062,0) q[6]; +cx q[0],q[6]; +u3(1.250024258209441,1.0368254640000032,0) q[0]; +cx q[1],q[6]; +u3(0.8994360763247731,-0.6752586753862846,-pi) q[1]; +cx q[2],q[6]; +u3(2.2094986973106154,0.5872288522304125,0) q[2]; +cx q[3],q[6]; +u3(1.5415940196621947,2.0175663513732243,-pi) q[3]; +cx q[4],q[6]; +u3(1.8595822481541888,0.9497161489686778,0) q[4]; +cx q[5],q[6]; +u3(0.7292486063206927,-0.7281303932915781,-pi) q[5]; +u3(2.045249940143549,-0.3502202738938198,0) q[6]; +barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; +measure q[4] -> meas[4]; +measure q[5] -> meas[5]; +measure q[6] -> meas[6]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/twolocalrandom_indep_qiskit_2.qasm b/test/BenchmarkQuasm/qasm/twolocalrandom_indep_qiskit_2.qasm new file mode 100644 index 00000000..d4b4d4ac --- /dev/null +++ b/test/BenchmarkQuasm/qasm/twolocalrandom_indep_qiskit_2.qasm @@ -0,0 +1,23 @@ +// Benchmark was created by MQT Bench on 2024-03-19 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[2]; +creg meas[2]; +ry(4.846350532897925) q[0]; +ry(0.13038834331032634) q[1]; +cx q[0],q[1]; +ry(3.9813292796090525) q[0]; +ry(4.704873552725635) q[1]; +cx q[0],q[1]; +ry(3.1322119352256292) q[0]; +ry(1.4124389803026796) q[1]; +cx q[0],q[1]; +ry(1.2444656817555668) q[0]; +ry(4.778555396547324) q[1]; +barrier q[0],q[1]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/twolocalrandom_indep_qiskit_3.qasm b/test/BenchmarkQuasm/qasm/twolocalrandom_indep_qiskit_3.qasm new file mode 100644 index 00000000..59beb0ed --- /dev/null +++ b/test/BenchmarkQuasm/qasm/twolocalrandom_indep_qiskit_3.qasm @@ -0,0 +1,34 @@ +// Benchmark was created by MQT Bench on 2024-03-19 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[3]; +creg meas[3]; +ry(4.846350532897925) q[0]; +ry(0.13038834331032634) q[1]; +cx q[0],q[1]; +ry(3.9813292796090525) q[2]; +cx q[0],q[2]; +ry(4.704873552725635) q[0]; +cx q[1],q[2]; +ry(3.1322119352256292) q[1]; +cx q[0],q[1]; +ry(1.4124389803026796) q[2]; +cx q[0],q[2]; +ry(1.2444656817555668) q[0]; +cx q[1],q[2]; +ry(4.778555396547324) q[1]; +cx q[0],q[1]; +ry(1.0625547235745711) q[2]; +cx q[0],q[2]; +ry(0.5550554224571163) q[0]; +cx q[1],q[2]; +ry(4.306242740899814) q[1]; +ry(5.990347064774806) q[2]; +barrier q[0],q[1],q[2]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/twolocalrandom_indep_qiskit_4.qasm b/test/BenchmarkQuasm/qasm/twolocalrandom_indep_qiskit_4.qasm new file mode 100644 index 00000000..65d764f1 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/twolocalrandom_indep_qiskit_4.qasm @@ -0,0 +1,48 @@ +// Benchmark was created by MQT Bench on 2024-03-19 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[4]; +creg meas[4]; +ry(4.846350532897925) q[0]; +ry(0.13038834331032634) q[1]; +cx q[0],q[1]; +ry(3.9813292796090525) q[2]; +cx q[0],q[2]; +cx q[1],q[2]; +ry(4.704873552725635) q[3]; +cx q[0],q[3]; +ry(3.1322119352256292) q[0]; +cx q[1],q[3]; +ry(1.4124389803026796) q[1]; +cx q[0],q[1]; +cx q[2],q[3]; +ry(1.2444656817555668) q[2]; +cx q[0],q[2]; +cx q[1],q[2]; +ry(4.778555396547324) q[3]; +cx q[0],q[3]; +ry(1.0625547235745711) q[0]; +cx q[1],q[3]; +ry(0.5550554224571163) q[1]; +cx q[0],q[1]; +cx q[2],q[3]; +ry(4.306242740899814) q[2]; +cx q[0],q[2]; +cx q[1],q[2]; +ry(5.990347064774806) q[3]; +cx q[0],q[3]; +ry(0.02480768898038398) q[0]; +cx q[1],q[3]; +ry(3.2181989037565684) q[1]; +cx q[2],q[3]; +ry(5.105848086558706) q[2]; +ry(3.848614783366913) q[3]; +barrier q[0],q[1],q[2],q[3]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/twolocalrandom_indep_qiskit_5.qasm b/test/BenchmarkQuasm/qasm/twolocalrandom_indep_qiskit_5.qasm new file mode 100644 index 00000000..1f31fb97 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/twolocalrandom_indep_qiskit_5.qasm @@ -0,0 +1,65 @@ +// Benchmark was created by MQT Bench on 2024-03-19 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[5]; +creg meas[5]; +ry(4.846350532897925) q[0]; +ry(0.13038834331032634) q[1]; +cx q[0],q[1]; +ry(3.9813292796090525) q[2]; +cx q[0],q[2]; +cx q[1],q[2]; +ry(4.704873552725635) q[3]; +cx q[0],q[3]; +cx q[1],q[3]; +cx q[2],q[3]; +ry(3.1322119352256292) q[4]; +cx q[0],q[4]; +ry(1.4124389803026796) q[0]; +cx q[1],q[4]; +ry(1.2444656817555668) q[1]; +cx q[0],q[1]; +cx q[2],q[4]; +ry(4.778555396547324) q[2]; +cx q[0],q[2]; +cx q[1],q[2]; +cx q[3],q[4]; +ry(1.0625547235745711) q[3]; +cx q[0],q[3]; +cx q[1],q[3]; +cx q[2],q[3]; +ry(0.5550554224571163) q[4]; +cx q[0],q[4]; +ry(4.306242740899814) q[0]; +cx q[1],q[4]; +ry(5.990347064774806) q[1]; +cx q[0],q[1]; +cx q[2],q[4]; +ry(0.02480768898038398) q[2]; +cx q[0],q[2]; +cx q[1],q[2]; +cx q[3],q[4]; +ry(3.2181989037565684) q[3]; +cx q[0],q[3]; +cx q[1],q[3]; +cx q[2],q[3]; +ry(5.105848086558706) q[4]; +cx q[0],q[4]; +ry(3.848614783366913) q[0]; +cx q[1],q[4]; +ry(4.534922405866221) q[1]; +cx q[2],q[4]; +ry(1.8339114230470697) q[2]; +cx q[3],q[4]; +ry(5.766544881882964) q[3]; +ry(4.489812063110712) q[4]; +barrier q[0],q[1],q[2],q[3],q[4]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; +measure q[4] -> meas[4]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/twolocalrandom_indep_qiskit_6.qasm b/test/BenchmarkQuasm/qasm/twolocalrandom_indep_qiskit_6.qasm new file mode 100644 index 00000000..b0238057 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/twolocalrandom_indep_qiskit_6.qasm @@ -0,0 +1,85 @@ +// Benchmark was created by MQT Bench on 2024-03-19 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[6]; +creg meas[6]; +ry(4.846350532897925) q[0]; +ry(0.13038834331032634) q[1]; +cx q[0],q[1]; +ry(3.9813292796090525) q[2]; +cx q[0],q[2]; +cx q[1],q[2]; +ry(4.704873552725635) q[3]; +cx q[0],q[3]; +cx q[1],q[3]; +cx q[2],q[3]; +ry(3.1322119352256292) q[4]; +cx q[0],q[4]; +cx q[1],q[4]; +cx q[2],q[4]; +cx q[3],q[4]; +ry(1.4124389803026796) q[5]; +cx q[0],q[5]; +ry(1.2444656817555668) q[0]; +cx q[1],q[5]; +ry(4.778555396547324) q[1]; +cx q[0],q[1]; +cx q[2],q[5]; +ry(1.0625547235745711) q[2]; +cx q[0],q[2]; +cx q[1],q[2]; +cx q[3],q[5]; +ry(0.5550554224571163) q[3]; +cx q[0],q[3]; +cx q[1],q[3]; +cx q[2],q[3]; +cx q[4],q[5]; +ry(4.306242740899814) q[4]; +cx q[0],q[4]; +cx q[1],q[4]; +cx q[2],q[4]; +cx q[3],q[4]; +ry(5.990347064774806) q[5]; +cx q[0],q[5]; +ry(0.02480768898038398) q[0]; +cx q[1],q[5]; +ry(3.2181989037565684) q[1]; +cx q[0],q[1]; +cx q[2],q[5]; +ry(5.105848086558706) q[2]; +cx q[0],q[2]; +cx q[1],q[2]; +cx q[3],q[5]; +ry(3.848614783366913) q[3]; +cx q[0],q[3]; +cx q[1],q[3]; +cx q[2],q[3]; +cx q[4],q[5]; +ry(4.534922405866221) q[4]; +cx q[0],q[4]; +cx q[1],q[4]; +cx q[2],q[4]; +cx q[3],q[4]; +ry(1.8339114230470697) q[5]; +cx q[0],q[5]; +ry(5.766544881882964) q[0]; +cx q[1],q[5]; +ry(4.489812063110712) q[1]; +cx q[2],q[5]; +ry(3.408906801581391) q[2]; +cx q[3],q[5]; +ry(0.8932807542109366) q[3]; +cx q[4],q[5]; +ry(2.345769178126651) q[4]; +ry(4.2357064252607195) q[5]; +barrier q[0],q[1],q[2],q[3],q[4],q[5]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; +measure q[4] -> meas[4]; +measure q[5] -> meas[5]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/twolocalrandom_indep_qiskit_7.qasm b/test/BenchmarkQuasm/qasm/twolocalrandom_indep_qiskit_7.qasm new file mode 100644 index 00000000..bfdda91e --- /dev/null +++ b/test/BenchmarkQuasm/qasm/twolocalrandom_indep_qiskit_7.qasm @@ -0,0 +1,108 @@ +// Benchmark was created by MQT Bench on 2024-03-19 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[7]; +creg meas[7]; +ry(4.846350532897925) q[0]; +ry(0.13038834331032634) q[1]; +cx q[0],q[1]; +ry(3.9813292796090525) q[2]; +cx q[0],q[2]; +cx q[1],q[2]; +ry(4.704873552725635) q[3]; +cx q[0],q[3]; +cx q[1],q[3]; +cx q[2],q[3]; +ry(3.1322119352256292) q[4]; +cx q[0],q[4]; +cx q[1],q[4]; +cx q[2],q[4]; +cx q[3],q[4]; +ry(1.4124389803026796) q[5]; +cx q[0],q[5]; +cx q[1],q[5]; +cx q[2],q[5]; +cx q[3],q[5]; +cx q[4],q[5]; +ry(1.2444656817555668) q[6]; +cx q[0],q[6]; +ry(4.778555396547324) q[0]; +cx q[1],q[6]; +ry(1.0625547235745711) q[1]; +cx q[0],q[1]; +cx q[2],q[6]; +ry(0.5550554224571163) q[2]; +cx q[0],q[2]; +cx q[1],q[2]; +cx q[3],q[6]; +ry(4.306242740899814) q[3]; +cx q[0],q[3]; +cx q[1],q[3]; +cx q[2],q[3]; +cx q[4],q[6]; +ry(5.990347064774806) q[4]; +cx q[0],q[4]; +cx q[1],q[4]; +cx q[2],q[4]; +cx q[3],q[4]; +cx q[5],q[6]; +ry(0.02480768898038398) q[5]; +cx q[0],q[5]; +cx q[1],q[5]; +cx q[2],q[5]; +cx q[3],q[5]; +cx q[4],q[5]; +ry(3.2181989037565684) q[6]; +cx q[0],q[6]; +ry(5.105848086558706) q[0]; +cx q[1],q[6]; +ry(3.848614783366913) q[1]; +cx q[0],q[1]; +cx q[2],q[6]; +ry(4.534922405866221) q[2]; +cx q[0],q[2]; +cx q[1],q[2]; +cx q[3],q[6]; +ry(1.8339114230470697) q[3]; +cx q[0],q[3]; +cx q[1],q[3]; +cx q[2],q[3]; +cx q[4],q[6]; +ry(5.766544881882964) q[4]; +cx q[0],q[4]; +cx q[1],q[4]; +cx q[2],q[4]; +cx q[3],q[4]; +cx q[5],q[6]; +ry(4.489812063110712) q[5]; +cx q[0],q[5]; +cx q[1],q[5]; +cx q[2],q[5]; +cx q[3],q[5]; +cx q[4],q[5]; +ry(3.408906801581391) q[6]; +cx q[0],q[6]; +ry(0.8932807542109366) q[0]; +cx q[1],q[6]; +ry(2.345769178126651) q[1]; +cx q[2],q[6]; +ry(4.2357064252607195) q[2]; +cx q[3],q[6]; +ry(2.7761197097590844) q[3]; +cx q[4],q[6]; +ry(2.72699034602209) q[4]; +cx q[5],q[6]; +ry(3.8815444023791414) q[5]; +ry(3.2241426661697035) q[6]; +barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; +measure q[4] -> meas[4]; +measure q[5] -> meas[5]; +measure q[6] -> meas[6]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/vqe_indep_qiskit_10.qasm b/test/BenchmarkQuasm/qasm/vqe_indep_qiskit_10.qasm new file mode 100644 index 00000000..1f8d76c6 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/vqe_indep_qiskit_10.qasm @@ -0,0 +1,68 @@ +// Benchmark was created by MQT Bench on 2024-03-19 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[10]; +creg meas[10]; +ry(-3.141235478528481) q[0]; +ry(1.5706979045022578) q[1]; +ry(-2.362236077972896e-05) q[2]; +ry(-3.1399208277229347) q[3]; +ry(-0.0011147396600802526) q[4]; +ry(-1.1042563024883283) q[5]; +ry(2.9801510328183927) q[6]; +ry(3.0545670522151607) q[7]; +ry(-1.3668142934358305) q[8]; +ry(-2.9083999118928885) q[9]; +cx q[8],q[9]; +cx q[7],q[8]; +cx q[6],q[7]; +cx q[5],q[6]; +cx q[4],q[5]; +cx q[3],q[4]; +cx q[2],q[3]; +cx q[1],q[2]; +cx q[0],q[1]; +ry(1.599653982977371) q[0]; +ry(-0.003280589550612297) q[1]; +ry(0.0034061099135506466) q[2]; +ry(-1.1679350002528048) q[3]; +ry(pi) q[4]; +ry(-2.7302797356431983) q[5]; +ry(-2.6925756675472736) q[6]; +ry(-0.941592140077449) q[7]; +ry(-0.8734936311655543) q[8]; +ry(-2.300413555921887) q[9]; +cx q[8],q[9]; +cx q[7],q[8]; +cx q[6],q[7]; +cx q[5],q[6]; +cx q[4],q[5]; +cx q[3],q[4]; +cx q[2],q[3]; +cx q[1],q[2]; +cx q[0],q[1]; +ry(1.5993512590035681) q[0]; +ry(1.5708506148951475) q[1]; +ry(0.0006026837145775064) q[2]; +ry(-1.5710638349849695) q[3]; +ry(1.1673330914635904) q[4]; +ry(-1.9859733062653429) q[5]; +ry(2.8994628483268934) q[6]; +ry(-1.6023537028276675) q[7]; +ry(-1.493367754442654) q[8]; +ry(0.5041276741646578) q[9]; +barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6],q[7],q[8],q[9]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; +measure q[4] -> meas[4]; +measure q[5] -> meas[5]; +measure q[6] -> meas[6]; +measure q[7] -> meas[7]; +measure q[8] -> meas[8]; +measure q[9] -> meas[9]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/vqe_indep_qiskit_3.qasm b/test/BenchmarkQuasm/qasm/vqe_indep_qiskit_3.qasm new file mode 100644 index 00000000..38d60a9a --- /dev/null +++ b/test/BenchmarkQuasm/qasm/vqe_indep_qiskit_3.qasm @@ -0,0 +1,26 @@ +// Benchmark was created by MQT Bench on 2024-03-19 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[3]; +creg meas[3]; +ry(-0.9413251507535245) q[0]; +ry(-0.12641277016975258) q[1]; +ry(-pi) q[2]; +cx q[1],q[2]; +cx q[0],q[1]; +ry(-2.2065597028049257) q[0]; +ry(-pi) q[1]; +ry(1.749025192431949) q[2]; +cx q[1],q[2]; +cx q[0],q[1]; +ry(0.6901007506009792) q[0]; +ry(-0.40245553923277066) q[1]; +ry(2.7174409942016213) q[2]; +barrier q[0],q[1],q[2]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/vqe_indep_qiskit_4.qasm b/test/BenchmarkQuasm/qasm/vqe_indep_qiskit_4.qasm new file mode 100644 index 00000000..74e78b96 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/vqe_indep_qiskit_4.qasm @@ -0,0 +1,32 @@ +// Benchmark was created by MQT Bench on 2024-03-19 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[4]; +creg meas[4]; +ry(2.2550838042508814) q[0]; +ry(-0.00024211540731557916) q[1]; +ry(1.6710237090859774) q[2]; +ry(-2.4683764674701445) q[3]; +cx q[2],q[3]; +cx q[1],q[2]; +cx q[0],q[1]; +ry(0.05242096891171133) q[0]; +ry(0.06725228443923906) q[1]; +ry(0.15986425080312602) q[2]; +ry(-0.12427572772829466) q[3]; +cx q[2],q[3]; +cx q[1],q[2]; +cx q[0],q[1]; +ry(-2.253454955203389) q[0]; +ry(-3.099043494910433) q[1]; +ry(1.5706098165320757) q[2]; +ry(2.462214751559368) q[3]; +barrier q[0],q[1],q[2],q[3]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/vqe_indep_qiskit_5.qasm b/test/BenchmarkQuasm/qasm/vqe_indep_qiskit_5.qasm new file mode 100644 index 00000000..d44f8486 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/vqe_indep_qiskit_5.qasm @@ -0,0 +1,38 @@ +// Benchmark was created by MQT Bench on 2024-03-19 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[5]; +creg meas[5]; +ry(-2.399967605019755) q[0]; +ry(-0.003596948684433063) q[1]; +ry(2.314018886718823) q[2]; +ry(-0.10853420674224268) q[3]; +ry(2.345026373859055) q[4]; +cx q[3],q[4]; +cx q[2],q[3]; +cx q[1],q[2]; +cx q[0],q[1]; +ry(0.9240833542270186) q[0]; +ry(-1.0994127158439237) q[1]; +ry(-1.655777277088476) q[2]; +ry(-1.6856866830091894) q[3]; +ry(-0.7725696035849275) q[4]; +cx q[3],q[4]; +cx q[2],q[3]; +cx q[1],q[2]; +cx q[0],q[1]; +ry(2.03112411886031) q[0]; +ry(2.4246203197554133) q[1]; +ry(1.5673757927308016) q[2]; +ry(-2.8076832584951785) q[3]; +ry(-1.6463357401948455) q[4]; +barrier q[0],q[1],q[2],q[3],q[4]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; +measure q[4] -> meas[4]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/vqe_indep_qiskit_6.qasm b/test/BenchmarkQuasm/qasm/vqe_indep_qiskit_6.qasm new file mode 100644 index 00000000..bf251306 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/vqe_indep_qiskit_6.qasm @@ -0,0 +1,44 @@ +// Benchmark was created by MQT Bench on 2024-03-19 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[6]; +creg meas[6]; +ry(3.061990373758841) q[0]; +ry(3.1415302799473563) q[1]; +ry(1.5712531165795274) q[2]; +ry(-0.0001452392683317902) q[3]; +ry(-2.31967727354622) q[4]; +ry(pi) q[5]; +cx q[4],q[5]; +cx q[3],q[4]; +cx q[2],q[3]; +cx q[1],q[2]; +cx q[0],q[1]; +ry(0.150095507770468) q[0]; +ry(-1.0868997256051287) q[1]; +ry(0.737464585284184) q[2]; +ry(-0.7375123187150454) q[3]; +ry(-1.570808525773773) q[4]; +ry(1.5709092500923758) q[5]; +cx q[4],q[5]; +cx q[3],q[4]; +cx q[2],q[3]; +cx q[1],q[2]; +cx q[0],q[1]; +ry(-2.971912725037559) q[0]; +ry(-1.0809012660904078) q[1]; +ry(1.570803491785533) q[2]; +ry(0.000701975940692948) q[3]; +ry(-1.570496169225627) q[4]; +ry(-0.7490476703896829) q[5]; +barrier q[0],q[1],q[2],q[3],q[4],q[5]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; +measure q[4] -> meas[4]; +measure q[5] -> meas[5]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/vqe_indep_qiskit_7.qasm b/test/BenchmarkQuasm/qasm/vqe_indep_qiskit_7.qasm new file mode 100644 index 00000000..018ab899 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/vqe_indep_qiskit_7.qasm @@ -0,0 +1,50 @@ +// Benchmark was created by MQT Bench on 2024-03-19 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[7]; +creg meas[7]; +ry(-3.4217682360647656e-05) q[0]; +ry(-2.710669110771585) q[1]; +ry(2.993533072089068) q[2]; +ry(2.5592037634130937) q[3]; +ry(1.393432511538407) q[4]; +ry(-0.006200492891662302) q[5]; +ry(-2.350477107018963) q[6]; +cx q[5],q[6]; +cx q[4],q[5]; +cx q[3],q[4]; +cx q[2],q[3]; +cx q[1],q[2]; +cx q[0],q[1]; +ry(-3.1412478778569413) q[0]; +ry(-1.6663051858403142) q[1]; +ry(-1.509788849384436) q[2]; +ry(1.577513000801852) q[3]; +ry(-1.5710074213795457) q[4]; +ry(-1.5713972060528005) q[5]; +ry(0.7794577454906294) q[6]; +cx q[5],q[6]; +cx q[4],q[5]; +cx q[3],q[4]; +cx q[2],q[3]; +cx q[1],q[2]; +cx q[0],q[1]; +ry(pi) q[0]; +ry(1.479497169015327) q[1]; +ry(0.9690107788739298) q[2]; +ry(1.4225223699649225) q[3]; +ry(0.9882288003719667) q[4]; +ry(2.964373564968955) q[5]; +ry(1.5664327326785497) q[6]; +barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; +measure q[4] -> meas[4]; +measure q[5] -> meas[5]; +measure q[6] -> meas[6]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/vqe_indep_qiskit_8.qasm b/test/BenchmarkQuasm/qasm/vqe_indep_qiskit_8.qasm new file mode 100644 index 00000000..14fe7baa --- /dev/null +++ b/test/BenchmarkQuasm/qasm/vqe_indep_qiskit_8.qasm @@ -0,0 +1,56 @@ +// Benchmark was created by MQT Bench on 2024-03-19 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[8]; +creg meas[8]; +ry(-0.3494622741668449) q[0]; +ry(pi) q[1]; +ry(-1.5710722648883404) q[2]; +ry(4.644220373125837e-05) q[3]; +ry(-1.5707372732338276) q[4]; +ry(-3.1406488201084652) q[5]; +ry(-0.2911615975772578) q[6]; +ry(0.4617767927498017) q[7]; +cx q[6],q[7]; +cx q[5],q[6]; +cx q[4],q[5]; +cx q[3],q[4]; +cx q[2],q[3]; +cx q[1],q[2]; +cx q[0],q[1]; +ry(1.5361791596451624) q[0]; +ry(1.5588683256802904) q[1]; +ry(2.3899489574846746) q[2]; +ry(2.389935641875764) q[3]; +ry(-0.000976780675201439) q[4]; +ry(-pi) q[5]; +ry(-1.7034581750314917) q[6]; +ry(-2.0499397412319795) q[7]; +cx q[6],q[7]; +cx q[5],q[6]; +cx q[4],q[5]; +cx q[3],q[4]; +cx q[2],q[3]; +cx q[1],q[2]; +cx q[0],q[1]; +ry(1.5383130392005682) q[0]; +ry(1.9204593767189913) q[1]; +ry(1.5707719493954009) q[2]; +ry(-3.1412909152953428) q[3]; +ry(1.5709641203271556) q[4]; +ry(-pi) q[5]; +ry(pi) q[6]; +ry(-1.3107330688860097) q[7]; +barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6],q[7]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; +measure q[4] -> meas[4]; +measure q[5] -> meas[5]; +measure q[6] -> meas[6]; +measure q[7] -> meas[7]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/vqe_indep_qiskit_9.qasm b/test/BenchmarkQuasm/qasm/vqe_indep_qiskit_9.qasm new file mode 100644 index 00000000..c4b61013 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/vqe_indep_qiskit_9.qasm @@ -0,0 +1,62 @@ +// Benchmark was created by MQT Bench on 2024-03-19 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[9]; +creg meas[9]; +ry(-1.6120198038435212) q[0]; +ry(-0.6648004028801869) q[1]; +ry(0.9583084863474424) q[2]; +ry(-1.5702848110293712) q[3]; +ry(-pi) q[4]; +ry(-1.545919299622631) q[5]; +ry(-0.03428928854648675) q[6]; +ry(3.1308917900977726) q[7]; +ry(1.1821975750695568) q[8]; +cx q[7],q[8]; +cx q[6],q[7]; +cx q[5],q[6]; +cx q[4],q[5]; +cx q[3],q[4]; +cx q[2],q[3]; +cx q[1],q[2]; +cx q[0],q[1]; +ry(0.1856365694394709) q[0]; +ry(-0.1458121618137363) q[1]; +ry(-pi) q[2]; +ry(0.0004487142101436695) q[3]; +ry(0.0011451349372427473) q[4]; +ry(1.3610830502816054) q[5]; +ry(1.3608056009948348) q[6]; +ry(1.5767901313112636) q[7]; +ry(-0.38930013465462526) q[8]; +cx q[7],q[8]; +cx q[6],q[7]; +cx q[5],q[6]; +cx q[4],q[5]; +cx q[3],q[4]; +cx q[2],q[3]; +cx q[1],q[2]; +cx q[0],q[1]; +ry(1.7278730236545001) q[0]; +ry(0.6568302927402192) q[1]; +ry(-0.5536755485288605) q[2]; +ry(-1.5746916437851297) q[3]; +ry(-2.183053521824911) q[4]; +ry(3.067719632365683) q[5]; +ry(-0.017329451063040832) q[6]; +ry(1.6049594577751665) q[7]; +ry(1.567735274618149) q[8]; +barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6],q[7],q[8]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; +measure q[4] -> meas[4]; +measure q[5] -> meas[5]; +measure q[6] -> meas[6]; +measure q[7] -> meas[7]; +measure q[8] -> meas[8]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/wstate_indep_qiskit_2.qasm b/test/BenchmarkQuasm/qasm/wstate_indep_qiskit_2.qasm new file mode 100644 index 00000000..e959fe00 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/wstate_indep_qiskit_2.qasm @@ -0,0 +1,17 @@ +// Benchmark was created by MQT Bench on 2024-03-19 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[2]; +creg meas[2]; +ry(-pi/4) q[0]; +x q[1]; +cz q[1],q[0]; +ry(pi/4) q[0]; +cx q[0],q[1]; +barrier q[0],q[1]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/wstate_indep_qiskit_3.qasm b/test/BenchmarkQuasm/qasm/wstate_indep_qiskit_3.qasm new file mode 100644 index 00000000..3f6e876b --- /dev/null +++ b/test/BenchmarkQuasm/qasm/wstate_indep_qiskit_3.qasm @@ -0,0 +1,22 @@ +// Benchmark was created by MQT Bench on 2024-03-19 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[3]; +creg meas[3]; +ry(-pi/4) q[0]; +ry(-0.9553166181245093) q[1]; +x q[2]; +cz q[2],q[1]; +ry(0.9553166181245093) q[1]; +cz q[1],q[0]; +ry(pi/4) q[0]; +cx q[1],q[2]; +cx q[0],q[1]; +barrier q[0],q[1],q[2]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/wstate_indep_qiskit_4.qasm b/test/BenchmarkQuasm/qasm/wstate_indep_qiskit_4.qasm new file mode 100644 index 00000000..35a88420 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/wstate_indep_qiskit_4.qasm @@ -0,0 +1,27 @@ +// Benchmark was created by MQT Bench on 2024-03-19 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[4]; +creg meas[4]; +ry(-pi/4) q[0]; +ry(-0.9553166181245093) q[1]; +ry(-pi/3) q[2]; +x q[3]; +cz q[3],q[2]; +ry(pi/3) q[2]; +cz q[2],q[1]; +ry(0.9553166181245093) q[1]; +cz q[1],q[0]; +ry(pi/4) q[0]; +cx q[2],q[3]; +cx q[1],q[2]; +cx q[0],q[1]; +barrier q[0],q[1],q[2],q[3]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/wstate_indep_qiskit_5.qasm b/test/BenchmarkQuasm/qasm/wstate_indep_qiskit_5.qasm new file mode 100644 index 00000000..fa56ba6b --- /dev/null +++ b/test/BenchmarkQuasm/qasm/wstate_indep_qiskit_5.qasm @@ -0,0 +1,32 @@ +// Benchmark was created by MQT Bench on 2024-03-19 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[5]; +creg meas[5]; +ry(-pi/4) q[0]; +ry(-0.9553166181245093) q[1]; +ry(-pi/3) q[2]; +ry(-1.1071487177940904) q[3]; +x q[4]; +cz q[4],q[3]; +ry(1.1071487177940904) q[3]; +cz q[3],q[2]; +ry(pi/3) q[2]; +cz q[2],q[1]; +ry(0.9553166181245093) q[1]; +cz q[1],q[0]; +ry(pi/4) q[0]; +cx q[3],q[4]; +cx q[2],q[3]; +cx q[1],q[2]; +cx q[0],q[1]; +barrier q[0],q[1],q[2],q[3],q[4]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; +measure q[4] -> meas[4]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/wstate_indep_qiskit_6.qasm b/test/BenchmarkQuasm/qasm/wstate_indep_qiskit_6.qasm new file mode 100644 index 00000000..bc6d9a1f --- /dev/null +++ b/test/BenchmarkQuasm/qasm/wstate_indep_qiskit_6.qasm @@ -0,0 +1,37 @@ +// Benchmark was created by MQT Bench on 2024-03-19 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[6]; +creg meas[6]; +ry(-pi/4) q[0]; +ry(-0.9553166181245093) q[1]; +ry(-pi/3) q[2]; +ry(-1.1071487177940904) q[3]; +ry(-1.1502619915109316) q[4]; +x q[5]; +cz q[5],q[4]; +ry(1.1502619915109316) q[4]; +cz q[4],q[3]; +ry(1.1071487177940904) q[3]; +cz q[3],q[2]; +ry(pi/3) q[2]; +cz q[2],q[1]; +ry(0.9553166181245093) q[1]; +cz q[1],q[0]; +ry(pi/4) q[0]; +cx q[4],q[5]; +cx q[3],q[4]; +cx q[2],q[3]; +cx q[1],q[2]; +cx q[0],q[1]; +barrier q[0],q[1],q[2],q[3],q[4],q[5]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; +measure q[4] -> meas[4]; +measure q[5] -> meas[5]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/wstate_indep_qiskit_7.qasm b/test/BenchmarkQuasm/qasm/wstate_indep_qiskit_7.qasm new file mode 100644 index 00000000..f7e8f1f8 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/wstate_indep_qiskit_7.qasm @@ -0,0 +1,42 @@ +// Benchmark was created by MQT Bench on 2024-03-19 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[7]; +creg meas[7]; +ry(-pi/4) q[0]; +ry(-0.9553166181245093) q[1]; +ry(-pi/3) q[2]; +ry(-1.1071487177940904) q[3]; +ry(-1.1502619915109316) q[4]; +ry(-1.183199640139716) q[5]; +x q[6]; +cz q[6],q[5]; +ry(1.183199640139716) q[5]; +cz q[5],q[4]; +ry(1.1502619915109316) q[4]; +cz q[4],q[3]; +ry(1.1071487177940904) q[3]; +cz q[3],q[2]; +ry(pi/3) q[2]; +cz q[2],q[1]; +ry(0.9553166181245093) q[1]; +cz q[1],q[0]; +ry(pi/4) q[0]; +cx q[5],q[6]; +cx q[4],q[5]; +cx q[3],q[4]; +cx q[2],q[3]; +cx q[1],q[2]; +cx q[0],q[1]; +barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; +measure q[4] -> meas[4]; +measure q[5] -> meas[5]; +measure q[6] -> meas[6]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/quantum_circuits b/test/BenchmarkQuasm/quantum_circuits new file mode 160000 index 00000000..28ada4e4 --- /dev/null +++ b/test/BenchmarkQuasm/quantum_circuits @@ -0,0 +1 @@ +Subproject commit 28ada4e41c78ed96d083bd1d5e793793134ec261 diff --git a/test/CMakeLists.txt b/test/CMakeLists.txt index 7acc5077..d4fb8e5c 100644 --- a/test/CMakeLists.txt +++ b/test/CMakeLists.txt @@ -10,7 +10,8 @@ package_add_test( test_det_noise_sim.cpp test_unitary_sim.cpp test_path_sim.cpp - test_output_ddvis.cpp) + test_output_ddvis.cpp + test_reorder_without_reordering.cpp) add_custom_command( TARGET mqt-ddsim-test diff --git a/test/convertPng.sh b/test/convertPng.sh new file mode 100755 index 00000000..e08211e8 --- /dev/null +++ b/test/convertPng.sh @@ -0,0 +1,4 @@ +#!/bin/bash +for file in BenchmarkQuasm/dot/*.dot; do + dot "$file" -Tpng -o "${file%.dot}.png" +done diff --git a/test/test_reorder_without_reordering.cpp b/test/test_reorder_without_reordering.cpp new file mode 100644 index 00000000..e447e498 --- /dev/null +++ b/test/test_reorder_without_reordering.cpp @@ -0,0 +1,268 @@ +#include "DDMinimizer.hpp" +#include "CircuitSimulator.hpp" +#include "CircuitOptimizer.hpp" +#include "QuantumComputation.hpp" +#include "operations/OpType.hpp" +#include +#include +#include +#include +#include +#include + +using namespace qc; +using namespace std; + + TEST(ReorderWithoutReorderingTest, reorderByControls) { + for(int k = 3; k < 5; k++){ + std::cout << "Start Simulation number " + std::to_string(k) + ".......................................................\n"; + //Read in the file into a string + std::string qasmString; + try { + std::string fn = "BenchmarkQuasm/qasm/graphstate_indep_qiskit_" + std::to_string(k) + ".qasm"; + qasmString = DDMinimizer::readFileIntoString(fn); + //std::cout << qasmString; + } catch (const std::exception& e) { + std::cerr << e.what() << "\n"; + } + + //Create a Quantum Computation from the qasm string + auto qc = QuantumComputation::fromQASM(qasmString); + std::cout << "Created Quantum Computation from File------------\n"; + qc.print(std::cout); + qc::Permutation perm = qc::DDMinimizer::createControlBasedPermutation(qc); + std::cout << "Created Permutation based on controls------------------\n"; + for (const auto& entryy : perm) { + std::cout << entryy.first << " -> " << entryy.second << "|"; + } + std::cout << "\n"; + std::cout.flush(); + + + QuantumComputation qcc = qc; + qcc.initialLayout = perm; + qc::CircuitOptimizer::elidePermutations(qcc); + auto qcc_unique_ptr = std::make_unique(std::move(qcc)); + CircuitSimulator ddsim_qcc(std::move(qcc_unique_ptr), ApproximationInfo(1, 1, ApproximationInfo::FidelityDriven)); + + auto qc_unique_ptr = std::make_unique(std::move(qcc)); + CircuitSimulator ddsim_qc(std::move(qc_unique_ptr), ApproximationInfo(1, 1, ApproximationInfo::FidelityDriven)); + + + std::chrono::duration duration_qc; + std::chrono::duration duration_qcc; + std::size_t size_qc = 0; + std::size_t size_qcc = 0; + + auto start_qc = std::chrono::high_resolution_clock::now(); + ddsim_qc.simulate(1); + auto end_qc = std::chrono::high_resolution_clock::now(); + duration_qc = end_qc - start_qc; + size_qc = ddsim_qc.getMaxNodeCount(); + + auto start_qcc = std::chrono::high_resolution_clock::now(); + ddsim_qcc.simulate(1); + auto end_qcc = std::chrono::high_resolution_clock::now(); + duration_qcc = end_qcc - start_qcc; + size_qcc = ddsim_qcc.getMaxNodeCount(); + + std::string graphvizString_qc = ddsim_qc.exportDDtoGraphvizString(true, true, true, true, true); + std::string graphvizString_qcc = ddsim_qcc.exportDDtoGraphvizString(true, true, true, true, true); + + std::string fname_qc = "BenchmarkQuasm/dot_control/graphstateorigin_" + std::to_string(k) + ".dot"; + std::ofstream out_qc(fname_qc); + out_qc << graphvizString_qc; + out_qc.close(); + std::string fname_qcc = "BenchmarkQuasm/dot_control/graphstate_permuted_" + std::to_string(k) + ".dot"; + std::ofstream out_qcc(fname_qcc); + out_qcc << graphvizString_qcc; + out_qcc.close(); + + std::cout << "Identity Duration: " << std::fixed << std::setprecision(6) << duration_qc.count() << " seconds\n"; + std::cout << "Permuted Duration: " << std::fixed << std::setprecision(6) << duration_qcc.count() << " seconds\n"; + std::cout << "Identity Size: " << size_qc << " qubits\n"; + std::cout << "Permuted Size: " << size_qcc << " qubits\n"; + } + + } + + TEST(ReorderWithoutReorderingTest, measureAllPermutations) { + for(int k = 3; k < 5; k++){ + std::cout << "Start Simulation number " + std::to_string(k) + ".......................................................\n"; + //Read in the file into a string + std::string qasmString; + try { + std::string fn = "test/BenchmarkQuasm/qasm/ae_indep_qiskit_" + std::to_string(k) + ".qasm"; + qasmString = DDMinimizer::readFileIntoString(fn); + //std::cout << qasmString; + } catch (const std::exception& e) { + std::cerr << e.what() << "\n"; + } + + //Create a Quantum Computation from the qasm string + auto qc = QuantumComputation::fromQASM(qasmString); + std::cout << "Created Quantum Computation from File------------\n"; + qc.print(std::cout); + std::size_t bits = qc.getNqubits(); + std::cout << "Number of qubits:" << bits << "\n"; + std::size_t permutation_count = qc::DDMinimizer::factorial(bits); + //Create all Permutations + std::vector permutations = DDMinimizer::createAllPermutations(qc); + std::cout << "Created all Permutation layouts------------------\n"; + std::cout << "Number of permutations:" << permutation_count << "\n"; + /*Printing permutations + for (size_t i = 0; i < permutation_count; i++) { + const Permutation& tm = permutations[i]; + for (const auto& entry : tm) { + std::cout << entry.first << " -> " << entry.second << "|"; + } + std::cout << "\n"; + } + */ + + //prepare for simulation and benchmarking + // We build the dd, execute the simulation and measure the execution time and dd size. + + std::vector> controlOnTop(permutation_count); + + // save how big the dd were + //map of permutation index to pair of size and time + std::map>>> permutationsBySize; + std::map permutationToGraphViz; + //variables for size measurement + std::size_t min_size = std::numeric_limits::max(); + std::size_t max_size = 0; + std::size_t min_size_pos = 0; + std::size_t max_size_pos = 0; + std::size_t current_size = 0; + //variables for execution time measurement + std::chrono::duration min_time(std::numeric_limits::max()); + std::chrono::duration max_time(std::numeric_limits::lowest()); + std::size_t min_time_pos = 0; + std::size_t max_time_pos = 0; + std::chrono::duration duration; + + std::cout << "Starting simulation now, please be patient. This could take a while." << "\n"; + std::cout.flush(); + + for (size_t i = 0; i < permutation_count; i++) { + QuantumComputation qcc = qc; + qcc.initialLayout = permutations[i]; + qc::CircuitOptimizer::elidePermutations(qcc); + auto qc_unique_ptr = std::make_unique(std::move(qcc)); + CircuitSimulator ddsim(std::move(qc_unique_ptr), ApproximationInfo(1, 1, ApproximationInfo::FidelityDriven)); + + auto start = std::chrono::high_resolution_clock::now(); + ddsim.simulate(1); + auto end = std::chrono::high_resolution_clock::now(); + + duration = end - start; + if (duration < min_time) { + min_time = duration; + min_time_pos = i; + } + if (duration > max_time) { + max_time = duration; + max_time_pos = i; + } + + current_size = ddsim.getMaxNodeCount(); + if (current_size < min_size) { + min_size = current_size; + min_size_pos = i; + } + + if (current_size > max_size) { + max_size = current_size; + max_size_pos = i; + } + + permutationsBySize[current_size].emplace_back(i, duration); + + // Printing the graphviz to file or commandline + std::string graphvizString = ddsim.exportDDtoGraphvizString(true, true, true, true, true); + /* print to command line: + std::cout << graphvizString << "\n"; + + *print to file: + std::string filename = "dd_reorder_without_reordering_" + std::to_string(i) + ".dot"; + std::ofstream out(filename); + out << graphvizString; + out.close(); + */ + + //save strings to access later: + permutationToGraphViz[i] = graphvizString; + } + + //sort by execution time as well + for (auto& entry : permutationsBySize) { + // entry.second is the vector>> + std::sort(entry.second.begin(), entry.second.end(), + [](const std::pair>& a, const std::pair>& b) { + return a.second < b.second; // Compare based on execution time + }); + } + + //Print statistics + std::cout << "Min time: " << min_time.count() << "s for permutation " << min_time_pos << " --------------------\n"; + const Permutation& tm = permutations[min_time_pos]; + for (const auto& entry : tm) { + std::cout << entry.first << " -> " << entry.second << "|"; + } + std::cout << "\n"; + + std::cout << "Max time: " << max_time.count() << "s for permutation " << max_time_pos << " ---------------------\n"; + const Permutation& tm2 = permutations[max_time_pos]; + for (const auto& entry : tm2) { + std::cout << entry.first << " -> " << entry.second << "|"; + } + std::cout << "\n"; + + std::cout << "Min node count: " << min_size << " nodes for permutation " << min_size_pos << " --------------------\n"; + const Permutation& tm3 = permutations[min_size_pos]; + for (const auto& entry : tm3) { + std::cout << entry.first << " -> " << entry.second << "|"; + } + std::cout << "\n"; + std::string graphvizString = permutationToGraphViz[min_size_pos]; + std::string fnameMin = "BenchmarkQuasm/dot/graphstate_min_" + std::to_string(k) + ".dot"; + std::ofstream out(fnameMin); + out << graphvizString; + out.close(); + + std::cout << "Max node count: " << max_size << " nodes for permutation " << max_size_pos << " ---------------------\n"; + const Permutation& tm4 = permutations[max_size_pos]; + for (const auto& entry : tm4) { + std::cout << entry.first << " -> " << entry.second << "|"; + } + std::cout << "\n"; + std::string graphvizString2 = permutationToGraphViz[max_size_pos]; + std::string fnameMax = "BenchmarkQuasm/dot/graphstate_max_" + std::to_string(k) + ".dot"; + std::ofstream out2(fnameMax); + out2 << graphvizString2; + out2.close(); + + for (const auto& entry : permutationsBySize) { + size_t size = entry.first; + const auto& perm = entry.second; + size_t amount = perm.size(); + std::cout << "Size: " << size << " has " << amount << " permutations:\n"; + for (const auto& permutation : perm) { + size_t index = permutation.first; + auto time = permutation.second; + std::cout << "Index: " << index << ": " << time.count() << ": "; + //print the actual permutation + const Permutation& tmm = permutations[index]; + for (const auto& entryy : tmm) { + std::cout << entryy.first << " -> " << entryy.second << "|"; + } + std::cout << "\n"; + } + std::cout << "\n"; + } + + std::cout << "\n"; + std::cout.flush(); + } +} \ No newline at end of file From 082ccefad4464bb80ec6c21dec28c92b30bb4693 Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Claudia=20D=C3=BCnzinger?= Date: Thu, 4 Jul 2024 09:12:31 +0200 Subject: [PATCH 02/67] Control based reordering implemented --- include/DDMinimizer.hpp | 2 - src/DDMinimizer.cpp | 48 +++++++++++------------- test/test_reorder_without_reordering.cpp | 24 ++++++++---- 3 files changed, 37 insertions(+), 37 deletions(-) diff --git a/include/DDMinimizer.hpp b/include/DDMinimizer.hpp index e6f91c89..afa8341f 100644 --- a/include/DDMinimizer.hpp +++ b/include/DDMinimizer.hpp @@ -18,8 +18,6 @@ class DDMinimizer { */ static qc::Permutation createControlBasedPermutation(qc::QuantumComputation& qc); - static void sortPhysicalQubits(std::vector& physicalQubits, const std::map& qubitWeights); - /** * @brief creates a vector of all possible permutations of the initialLayout * @param QuantumComputation diff --git a/src/DDMinimizer.cpp b/src/DDMinimizer.cpp index 45ecb97b..b87a4f22 100644 --- a/src/DDMinimizer.cpp +++ b/src/DDMinimizer.cpp @@ -26,7 +26,7 @@ static void optimizeInputPermutation(qc::QuantumComputation& qc){ qc::CircuitOptimizer::elidePermutations(qc); } - qc::Permutation DDMinimizer::createControlBasedPermutation(qc::QuantumComputation& qc){ +qc::Permutation DDMinimizer::createControlBasedPermutation(qc::QuantumComputation& qc){ std::map> controlToTargets = createControlToTargetMap(qc); for (const auto& pair : controlToTargets) { @@ -40,46 +40,41 @@ static void optimizeInputPermutation(qc::QuantumComputation& qc){ std::size_t bits = qc.getNqubits(); std::vector logicalQubits(bits); std::vector physicalQubits(bits); - for (std::size_t i = 0; i < bits; ++i) { + std::map qubitWeights; + for (Qubit i = 0; i < bits; ++i) { physicalQubits[i] = i; logicalQubits[i] = i; - } - qc::Permutation perm = qc.initialLayout; + qubitWeights.insert({i, 1}); + } //trying the approach of control > target - - //Adjust the permutation to ensure all controls are higher than their targets - std::map qubitWeights; - int currentWeight = 0; + int weight = 1; for (const auto& pair : controlToTargets) { - // Ensure the control has a weight assigned - if (qubitWeights.find(pair.first) == qubitWeights.end()) { - qubitWeights[pair.first] = currentWeight++; - } - for (const auto& target : pair.second) { - // Assign or update the target's weight to be higher than the control's - qubitWeights[target] = std::max(qubitWeights[target], qubitWeights[pair.first] + 1); - } + weight = qubitWeights[pair.first]; + + for (const auto& target : pair.second) { + weight = std::max(qubitWeights[target], weight+1); + } + weight++; + qubitWeights[pair.first] = weight; } - qc::DDMinimizer::sortPhysicalQubits(physicalQubits, qubitWeights); + sort(physicalQubits.begin(), physicalQubits.end(), [&qubitWeights](const Qubit& a, const Qubit& b) { + auto weightA = qubitWeights.find(a) != qubitWeights.end() ? qubitWeights.at(a) : 0; + auto weightB = qubitWeights.find(b) != qubitWeights.end() ? qubitWeights.at(b) : 0; + return weightA < weightB; + }); + + qc::Permutation perm; for (std::size_t m = 0; m < bits; m++) { perm[logicalQubits[m]] = physicalQubits[m]; } return perm; -} - void DDMinimizer::sortPhysicalQubits(std::vector& physicalQubits, const std::map& qubitWeights) { - std::sort(physicalQubits.begin(), physicalQubits.end(), [&qubitWeights](const Qubit& a, const Qubit& b) { - auto weightA = qubitWeights.find(a) != qubitWeights.end() ? qubitWeights.at(a) : 0; - auto weightB = qubitWeights.find(b) != qubitWeights.end() ? qubitWeights.at(b) : 0; - return weightA < weightB; - }); } - std::vector DDMinimizer::createAllPermutations(qc::QuantumComputation& qc) { std::size_t bits = qc.getNqubits(); std::size_t permutation_count = qc::DDMinimizer::factorial(bits); @@ -139,8 +134,7 @@ std::string DDMinimizer::readFileIntoString(const std::string& filePath) { std::stringstream buffer; std::string line; - bool replaced = false; - while (std::getline(fileStream, line)) { + while (std::getline(fileStream, line)) { // Remove comments and trim the line if necessary std::size_t commentPos = line.find('//'); if (commentPos != std::string::npos) { diff --git a/test/test_reorder_without_reordering.cpp b/test/test_reorder_without_reordering.cpp index e447e498..8c7fbccb 100644 --- a/test/test_reorder_without_reordering.cpp +++ b/test/test_reorder_without_reordering.cpp @@ -14,7 +14,7 @@ using namespace qc; using namespace std; TEST(ReorderWithoutReorderingTest, reorderByControls) { - for(int k = 3; k < 5; k++){ + for(int k = 3; k < 7; k++){ std::cout << "Start Simulation number " + std::to_string(k) + ".......................................................\n"; //Read in the file into a string std::string qasmString; @@ -51,6 +51,8 @@ using namespace std; std::chrono::duration duration_qc; std::chrono::duration duration_qcc; + std::size_t size_max_qc = 0; + std::size_t size_max_qcc = 0; std::size_t size_qc = 0; std::size_t size_qcc = 0; @@ -58,13 +60,16 @@ using namespace std; ddsim_qc.simulate(1); auto end_qc = std::chrono::high_resolution_clock::now(); duration_qc = end_qc - start_qc; - size_qc = ddsim_qc.getMaxNodeCount(); + size_max_qc = ddsim_qc.getMaxNodeCount(); + size_qc = ddsim_qc.getActiveNodeCount(); auto start_qcc = std::chrono::high_resolution_clock::now(); ddsim_qcc.simulate(1); auto end_qcc = std::chrono::high_resolution_clock::now(); duration_qcc = end_qcc - start_qcc; - size_qcc = ddsim_qcc.getMaxNodeCount(); + size_max_qcc = ddsim_qcc.getMaxNodeCount(); + size_qcc = ddsim_qcc.getActiveNodeCount(); + std::string graphvizString_qc = ddsim_qc.exportDDtoGraphvizString(true, true, true, true, true); std::string graphvizString_qcc = ddsim_qcc.exportDDtoGraphvizString(true, true, true, true, true); @@ -82,17 +87,20 @@ using namespace std; std::cout << "Permuted Duration: " << std::fixed << std::setprecision(6) << duration_qcc.count() << " seconds\n"; std::cout << "Identity Size: " << size_qc << " qubits\n"; std::cout << "Permuted Size: " << size_qcc << " qubits\n"; + std::cout << "Identity max Size: " << size_max_qc << " qubits\n"; + std::cout << "Permuted max Size: " << size_max_qcc << " qubits\n"; + std::cout.flush(); } } TEST(ReorderWithoutReorderingTest, measureAllPermutations) { - for(int k = 3; k < 5; k++){ - std::cout << "Start Simulation number " + std::to_string(k) + ".......................................................\n"; + for(int k = 3; k < 7; k++){ + std::cout << "Start Simulation number " + std::to_string(k) + ".......................................................\n"; //Read in the file into a string std::string qasmString; try { - std::string fn = "test/BenchmarkQuasm/qasm/ae_indep_qiskit_" + std::to_string(k) + ".qasm"; + std::string fn = "BenchmarkQuasm/qasm/graphstate_indep_qiskit_" + std::to_string(k) + ".qasm"; qasmString = DDMinimizer::readFileIntoString(fn); //std::cout << qasmString; } catch (const std::exception& e) { @@ -248,7 +256,7 @@ using namespace std; const auto& perm = entry.second; size_t amount = perm.size(); std::cout << "Size: " << size << " has " << amount << " permutations:\n"; - for (const auto& permutation : perm) { + /*for (const auto& permutation : perm) { size_t index = permutation.first; auto time = permutation.second; std::cout << "Index: " << index << ": " << time.count() << ": "; @@ -258,7 +266,7 @@ using namespace std; std::cout << entryy.first << " -> " << entryy.second << "|"; } std::cout << "\n"; - } + }*/ std::cout << "\n"; } From 579f6022b3ac29346a16ed851b5f0bc0bdaca585 Mon Sep 17 00:00:00 2001 From: ge43yoy Date: Thu, 4 Jul 2024 16:26:13 +0200 Subject: [PATCH 03/67] code cleanup and results printed to file --- include/DDMinimizer.hpp | 6 + src/DDMinimizer.cpp | 57 ++++ test/test_reorder_without_reordering.cpp | 331 +++++++++++++---------- 3 files changed, 253 insertions(+), 141 deletions(-) diff --git a/include/DDMinimizer.hpp b/include/DDMinimizer.hpp index afa8341f..69ff27db 100644 --- a/include/DDMinimizer.hpp +++ b/include/DDMinimizer.hpp @@ -1,5 +1,7 @@ #include "Definitions.hpp" +#include "Permutation.hpp" #include "QuantumComputation.hpp" +#include namespace qc { class DDMinimizer { @@ -34,6 +36,10 @@ class DDMinimizer { static std::map> createControlToTargetMap(qc::QuantumComputation& qc); + static std::string permToString(Permutation perm); + + static std::string measurementToString(std::vector code, size_t index, size_t max_nodes, size_t active_nodes, std::chrono::duration time); + static std::string formatSize_t(size_t t); }; // class DDMinimizer diff --git a/src/DDMinimizer.cpp b/src/DDMinimizer.cpp index b87a4f22..7c1503be 100644 --- a/src/DDMinimizer.cpp +++ b/src/DDMinimizer.cpp @@ -14,6 +14,7 @@ #include #include #include +#include namespace qc { @@ -185,4 +186,60 @@ std::map> DDMinimizer::createControlToTargetMap(qc::Quant return controlToTargets; } +std::string DDMinimizer::permToString(Permutation perm){ + std::ostringstream oss; + for (const auto& entry : perm) { + oss << entry.first << " -> " << entry.second << "|"; + } + return oss.str(); +} + +/* +@param code 1: active, 2: max, 3: time +*/ +std::string DDMinimizer::measurementToString(std::vector code, size_t index, size_t max_nodes, size_t active_nodes, std::chrono::duration time){ + std::ostringstream oss; + + if(index > 9){ + oss << "Index: " << index <<" | "; + } + else{ + oss << "Index: " << index <<" | "; + } + + if(code[0]){ + if(max_nodes > 9){ + oss << "Max_nodes: " << max_nodes << " | "; + } + else{ + oss << "Max_nodes: " << max_nodes << " | "; + } + } + if(code[1]){ + if(active_nodes > 9){ + oss << "Active_nodes: " << active_nodes << " | "; + } + else{ + oss << "Active_nodes: " << active_nodes << " | "; + } + } + if(code[2]){ + oss << "Time: " << std::scientific << std::setprecision(4) << time.count() << "s | "; + } + return oss.str(); +} + +std::string DDMinimizer::formatSize_t(size_t t){ + std::ostringstream oss; + if(t > 9){ + oss << t; + } + else{ + oss << t << " "; + } + return oss.str(); +} + + + }// namespace qc \ No newline at end of file diff --git a/test/test_reorder_without_reordering.cpp b/test/test_reorder_without_reordering.cpp index 8c7fbccb..ca77b091 100644 --- a/test/test_reorder_without_reordering.cpp +++ b/test/test_reorder_without_reordering.cpp @@ -3,48 +3,49 @@ #include "CircuitOptimizer.hpp" #include "QuantumComputation.hpp" #include "operations/OpType.hpp" +#include #include #include #include #include #include #include +#include +#include using namespace qc; using namespace std; TEST(ReorderWithoutReorderingTest, reorderByControls) { + std::string fname = "BenchmarkQuasm/results/graphstate_controls.txt"; + std::ofstream out(fname); + + for(int k = 3; k < 7; k++){ - std::cout << "Start Simulation number " + std::to_string(k) + ".......................................................\n"; - //Read in the file into a string + out << "Start Simulation of graphstate_indep_qiskit_" + std::to_string(k) + "__________________________________________________\n"; + + //Read qasm string from file std::string qasmString; try { std::string fn = "BenchmarkQuasm/qasm/graphstate_indep_qiskit_" + std::to_string(k) + ".qasm"; qasmString = DDMinimizer::readFileIntoString(fn); - //std::cout << qasmString; } catch (const std::exception& e) { std::cerr << e.what() << "\n"; } //Create a Quantum Computation from the qasm string auto qc = QuantumComputation::fromQASM(qasmString); - std::cout << "Created Quantum Computation from File------------\n"; - qc.print(std::cout); + qc.print(out); + + + //compute the control based permutation of the initial layout qc::Permutation perm = qc::DDMinimizer::createControlBasedPermutation(qc); - std::cout << "Created Permutation based on controls------------------\n"; - for (const auto& entryy : perm) { - std::cout << entryy.first << " -> " << entryy.second << "|"; - } - std::cout << "\n"; - std::cout.flush(); - - QuantumComputation qcc = qc; qcc.initialLayout = perm; - qc::CircuitOptimizer::elidePermutations(qcc); + qc::CircuitOptimizer::elidePermutations(qcc); + auto qcc_unique_ptr = std::make_unique(std::move(qcc)); CircuitSimulator ddsim_qcc(std::move(qcc_unique_ptr), ApproximationInfo(1, 1, ApproximationInfo::FidelityDriven)); - auto qc_unique_ptr = std::make_unique(std::move(qcc)); CircuitSimulator ddsim_qc(std::move(qc_unique_ptr), ApproximationInfo(1, 1, ApproximationInfo::FidelityDriven)); @@ -74,7 +75,7 @@ using namespace std; std::string graphvizString_qc = ddsim_qc.exportDDtoGraphvizString(true, true, true, true, true); std::string graphvizString_qcc = ddsim_qcc.exportDDtoGraphvizString(true, true, true, true, true); - std::string fname_qc = "BenchmarkQuasm/dot_control/graphstateorigin_" + std::to_string(k) + ".dot"; + std::string fname_qc = "BenchmarkQuasm/dot_control/graphstate_origin_" + std::to_string(k) + ".dot"; std::ofstream out_qc(fname_qc); out_qc << graphvizString_qc; out_qc.close(); @@ -82,88 +83,107 @@ using namespace std; std::ofstream out_qcc(fname_qcc); out_qcc << graphvizString_qcc; out_qcc.close(); + + out << left << setfill(' ') << setw(30) << "control based Permutation: " << right << setfill('.') << setw(30) << qc::DDMinimizer::permToString(perm) << "\n"; + out << left << setfill(' ') << setw(30) << "Original Permutation: " << right << setfill('.') << setw(30) << qc::DDMinimizer::permToString(qc.initialLayout) << "\n"; + out << std::left << std::setfill(' ') << std::setw(30) << "Identity Duration: " << std::scientific << std::setprecision(4) << duration_qc.count() << "s" << std::right << std::setfill('.') << std::setw(30) << "\n"; + out << std::left << std::setfill(' ') << std::setw(30) << "Permuted Duration: " << std::scientific << std::setprecision(4) << duration_qcc.count() << "s" << std::right << std::setfill('.') << std::setw(30) << "\n"; + out << std::left << std::setfill(' ') << std::setw(30) << "Identity active_nodes: " << qc::DDMinimizer::formatSize_t(size_qc) << std::right << std::setfill('.') << std::setw(39) << "\n"; + out << std::left << std::setfill(' ') << std::setw(30) << "Permuted active_nodes: " << qc::DDMinimizer::formatSize_t(size_qcc) << std::right << std::setfill('.') << std::setw(39) << "\n"; + out << std::left << std::setfill(' ') << std::setw(30) << "Identity max_nodes: " << qc::DDMinimizer::formatSize_t(size_max_qc) << std::right << std::setfill('.') << std::setw(39) << "\n"; + out << std::left << std::setfill(' ') << std::setw(30) << "Permuted max_nodes: " << qc::DDMinimizer::formatSize_t(size_max_qcc) << std::right << std::setfill('.') << std::setw(39) << "\n"; + out << "________________________________________________________________________________________________\n\n"; + - std::cout << "Identity Duration: " << std::fixed << std::setprecision(6) << duration_qc.count() << " seconds\n"; - std::cout << "Permuted Duration: " << std::fixed << std::setprecision(6) << duration_qcc.count() << " seconds\n"; - std::cout << "Identity Size: " << size_qc << " qubits\n"; - std::cout << "Permuted Size: " << size_qcc << " qubits\n"; - std::cout << "Identity max Size: " << size_max_qc << " qubits\n"; - std::cout << "Permuted max Size: " << size_max_qcc << " qubits\n"; - std::cout.flush(); } + out.close(); } TEST(ReorderWithoutReorderingTest, measureAllPermutations) { - for(int k = 3; k < 7; k++){ - std::cout << "Start Simulation number " + std::to_string(k) + ".......................................................\n"; - //Read in the file into a string + std::string fname = "BenchmarkQuasm/results/graphstate_all.txt"; + std::ofstream out(fname); + + for(int k = 3; k < 5; k++){ + out << "Start Simulation of graphstate_indep_qiskit_" + std::to_string(k) + "__________________________________________________\n"; + + //Read qasm string from file std::string qasmString; try { std::string fn = "BenchmarkQuasm/qasm/graphstate_indep_qiskit_" + std::to_string(k) + ".qasm"; qasmString = DDMinimizer::readFileIntoString(fn); - //std::cout << qasmString; } catch (const std::exception& e) { std::cerr << e.what() << "\n"; } //Create a Quantum Computation from the qasm string auto qc = QuantumComputation::fromQASM(qasmString); - std::cout << "Created Quantum Computation from File------------\n"; - qc.print(std::cout); + qc.print(out); + + + //Save how many qubits the quantum computation has and compute how many permutations of the initial layout exist + //Create all Permutations of initial layout and save them in the permutations vecotor std::size_t bits = qc.getNqubits(); - std::cout << "Number of qubits:" << bits << "\n"; std::size_t permutation_count = qc::DDMinimizer::factorial(bits); - //Create all Permutations std::vector permutations = DDMinimizer::createAllPermutations(qc); - std::cout << "Created all Permutation layouts------------------\n"; - std::cout << "Number of permutations:" << permutation_count << "\n"; - /*Printing permutations - for (size_t i = 0; i < permutation_count; i++) { - const Permutation& tm = permutations[i]; - for (const auto& entry : tm) { - std::cout << entry.first << " -> " << entry.second << "|"; - } - std::cout << "\n"; - } - */ - //prepare for simulation and benchmarking - // We build the dd, execute the simulation and measure the execution time and dd size. + /*prepare all variables for simulation and benchmarking: - std::vector> controlOnTop(permutation_count); + measurements for the size of the decision diagram: + -min and max, as well as the coresponding index/position of the permutation in the permutatin vector for the active and max nodes - // save how big the dd were - //map of permutation index to pair of size and time - std::map>>> permutationsBySize; - std::map permutationToGraphViz; - //variables for size measurement - std::size_t min_size = std::numeric_limits::max(); - std::size_t max_size = 0; - std::size_t min_size_pos = 0; - std::size_t max_size_pos = 0; - std::size_t current_size = 0; - //variables for execution time measurement + measurement for the simulation: + -min and max duration of the simulation , as well as the coresponding index/position of the permutation in the permutatin vector + + maps to collect all measurements for one permutation and sort them later by active nodes and max nodes for analysis + -perm_by_active_nodes:active noes -> (index, max nodes, time) + -perm_by_max_nodes: max nodes -> (index, active nodes, time) + -perm_by_time: time -> (index, active nodes, max nodes) + + map to collect all the GraphViz strings of the decision diagramm of the permutation after simulation (end state) + -permutationToGraphViz: index in permutation vector -> GraphvizString + */ + std::size_t min_active_nodes = std::numeric_limits::max(); + std::size_t max_active_nodes = 0; + std::size_t min_active_nodes_pos = 0; + std::size_t max_active_nodes_pos = 0; + std::size_t current_active_nodes = 0; + + std::size_t min_max_nodes = std::numeric_limits::max(); + std::size_t max_max_nodes = 0; + std::size_t min_max_nodes_pos = 0; + std::size_t max_max_nodes_pos = 0; + std::size_t current_max_nodes = 0; + std::chrono::duration min_time(std::numeric_limits::max()); std::chrono::duration max_time(std::numeric_limits::lowest()); std::size_t min_time_pos = 0; std::size_t max_time_pos = 0; std::chrono::duration duration; - std::cout << "Starting simulation now, please be patient. This could take a while." << "\n"; - std::cout.flush(); + std::map>>> perm_by_active_nodes; + std::map>>> perm_by_max_nodes; + std::map, std::vector>> perm_by_time; + std::map permutationToGraphViz; - for (size_t i = 0; i < permutation_count; i++) { + /* Simulate the circuit using each permutation + */ + for (size_t i = 0; i < permutation_count; i++) { + //Create copy of the Quantum Computation, set the initial layout as the current permutation, apply the permutation to the qubits, + //create the simulator and with that the decision diagram QuantumComputation qcc = qc; qcc.initialLayout = permutations[i]; qc::CircuitOptimizer::elidePermutations(qcc); auto qc_unique_ptr = std::make_unique(std::move(qcc)); CircuitSimulator ddsim(std::move(qc_unique_ptr), ApproximationInfo(1, 1, ApproximationInfo::FidelityDriven)); + //Save the time before and after the simulation and run the simulation once auto start = std::chrono::high_resolution_clock::now(); ddsim.simulate(1); auto end = std::chrono::high_resolution_clock::now(); + //collect measruements as in execution time, active nodes, max nodes + //set min and max values and save positions duration = end - start; if (duration < min_time) { min_time = duration; @@ -173,104 +193,133 @@ using namespace std; max_time = duration; max_time_pos = i; } - - current_size = ddsim.getMaxNodeCount(); - if (current_size < min_size) { - min_size = current_size; - min_size_pos = i; + current_active_nodes = ddsim.getActiveNodeCount(); + if (current_active_nodes < min_active_nodes) { + min_active_nodes = current_active_nodes; + min_active_nodes_pos = i; } - - if (current_size > max_size) { - max_size = current_size; - max_size_pos = i; + if (current_active_nodes > max_active_nodes) { + max_active_nodes= current_active_nodes; + max_active_nodes_pos = i; + } + current_max_nodes = ddsim.getMaxNodeCount(); + if (current_max_nodes < min_max_nodes) { + min_max_nodes = current_max_nodes; + min_max_nodes_pos = i; + } + if (current_max_nodes > max_max_nodes) { + max_max_nodes= current_max_nodes; + max_max_nodes_pos = i; } - permutationsBySize[current_size].emplace_back(i, duration); + //save the permutations with the corresponding measurements in the maps + //save one by active nodes, one by max nodes and one by time + perm_by_active_nodes[current_active_nodes].emplace_back(i, current_max_nodes, duration); + perm_by_max_nodes[current_max_nodes].emplace_back(i, current_active_nodes, duration); + perm_by_time[duration].emplace_back(i, current_active_nodes, current_max_nodes); - // Printing the graphviz to file or commandline + //generate graphviz string and save it to access it later std::string graphvizString = ddsim.exportDDtoGraphvizString(true, true, true, true, true); - /* print to command line: - std::cout << graphvizString << "\n"; - - *print to file: - std::string filename = "dd_reorder_without_reordering_" + std::to_string(i) + ".dot"; - std::ofstream out(filename); - out << graphvizString; - out.close(); - */ - - //save strings to access later: permutationToGraphViz[i] = graphvizString; } - //sort by execution time as well - for (auto& entry : permutationsBySize) { - // entry.second is the vector>> - std::sort(entry.second.begin(), entry.second.end(), - [](const std::pair>& a, const std::pair>& b) { - return a.second < b.second; // Compare based on execution time - }); - } - - //Print statistics - std::cout << "Min time: " << min_time.count() << "s for permutation " << min_time_pos << " --------------------\n"; - const Permutation& tm = permutations[min_time_pos]; - for (const auto& entry : tm) { - std::cout << entry.first << " -> " << entry.second << "|"; - } - std::cout << "\n"; - - std::cout << "Max time: " << max_time.count() << "s for permutation " << max_time_pos << " ---------------------\n"; - const Permutation& tm2 = permutations[max_time_pos]; - for (const auto& entry : tm2) { - std::cout << entry.first << " -> " << entry.second << "|"; + //sort the vector in the maps by the not grouped by nodes count and then by time within the group + for (auto& entry : perm_by_active_nodes) { + std::sort(entry.second.begin(), entry.second.end(), + [](const std::tuple>& a, const std::tuple>& b) { + // First compare by max_nodes + if (std::get<1>(a) != std::get<1>(b)) return std::get<1>(a) < std::get<1>(b); + // If max_nodes are equal, then compare by execution time + return std::get<2>(a) < std::get<2>(b); + }); } - std::cout << "\n"; - - std::cout << "Min node count: " << min_size << " nodes for permutation " << min_size_pos << " --------------------\n"; - const Permutation& tm3 = permutations[min_size_pos]; - for (const auto& entry : tm3) { - std::cout << entry.first << " -> " << entry.second << "|"; + for (auto& entry : perm_by_max_nodes) { + std::sort(entry.second.begin(), entry.second.end(), + [](const std::tuple>& a, const std::tuple>& b) { + // First compare by max_nodes + if (std::get<1>(a) != std::get<1>(b)) return std::get<1>(a) < std::get<1>(b); + // If max_nodes are equal, then compare by execution time + return std::get<2>(a) < std::get<2>(b); + }); } - std::cout << "\n"; - std::string graphvizString = permutationToGraphViz[min_size_pos]; - std::string fnameMin = "BenchmarkQuasm/dot/graphstate_min_" + std::to_string(k) + ".dot"; - std::ofstream out(fnameMin); - out << graphvizString; - out.close(); - std::cout << "Max node count: " << max_size << " nodes for permutation " << max_size_pos << " ---------------------\n"; - const Permutation& tm4 = permutations[max_size_pos]; - for (const auto& entry : tm4) { - std::cout << entry.first << " -> " << entry.second << "|"; - } - std::cout << "\n"; - std::string graphvizString2 = permutationToGraphViz[max_size_pos]; + //Print statistics of min and max time, active nodes and max nodes with the corresponding permutation + out << left << setfill(' ') << setw(20) << "Total Permutations: " << permutation_count << "\n"; + out << left << setfill(' ') << setw(20) << "Min time: " << std::scientific << std::setprecision(4) << min_time.count() << "s" << right << setfill('.') << setw(30) << " Permutation " << qc::DDMinimizer::formatSize_t(min_time_pos) << ": "<< qc::DDMinimizer::permToString(permutations[min_time_pos]) << "\n"; + out << left << setfill(' ') << setw(20) << "Max time: " << std::scientific << std::setprecision(4) << max_time.count() << "s" << right << setfill('.') << setw(30) << " Permutation " << qc::DDMinimizer::formatSize_t(max_time_pos) << ": "<< qc::DDMinimizer::permToString(permutations[max_time_pos]) << "\n"; + out << left << setfill(' ') << setw(20) << "Min active nodes: "<< qc::DDMinimizer::formatSize_t(min_active_nodes) << " nodes" << right << setfill('.') << setw(33) << " Permutation " << qc::DDMinimizer::formatSize_t(min_active_nodes_pos) << ": "<< qc::DDMinimizer::permToString(permutations[min_active_nodes_pos]) << "\n"; + out << left << setfill(' ') << setw(20) << "Min max nodes: "<< qc::DDMinimizer::formatSize_t(min_max_nodes) << " nodes" << right << setfill('.') << setw(33) << " Permutation " << qc::DDMinimizer::formatSize_t(min_max_nodes_pos) << ": "<< qc::DDMinimizer::permToString(permutations[min_max_nodes_pos]) << "\n"; + out << left << setfill(' ') << setw(20) << "Max active nodes: "<< qc::DDMinimizer::formatSize_t(max_active_nodes) << " nodes" << right << setfill('.') << setw(33) << " Permutation " << qc::DDMinimizer::formatSize_t(max_active_nodes_pos) << ": "<< qc::DDMinimizer::permToString(permutations[max_active_nodes_pos]) << "\n"; + out << left << setfill(' ') << setw(20) << "Max max nodes: "<< qc::DDMinimizer::formatSize_t(max_active_nodes_pos) << " nodes" << right << setfill('.') << setw(33) << " Permutation " << qc::DDMinimizer::formatSize_t(max_max_nodes_pos) << ": "<< qc::DDMinimizer::permToString(permutations[max_max_nodes_pos]) << "\n"; + out << "________________________________________________________________________________________________\n\n"; + + + //write the graphvizStrings of the permutation with minimal and maximal active nodes into files + std::string graphvizString = permutationToGraphViz[min_active_nodes_pos]; + std::string fnameMin = "BenchmarkQuasm/dot/graphstate_min_" + std::to_string(k) + ".dot"; + std::ofstream out1(fnameMin); + out1 << graphvizString; + out1.close(); + + std::string graphvizString2 = permutationToGraphViz[max_active_nodes_pos]; std::string fnameMax = "BenchmarkQuasm/dot/graphstate_max_" + std::to_string(k) + ".dot"; std::ofstream out2(fnameMax); out2 << graphvizString2; out2.close(); - for (const auto& entry : permutationsBySize) { - size_t size = entry.first; - const auto& perm = entry.second; - size_t amount = perm.size(); - std::cout << "Size: " << size << " has " << amount << " permutations:\n"; - /*for (const auto& permutation : perm) { - size_t index = permutation.first; - auto time = permutation.second; - std::cout << "Index: " << index << ": " << time.count() << ": "; - //print the actual permutation - const Permutation& tmm = permutations[index]; - for (const auto& entryy : tmm) { - std::cout << entryy.first << " -> " << entryy.second << "|"; - } - std::cout << "\n"; - }*/ - std::cout << "\n"; + size_t index; + size_t max_nodes = 0; + size_t active_nodes = 0; + std::chrono::duration time; + + for (const auto& entry : perm_by_active_nodes) { + //save the vecotr of all permutation indices (also simulation time and max_nodes) with the same active_nodes count + auto& vec = entry.second; + out << vec.size() << " permutations have " << entry.first << " active nodes.\n"; + //iterate over all the permutations that have the same active_nodes/ are in the vector and print the max_nodes, simulation time and the permutation itself + for (const auto& permutation : vec) { + index = std::get<0>(permutation); + max_nodes= std::get<1>(permutation); + time = std::get<2>(permutation); + out << qc::DDMinimizer::measurementToString({true,false,true}, index, max_nodes, active_nodes, time); + out << qc::DDMinimizer::permToString(permutations[index]) <<"\n"; + } + out << "\n"; } - - std::cout << "\n"; - std::cout.flush(); + out << "________________________________________________________________________________________________\n\n"; + for (const auto& entry : perm_by_max_nodes) { + //save the vecotr of all permutation indices (also simulation time and active_nodes) with the same max_nodes count + const auto& vec = entry.second; + out << vec.size() << " permutations have " << entry.first << " max nodes.\n"; + //iterate over all the permutations that have the same max_nodes/ are in the vector and print the active_nodes, simulation time and the permutation itself + for (const auto& permutation : vec) { + index = std::get<0>(permutation); + active_nodes = std::get<1>(permutation); + time = std::get<2>(permutation); + out << qc::DDMinimizer::measurementToString({false,true,true}, index, max_nodes, active_nodes, time );; + out << qc::DDMinimizer::permToString(permutations[index]) <<"\n"; + } + out << "\n"; + } + out << "________________________________________________________________________________________________\n\n"; + for (const auto& entry : perm_by_time) { + time = entry.first; + const auto& perm = entry.second; + out << "execution time of: " << std::scientific << std::setprecision(4) << time.count() << "s: "; + //Each time should only have one entry. I think + if (!perm.empty()) { + auto& permutation = perm.front(); + index = std::get<0>(permutation); + active_nodes = std::get<1>(permutation); + max_nodes = std::get<2>(permutation); + out << qc::DDMinimizer::measurementToString({true,true,false}, index, max_nodes, active_nodes, time ); + out << qc::DDMinimizer::permToString(permutations[index]); + } + out << "\n"; + } + out << "________________________________________________________________________________________________\n\n"; } + + out.close(); + } \ No newline at end of file From cd8a2e45ccee53bc0672fe976dd01d17ca78abcf Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Claudia=20D=C3=BCnzinger?= Date: Sun, 7 Jul 2024 00:01:58 +0200 Subject: [PATCH 04/67] wrote wrapper functions for parameter parsed testing. --- include/DDMinimizer.hpp | 33 +- src/DDMinimizer.cpp | 459 ++++++++++++++++++++--- test/test_reorder_without_reordering.cpp | 316 +--------------- 3 files changed, 445 insertions(+), 363 deletions(-) diff --git a/include/DDMinimizer.hpp b/include/DDMinimizer.hpp index 69ff27db..930aaa4e 100644 --- a/include/DDMinimizer.hpp +++ b/include/DDMinimizer.hpp @@ -3,16 +3,44 @@ #include "QuantumComputation.hpp" #include + +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include + namespace qc { class DDMinimizer { + + + + public: + static void optimizeInputPermutation(qc::QuantumComputation); + /** * @brief creates a vector hopefully the best initial Layout and applies it * @param QuantumComputation */ - static void optimizeInputPermutation(qc::QuantumComputation& qc); + static void parseOptions(bool gateBased, bool controlBased, bool allPermutations, std::string file, int qubits); + static void runInputCompariston(int from, int to, bool gateBased, bool controlBased, bool allPermutations, std::string file); + static void runLayoutComparison(std::ofstream& out, qc::QuantumComputation& qc, qc::Permutation perm, std::string file, int qubits); + static void runAllComparisons(std::ofstream& out, qc::QuantumComputation& qc, std::string file, int qubits); + + + static qc::Permutation createGateBasedPermutation(qc::QuantumComputation& qc); /** * @brief creates a possible permutations of the initialLayout based on how to control bits are located @@ -34,13 +62,10 @@ class DDMinimizer { static std::string readFileIntoString(const std::string& filePath); - static std::map> createControlToTargetMap(qc::QuantumComputation& qc); - static std::string permToString(Permutation perm); static std::string measurementToString(std::vector code, size_t index, size_t max_nodes, size_t active_nodes, std::chrono::duration time); static std::string formatSize_t(size_t t); - }; // class DDMinimizer } // namespace qc diff --git a/src/DDMinimizer.cpp b/src/DDMinimizer.cpp index 7c1503be..910ea4f7 100644 --- a/src/DDMinimizer.cpp +++ b/src/DDMinimizer.cpp @@ -3,41 +3,424 @@ #include "CircuitOptimizer.hpp" #include "CircuitSimulator.hpp" #include "QuantumComputation.hpp" +#include "operations/OpType.hpp" +#include +#include +#include +#include +#include +#include +#include +#include +#include #include #include #include -#include -#include -#include #include #include -#include #include -#include -namespace qc { +using namespace qc; +using namespace std; + + + +namespace qc { /*** * Public Methods ***/ -static void optimizeInputPermutation(qc::QuantumComputation& qc){ - qc::Permutation perm = qc::DDMinimizer::createControlBasedPermutation(qc); + +void optimizeInputPermutation(qc::QuantumComputation qc){ + qc::Permutation perm = DDMinimizer::createControlBasedPermutation(qc); qc.initialLayout = perm; qc::CircuitOptimizer::elidePermutations(qc); } -qc::Permutation DDMinimizer::createControlBasedPermutation(qc::QuantumComputation& qc){ - - std::map> controlToTargets = createControlToTargetMap(qc); - for (const auto& pair : controlToTargets) { - std::cout << "Control Qubit " << pair.first << " targets: "; - for (const auto& target : pair.second) { - std::cout << target << " "; +void DDMinimizer::parseOptions(bool gateBased, bool controlBased, bool allPermutations, std::string file, int qubits){ + std::map> fileNames = { + //{"ae_indep_qiskit_", {2, 7}}, + {"dj_indep_qiskit_", {2, 7}}, + {"ghz_indep_qiskit_", {2, 10}}, + {"graphstate_indep_qiskit_", {3, 7}}, + //{"grover-noancilla_indep_qiskit_", {2, 7}}, + //{"grover-v-chain_indep_qiskit_", {2, 7}}, + //{"portfolioqaoa_indep_qiskit_", {3, 7}}, + {"portfoliovqe_indep_qiskit_", {3, 7}}, + {"qaoa_indep_qiskit_", {3, 10}}, + //{"qftentangled_indep_qiskit_", {2, 7}}, + //{"qft_indep_qiskit_", {2, 10}}, + {"qnn_indep_qiskit_", {2, 7}}, + //{"qpeexact_indep_qiskit_", {2, 10}}, + //{"qpeinexact_indep_qiskit_", {2, 7}}, + //{"qwalk-noancilla_indep_qiskit_", {3, 7}}, + {"qwalk-v-chain_indep_qiskit_", {3, 7}}, + //{"random_indep_qiskit_", {2, 7}}, + {"realamprandom_indep_qiskit_", {2, 7}}, + {"su2random_indep_qiskit_", {2, 7}}, + {"twolocalrandom_indep_qiskit_", {2, 7}}, + {"vqe_indep_qiskit_", {3, 10}}, + //{"wstate_indep_qiskit_", {2, 7}} + }; + + if(file.compare(" ") != 0){ + std::cout << "file: " + file + "\n"; + auto it = fileNames.find(file); + if (it != fileNames.end()) { + std::pair minMaxQubits = it->second; + if(qubits != 0){ + if(qubits < minMaxQubits.first || qubits > minMaxQubits.second) + std::cout << std::to_string(qubits) + " not valid for " + file + ". Please check list for available versions again.\n"; + } + else{ + DDMinimizer::runInputCompariston(qubits, qubits, gateBased, controlBased, allPermutations, file); + } + } + else { + std::cout << file + " not found. Please check list of available circuits again. \n"; + return; + } + } + else{ + //run all simulations + for(const auto& entry : fileNames){ + DDMinimizer::runInputCompariston(entry.second.first, entry.second.second, gateBased, controlBased, allPermutations, entry.first); } - std::cout << "\n"; } +} + +void DDMinimizer::runInputCompariston(int from, int to, bool gateBased, bool controlBased, bool allPermutations, std::string file){ + std::string qasmString; + std::string fname; + if(gateBased){ + fname = "BenchmarkQuasm/results/" + file+ "_gates.txt"; + } + if(controlBased){ + fname = "BenchmarkQuasm/results/" + file+ "_controls.txt"; + } + if(allPermutations){ + fname = "BenchmarkQuasm/results/" + file+ "_all.txt"; + } + std::ofstream out(fname); + for(int k = from; k <= to; k++){ + try { + std::string fn = "BenchmarkQuasm/qasm/" + file + std::to_string(k) + ".qasm"; + qasmString = DDMinimizer::readFileIntoString(fn); + } catch (const std::exception& e) { + std::cout << e.what() << "\n"; + } + out << "Start Simulation of " + file + std::to_string(k) + "__________________________________________________\n"; + auto qc = QuantumComputation::fromQASM(qasmString); + out << qc; + + if(gateBased){ + qc::Permutation perm = DDMinimizer::createGateBasedPermutation(qc); + DDMinimizer::runLayoutComparison(out, qc, perm, file, k); + } + if(controlBased){ + qc::Permutation perm = DDMinimizer::createControlBasedPermutation(qc); + DDMinimizer::runLayoutComparison(out, qc, perm, file, k); + } + if(allPermutations){ + DDMinimizer::runAllComparisons(out, qc, file, k); + } + } + out.close(); +} + +void DDMinimizer::runLayoutComparison(std::ofstream& out, qc::QuantumComputation& qc, qc::Permutation perm, std::string file, int qubits){ + QuantumComputation qcc = qc; + qcc.initialLayout = perm; + qc::CircuitOptimizer::elidePermutations(qcc); + + auto qcc_unique_ptr = std::make_unique(std::move(qcc)); + CircuitSimulator ddsim_qcc(std::move(qcc_unique_ptr), ApproximationInfo(1, 1, ApproximationInfo::FidelityDriven)); + auto qc_unique_ptr = std::make_unique(std::move(qcc)); + CircuitSimulator ddsim_qc(std::move(qc_unique_ptr), ApproximationInfo(1, 1, ApproximationInfo::FidelityDriven)); + + std::chrono::duration duration_qc; + std::chrono::duration duration_qcc; + std::size_t size_max_qc = 0; + std::size_t size_max_qcc = 0; + std::size_t size_qc = 0; + std::size_t size_qcc = 0; + + auto start_qc = std::chrono::high_resolution_clock::now(); + ddsim_qc.simulate(1); + auto end_qc = std::chrono::high_resolution_clock::now(); + duration_qc = end_qc - start_qc; + size_max_qc = ddsim_qc.getMaxNodeCount(); + size_qc = ddsim_qc.getActiveNodeCount(); + + auto start_qcc = std::chrono::high_resolution_clock::now(); + ddsim_qcc.simulate(1); + auto end_qcc = std::chrono::high_resolution_clock::now(); + duration_qcc = end_qcc - start_qcc; + size_max_qcc = ddsim_qcc.getMaxNodeCount(); + size_qcc = ddsim_qcc.getActiveNodeCount(); + + + std::string graphvizString_qc = ddsim_qc.exportDDtoGraphvizString(true, true, true, true, true); + std::string graphvizString_qcc = ddsim_qcc.exportDDtoGraphvizString(true, true, true, true, true); + + std::string fname_qc = "BenchmarkQuasm/dot_computed/" + file + std::to_string(qubits) + ".dot"; + std::ofstream out_qc(fname_qc); + out_qc << graphvizString_qc; + out_qc.close(); + std::string fname_qcc = "BenchmarkQuasm/dot_computed/" + file + std::to_string(qubits) + ".dot"; + std::ofstream out_qcc(fname_qcc); + out_qcc << graphvizString_qcc; + out_qcc.close(); + + out << left << setfill(' ') << setw(30) << "Computed Permutation: " << right << setfill('.') << setw(30) < permutations = DDMinimizer::createAllPermutations(qc); + + /*prepare all variables for simulation and benchmarking: + + measurements for the size of the decision diagram: + -min and max, as well as the coresponding index/position of the permutation in the permutatin vector for the active and max nodes + + measurement for the simulation: + -min and max duration of the simulation , as well as the coresponding index/position of the permutation in the permutatin vector + + maps to collect all measurements for one permutation and sort them later by active nodes and max nodes for analysis + -perm_by_active_nodes:active noes -> (index, max nodes, time) + -perm_by_max_nodes: max nodes -> (index, active nodes, time) + -perm_by_time: time -> (index, active nodes, max nodes) + + map to collect all the GraphViz strings of the decision diagramm of the permutation after simulation (end state) + -permutationToGraphViz: index in permutation vector -> GraphvizString + */ + std::size_t min_active_nodes = std::numeric_limits::max(); + std::size_t max_active_nodes = 0; + std::size_t min_active_nodes_pos = 0; + std::size_t max_active_nodes_pos = 0; + std::size_t current_active_nodes = 0; + + std::size_t min_max_nodes = std::numeric_limits::max(); + std::size_t max_max_nodes = 0; + std::size_t min_max_nodes_pos = 0; + std::size_t max_max_nodes_pos = 0; + std::size_t current_max_nodes = 0; + + std::chrono::duration min_time(std::numeric_limits::max()); + std::chrono::duration max_time(std::numeric_limits::lowest()); + std::size_t min_time_pos = 0; + std::size_t max_time_pos = 0; + std::chrono::duration duration; + + std::map>>> perm_by_active_nodes; + std::map>>> perm_by_max_nodes; + std::map, std::vector>> perm_by_time; + std::map permutationToGraphViz; + + /* Simulate the circuit using each permutation + */ + for (size_t i = 0; i < permutation_count; i++) { + //Create copy of the Quantum Computation, set the initial layout as the current permutation, apply the permutation to the qubits, + //create the simulator and with that the decision diagram + QuantumComputation qcc = qc; + qcc.initialLayout = permutations[i]; + qc::CircuitOptimizer::elidePermutations(qcc); + auto qc_unique_ptr = std::make_unique(std::move(qcc)); + CircuitSimulator ddsim(std::move(qc_unique_ptr), ApproximationInfo(1, 1, ApproximationInfo::FidelityDriven)); + + //Save the time before and after the simulation and run the simulation once + auto start = std::chrono::high_resolution_clock::now(); + ddsim.simulate(1); + auto end = std::chrono::high_resolution_clock::now(); + + //collect measruements as in execution time, active nodes, max nodes + //set min and max values and save positions + duration = end - start; + if (duration < min_time) { + min_time = duration; + min_time_pos = i; + } + if (duration > max_time) { + max_time = duration; + max_time_pos = i; + } + current_active_nodes = ddsim.getActiveNodeCount(); + if (current_active_nodes < min_active_nodes) { + min_active_nodes = current_active_nodes; + min_active_nodes_pos = i; + } + if (current_active_nodes > max_active_nodes) { + max_active_nodes= current_active_nodes; + max_active_nodes_pos = i; + } + current_max_nodes = ddsim.getMaxNodeCount(); + if (current_max_nodes < min_max_nodes) { + min_max_nodes = current_max_nodes; + min_max_nodes_pos = i; + } + if (current_max_nodes > max_max_nodes) { + max_max_nodes= current_max_nodes; + max_max_nodes_pos = i; + } + + //save the permutations with the corresponding measurements in the maps + //save one by active nodes, one by max nodes and one by time + perm_by_active_nodes[current_active_nodes].emplace_back(i, current_max_nodes, duration); + perm_by_max_nodes[current_max_nodes].emplace_back(i, current_active_nodes, duration); + perm_by_time[duration].emplace_back(i, current_active_nodes, current_max_nodes); + + //generate graphviz string and save it to access it later + std::string graphvizString = ddsim.exportDDtoGraphvizString(true, true, true, true, true); + permutationToGraphViz[i] = graphvizString; + } + + //sort the vector in the maps by the not grouped by nodes count and then by time within the group + for (auto& entry : perm_by_active_nodes) { + std::sort(entry.second.begin(), entry.second.end(), + [](const std::tuple>& a, const std::tuple>& b) { + // First compare by max_nodes + if (std::get<1>(a) != std::get<1>(b)) return std::get<1>(a) < std::get<1>(b); + // If max_nodes are equal, then compare by execution time + return std::get<2>(a) < std::get<2>(b); + }); + } + for (auto& entry : perm_by_max_nodes) { + std::sort(entry.second.begin(), entry.second.end(), + [](const std::tuple>& a, const std::tuple>& b) { + // First compare by max_nodes + if (std::get<1>(a) != std::get<1>(b)) return std::get<1>(a) < std::get<1>(b); + // If max_nodes are equal, then compare by execution time + return std::get<2>(a) < std::get<2>(b); + }); + } + + //Print statistics of min and max time, active nodes and max nodes with the corresponding permutation + out << left << setfill(' ') << setw(20) << "Total Permutations: " << permutation_count << "\n"; + out << left << setfill(' ') << setw(20) << "Min time: " << std::scientific << std::setprecision(4) << min_time.count() << "s" << right << setfill('.') << setw(30) << " Permutation " << DDMinimizer::formatSize_t(min_time_pos) << ": "<< DDMinimizer::permToString(permutations[min_time_pos]) << "\n"; + out << left << setfill(' ') << setw(20) << "Max time: " << std::scientific << std::setprecision(4) << max_time.count() << "s" << right << setfill('.') << setw(30) << " Permutation " << DDMinimizer::formatSize_t(max_time_pos) << ": "<< DDMinimizer::permToString(permutations[max_time_pos]) << "\n"; + out << left << setfill(' ') << setw(20) << "Min active nodes: "<< DDMinimizer::formatSize_t(min_active_nodes) << " nodes" << right << setfill('.') << setw(33) << " Permutation " << DDMinimizer::formatSize_t(min_active_nodes_pos) << ": "<< DDMinimizer::permToString(permutations[min_active_nodes_pos]) << "\n"; + out << left << setfill(' ') << setw(20) << "Min max nodes: "<< DDMinimizer::formatSize_t(min_max_nodes) << " nodes" << right << setfill('.') << setw(33) << " Permutation " << DDMinimizer::formatSize_t(min_max_nodes_pos) << ": "<< DDMinimizer::permToString(permutations[min_max_nodes_pos]) << "\n"; + out << left << setfill(' ') << setw(20) << "Max active nodes: "<< DDMinimizer::formatSize_t(max_active_nodes) << " nodes" << right << setfill('.') << setw(33) << " Permutation " << DDMinimizer::formatSize_t(max_active_nodes_pos) << ": "<< DDMinimizer::permToString(permutations[max_active_nodes_pos]) << "\n"; + out << left << setfill(' ') << setw(20) << "Max max nodes: "<< DDMinimizer::formatSize_t(max_active_nodes_pos) << " nodes" << right << setfill('.') << setw(33) << " Permutation " << DDMinimizer::formatSize_t(max_max_nodes_pos) << ": "<< DDMinimizer::permToString(permutations[max_max_nodes_pos]) << "\n"; + out << "________________________________________________________________________________________________\n\n"; + + + //write the graphvizStrings of the permutation with minimal and maximal active nodes into files + std::string graphvizString = permutationToGraphViz[min_active_nodes_pos]; + std::string fnameMin = "BenchmarkQuasm/dot/" + file + "min_active" + std::to_string(qubits) + ".dot"; + std::ofstream out1(fnameMin); + out1 << graphvizString; + out1.close(); + + std::string graphvizString2 = permutationToGraphViz[max_active_nodes_pos]; + std::string fnameMax = "BenchmarkQuasm/dot/" + file + "max_active" + std::to_string(qubits) + ".dot"; + std::ofstream out2(fnameMax); + out2 << graphvizString2; + out2.close(); + + std::string graphvizString3 = permutationToGraphViz[min_max_nodes_pos]; + std::string fnameMinMax = "BenchmarkQuasm/dot/" + file + "min_max" + std::to_string(qubits) + ".dot"; + std::ofstream out3(fnameMinMax); + out3 << graphvizString3; + out3.close(); + + std::string graphvizString4 = permutationToGraphViz[max_max_nodes_pos]; + std::string fnameMaxMax = "BenchmarkQuasm/dot/" + file + "max_max" + std::to_string(qubits) + ".dot"; + std::ofstream out4(fnameMaxMax); + out4 << graphvizString4; + out4.close(); + + size_t index; + size_t max_nodes = 0; + size_t active_nodes = 0; + std::chrono::duration time; + + for (const auto& entry : perm_by_active_nodes) { + //save the vecotr of all permutation indices (also simulation time and max_nodes) with the same active_nodes count + auto& vec = entry.second; + out << vec.size() << " permutations have " << entry.first << " active nodes.\n"; + //iterate over all the permutations that have the same active_nodes/ are in the vector and print the max_nodes, simulation time and the permutation itself + for (const auto& permutation : vec) { + index = std::get<0>(permutation); + max_nodes= std::get<1>(permutation); + time = std::get<2>(permutation); + out << DDMinimizer::measurementToString({true,false,true}, index, max_nodes, active_nodes, time); + out << DDMinimizer::permToString(permutations[index]) <<"\n"; + } + out << "\n"; + } + out << "________________________________________________________________________________________________\n\n"; + for (const auto& entry : perm_by_max_nodes) { + //save the vecotr of all permutation indices (also simulation time and active_nodes) with the same max_nodes count + const auto& vec = entry.second; + out << vec.size() << " permutations have " << entry.first << " max nodes.\n"; + //iterate over all the permutations that have the same max_nodes/ are in the vector and print the active_nodes, simulation time and the permutation itself + for (const auto& permutation : vec) { + index = std::get<0>(permutation); + active_nodes = std::get<1>(permutation); + time = std::get<2>(permutation); + out << DDMinimizer::measurementToString({false,true,true}, index, max_nodes, active_nodes, time );; + out << DDMinimizer::permToString(permutations[index]) <<"\n"; + } + out << "\n"; + } + out << "________________________________________________________________________________________________\n\n"; + for (const auto& entry : perm_by_time) { + time = entry.first; + const auto& perm = entry.second; + out << "execution time of: " << std::scientific << std::setprecision(4) << time.count() << "s: "; + //Each time should only have one entry. I think + if (!perm.empty()) { + auto& permutation = perm.front(); + index = std::get<0>(permutation); + active_nodes = std::get<1>(permutation); + max_nodes = std::get<2>(permutation); + out << DDMinimizer::measurementToString({true,true,false}, index, max_nodes, active_nodes, time ); + out << DDMinimizer::permToString(permutations[index]); + } + out << "\n"; + } + out << "________________________________________________________________________________________________\n\n"; +} + +qc::Permutation DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc){ + return qc.initialLayout; +} + + +qc::Permutation DDMinimizer::createControlBasedPermutation(qc::QuantumComputation& qc){ + std::map> controlToTargets; + + for (const auto& op : qc.ops) { + if(!op->isStandardOperation()){ + continue; + } + Controls controls = op->getControls(); + std::set targets = {op->getTargets().begin(), op->getTargets().end()}; + + for (const auto& control : controls) { + if (controlToTargets.find(control.qubit) == controlToTargets.end()) { + // If the control does not exist in the map, add it with the current set of targetInts + controlToTargets[control.qubit] = targets; + } else { + // If the control exists, insert the new targets into the existing set + controlToTargets[control.qubit].insert(targets.begin(), targets.end()); + } + } + } std::size_t bits = qc.getNqubits(); std::vector logicalQubits(bits); std::vector physicalQubits(bits); @@ -72,13 +455,12 @@ qc::Permutation DDMinimizer::createControlBasedPermutation(qc::QuantumComputatio perm[logicalQubits[m]] = physicalQubits[m]; } return perm; - } - std::vector DDMinimizer::createAllPermutations(qc::QuantumComputation& qc) { +std::vector DDMinimizer::createAllPermutations(qc::QuantumComputation& qc) { std::size_t bits = qc.getNqubits(); - std::size_t permutation_count = qc::DDMinimizer::factorial(bits); + std::size_t permutation_count = DDMinimizer::factorial(bits); // vector with all possible Permutations std::vector permutations; @@ -125,10 +507,7 @@ std::size_t DDMinimizer::factorial(std::size_t n) { } std::string DDMinimizer::readFileIntoString(const std::string& filePath) { - // Open the file std::ifstream fileStream(filePath); - - // Check if the file was opened successfully if (!fileStream.is_open()) { throw std::runtime_error("Could not open file: " + filePath); } @@ -146,46 +525,12 @@ std::string DDMinimizer::readFileIntoString(const std::string& filePath) { line.erase(line.find_last_not_of(" \t\n\r\f\v") + 1); if (!line.empty()) { - /*if (!replaced && line.find("OPENQASM 2.0;") != std::string::npos) { - line = "OPENQASM 3.0;"; - replaced = true; - }*/ buffer << line << '\n'; } } - return buffer.str(); } - - -std::map> DDMinimizer::createControlToTargetMap(qc::QuantumComputation& qc) { - std::map> controlToTargets; - - for (const auto& op : qc.ops) { - if(!op->isStandardOperation()){ - continue; - } - Controls controls = op->getControls(); - std::set targets = {op->getTargets().begin(), op->getTargets().end()}; - - /*for (const auto& target : op->getTargets()) { - // Assuming there's a way to convert Qubit to int, e.g., target.toInt() - targetInts.insert(target.toInt()); - }*/ - for (const auto& control : controls) { - if (controlToTargets.find(control.qubit) == controlToTargets.end()) { - // If the control does not exist in the map, add it with the current set of targetInts - controlToTargets[control.qubit] = targets; - } else { - // If the control exists, insert the new targets into the existing set - controlToTargets[control.qubit].insert(targets.begin(), targets.end()); - } - } - } - return controlToTargets; -} - std::string DDMinimizer::permToString(Permutation perm){ std::ostringstream oss; for (const auto& entry : perm) { @@ -242,4 +587,4 @@ std::string DDMinimizer::formatSize_t(size_t t){ -}// namespace qc \ No newline at end of file +};// namespace qc \ No newline at end of file diff --git a/test/test_reorder_without_reordering.cpp b/test/test_reorder_without_reordering.cpp index ca77b091..b6603ab1 100644 --- a/test/test_reorder_without_reordering.cpp +++ b/test/test_reorder_without_reordering.cpp @@ -12,314 +12,26 @@ #include #include #include +#include +#include using namespace qc; using namespace std; - TEST(ReorderWithoutReorderingTest, reorderByControls) { - std::string fname = "BenchmarkQuasm/results/graphstate_controls.txt"; - std::ofstream out(fname); - - - for(int k = 3; k < 7; k++){ - out << "Start Simulation of graphstate_indep_qiskit_" + std::to_string(k) + "__________________________________________________\n"; - - //Read qasm string from file - std::string qasmString; - try { - std::string fn = "BenchmarkQuasm/qasm/graphstate_indep_qiskit_" + std::to_string(k) + ".qasm"; - qasmString = DDMinimizer::readFileIntoString(fn); - } catch (const std::exception& e) { - std::cerr << e.what() << "\n"; - } - - //Create a Quantum Computation from the qasm string - auto qc = QuantumComputation::fromQASM(qasmString); - qc.print(out); - - - //compute the control based permutation of the initial layout - qc::Permutation perm = qc::DDMinimizer::createControlBasedPermutation(qc); - QuantumComputation qcc = qc; - qcc.initialLayout = perm; - qc::CircuitOptimizer::elidePermutations(qcc); - - auto qcc_unique_ptr = std::make_unique(std::move(qcc)); - CircuitSimulator ddsim_qcc(std::move(qcc_unique_ptr), ApproximationInfo(1, 1, ApproximationInfo::FidelityDriven)); - auto qc_unique_ptr = std::make_unique(std::move(qcc)); - CircuitSimulator ddsim_qc(std::move(qc_unique_ptr), ApproximationInfo(1, 1, ApproximationInfo::FidelityDriven)); - - - std::chrono::duration duration_qc; - std::chrono::duration duration_qcc; - std::size_t size_max_qc = 0; - std::size_t size_max_qcc = 0; - std::size_t size_qc = 0; - std::size_t size_qcc = 0; - - auto start_qc = std::chrono::high_resolution_clock::now(); - ddsim_qc.simulate(1); - auto end_qc = std::chrono::high_resolution_clock::now(); - duration_qc = end_qc - start_qc; - size_max_qc = ddsim_qc.getMaxNodeCount(); - size_qc = ddsim_qc.getActiveNodeCount(); - - auto start_qcc = std::chrono::high_resolution_clock::now(); - ddsim_qcc.simulate(1); - auto end_qcc = std::chrono::high_resolution_clock::now(); - duration_qcc = end_qcc - start_qcc; - size_max_qcc = ddsim_qcc.getMaxNodeCount(); - size_qcc = ddsim_qcc.getActiveNodeCount(); - - - std::string graphvizString_qc = ddsim_qc.exportDDtoGraphvizString(true, true, true, true, true); - std::string graphvizString_qcc = ddsim_qcc.exportDDtoGraphvizString(true, true, true, true, true); - - std::string fname_qc = "BenchmarkQuasm/dot_control/graphstate_origin_" + std::to_string(k) + ".dot"; - std::ofstream out_qc(fname_qc); - out_qc << graphvizString_qc; - out_qc.close(); - std::string fname_qcc = "BenchmarkQuasm/dot_control/graphstate_permuted_" + std::to_string(k) + ".dot"; - std::ofstream out_qcc(fname_qcc); - out_qcc << graphvizString_qcc; - out_qcc.close(); - - out << left << setfill(' ') << setw(30) << "control based Permutation: " << right << setfill('.') << setw(30) << qc::DDMinimizer::permToString(perm) << "\n"; - out << left << setfill(' ') << setw(30) << "Original Permutation: " << right << setfill('.') << setw(30) << qc::DDMinimizer::permToString(qc.initialLayout) << "\n"; - out << std::left << std::setfill(' ') << std::setw(30) << "Identity Duration: " << std::scientific << std::setprecision(4) << duration_qc.count() << "s" << std::right << std::setfill('.') << std::setw(30) << "\n"; - out << std::left << std::setfill(' ') << std::setw(30) << "Permuted Duration: " << std::scientific << std::setprecision(4) << duration_qcc.count() << "s" << std::right << std::setfill('.') << std::setw(30) << "\n"; - out << std::left << std::setfill(' ') << std::setw(30) << "Identity active_nodes: " << qc::DDMinimizer::formatSize_t(size_qc) << std::right << std::setfill('.') << std::setw(39) << "\n"; - out << std::left << std::setfill(' ') << std::setw(30) << "Permuted active_nodes: " << qc::DDMinimizer::formatSize_t(size_qcc) << std::right << std::setfill('.') << std::setw(39) << "\n"; - out << std::left << std::setfill(' ') << std::setw(30) << "Identity max_nodes: " << qc::DDMinimizer::formatSize_t(size_max_qc) << std::right << std::setfill('.') << std::setw(39) << "\n"; - out << std::left << std::setfill(' ') << std::setw(30) << "Permuted max_nodes: " << qc::DDMinimizer::formatSize_t(size_max_qcc) << std::right << std::setfill('.') << std::setw(39) << "\n"; - out << "________________________________________________________________________________________________\n\n"; - - - } - - out.close(); - } - - TEST(ReorderWithoutReorderingTest, measureAllPermutations) { - std::string fname = "BenchmarkQuasm/results/graphstate_all.txt"; - std::ofstream out(fname); - - for(int k = 3; k < 5; k++){ - out << "Start Simulation of graphstate_indep_qiskit_" + std::to_string(k) + "__________________________________________________\n"; - - //Read qasm string from file - std::string qasmString; - try { - std::string fn = "BenchmarkQuasm/qasm/graphstate_indep_qiskit_" + std::to_string(k) + ".qasm"; - qasmString = DDMinimizer::readFileIntoString(fn); - } catch (const std::exception& e) { - std::cerr << e.what() << "\n"; - } - - //Create a Quantum Computation from the qasm string - auto qc = QuantumComputation::fromQASM(qasmString); - qc.print(out); - - - //Save how many qubits the quantum computation has and compute how many permutations of the initial layout exist - //Create all Permutations of initial layout and save them in the permutations vecotor - std::size_t bits = qc.getNqubits(); - std::size_t permutation_count = qc::DDMinimizer::factorial(bits); - std::vector permutations = DDMinimizer::createAllPermutations(qc); - - /*prepare all variables for simulation and benchmarking: - - measurements for the size of the decision diagram: - -min and max, as well as the coresponding index/position of the permutation in the permutatin vector for the active and max nodes - - measurement for the simulation: - -min and max duration of the simulation , as well as the coresponding index/position of the permutation in the permutatin vector - - maps to collect all measurements for one permutation and sort them later by active nodes and max nodes for analysis - -perm_by_active_nodes:active noes -> (index, max nodes, time) - -perm_by_max_nodes: max nodes -> (index, active nodes, time) - -perm_by_time: time -> (index, active nodes, max nodes) - - map to collect all the GraphViz strings of the decision diagramm of the permutation after simulation (end state) - -permutationToGraphViz: index in permutation vector -> GraphvizString - */ - std::size_t min_active_nodes = std::numeric_limits::max(); - std::size_t max_active_nodes = 0; - std::size_t min_active_nodes_pos = 0; - std::size_t max_active_nodes_pos = 0; - std::size_t current_active_nodes = 0; - - std::size_t min_max_nodes = std::numeric_limits::max(); - std::size_t max_max_nodes = 0; - std::size_t min_max_nodes_pos = 0; - std::size_t max_max_nodes_pos = 0; - std::size_t current_max_nodes = 0; - - std::chrono::duration min_time(std::numeric_limits::max()); - std::chrono::duration max_time(std::numeric_limits::lowest()); - std::size_t min_time_pos = 0; - std::size_t max_time_pos = 0; - std::chrono::duration duration; - - std::map>>> perm_by_active_nodes; - std::map>>> perm_by_max_nodes; - std::map, std::vector>> perm_by_time; - std::map permutationToGraphViz; - - /* Simulate the circuit using each permutation - */ - for (size_t i = 0; i < permutation_count; i++) { - //Create copy of the Quantum Computation, set the initial layout as the current permutation, apply the permutation to the qubits, - //create the simulator and with that the decision diagram - QuantumComputation qcc = qc; - qcc.initialLayout = permutations[i]; - qc::CircuitOptimizer::elidePermutations(qcc); - auto qc_unique_ptr = std::make_unique(std::move(qcc)); - CircuitSimulator ddsim(std::move(qc_unique_ptr), ApproximationInfo(1, 1, ApproximationInfo::FidelityDriven)); - - //Save the time before and after the simulation and run the simulation once - auto start = std::chrono::high_resolution_clock::now(); - ddsim.simulate(1); - auto end = std::chrono::high_resolution_clock::now(); - - //collect measruements as in execution time, active nodes, max nodes - //set min and max values and save positions - duration = end - start; - if (duration < min_time) { - min_time = duration; - min_time_pos = i; - } - if (duration > max_time) { - max_time = duration; - max_time_pos = i; - } - current_active_nodes = ddsim.getActiveNodeCount(); - if (current_active_nodes < min_active_nodes) { - min_active_nodes = current_active_nodes; - min_active_nodes_pos = i; - } - if (current_active_nodes > max_active_nodes) { - max_active_nodes= current_active_nodes; - max_active_nodes_pos = i; - } - current_max_nodes = ddsim.getMaxNodeCount(); - if (current_max_nodes < min_max_nodes) { - min_max_nodes = current_max_nodes; - min_max_nodes_pos = i; - } - if (current_max_nodes > max_max_nodes) { - max_max_nodes= current_max_nodes; - max_max_nodes_pos = i; - } - - //save the permutations with the corresponding measurements in the maps - //save one by active nodes, one by max nodes and one by time - perm_by_active_nodes[current_active_nodes].emplace_back(i, current_max_nodes, duration); - perm_by_max_nodes[current_max_nodes].emplace_back(i, current_active_nodes, duration); - perm_by_time[duration].emplace_back(i, current_active_nodes, current_max_nodes); - - //generate graphviz string and save it to access it later - std::string graphvizString = ddsim.exportDDtoGraphvizString(true, true, true, true, true); - permutationToGraphViz[i] = graphvizString; - } - - //sort the vector in the maps by the not grouped by nodes count and then by time within the group - for (auto& entry : perm_by_active_nodes) { - std::sort(entry.second.begin(), entry.second.end(), - [](const std::tuple>& a, const std::tuple>& b) { - // First compare by max_nodes - if (std::get<1>(a) != std::get<1>(b)) return std::get<1>(a) < std::get<1>(b); - // If max_nodes are equal, then compare by execution time - return std::get<2>(a) < std::get<2>(b); - }); - } - for (auto& entry : perm_by_max_nodes) { - std::sort(entry.second.begin(), entry.second.end(), - [](const std::tuple>& a, const std::tuple>& b) { - // First compare by max_nodes - if (std::get<1>(a) != std::get<1>(b)) return std::get<1>(a) < std::get<1>(b); - // If max_nodes are equal, then compare by execution time - return std::get<2>(a) < std::get<2>(b); - }); - } - - //Print statistics of min and max time, active nodes and max nodes with the corresponding permutation - out << left << setfill(' ') << setw(20) << "Total Permutations: " << permutation_count << "\n"; - out << left << setfill(' ') << setw(20) << "Min time: " << std::scientific << std::setprecision(4) << min_time.count() << "s" << right << setfill('.') << setw(30) << " Permutation " << qc::DDMinimizer::formatSize_t(min_time_pos) << ": "<< qc::DDMinimizer::permToString(permutations[min_time_pos]) << "\n"; - out << left << setfill(' ') << setw(20) << "Max time: " << std::scientific << std::setprecision(4) << max_time.count() << "s" << right << setfill('.') << setw(30) << " Permutation " << qc::DDMinimizer::formatSize_t(max_time_pos) << ": "<< qc::DDMinimizer::permToString(permutations[max_time_pos]) << "\n"; - out << left << setfill(' ') << setw(20) << "Min active nodes: "<< qc::DDMinimizer::formatSize_t(min_active_nodes) << " nodes" << right << setfill('.') << setw(33) << " Permutation " << qc::DDMinimizer::formatSize_t(min_active_nodes_pos) << ": "<< qc::DDMinimizer::permToString(permutations[min_active_nodes_pos]) << "\n"; - out << left << setfill(' ') << setw(20) << "Min max nodes: "<< qc::DDMinimizer::formatSize_t(min_max_nodes) << " nodes" << right << setfill('.') << setw(33) << " Permutation " << qc::DDMinimizer::formatSize_t(min_max_nodes_pos) << ": "<< qc::DDMinimizer::permToString(permutations[min_max_nodes_pos]) << "\n"; - out << left << setfill(' ') << setw(20) << "Max active nodes: "<< qc::DDMinimizer::formatSize_t(max_active_nodes) << " nodes" << right << setfill('.') << setw(33) << " Permutation " << qc::DDMinimizer::formatSize_t(max_active_nodes_pos) << ": "<< qc::DDMinimizer::permToString(permutations[max_active_nodes_pos]) << "\n"; - out << left << setfill(' ') << setw(20) << "Max max nodes: "<< qc::DDMinimizer::formatSize_t(max_active_nodes_pos) << " nodes" << right << setfill('.') << setw(33) << " Permutation " << qc::DDMinimizer::formatSize_t(max_max_nodes_pos) << ": "<< qc::DDMinimizer::permToString(permutations[max_max_nodes_pos]) << "\n"; - out << "________________________________________________________________________________________________\n\n"; - - - //write the graphvizStrings of the permutation with minimal and maximal active nodes into files - std::string graphvizString = permutationToGraphViz[min_active_nodes_pos]; - std::string fnameMin = "BenchmarkQuasm/dot/graphstate_min_" + std::to_string(k) + ".dot"; - std::ofstream out1(fnameMin); - out1 << graphvizString; - out1.close(); - - std::string graphvizString2 = permutationToGraphViz[max_active_nodes_pos]; - std::string fnameMax = "BenchmarkQuasm/dot/graphstate_max_" + std::to_string(k) + ".dot"; - std::ofstream out2(fnameMax); - out2 << graphvizString2; - out2.close(); +std::string emptyfile = " "; - size_t index; - size_t max_nodes = 0; - size_t active_nodes = 0; - std::chrono::duration time; +TEST(ReorderWithoutReorderingTest, runAll) { + qc::DDMinimizer::parseOptions(true, true, true, emptyfile, 0); +} - for (const auto& entry : perm_by_active_nodes) { - //save the vecotr of all permutation indices (also simulation time and max_nodes) with the same active_nodes count - auto& vec = entry.second; - out << vec.size() << " permutations have " << entry.first << " active nodes.\n"; - //iterate over all the permutations that have the same active_nodes/ are in the vector and print the max_nodes, simulation time and the permutation itself - for (const auto& permutation : vec) { - index = std::get<0>(permutation); - max_nodes= std::get<1>(permutation); - time = std::get<2>(permutation); - out << qc::DDMinimizer::measurementToString({true,false,true}, index, max_nodes, active_nodes, time); - out << qc::DDMinimizer::permToString(permutations[index]) <<"\n"; - } - out << "\n"; - } - out << "________________________________________________________________________________________________\n\n"; - for (const auto& entry : perm_by_max_nodes) { - //save the vecotr of all permutation indices (also simulation time and active_nodes) with the same max_nodes count - const auto& vec = entry.second; - out << vec.size() << " permutations have " << entry.first << " max nodes.\n"; - //iterate over all the permutations that have the same max_nodes/ are in the vector and print the active_nodes, simulation time and the permutation itself - for (const auto& permutation : vec) { - index = std::get<0>(permutation); - active_nodes = std::get<1>(permutation); - time = std::get<2>(permutation); - out << qc::DDMinimizer::measurementToString({false,true,true}, index, max_nodes, active_nodes, time );; - out << qc::DDMinimizer::permToString(permutations[index]) <<"\n"; - } - out << "\n"; - } - out << "________________________________________________________________________________________________\n\n"; - for (const auto& entry : perm_by_time) { - time = entry.first; - const auto& perm = entry.second; - out << "execution time of: " << std::scientific << std::setprecision(4) << time.count() << "s: "; - //Each time should only have one entry. I think - if (!perm.empty()) { - auto& permutation = perm.front(); - index = std::get<0>(permutation); - active_nodes = std::get<1>(permutation); - max_nodes = std::get<2>(permutation); - out << qc::DDMinimizer::measurementToString({true,true,false}, index, max_nodes, active_nodes, time ); - out << qc::DDMinimizer::permToString(permutations[index]); - } - out << "\n"; - } - out << "________________________________________________________________________________________________\n\n"; - } +TEST(ReorderWithoutReorderingTest, reorderAllByGates) { + qc::DDMinimizer::parseOptions(true, false, false, emptyfile, 0); +} - out.close(); + TEST(ReorderWithoutReorderingTest, reorderAllByControls) { + qc::DDMinimizer::parseOptions(false, true, false, emptyfile, 0); +} + TEST(ReorderWithoutReorderingTest, reorderAllByAll) { + qc::DDMinimizer::parseOptions(false, false, true, emptyfile, 0); } \ No newline at end of file From 105e3da1e9c4b6404eca452f8c5f6585b0a48a33 Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Claudia=20D=C3=BCnzinger?= Date: Mon, 8 Jul 2024 10:34:00 +0200 Subject: [PATCH 05/67] corrected time measurement, documented bug with u gate --- include/DDMinimizer.hpp | 8 +- src/DDMinimizer.cpp | 307 +++++++++----- test/BenchmarkQuasm/dot/ghz_max_2.dot | 12 - test/BenchmarkQuasm/dot/ghz_max_2.png | Bin 15270 -> 0 bytes test/BenchmarkQuasm/dot/ghz_max_3.dot | 16 - test/BenchmarkQuasm/dot/ghz_max_3.png | Bin 20844 -> 0 bytes test/BenchmarkQuasm/dot/ghz_max_4.dot | 20 - test/BenchmarkQuasm/dot/ghz_max_4.png | Bin 28352 -> 0 bytes test/BenchmarkQuasm/dot/ghz_max_5.dot | 24 -- test/BenchmarkQuasm/dot/ghz_max_5.png | Bin 32392 -> 0 bytes test/BenchmarkQuasm/dot/ghz_max_6.dot | 28 -- test/BenchmarkQuasm/dot/ghz_max_6.png | Bin 39142 -> 0 bytes test/BenchmarkQuasm/dot/ghz_max_7.dot | 32 -- test/BenchmarkQuasm/dot/ghz_max_7.png | Bin 49814 -> 0 bytes test/BenchmarkQuasm/dot/ghz_max_8.dot | 36 -- test/BenchmarkQuasm/dot/ghz_max_8.png | Bin 50162 -> 0 bytes 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runInputCompariston(int from, int to, bool gateBased, bool controlBased, bool allPermutations, std::string file); - static void runLayoutComparison(std::ofstream& out, qc::QuantumComputation& qc, qc::Permutation perm, std::string file, int qubits); + static void runLayoutComparison(std::ofstream& out, qc::QuantumComputation& qc, qc::QuantumComputation& qcc, qc::Permutation perm, std::string file, int qubits); static void runAllComparisons(std::ofstream& out, qc::QuantumComputation& qc, std::string file, int qubits); - static qc::Permutation createGateBasedPermutation(qc::QuantumComputation& qc); + static qc::Permutation createGateBasedPermutation(std::ofstream& out, qc::QuantumComputation& qc); /** * @brief creates a possible permutations of the initialLayout based on how to control bits are located * @param QuantumComputation */ - static qc::Permutation createControlBasedPermutation(qc::QuantumComputation& qc); + static qc::Permutation createControlBasedPermutation(std::ofstream& out, qc::QuantumComputation& qc); /** * @brief creates a vector of all possible permutations of the initialLayout @@ -67,5 +67,7 @@ class DDMinimizer { static std::string measurementToString(std::vector code, size_t index, size_t max_nodes, size_t active_nodes, std::chrono::duration time); static std::string formatSize_t(size_t t); + static void removeAnsi(std::string filePath); + }; // class DDMinimizer } // namespace qc diff --git a/src/DDMinimizer.cpp b/src/DDMinimizer.cpp index 910ea4f7..4117a811 100644 --- a/src/DDMinimizer.cpp +++ b/src/DDMinimizer.cpp @@ -33,9 +33,11 @@ namespace qc { ***/ void optimizeInputPermutation(qc::QuantumComputation qc){ + /*TODO qc::Permutation perm = DDMinimizer::createControlBasedPermutation(qc); qc.initialLayout = perm; qc::CircuitOptimizer::elidePermutations(qc); + */ } void DDMinimizer::parseOptions(bool gateBased, bool controlBased, bool allPermutations, std::string file, int qubits){ @@ -44,24 +46,24 @@ void DDMinimizer::parseOptions(bool gateBased, bool controlBased, bool allPermu {"dj_indep_qiskit_", {2, 7}}, {"ghz_indep_qiskit_", {2, 10}}, {"graphstate_indep_qiskit_", {3, 7}}, - //{"grover-noancilla_indep_qiskit_", {2, 7}}, - //{"grover-v-chain_indep_qiskit_", {2, 7}}, - //{"portfolioqaoa_indep_qiskit_", {3, 7}}, + {"grover-noancilla_indep_qiskit_", {2, 7}}, + {"grover-v-chain_indep_qiskit_", {2, 7}}, + {"portfolioqaoa_indep_qiskit_", {3, 7}}, {"portfoliovqe_indep_qiskit_", {3, 7}}, {"qaoa_indep_qiskit_", {3, 10}}, - //{"qftentangled_indep_qiskit_", {2, 7}}, - //{"qft_indep_qiskit_", {2, 10}}, + {"qftentangled_indep_qiskit_", {2, 7}}, + {"qft_indep_qiskit_", {2, 10}}, {"qnn_indep_qiskit_", {2, 7}}, - //{"qpeexact_indep_qiskit_", {2, 10}}, - //{"qpeinexact_indep_qiskit_", {2, 7}}, - //{"qwalk-noancilla_indep_qiskit_", {3, 7}}, + {"qpeexact_indep_qiskit_", {2, 10}}, + {"qpeinexact_indep_qiskit_", {2, 7}}, + {"qwalk-noancilla_indep_qiskit_", {3, 7}}, {"qwalk-v-chain_indep_qiskit_", {3, 7}}, - //{"random_indep_qiskit_", {2, 7}}, + {"random_indep_qiskit_", {2, 7}}, {"realamprandom_indep_qiskit_", {2, 7}}, {"su2random_indep_qiskit_", {2, 7}}, {"twolocalrandom_indep_qiskit_", {2, 7}}, {"vqe_indep_qiskit_", {3, 10}}, - //{"wstate_indep_qiskit_", {2, 7}} + {"wstate_indep_qiskit_", {2, 7}} }; if(file.compare(" ") != 0){ @@ -92,51 +94,98 @@ void DDMinimizer::parseOptions(bool gateBased, bool controlBased, bool allPermu void DDMinimizer::runInputCompariston(int from, int to, bool gateBased, bool controlBased, bool allPermutations, std::string file){ std::string qasmString; - std::string fname; + if(gateBased){ - fname = "BenchmarkQuasm/results/" + file+ "_gates.txt"; - } - if(controlBased){ - fname = "BenchmarkQuasm/results/" + file+ "_controls.txt"; + std::string fname_gate = "BenchmarkQuasm/results/" + file+ "gates.txt"; + std::cout << "Start measuring of gate based permutations for " + fname_gate + "\n"; + std::cout.flush(); + std::ofstream out_gate(fname_gate); + for(int k = from; k <= to; k++){ + if(file.compare("random_indep_qiskit_") == 0 && k == 6){ + continue; + } + try { + std::string fn = "BenchmarkQuasm/qasm/" + file + std::to_string(k) + ".qasm"; + qasmString = DDMinimizer::readFileIntoString(fn); + } catch (const std::exception& e) { + std::cout << e.what() << "\n"; + } + + out_gate << "Start Simulation of " + file + std::to_string(k) + "__________________________________________________\n"; + auto qc = QuantumComputation::fromQASM(qasmString); + auto qcc = QuantumComputation::fromQASM(qasmString); + out_gate << qc; + qc::Permutation perm = DDMinimizer::createGateBasedPermutation(out_gate, qc); + qcc.initialLayout = perm; + qc::CircuitOptimizer::elidePermutations(qcc); + DDMinimizer::runLayoutComparison(out_gate, qc, qcc, perm, file, k); + } + out_gate.close(); + DDMinimizer::removeAnsi(fname_gate); } - if(allPermutations){ - fname = "BenchmarkQuasm/results/" + file+ "_all.txt"; - } - std::ofstream out(fname); - for(int k = from; k <= to; k++){ - try { - std::string fn = "BenchmarkQuasm/qasm/" + file + std::to_string(k) + ".qasm"; - qasmString = DDMinimizer::readFileIntoString(fn); - } catch (const std::exception& e) { - std::cout << e.what() << "\n"; - } - out << "Start Simulation of " + file + std::to_string(k) + "__________________________________________________\n"; - auto qc = QuantumComputation::fromQASM(qasmString); - out << qc; - if(gateBased){ - qc::Permutation perm = DDMinimizer::createGateBasedPermutation(qc); - DDMinimizer::runLayoutComparison(out, qc, perm, file, k); - } - if(controlBased){ - qc::Permutation perm = DDMinimizer::createControlBasedPermutation(qc); - DDMinimizer::runLayoutComparison(out, qc, perm, file, k); + + if(controlBased){ + std::string fname_control = "BenchmarkQuasm/results/" + file+ "controls.txt"; + std::cout << "Start measuring of cotrol based permutations for " + fname_control + "\n"; + std::cout.flush(); + std::ofstream out_control(fname_control); + for(int k = from; k <= to; k++){ + if(file.compare("random_indep_qiskit_") == 0 && k == 6){ + continue; + } + try { + std::string fn = "BenchmarkQuasm/qasm/" + file + std::to_string(k) + ".qasm"; + qasmString = DDMinimizer::readFileIntoString(fn); + std::cout << "Version: " + std::to_string(k) + ", file: " + fn + "\n"; + } catch (const std::exception& e) { + std::cout << e.what() << "\n"; + } + out_control << "Start Simulation of " + file + std::to_string(k) + "__________________________________________________\n"; + auto qc = QuantumComputation::fromQASM(qasmString); + auto qcc = QuantumComputation::fromQASM(qasmString); + out_control << qc; + qc::Permutation perm = DDMinimizer::createControlBasedPermutation(out_control, qc); + qcc.initialLayout = perm; + qc::CircuitOptimizer::elidePermutations(qcc); + DDMinimizer::runLayoutComparison(out_control, qc, qcc, perm, file, k); } - if(allPermutations){ - DDMinimizer::runAllComparisons(out, qc, file, k); + out_control.close(); + DDMinimizer::removeAnsi(fname_control); + } + + if(allPermutations){ + std::string fname_all = "BenchmarkQuasm/results/" + file+ "all.txt"; + std::cout << "Start measuring all permutations for " + fname_all + "\n"; + std::cout.flush(); + std::ofstream out_all(fname_all); + for(int k = from; k <= to && k <= 6; k++){ + if(file.compare("random_indep_qiskit_") == 0 && k == 6){ + continue; + } + try { + std::string fn = "BenchmarkQuasm/qasm/" + file + std::to_string(k) + ".qasm"; + qasmString = DDMinimizer::readFileIntoString(fn); + } catch (const std::exception& e) { + std::cout << e.what() << "\n"; + } + out_all << "Start Simulation of " + file + std::to_string(k) + "__________________________________________________\n"; + auto qc = QuantumComputation::fromQASM(qasmString); + out_all << qc; + DDMinimizer::runAllComparisons(out_all, qc, file, k); } + out_all.close(); + DDMinimizer::removeAnsi(fname_all); } - out.close(); } -void DDMinimizer::runLayoutComparison(std::ofstream& out, qc::QuantumComputation& qc, qc::Permutation perm, std::string file, int qubits){ - QuantumComputation qcc = qc; - qcc.initialLayout = perm; - qc::CircuitOptimizer::elidePermutations(qcc); +void DDMinimizer::runLayoutComparison(std::ofstream& out, qc::QuantumComputation& qc, qc::QuantumComputation& qcc, qc::Permutation perm, std::string file, int qubits){ + out << left << setfill(' ') << setw(30) << "Computed Permutation: " << right << setfill('.') << setw(30) <(std::move(qcc)); CircuitSimulator ddsim_qcc(std::move(qcc_unique_ptr), ApproximationInfo(1, 1, ApproximationInfo::FidelityDriven)); - auto qc_unique_ptr = std::make_unique(std::move(qcc)); + auto qc_unique_ptr = std::make_unique(std::move(qc)); CircuitSimulator ddsim_qc(std::move(qc_unique_ptr), ApproximationInfo(1, 1, ApproximationInfo::FidelityDriven)); @@ -145,23 +194,59 @@ void DDMinimizer::runLayoutComparison(std::ofstream& out, qc::QuantumComputation std::size_t size_max_qc = 0; std::size_t size_max_qcc = 0; std::size_t size_qc = 0; - std::size_t size_qcc = 0; + std::size_t size_qcc = 0; + + auto start1_qc = std::chrono::high_resolution_clock::now(); + ddsim_qc.simulate(1); + auto end1_qc = std::chrono::high_resolution_clock::now(); + + auto start1_qcc = std::chrono::high_resolution_clock::now(); + ddsim_qcc.simulate(1); + auto end1_qcc = std::chrono::high_resolution_clock::now(); + auto start2_qcc = std::chrono::high_resolution_clock::now(); + ddsim_qcc.simulate(1); + auto end2_qcc = std::chrono::high_resolution_clock::now(); - auto start_qc = std::chrono::high_resolution_clock::now(); + auto start2_qc = std::chrono::high_resolution_clock::now(); + ddsim_qc.simulate(1); + auto end2_qc = std::chrono::high_resolution_clock::now(); + auto start3_qc = std::chrono::high_resolution_clock::now(); + ddsim_qc.simulate(1); + auto end3_qc = std::chrono::high_resolution_clock::now(); + + auto start3_qcc = std::chrono::high_resolution_clock::now(); + ddsim_qcc.simulate(1); + auto end3_qcc = std::chrono::high_resolution_clock::now(); + auto start4_qcc = std::chrono::high_resolution_clock::now(); + ddsim_qcc.simulate(1); + auto end4_qcc = std::chrono::high_resolution_clock::now(); + + auto start4_qc = std::chrono::high_resolution_clock::now(); + ddsim_qc.simulate(1); + auto end4_qc = std::chrono::high_resolution_clock::now(); + auto start5_qc = std::chrono::high_resolution_clock::now(); + ddsim_qc.simulate(1); + auto end5_qc = std::chrono::high_resolution_clock::now(); + + auto start5_qcc = std::chrono::high_resolution_clock::now(); + ddsim_qcc.simulate(1); + auto end5_qcc = std::chrono::high_resolution_clock::now(); + auto start6_qcc = std::chrono::high_resolution_clock::now(); + ddsim_qcc.simulate(1); + auto end6_qcc = std::chrono::high_resolution_clock::now(); + + auto start6_qc = std::chrono::high_resolution_clock::now(); ddsim_qc.simulate(1); - auto end_qc = std::chrono::high_resolution_clock::now(); - duration_qc = end_qc - start_qc; + auto end6_qc = std::chrono::high_resolution_clock::now(); + + duration_qc = (end3_qc - start3_qc + end4_qc - start4_qc + end5_qc - start5_qc + end6_qc - start6_qc) / 4.0; size_max_qc = ddsim_qc.getMaxNodeCount(); size_qc = ddsim_qc.getActiveNodeCount(); - auto start_qcc = std::chrono::high_resolution_clock::now(); - ddsim_qcc.simulate(1); - auto end_qcc = std::chrono::high_resolution_clock::now(); - duration_qcc = end_qcc - start_qcc; + duration_qcc = (end3_qcc - start3_qcc + end4_qcc - start4_qcc + end5_qcc - start5_qcc + end6_qcc - start6_qcc) / 4.0; size_max_qcc = ddsim_qcc.getMaxNodeCount(); size_qcc = ddsim_qcc.getActiveNodeCount(); - std::string graphvizString_qc = ddsim_qc.exportDDtoGraphvizString(true, true, true, true, true); std::string graphvizString_qcc = ddsim_qcc.exportDDtoGraphvizString(true, true, true, true, true); @@ -174,8 +259,6 @@ void DDMinimizer::runLayoutComparison(std::ofstream& out, qc::QuantumComputation out_qcc << graphvizString_qcc; out_qcc.close(); - out << left << setfill(' ') << setw(30) << "Computed Permutation: " << right << setfill('.') << setw(30) < time; + std::chrono::duration sum_time(0); for (const auto& entry : perm_by_active_nodes) { //save the vecotr of all permutation indices (also simulation time and max_nodes) with the same active_nodes count @@ -357,10 +456,13 @@ void DDMinimizer::runAllComparisons(std::ofstream& out, qc::QuantumComputation& index = std::get<0>(permutation); max_nodes= std::get<1>(permutation); time = std::get<2>(permutation); + sum_time += time; out << DDMinimizer::measurementToString({true,false,true}, index, max_nodes, active_nodes, time); out << DDMinimizer::permToString(permutations[index]) <<"\n"; - } - out << "\n"; + } + out << "\n...........................\n"; + out << "Average time: " << std::scientific << std::setprecision(4) << (sum_time / vec.size()).count() << "s\n\n"; + sum_time = std::chrono::duration(0); } out << "________________________________________________________________________________________________\n\n"; for (const auto& entry : perm_by_max_nodes) { @@ -372,10 +474,13 @@ void DDMinimizer::runAllComparisons(std::ofstream& out, qc::QuantumComputation& index = std::get<0>(permutation); active_nodes = std::get<1>(permutation); time = std::get<2>(permutation); + sum_time += time; out << DDMinimizer::measurementToString({false,true,true}, index, max_nodes, active_nodes, time );; out << DDMinimizer::permToString(permutations[index]) <<"\n"; } - out << "\n"; + out << "\n...........................\n"; + out << "Average time: " << std::scientific << std::setprecision(4) << (sum_time / vec.size()).count() << "s\n\n"; + sum_time = std::chrono::duration(0); } out << "________________________________________________________________________________________________\n\n"; for (const auto& entry : perm_by_time) { @@ -396,12 +501,12 @@ void DDMinimizer::runAllComparisons(std::ofstream& out, qc::QuantumComputation& out << "________________________________________________________________________________________________\n\n"; } -qc::Permutation DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc){ +qc::Permutation DDMinimizer::createGateBasedPermutation(std::ofstream& out, qc::QuantumComputation& qc){ return qc.initialLayout; } -qc::Permutation DDMinimizer::createControlBasedPermutation(qc::QuantumComputation& qc){ +qc::Permutation DDMinimizer::createControlBasedPermutation(std::ofstream& out, qc::QuantumComputation& qc){ std::map> controlToTargets; for (const auto& op : qc.ops) { @@ -447,7 +552,12 @@ qc::Permutation DDMinimizer::createControlBasedPermutation(qc::QuantumComputatio auto weightA = qubitWeights.find(a) != qubitWeights.end() ? qubitWeights.at(a) : 0; auto weightB = qubitWeights.find(b) != qubitWeights.end() ? qubitWeights.at(b) : 0; return weightA < weightB; - }); + }); + + for(int i = 0; i < bits; i++){ + out << "Q: " << i << " w: " << qubitWeights[i] << " | "; + } + out << "\n"; qc::Permutation perm; @@ -515,18 +625,7 @@ std::string DDMinimizer::readFileIntoString(const std::string& filePath) { std::stringstream buffer; std::string line; while (std::getline(fileStream, line)) { - // Remove comments and trim the line if necessary - std::size_t commentPos = line.find('//'); - if (commentPos != std::string::npos) { - line = line.substr(0, commentPos); - } - // Remove leading and trailing whitespace - line.erase(0, line.find_first_not_of(" \t\n\r\f\v")); - line.erase(line.find_last_not_of(" \t\n\r\f\v") + 1); - - if (!line.empty()) { buffer << line << '\n'; - } } return buffer.str(); } @@ -544,29 +643,13 @@ std::string DDMinimizer::permToString(Permutation perm){ */ std::string DDMinimizer::measurementToString(std::vector code, size_t index, size_t max_nodes, size_t active_nodes, std::chrono::duration time){ std::ostringstream oss; - - if(index > 9){ - oss << "Index: " << index <<" | "; - } - else{ - oss << "Index: " << index <<" | "; - } + oss << "Index: " << DDMinimizer::formatSize_t(index) <<" | "; if(code[0]){ - if(max_nodes > 9){ - oss << "Max_nodes: " << max_nodes << " | "; - } - else{ - oss << "Max_nodes: " << max_nodes << " | "; - } + oss << "Max_nodes: " << DDMinimizer::formatSize_t(max_nodes) << " | "; } if(code[1]){ - if(active_nodes > 9){ - oss << "Active_nodes: " << active_nodes << " | "; - } - else{ - oss << "Active_nodes: " << active_nodes << " | "; - } + oss << "Active_nodes: " << DDMinimizer::formatSize_t(active_nodes) << " | "; } if(code[2]){ oss << "Time: " << std::scientific << std::setprecision(4) << time.count() << "s | "; @@ -576,15 +659,47 @@ std::string DDMinimizer::measurementToString(std::vector code, size_t inde std::string DDMinimizer::formatSize_t(size_t t){ std::ostringstream oss; - if(t > 9){ + if(t > 99){ oss << t; } - else{ + else if(t > 9){ oss << t << " "; } + else{ + oss << t << " "; + } return oss.str(); } +void DDMinimizer::removeAnsi(std::string filePath){ + // Open input file in read mode + std::ifstream inputFile(filePath); + if (!inputFile.is_open()) { + std::cout << "Failed to open file: " << filePath << std::endl; + return; + } + + // Read the contents of the file into a string using stringstream + std::stringstream buffer; + buffer << inputFile.rdbuf(); + inputFile.close(); + + const std::regex ansi_escape(R"(\x1B\[[0-?]*[ -/]*[@-~])"); + // Remove ANSI escape codes + std::string cleanedContents = std::regex_replace(buffer.str(), ansi_escape, ""); + + // Open the same file in write mode to overwrite it + std::ofstream outputFile(filePath); + if (!outputFile.is_open()) { + std::cout << "Failed to open file for writing: " << filePath << std::endl; + return; + } + + // Write the cleaned contents back to the file + outputFile << cleanedContents; + outputFile.close(); +} + };// namespace qc \ No newline at end of file diff --git a/test/BenchmarkQuasm/dot/ghz_max_2.dot b/test/BenchmarkQuasm/dot/ghz_max_2.dot deleted file mode 100644 index c033943a..00000000 --- a/test/BenchmarkQuasm/dot/ghz_max_2.dot +++ /dev/null @@ -1,12 +0,0 @@ -digraph "DD" {graph[];node[shape=plain];edge[arrowhead=none] -root 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BenchmarkQuasm/qasm/grover-v-chain_indep_qiskit_6.qasm", those files don`t exist.) + + +the files can be found in /home/mqt-ddsim/test/BenchmarkQuasm/qasm/ae_indep_qiskit_2.qasm: + +ae_indep_qiskit_2.qasm: + +// Benchmark was created by MQT Bench on 2024-03-17 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg eval[1]; +qreg q[1]; +creg meas[2]; +u2(0,-pi) eval[0]; +u3(0.9272952180016122,0,0) q[0]; +cx eval[0],q[0]; +u(-0.9272952180016122,0,0) q[0]; //line 14 +cx eval[0],q[0]; +h eval[0]; +u(0.9272952180016122,0,0) q[0]; +barrier eval[0],q[0]; +measure eval[0] -> meas[0]; +measure q[0] -> meas[1]; + +Error: +:14:1: +Usage of unknown gate 'u'. +unknown file: Failure +C++ exception with description ":14:1: +Usage of unknown gate 'u'." thrown in the test body. + +ae_indep_qiskit_3.qasm: +// Benchmark was created by MQT Bench on 2024-03-17 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg eval[2]; +qreg q[1]; +creg meas[3]; +u2(0,-pi) eval[0]; +u2(0,-pi) eval[1]; +u3(0.9272952180016122,0,0) q[0]; +cx eval[0],q[0]; +u(-0.9272952180016122,0,0) q[0]; //line 15 +cx eval[0],q[0]; +u3(0.9272952180016122,0,0) q[0]; +cx eval[1],q[0]; +u(-1.8545904360032244,0,0) q[0]; +cx eval[1],q[0]; +h eval[1]; +cp(-pi/2) eval[0],eval[1]; +h eval[0]; +u(1.8545904360032244,0,0) q[0]; +barrier eval[0],eval[1],q[0]; +measure eval[0] -> meas[0]; +measure eval[1] -> meas[1]; +measure q[0] -> meas[2]; + +Error: +:15:1: +Usage of unknown gate 'u'. +unknown file: Failure +C++ exception with description ":15:1: +Usage of unknown gate 'u'." thrown in the test body. + +// Benchmark was created by MQT Bench on 2024-03-17 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +ae_indep_qiskit_4.qasm: + +OPENQASM 2.0; +include "qelib1.inc"; +qreg eval[3]; +qreg q[1]; +creg meas[4]; +u2(0,-pi) eval[0]; +u2(0,-pi) eval[1]; +u2(0,-pi) eval[2]; +u3(0.9272952180016122,0,0) q[0]; +cx eval[0],q[0]; +u(-0.9272952180016122,0,0) q[0]; //line 16 +cx eval[0],q[0]; +u3(0.9272952180016122,0,0) q[0]; +cx eval[1],q[0]; +u(-1.8545904360032244,0,0) q[0]; +cx eval[1],q[0]; +u3(1.8545904360032244,0,0) q[0]; +cx eval[2],q[0]; +u(-3.7091808720064487,0,0) q[0]; +cx eval[2],q[0]; +h eval[2]; +cp(-pi/2) eval[1],eval[2]; +cp(-pi/4) eval[0],eval[2]; +h eval[1]; +cp(-pi/2) eval[0],eval[1]; +h eval[0]; +u(3.7091808720064487,0,0) q[0]; +barrier eval[0],eval[1],eval[2],q[0]; +measure eval[0] -> meas[0]; +measure eval[1] -> meas[1]; +measure eval[2] -> meas[2]; +measure q[0] -> meas[3]; + +Error: +:16:1: +Usage of unknown gate 'u'. +unknown file: Failure +C++ exception with description ":16:1: +Usage of unknown gate 'u'." thrown in the test body. + +ae_indep_qiskit_5.qasm: + +// Benchmark was created by MQT Bench on 2024-03-17 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg eval[4]; +qreg q[1]; +creg meas[5]; +u2(0,-pi) eval[0]; +u2(0,-pi) eval[1]; +u2(0,-pi) eval[2]; +u2(0,-pi) eval[3]; +u3(0.9272952180016122,0,0) q[0]; +cx eval[0],q[0]; +u(-0.9272952180016122,0,0) q[0]; //line 17 +cx eval[0],q[0]; +u3(0.9272952180016122,0,0) q[0]; +cx eval[1],q[0]; +u(-1.8545904360032244,0,0) q[0]; +cx eval[1],q[0]; +u3(1.8545904360032244,0,0) q[0]; +cx eval[2],q[0]; +u(-3.7091808720064487,0,0) q[0]; +cx eval[2],q[0]; +u3(2.574004435173138,-pi,-pi) q[0]; +cx eval[3],q[0]; +u(-7.4183617440128975,0,0) q[0]; +cx eval[3],q[0]; +h eval[3]; +cp(-pi/2) eval[2],eval[3]; +cp(-pi/4) eval[1],eval[3]; +cp(-pi/8) eval[0],eval[3]; +h eval[2]; +cp(-pi/2) eval[1],eval[2]; +cp(-pi/4) eval[0],eval[2]; +h eval[1]; +cp(-pi/2) eval[0],eval[1]; +h eval[0]; +u(7.4183617440128975,0,0) q[0]; +barrier eval[0],eval[1],eval[2],eval[3],q[0]; +measure eval[0] -> meas[0]; +measure eval[1] -> meas[1]; +measure eval[2] -> meas[2]; +measure eval[3] -> meas[3]; +measure q[0] -> meas[4]; + +Error: +:17:1: +Usage of unknown gate 'u'. +unknown file: Failure +C++ exception with description ":17:1: +Usage of unknown gate 'u'." thrown in the test body. + +ae_indep_qiskit_6.qasm: + +// Benchmark was created by MQT Bench on 2024-03-17 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg eval[5]; +qreg q[1]; +creg meas[6]; +u2(0,-pi) eval[0]; +u2(0,-pi) eval[1]; +u2(0,-pi) eval[2]; +u2(0,-pi) eval[3]; +u2(0,-pi) eval[4]; +u3(0.9272952180016122,0,0) q[0]; +cx eval[0],q[0]; +u(-0.9272952180016122,0,0) q[0]; //line 18 +cx eval[0],q[0]; +u3(0.9272952180016122,0,0) q[0]; +cx eval[1],q[0]; +u(-1.8545904360032244,0,0) q[0]; +cx eval[1],q[0]; +u3(1.8545904360032244,0,0) q[0]; +cx eval[2],q[0]; +u(-3.7091808720064487,0,0) q[0]; +cx eval[2],q[0]; +u3(2.574004435173138,-pi,-pi) q[0]; +cx eval[3],q[0]; +u(-7.4183617440128975,0,0) q[0]; +cx eval[3],q[0]; +u3(1.135176436833311,0,0) q[0]; +cx eval[4],q[0]; +u(-14.836723488025795,0,0) q[0]; +cx eval[4],q[0]; +h eval[4]; +cp(-pi/2) eval[3],eval[4]; +cp(-pi/4) eval[2],eval[4]; +cp(-pi/8) eval[1],eval[4]; +cp(-pi/16) eval[0],eval[4]; +h eval[3]; +cp(-pi/2) eval[2],eval[3]; +cp(-pi/4) eval[1],eval[3]; +cp(-pi/8) eval[0],eval[3]; +h eval[2]; +cp(-pi/2) eval[1],eval[2]; +cp(-pi/4) eval[0],eval[2]; +h eval[1]; +cp(-pi/2) eval[0],eval[1]; +h eval[0]; +u(14.836723488025795,0,0) q[0]; +barrier eval[0],eval[1],eval[2],eval[3],eval[4],q[0]; +measure eval[0] -> meas[0]; +measure eval[1] -> meas[1]; +measure eval[2] -> meas[2]; +measure eval[3] -> meas[3]; +measure eval[4] -> meas[4]; +measure q[0] -> meas[5]; + +Error: +:18:1: +Usage of unknown gate 'u'. +unknown file: Failure +C++ exception with description ":18:1: +Usage of unknown gate 'u'." thrown in the test body. + + +random_indep_qiskit_6.qasm: + +// Benchmark was created by MQT Bench on 2024-03-18 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg q[6]; +creg meas[6]; +u2(pi/4,-pi) q[0]; +u2(0,0) q[1]; +cx q[2],q[0]; +tdg q[0]; +tdg q[3]; +u1(-1.4903425489366011) q[4]; +cx q[1],q[4]; +ry(-0.4689836211867622) q[1]; +ry(-0.4689836211867622) q[4]; +cx q[1],q[4]; +u2(-pi,-pi) q[1]; +u1(1.4903425489366011) q[4]; +crz(3.6176102152986354) q[3],q[4]; +u3(2.0589924944056586,-0.7004749084304418,-2.7250308023543615) q[3]; +cx q[5],q[0]; +t q[0]; +cx q[2],q[0]; +u2(0,-2.0023389049491893) q[0]; +cx q[1],q[2]; +cx q[2],q[1]; +u2(0,2.952031266380736) q[1]; +swap q[2],q[4]; +cx q[2],q[1]; +h q[1]; +cu1(pi/2) q[2],q[1]; +h q[2]; +u2(0,3*pi/4) q[4]; +u2(-pi/2,-pi/2) q[5]; +cry(0.9702813337800618) q[0],q[5]; +cz q[0],q[1]; +u2(5.076820509783505,5.29650934899458) q[0]; +cy q[3],q[1]; +u(5.235334184033243,2.1426712012556,3.265946359235374) q[3]; // line 42 +cx q[5],q[2]; +rz(2.1332392738715247) q[2]; +cx q[5],q[2]; +u2(1.6516969124742982,-pi) q[2]; +cx q[4],q[2]; +ry(-2.4103587426616264) q[2]; +ry(2.4103587426616264) q[4]; +cx q[4],q[2]; +u1(1.0093350642122303) q[2]; +cu3(0.43137627135395684,5.131693955927891,5.540732708314469) q[2],q[0]; +cy q[0],q[3]; +sdg q[2]; +cry(0.40662204129964163) q[3],q[0]; +u3(3.3401519228349494,-1.4888797250120758,1.4888797250120758) q[0]; +u3(1.2926439519212476,-0.012304969156963885,-0.7348141993399975) q[3]; +u2(-pi,-pi) q[4]; +cx q[4],q[1]; +cx q[1],q[4]; +rz(2.917738905811407) q[1]; +sdg q[4]; +rxx(3.2899582493108444) q[2],q[4]; +s q[2]; +s q[4]; +cswap q[2],q[1],q[4]; +u3(0.12487864535773079,0.8822725062196755,-0.8822725062196755) q[1]; +cx q[0],q[1]; +s q[0]; +t q[1]; +u3(1.5699311213649152,2.6845301397458154,-1.3162425160573001) q[4]; +u3(2.301477786351963,-pi,3*pi/4) q[5]; +crx(4.973898923189498) q[2],q[5]; +cu1(pi/2) q[2],q[4]; +u2(1.4683194020151475,3.4154613287486493) q[2]; +u2(0,-pi/2) q[4]; +cx q[4],q[0]; +cx q[0],q[4]; +h q[0]; +u3(2.2426295156381317,-pi/2,pi/2) q[5]; +cu1(pi/2) q[3],q[5]; +barrier q[0],q[1],q[2],q[3],q[4],q[5]; +measure q[0] -> meas[0]; +measure q[1] -> meas[1]; +measure q[2] -> meas[2]; +measure q[3] -> meas[3]; +measure q[4] -> meas[4]; +measure q[5] -> meas[5]; + +Error: +:42:1: +Usage of unknown gate 'u'. +unknown file: Failure +C++ exception with description ":42:1: +Usage of unknown gate 'u'." thrown in the test body. + + + + + + diff --git a/test/BenchmarkQuasm/gates.txt b/test/BenchmarkQuasm/gates.txt new file mode 100644 index 00000000..4b3e889b --- /dev/null +++ b/test/BenchmarkQuasm/gates.txt @@ -0,0 +1,243 @@ +// GPhase +// QASM does not have a gphase gate directly, usually it's implemented in specific quantum frameworks + +// Identity +OPENQASM 2.0; +qreg q[2]; +creg c[2]; +id q[0]; +id q[1]; +nothing happens + +// Hadamard +OPENQASM 2.0; +qreg q[2]; +creg c[2]; +h q[0]; +h q[1]; + +// Pauli-X +OPENQASM 2.0; +qreg q[2]; +creg c[2]; +x q[0]; +x q[1]; + +// Pauli-Y +OPENQASM 2.0; +qreg q[2]; +creg c[2]; +y q[0]; +y q[1]; + +// Pauli-Z +OPENQASM 2.0; +qreg q[2]; +creg c[2]; +z q[0]; +z q[1]; + +// S +OPENQASM 2.0; +qreg q[2]; +creg c[2]; +s q[0]; +s q[1]; + +// Sdg +OPENQASM 2.0; +qreg q[2]; +creg c[2]; +sdg q[0]; +sdg q[1]; + +// T +OPENQASM 2.0; +qreg q[2]; +creg c[2]; +t q[0]; +t q[1]; + +// Tdg +OPENQASM 2.0; +qreg q[2]; +creg c[2]; +tdg q[0]; +tdg q[1]; + +// V +// V gate is also known as the square root of NOT, typically not directly available in QASM but can be implemented as: +OPENQASM 2.0; +qreg q[2]; +creg c[2]; +u3(pi/2, -pi/2, pi/2) q[0]; +u3(pi/2, -pi/2, pi/2) q[1]; + +// Vdg +// The inverse of the V gate: +OPENQASM 2.0; +qreg q[2]; +creg c[2]; +u3(-pi/2, pi/2, -pi/2) q[0]; +u3(-pi/2, pi/2, -pi/2) q[1]; + +// U +OPENQASM 2.0; +qreg q[2]; +creg c[2]; +u3(theta, phi, lambda) q[0]; // replace theta, phi, lambda with appropriate values +u3(theta, phi, lambda) q[1]; + +// U2 +OPENQASM 2.0; +qreg q[2]; +creg c[2]; +u2(phi, lambda) q[0]; // replace phi, lambda with appropriate values +u2(phi, lambda) q[1]; + +// P (Phase) +OPENQASM 2.0; +qreg q[2]; +creg c[2]; +p(lambda) q[0]; // replace lambda with appropriate value +p(lambda) q[1]; + +// SX +OPENQASM 2.0; +qreg q[2]; +creg c[2]; +sx q[0]; +sx q[1]; + +// SXdg +OPENQASM 2.0; +qreg q[2]; +creg c[2]; +sxdg q[0]; +sxdg q[1]; + +// RX +OPENQASM 2.0; +qreg q[2]; +creg c[2]; +rx(theta) q[0]; // replace theta with appropriate value +rx(theta) q[1]; + +// RY +OPENQASM 2.0; +qreg q[2]; +creg c[2]; +ry(theta) q[0]; // replace theta with appropriate value +ry(theta) q[1]; + +// RZ +OPENQASM 2.0; +qreg q[2]; +creg c[2]; +rz(lambda) q[0]; // replace lambda with appropriate value +rz(lambda) q[1]; + +// SWAP +OPENQASM 2.0; +qreg q[2]; +creg c[2]; +swap q[0], q[1]; + +// iSWAP +OPENQASM 2.0; +qreg q[2]; +creg c[2]; +iswap q[0], q[1]; + +// iSWAPdg +OPENQASM 2.0; +qreg q[2]; +creg c[2]; +isdg q[0], q[1]; // if not directly available, implement as needed + +// Peres +OPENQASM 2.0; +qreg q[2]; +creg c[2]; +cx q[0], q[1]; +ccx q[0], q[1], q[2]; + +// Peresdg +OPENQASM 2.0; +qreg q[2]; +creg c[2]; +// Implement inverse of Peres gate as needed + +// DCX +OPENQASM 2.0; +qreg q[2]; +creg c[2]; +dcx q[0], q[1]; + +// ECR +OPENQASM 2.0; +qreg q[2]; +creg c[2]; +ecr q[0], q[1]; + +// RXX +OPENQASM 2.0; +qreg q[2]; +creg c[2]; +rxx(theta) q[0], q[1]; // replace theta with appropriate value + +// RYY +OPENQASM 2.0; +qreg q[2]; +creg c[2]; +ryy(theta) q[0], q[1]; // replace theta with appropriate value + +// RZZ +OPENQASM 2.0; +qreg q[2]; +creg c[2]; +rzz(theta) q[0], q[1]; // replace theta with appropriate value + +// RZX +OPENQASM 2.0; +qreg q[2]; +creg c[2]; +rzx(theta) q[0], q[1]; // replace theta with appropriate value + +// XXminusYY +OPENQASM 2.0; +qreg q[2]; +creg c[2]; +// Implement XX - YY interaction as needed + +// XXplusYY +OPENQASM 2.0; +qreg q[2]; +creg c[2]; +// Implement XX + YY interaction as needed + +// Compound +OPENQASM 2.0; +qreg q[2]; +creg c[2]; +// Implement compound gate logic as needed + +// Measure +OPENQASM 2.0; +qreg q[2]; +creg c[2]; +measure q[0] -> c[0]; +measure q[1] -> c[1]; + +// Reset +OPENQASM 2.0; +qreg q[2]; +creg c[2]; +reset q[0]; +reset q[1]; + +// Barrier +OPENQASM 2.0; +qreg q[2]; +creg c[2]; +barrier q[0], q[1]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/quantum_circuits b/test/BenchmarkQuasm/quantum_circuits deleted file mode 160000 index 28ada4e4..00000000 --- a/test/BenchmarkQuasm/quantum_circuits +++ /dev/null @@ -1 +0,0 @@ -Subproject commit 28ada4e41c78ed96d083bd1d5e793793134ec261 From fff70f2d2c56e4f425fc5d568f13cd6580c91597 Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Claudia=20D=C3=BCnzinger?= Date: Mon, 8 Jul 2024 10:53:45 +0200 Subject: [PATCH 06/67] added empty files to provide folder structure --- test/BenchmarkQuasm/dot/non_empty.txt | 0 test/BenchmarkQuasm/dot_computed/non_empty.txt | 0 test/BenchmarkQuasm/results/non_empty.txt | 0 3 files changed, 0 insertions(+), 0 deletions(-) create mode 100644 test/BenchmarkQuasm/dot/non_empty.txt create mode 100644 test/BenchmarkQuasm/dot_computed/non_empty.txt create mode 100644 test/BenchmarkQuasm/results/non_empty.txt diff --git a/test/BenchmarkQuasm/dot/non_empty.txt b/test/BenchmarkQuasm/dot/non_empty.txt new file mode 100644 index 00000000..e69de29b diff --git a/test/BenchmarkQuasm/dot_computed/non_empty.txt b/test/BenchmarkQuasm/dot_computed/non_empty.txt new file mode 100644 index 00000000..e69de29b diff --git a/test/BenchmarkQuasm/results/non_empty.txt b/test/BenchmarkQuasm/results/non_empty.txt new file mode 100644 index 00000000..e69de29b From 9e2e8a450850e67d514b4956b193e8d5bddfd72d Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Claudia=20D=C3=BCnzinger?= Date: Thu, 11 Jul 2024 07:11:56 +0200 Subject: [PATCH 07/67] collected test results --- src/DDMinimizer.cpp | 28 +- .../results/ae_indep_qiskit_all.txt | 1142 ++++ .../results/ae_indep_qiskit_controls.txt | 290 + .../results/ae_indep_qiskit_gates.txt | 284 + .../results/dj_indep_qiskit_all.txt | 977 +++ .../results/dj_indep_qiskit_controls.txt | 186 + .../results/dj_indep_qiskit_gates.txt | 180 + .../results/ghz_indep_qiskit_all.txt | 757 +++ .../results/ghz_indep_qiskit_controls.txt | 252 + .../results/ghz_indep_qiskit_gates.txt | 243 + .../results/graphstate_indep_qiskit_all.txt | 914 +++ .../graphstate_indep_qiskit_controls.txt | 155 + .../results/graphstate_indep_qiskit_gates.txt | 150 + .../grover-noancilla_indep_qiskit_all.txt | 1938 ++++++ ...grover-noancilla_indep_qiskit_controls.txt | 2018 ++++++ .../grover-noancilla_indep_qiskit_gates.txt | 2012 ++++++ .../grover-v-chain_indep_qiskit_all.txt | 1122 ++++ .../grover-v-chain_indep_qiskit_controls.txt | 1021 +++ .../grover-v-chain_indep_qiskit_gates.txt | 1015 +++ test/BenchmarkQuasm/results/grover_all.txt | 5723 +++++++++++++++++ .../results/grover_controls.txt | 584 ++ test/BenchmarkQuasm/results/grover_gates.txt | 583 ++ .../portfolioqaoa_indep_qiskit_all.txt | 1542 +++++ .../portfolioqaoa_indep_qiskit_controls.txt | 400 ++ .../portfolioqaoa_indep_qiskit_gates.txt | 395 ++ .../results/portfoliovqe_indep_qiskit_all.txt | 1144 ++++ .../portfoliovqe_indep_qiskit_controls.txt | 370 ++ .../portfoliovqe_indep_qiskit_gates.txt | 365 ++ .../results/qaoa_indep_qiskit_all.txt | 1091 ++++ .../results/qaoa_indep_qiskit_controls.txt | 440 ++ .../results/qaoa_indep_qiskit_gates.txt | 432 ++ .../results/qft_indep_qiskit_all.txt | 701 ++ .../results/qft_indep_qiskit_controls.txt | 419 ++ .../results/qft_indep_qiskit_gates.txt | 410 ++ .../results/qftentangled_indep_qiskit_all.txt | 1107 ++++ .../qftentangled_indep_qiskit_controls.txt | 245 + .../qftentangled_indep_qiskit_gates.txt | 239 + .../results/qnn_indep_qiskit_all.txt | 1329 ++++ .../results/qnn_indep_qiskit_controls.txt | 588 ++ .../results/qnn_indep_qiskit_gates.txt | 582 ++ .../results/qpeexact_indep_qiskit_all.txt | 911 +++ .../qpeexact_indep_qiskit_controls.txt | 464 ++ .../results/qpeexact_indep_qiskit_gates.txt | 455 ++ .../results/qpeinexact_indep_qiskit_all.txt | 1215 ++++ .../qpeinexact_indep_qiskit_controls.txt | 230 + .../results/qpeinexact_indep_qiskit_gates.txt | 224 + .../qwalk-noancilla_indep_qiskit_all.txt | 2801 ++++++++ .../qwalk-noancilla_indep_qiskit_controls.txt | 3197 +++++++++ .../qwalk-noancilla_indep_qiskit_gates.txt | 3192 +++++++++ .../qwalk-v-chain_indep_qiskit_all.txt | 916 +++ .../qwalk-v-chain_indep_qiskit_controls.txt | 936 +++ .../qwalk-v-chain_indep_qiskit_gates.txt | 931 +++ .../results/random_indep_qiskit_all.txt | 442 ++ .../results/random_indep_qiskit_controls.txt | 342 + .../results/random_indep_qiskit_gates.txt | 337 + .../realamprandom_indep_qiskit_all.txt | 1206 ++++ .../realamprandom_indep_qiskit_controls.txt | 399 ++ .../realamprandom_indep_qiskit_gates.txt | 393 ++ .../results/su2random_indep_qiskit_all.txt | 1217 ++++ .../su2random_indep_qiskit_controls.txt | 399 ++ .../results/su2random_indep_qiskit_gates.txt | 393 ++ .../twolocalrandom_indep_qiskit_all.txt | 1209 ++++ .../twolocalrandom_indep_qiskit_controls.txt | 399 ++ .../twolocalrandom_indep_qiskit_gates.txt | 393 ++ .../results/vqe_indep_qiskit_all.txt | 1070 +++ .../results/vqe_indep_qiskit_controls.txt | 424 ++ .../results/vqe_indep_qiskit_gates.txt | 416 ++ .../results/wstate_indep_qiskit_all.txt | 1074 ++++ .../results/wstate_indep_qiskit_controls.txt | 213 + .../results/wstate_indep_qiskit_gates.txt | 207 + 70 files changed, 59366 insertions(+), 12 deletions(-) create mode 100644 test/BenchmarkQuasm/results/ae_indep_qiskit_all.txt create mode 100644 test/BenchmarkQuasm/results/ae_indep_qiskit_controls.txt create mode 100644 test/BenchmarkQuasm/results/ae_indep_qiskit_gates.txt create mode 100644 test/BenchmarkQuasm/results/dj_indep_qiskit_all.txt create mode 100644 test/BenchmarkQuasm/results/dj_indep_qiskit_controls.txt create mode 100644 test/BenchmarkQuasm/results/dj_indep_qiskit_gates.txt create mode 100644 test/BenchmarkQuasm/results/ghz_indep_qiskit_all.txt create mode 100644 test/BenchmarkQuasm/results/ghz_indep_qiskit_controls.txt create mode 100644 test/BenchmarkQuasm/results/ghz_indep_qiskit_gates.txt create mode 100644 test/BenchmarkQuasm/results/graphstate_indep_qiskit_all.txt create mode 100644 test/BenchmarkQuasm/results/graphstate_indep_qiskit_controls.txt create mode 100644 test/BenchmarkQuasm/results/graphstate_indep_qiskit_gates.txt create mode 100644 test/BenchmarkQuasm/results/grover-noancilla_indep_qiskit_all.txt create mode 100644 test/BenchmarkQuasm/results/grover-noancilla_indep_qiskit_controls.txt create mode 100644 test/BenchmarkQuasm/results/grover-noancilla_indep_qiskit_gates.txt create mode 100644 test/BenchmarkQuasm/results/grover-v-chain_indep_qiskit_all.txt create mode 100644 test/BenchmarkQuasm/results/grover-v-chain_indep_qiskit_controls.txt create mode 100644 test/BenchmarkQuasm/results/grover-v-chain_indep_qiskit_gates.txt create mode 100644 test/BenchmarkQuasm/results/grover_all.txt create mode 100644 test/BenchmarkQuasm/results/grover_controls.txt create mode 100644 test/BenchmarkQuasm/results/grover_gates.txt create mode 100644 test/BenchmarkQuasm/results/portfolioqaoa_indep_qiskit_all.txt create mode 100644 test/BenchmarkQuasm/results/portfolioqaoa_indep_qiskit_controls.txt create mode 100644 test/BenchmarkQuasm/results/portfolioqaoa_indep_qiskit_gates.txt create mode 100644 test/BenchmarkQuasm/results/portfoliovqe_indep_qiskit_all.txt create mode 100644 test/BenchmarkQuasm/results/portfoliovqe_indep_qiskit_controls.txt create mode 100644 test/BenchmarkQuasm/results/portfoliovqe_indep_qiskit_gates.txt create mode 100644 test/BenchmarkQuasm/results/qaoa_indep_qiskit_all.txt create mode 100644 test/BenchmarkQuasm/results/qaoa_indep_qiskit_controls.txt create mode 100644 test/BenchmarkQuasm/results/qaoa_indep_qiskit_gates.txt create mode 100644 test/BenchmarkQuasm/results/qft_indep_qiskit_all.txt create mode 100644 test/BenchmarkQuasm/results/qft_indep_qiskit_controls.txt create mode 100644 test/BenchmarkQuasm/results/qft_indep_qiskit_gates.txt create mode 100644 test/BenchmarkQuasm/results/qftentangled_indep_qiskit_all.txt create mode 100644 test/BenchmarkQuasm/results/qftentangled_indep_qiskit_controls.txt create mode 100644 test/BenchmarkQuasm/results/qftentangled_indep_qiskit_gates.txt create mode 100644 test/BenchmarkQuasm/results/qnn_indep_qiskit_all.txt create mode 100644 test/BenchmarkQuasm/results/qnn_indep_qiskit_controls.txt create mode 100644 test/BenchmarkQuasm/results/qnn_indep_qiskit_gates.txt create mode 100644 test/BenchmarkQuasm/results/qpeexact_indep_qiskit_all.txt create mode 100644 test/BenchmarkQuasm/results/qpeexact_indep_qiskit_controls.txt create mode 100644 test/BenchmarkQuasm/results/qpeexact_indep_qiskit_gates.txt create mode 100644 test/BenchmarkQuasm/results/qpeinexact_indep_qiskit_all.txt create mode 100644 test/BenchmarkQuasm/results/qpeinexact_indep_qiskit_controls.txt create mode 100644 test/BenchmarkQuasm/results/qpeinexact_indep_qiskit_gates.txt create mode 100644 test/BenchmarkQuasm/results/qwalk-noancilla_indep_qiskit_all.txt create mode 100644 test/BenchmarkQuasm/results/qwalk-noancilla_indep_qiskit_controls.txt create mode 100644 test/BenchmarkQuasm/results/qwalk-noancilla_indep_qiskit_gates.txt create mode 100644 test/BenchmarkQuasm/results/qwalk-v-chain_indep_qiskit_all.txt create mode 100644 test/BenchmarkQuasm/results/qwalk-v-chain_indep_qiskit_controls.txt create mode 100644 test/BenchmarkQuasm/results/qwalk-v-chain_indep_qiskit_gates.txt create mode 100644 test/BenchmarkQuasm/results/random_indep_qiskit_all.txt create mode 100644 test/BenchmarkQuasm/results/random_indep_qiskit_controls.txt create mode 100644 test/BenchmarkQuasm/results/random_indep_qiskit_gates.txt create mode 100644 test/BenchmarkQuasm/results/realamprandom_indep_qiskit_all.txt create mode 100644 test/BenchmarkQuasm/results/realamprandom_indep_qiskit_controls.txt create mode 100644 test/BenchmarkQuasm/results/realamprandom_indep_qiskit_gates.txt create mode 100644 test/BenchmarkQuasm/results/su2random_indep_qiskit_all.txt create mode 100644 test/BenchmarkQuasm/results/su2random_indep_qiskit_controls.txt create mode 100644 test/BenchmarkQuasm/results/su2random_indep_qiskit_gates.txt create mode 100644 test/BenchmarkQuasm/results/twolocalrandom_indep_qiskit_all.txt create mode 100644 test/BenchmarkQuasm/results/twolocalrandom_indep_qiskit_controls.txt create mode 100644 test/BenchmarkQuasm/results/twolocalrandom_indep_qiskit_gates.txt create mode 100644 test/BenchmarkQuasm/results/vqe_indep_qiskit_all.txt create mode 100644 test/BenchmarkQuasm/results/vqe_indep_qiskit_controls.txt create mode 100644 test/BenchmarkQuasm/results/vqe_indep_qiskit_gates.txt create mode 100644 test/BenchmarkQuasm/results/wstate_indep_qiskit_all.txt create mode 100644 test/BenchmarkQuasm/results/wstate_indep_qiskit_controls.txt create mode 100644 test/BenchmarkQuasm/results/wstate_indep_qiskit_gates.txt diff --git a/src/DDMinimizer.cpp b/src/DDMinimizer.cpp index 4117a811..dd46ed99 100644 --- a/src/DDMinimizer.cpp +++ b/src/DDMinimizer.cpp @@ -42,10 +42,11 @@ void optimizeInputPermutation(qc::QuantumComputation qc){ void DDMinimizer::parseOptions(bool gateBased, bool controlBased, bool allPermutations, std::string file, int qubits){ std::map> fileNames = { - //{"ae_indep_qiskit_", {2, 7}}, + {"ae_indep_qiskit_", {2, 7}}, {"dj_indep_qiskit_", {2, 7}}, {"ghz_indep_qiskit_", {2, 10}}, {"graphstate_indep_qiskit_", {3, 7}}, + {"grover_", {5, 5}}, {"grover-noancilla_indep_qiskit_", {2, 7}}, {"grover-v-chain_indep_qiskit_", {2, 7}}, {"portfolioqaoa_indep_qiskit_", {3, 7}}, @@ -72,12 +73,16 @@ void DDMinimizer::parseOptions(bool gateBased, bool controlBased, bool allPermu if (it != fileNames.end()) { std::pair minMaxQubits = it->second; if(qubits != 0){ - if(qubits < minMaxQubits.first || qubits > minMaxQubits.second) + if(qubits < minMaxQubits.first || qubits > minMaxQubits.second) { std::cout << std::to_string(qubits) + " not valid for " + file + ". Please check list for available versions again.\n"; } else{ DDMinimizer::runInputCompariston(qubits, qubits, gateBased, controlBased, allPermutations, file); } + } + else{ + DDMinimizer::runInputCompariston(minMaxQubits.first, minMaxQubits.second, gateBased, controlBased, allPermutations, file); + } } else { std::cout << file + " not found. Please check list of available circuits again. \n"; @@ -137,7 +142,6 @@ void DDMinimizer::runInputCompariston(int from, int to, bool gateBased, bool co try { std::string fn = "BenchmarkQuasm/qasm/" + file + std::to_string(k) + ".qasm"; qasmString = DDMinimizer::readFileIntoString(fn); - std::cout << "Version: " + std::to_string(k) + ", file: " + fn + "\n"; } catch (const std::exception& e) { std::cout << e.what() << "\n"; } @@ -412,7 +416,7 @@ void DDMinimizer::runAllComparisons(std::ofstream& out, qc::QuantumComputation& out << left << setfill(' ') << setw(20) << "Min active nodes: "<< DDMinimizer::formatSize_t(min_active_nodes) << " nodes" << right << setfill('.') << setw(33) << " Permutation " << DDMinimizer::formatSize_t(min_active_nodes_pos) << ": "<< DDMinimizer::permToString(permutations[min_active_nodes_pos]) << "\n"; out << left << setfill(' ') << setw(20) << "Min max nodes: "<< DDMinimizer::formatSize_t(min_max_nodes) << " nodes" << right << setfill('.') << setw(33) << " Permutation " << DDMinimizer::formatSize_t(min_max_nodes_pos) << ": "<< DDMinimizer::permToString(permutations[min_max_nodes_pos]) << "\n"; out << left << setfill(' ') << setw(20) << "Max active nodes: "<< DDMinimizer::formatSize_t(max_active_nodes) << " nodes" << right << setfill('.') << setw(33) << " Permutation " << DDMinimizer::formatSize_t(max_active_nodes_pos) << ": "<< DDMinimizer::permToString(permutations[max_active_nodes_pos]) << "\n"; - out << left << setfill(' ') << setw(20) << "Max max nodes: "<< DDMinimizer::formatSize_t(max_active_nodes_pos) << " nodes" << right << setfill('.') << setw(33) << " Permutation " << DDMinimizer::formatSize_t(max_max_nodes_pos) << ": "<< DDMinimizer::permToString(permutations[max_max_nodes_pos]) << "\n"; + out << left << setfill(' ') << setw(20) << "Max max nodes: "<< DDMinimizer::formatSize_t(max_max_nodes) << " nodes" << right << setfill('.') << setw(33) << " Permutation " << DDMinimizer::formatSize_t(max_max_nodes_pos) << ": "<< DDMinimizer::permToString(permutations[max_max_nodes_pos]) << "\n"; out << "________________________________________________________________________________________________\n\n"; @@ -453,12 +457,12 @@ void DDMinimizer::runAllComparisons(std::ofstream& out, qc::QuantumComputation& out << vec.size() << " permutations have " << entry.first << " active nodes.\n"; //iterate over all the permutations that have the same active_nodes/ are in the vector and print the max_nodes, simulation time and the permutation itself for (const auto& permutation : vec) { - index = std::get<0>(permutation); - max_nodes= std::get<1>(permutation); + //index = std::get<0>(permutation); + //max_nodes= std::get<1>(permutation); time = std::get<2>(permutation); sum_time += time; - out << DDMinimizer::measurementToString({true,false,true}, index, max_nodes, active_nodes, time); - out << DDMinimizer::permToString(permutations[index]) <<"\n"; + //out << DDMinimizer::measurementToString({true,false,true}, index, max_nodes, active_nodes, time); + //out << DDMinimizer::permToString(permutations[index]) <<"\n"; } out << "\n...........................\n"; out << "Average time: " << std::scientific << std::setprecision(4) << (sum_time / vec.size()).count() << "s\n\n"; @@ -471,12 +475,12 @@ void DDMinimizer::runAllComparisons(std::ofstream& out, qc::QuantumComputation& out << vec.size() << " permutations have " << entry.first << " max nodes.\n"; //iterate over all the permutations that have the same max_nodes/ are in the vector and print the active_nodes, simulation time and the permutation itself for (const auto& permutation : vec) { - index = std::get<0>(permutation); - active_nodes = std::get<1>(permutation); + //index = std::get<0>(permutation); + //active_nodes = std::get<1>(permutation); time = std::get<2>(permutation); sum_time += time; - out << DDMinimizer::measurementToString({false,true,true}, index, max_nodes, active_nodes, time );; - out << DDMinimizer::permToString(permutations[index]) <<"\n"; + //out << DDMinimizer::measurementToString({false,true,true}, index, max_nodes, active_nodes, time );; + //out << DDMinimizer::permToString(permutations[index]) <<"\n"; } out << "\n...........................\n"; out << "Average time: " << std::scientific << std::setprecision(4) << (sum_time / vec.size()).count() << "s\n\n"; diff --git a/test/BenchmarkQuasm/results/ae_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/ae_indep_qiskit_all.txt new file mode 100644 index 00000000..5d1340e8 --- /dev/null +++ b/test/BenchmarkQuasm/results/ae_indep_qiskit_all.txt @@ -0,0 +1,1142 @@ +Start Simulation of ae_indep_qiskit_2__________________________________________________ + + i: 0 1 + 1: h | + 2: | ry p: (0.927295) + 3: c x + 4: | ry p: (-0.927295) + 5: c x + 6: h | + 7: | ry p: (0.927295) + 8:======== + 9: 0 | +10: | 1 + o: 0 1 +Total Permutations: 2 +Min time: 2.9275e-06s................. Permutation 1 : 0 -> 1|1 -> 0| +Max time: 3.5325e-06s................. Permutation 0 : 0 -> 0|1 -> 1| +Min active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Min max nodes: 9 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Max active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Max max nodes: 9 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +________________________________________________________________________________________________ + +2 permutations have 3 active nodes. + +........................... +Average time: 3.2300e-06s + +________________________________________________________________________________________________ + +2 permutations have 9 max nodes. + +........................... +Average time: 3.2300e-06s + +________________________________________________________________________________________________ + +execution time of: 2.9275e-06s: Index: 1 | Max_nodes: 9 | Active_nodes: 3 | 0 -> 1|1 -> 0| +execution time of: 3.5325e-06s: Index: 0 | Max_nodes: 9 | Active_nodes: 3 | 0 -> 0|1 -> 1| +________________________________________________________________________________________________ + +Start Simulation of ae_indep_qiskit_3__________________________________________________ + +.i:...0...1...2 +.1:...h...|...| +.2:...|...h...| +.3:...|...|..ry p: (9.2730e-01) +.4:...c...|...x +.5:...|...|..ry p: (-9.2730e-01) +.6:...c...|...x +.7:...|...|..ry p: (9.2730e-01) +.8:...|...c...x +.9:...|...|..ry p: (-1.8546e+00) +10:...|...c...x +11:...|...h...| +12:...c.sdg...| +13:...h...|...| +14:...|...|..ry p: (1.8546e+00) +15:============ +16:...0...|...| +17:...|...1...| +18:...|...|...2 +.o:...0...1...2 +Total Permutations: 6 +Min time: 6.5875e-06s................. Permutation 3 : 0 -> 1|1 -> 2|2 -> 0| +Max time: 8.0025e-06s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Min active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Min max nodes: 21 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max max nodes: 21 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +________________________________________________________________________________________________ + +6 permutations have 7 active nodes. + +........................... +Average time: 7.3162e-06s + +________________________________________________________________________________________________ + +6 permutations have 21 max nodes. + +........................... +Average time: 7.3162e-06s + +________________________________________________________________________________________________ + +execution time of: 6.5875e-06s: Index: 3 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 0| +execution time of: 6.6025e-06s: Index: 5 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 0| +execution time of: 7.3425e-06s: Index: 1 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 1| +execution time of: 7.3650e-06s: Index: 4 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 1| +execution time of: 7.9975e-06s: Index: 2 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 2| +execution time of: 8.0025e-06s: Index: 0 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 2| +________________________________________________________________________________________________ + +Start Simulation of ae_indep_qiskit_4__________________________________________________ + +.i:...0...1...2...3 +.1:...h...|...|...| +.2:...|...h...|...| +.3:...|...|...h...| +.4:...|...|...|..ry p: (9.2730e-01) +.5:...c...|...|...x +.6:...|...|...|..ry p: (-9.2730e-01) +.7:...c...|...|...x +.8:...|...|...|..ry p: (9.2730e-01) +.9:...|...c...|...x +10:...|...|...|..ry p: (-1.8546e+00) +11:...|...c...|...x +12:...|...|...|..ry p: (1.8546e+00) +13:...|...|...c...x +14:...|...|...|..ry p: (-3.7092e+00) +15:...|...|...c...x +16:...|...|...h...| +17:...|...c.sdg...| +18:...c...|.tdg...| +19:...|...h...|...| +20:...c.sdg...|...| +21:...h...|...|...| +22:...|...|...|..ry p: (3.7092e+00) +23:================ +24:...0...|...|...| +25:...|...1...|...| +26:...|...|...2...| +27:...|...|...|...3 +.o:...0...1...2...3 +Total Permutations: 24 +Min time: 1.2510e-05s................. Permutation 9 : 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +Max time: 1.6027e-05s................. Permutation 8 : 0 -> 1|1 -> 2|2 -> 0|3 -> 3| +Min active nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Min max nodes: 45 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Max active nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Max max nodes: 45 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +________________________________________________________________________________________________ + +24 permutations have 15 active nodes. + +........................... +Average time: 1.4220e-05s + +________________________________________________________________________________________________ + +24 permutations have 45 max nodes. + +........................... +Average time: 1.4220e-05s + +________________________________________________________________________________________________ + +execution time of: 1.2510e-05s: Index: 9 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +execution time of: 1.2558e-05s: Index: 15 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +execution time of: 1.2690e-05s: Index: 11 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| +execution time of: 1.2743e-05s: Index: 17 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +execution time of: 1.2783e-05s: Index: 23 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +execution time of: 1.2860e-05s: Index: 21 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| +execution time of: 1.3178e-05s: Index: 3 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +execution time of: 1.3307e-05s: Index: 5 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +execution time of: 1.3963e-05s: Index: 1 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +execution time of: 1.4078e-05s: Index: 19 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| +execution time of: 1.4093e-05s: Index: 22 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| +execution time of: 1.4335e-05s: Index: 16 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| +execution time of: 1.4337e-05s: Index: 7 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +execution time of: 1.4353e-05s: Index: 13 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +execution time of: 1.4660e-05s: Index: 4 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| +execution time of: 1.5023e-05s: Index: 0 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +execution time of: 1.5063e-05s: Index: 18 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| +execution time of: 1.5090e-05s: Index: 20 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +execution time of: 1.5197e-05s: Index: 10 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +execution time of: 1.5355e-05s: Index: 6 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +execution time of: 1.5448e-05s: Index: 2 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +execution time of: 1.5712e-05s: Index: 12 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +execution time of: 1.5918e-05s: Index: 14 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +execution time of: 1.6027e-05s: Index: 8 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| +________________________________________________________________________________________________ + +Start Simulation of ae_indep_qiskit_5__________________________________________________ + +.i:...0...1...2...3...4 +.1:...h...|...|...|...| +.2:...|...h...|...|...| +.3:...|...|...h...|...| +.4:...|...|...|...h...| +.5:...|...|...|...|..ry p: (9.2730e-01) +.6:...c...|...|...|...x +.7:...|...|...|...|..ry p: (-9.2730e-01) +.8:...c...|...|...|...x +.9:...|...|...|...|..ry p: (9.2730e-01) +10:...|...c...|...|...x +11:...|...|...|...|..ry p: (-1.8546e+00) +12:...|...c...|...|...x +13:...|...|...|...|..ry p: (1.8546e+00) +14:...|...|...c...|...x +15:...|...|...|...|..ry p: (-3.7092e+00) +16:...|...|...c...|...x +17:...|...|...|...|...u p: (2.5740e+00) (-3.1416e+00) (-3.1416e+00) +18:...|...|...|...c...x +19:...|...|...|...|..ry p: (-7.4184e+00) +20:...|...|...|...c...x +21:...|...|...|...h...| +22:...|...|...c.sdg...| +23:...|...c...|.tdg...| +24:...c...|...|...p...| p: (-3.9270e-01) +25:...|...|...h...|...| +26:...|...c.sdg...|...| +27:...c...|.tdg...|...| +28:...|...h...|...|...| +29:...c.sdg...|...|...| +30:...h...|...|...|...| +31:...|...|...|...|..ry p: (7.4184e+00) +32:==================== +33:...0...|...|...|...| +34:...|...1...|...|...| +35:...|...|...2...|...| +36:...|...|...|...3...| +37:...|...|...|...|...4 +.o:...0...1...2...3...4 +Total Permutations: 120 +Min time: 2.3113e-05s................. Permutation 45 : 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +Max time: 5.4006e-05s................. Permutation 101: 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +Min active nodes: 31 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Min max nodes: 93 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Max active nodes: 31 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Max max nodes: 93 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +________________________________________________________________________________________________ + +120 permutations have 31 active nodes. + +........................... +Average time: 2.9173e-05s + +________________________________________________________________________________________________ + +120 permutations have 93 max nodes. + +........................... +Average time: 2.9173e-05s + +________________________________________________________________________________________________ + +execution time of: 2.3113e-05s: Index: 45 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +execution time of: 2.3140e-05s: Index: 33 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +execution time of: 2.3248e-05s: Index: 35 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +execution time of: 2.3273e-05s: Index: 59 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +execution time of: 2.3290e-05s: Index: 39 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +execution time of: 2.3348e-05s: Index: 41 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +execution time of: 2.3918e-05s: Index: 11 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +execution time of: 2.3923e-05s: Index: 9 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +execution time of: 2.3960e-05s: Index: 105 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +execution time of: 2.4050e-05s: Index: 17 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +execution time of: 2.4068e-05s: Index: 107 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +execution time of: 2.4085e-05s: Index: 15 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +execution time of: 2.4110e-05s: Index: 81 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +execution time of: 2.4213e-05s: Index: 23 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +execution time of: 2.4343e-05s: Index: 87 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +execution time of: 2.4353e-05s: Index: 117 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +execution time of: 2.4390e-05s: Index: 21 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +execution time of: 2.4395e-05s: Index: 119 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +execution time of: 2.4405e-05s: Index: 89 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +execution time of: 2.4458e-05s: Index: 111 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +execution time of: 2.4483e-05s: Index: 113 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +execution time of: 2.4885e-05s: Index: 5 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +execution time of: 2.5098e-05s: Index: 53 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +execution time of: 2.5148e-05s: Index: 93 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +execution time of: 2.5453e-05s: Index: 29 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +execution time of: 2.5455e-05s: Index: 3 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +execution time of: 2.5463e-05s: Index: 51 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +execution time of: 2.5785e-05s: Index: 27 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +execution time of: 2.6020e-05s: Index: 95 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +execution time of: 2.6228e-05s: Index: 47 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +execution time of: 2.6320e-05s: Index: 99 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +execution time of: 2.6540e-05s: Index: 1 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +execution time of: 2.6680e-05s: Index: 19 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +execution time of: 2.6733e-05s: Index: 13 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +execution time of: 2.6753e-05s: Index: 25 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +execution time of: 2.6818e-05s: Index: 67 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +execution time of: 2.6920e-05s: Index: 4 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +execution time of: 2.6943e-05s: Index: 61 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +execution time of: 2.7003e-05s: Index: 16 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +execution time of: 2.7118e-05s: Index: 85 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +execution time of: 2.7228e-05s: Index: 75 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +execution time of: 2.7250e-05s: Index: 65 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +execution time of: 2.7253e-05s: Index: 109 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +execution time of: 2.7420e-05s: Index: 70 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +execution time of: 2.7456e-05s: Index: 7 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +execution time of: 2.7525e-05s: Index: 64 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +execution time of: 2.7615e-05s: Index: 94 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +execution time of: 2.7648e-05s: Index: 28 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +execution time of: 2.7686e-05s: Index: 115 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +execution time of: 2.7731e-05s: Index: 43 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +execution time of: 2.7848e-05s: Index: 88 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +execution time of: 2.7930e-05s: Index: 73 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +execution time of: 2.7970e-05s: Index: 37 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +execution time of: 2.8038e-05s: Index: 0 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +execution time of: 2.8066e-05s: Index: 97 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| +execution time of: 2.8085e-05s: Index: 2 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +execution time of: 2.8593e-05s: Index: 112 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +execution time of: 2.8653e-05s: Index: 79 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +execution time of: 2.8698e-05s: Index: 18 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +execution time of: 2.8768e-05s: Index: 40 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +execution time of: 2.8770e-05s: Index: 31 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +execution time of: 2.8853e-05s: Index: 46 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +execution time of: 2.8936e-05s: Index: 10 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +execution time of: 2.8950e-05s: Index: 24 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +execution time of: 2.8965e-05s: Index: 55 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +execution time of: 2.9008e-05s: Index: 26 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +execution time of: 2.9018e-05s: Index: 76 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +execution time of: 2.9040e-05s: Index: 20 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +execution time of: 2.9133e-05s: Index: 103 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +execution time of: 2.9203e-05s: Index: 49 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +execution time of: 2.9293e-05s: Index: 114 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +execution time of: 2.9353e-05s: Index: 90 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +execution time of: 2.9461e-05s: Index: 118 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +execution time of: 2.9763e-05s: Index: 116 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +execution time of: 2.9823e-05s: Index: 48 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +execution time of: 2.9953e-05s: Index: 12 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +execution time of: 3.0103e-05s: Index: 57 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +execution time of: 3.0178e-05s: Index: 96 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +execution time of: 3.0218e-05s: Index: 63 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +execution time of: 3.0293e-05s: Index: 106 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +execution time of: 3.0353e-05s: Index: 14 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +execution time of: 3.0435e-05s: Index: 22 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +execution time of: 3.0470e-05s: Index: 8 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +execution time of: 3.0578e-05s: Index: 82 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +execution time of: 3.0643e-05s: Index: 83 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +execution time of: 3.0735e-05s: Index: 54 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +execution time of: 3.0738e-05s: Index: 30 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +execution time of: 3.0838e-05s: Index: 50 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +execution time of: 3.0901e-05s: Index: 71 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +execution time of: 3.0993e-05s: Index: 69 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +execution time of: 3.1013e-05s: Index: 34 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +execution time of: 3.1020e-05s: Index: 66 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +execution time of: 3.1023e-05s: Index: 36 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +execution time of: 3.1073e-05s: Index: 44 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +execution time of: 3.1173e-05s: Index: 72 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +execution time of: 3.1190e-05s: Index: 6 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +execution time of: 3.1241e-05s: Index: 58 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +execution time of: 3.1295e-05s: Index: 108 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +execution time of: 3.1430e-05s: Index: 91 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +execution time of: 3.1513e-05s: Index: 52 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +execution time of: 3.2036e-05s: Index: 74 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +execution time of: 3.2065e-05s: Index: 110 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +execution time of: 3.2150e-05s: Index: 56 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +execution time of: 3.2178e-05s: Index: 38 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +execution time of: 3.2181e-05s: Index: 32 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +execution time of: 3.2555e-05s: Index: 62 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +execution time of: 3.2880e-05s: Index: 102 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +execution time of: 3.3056e-05s: Index: 77 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +execution time of: 3.4905e-05s: Index: 104 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +execution time of: 3.5598e-05s: Index: 42 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +execution time of: 3.6486e-05s: Index: 100 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +execution time of: 3.7338e-05s: Index: 92 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +execution time of: 3.8006e-05s: Index: 98 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +execution time of: 3.9233e-05s: Index: 68 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +execution time of: 3.9608e-05s: Index: 78 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +execution time of: 3.9873e-05s: Index: 60 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +execution time of: 4.0501e-05s: Index: 86 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +execution time of: 4.0545e-05s: Index: 84 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +execution time of: 4.1261e-05s: Index: 80 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +execution time of: 5.4006e-05s: Index: 101 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +________________________________________________________________________________________________ + +Start Simulation of ae_indep_qiskit_6__________________________________________________ + +.i:...0...1...2...3...4...5 +.1:...h...|...|...|...|...| +.2:...|...h...|...|...|...| +.3:...|...|...h...|...|...| +.4:...|...|...|...h...|...| +.5:...|...|...|...|...h...| +.6:...|...|...|...|...|..ry p: (9.2730e-01) +.7:...c...|...|...|...|...x +.8:...|...|...|...|...|..ry p: (-9.2730e-01) +.9:...c...|...|...|...|...x +10:...|...|...|...|...|..ry p: (9.2730e-01) +11:...|...c...|...|...|...x +12:...|...|...|...|...|..ry p: (-1.8546e+00) +13:...|...c...|...|...|...x +14:...|...|...|...|...|..ry p: (1.8546e+00) +15:...|...|...c...|...|...x +16:...|...|...|...|...|..ry p: (-3.7092e+00) +17:...|...|...c...|...|...x +18:...|...|...|...|...|...u p: (2.5740e+00) (-3.1416e+00) (-3.1416e+00) +19:...|...|...|...c...|...x +20:...|...|...|...|...|..ry p: (-7.4184e+00) +21:...|...|...|...c...|...x +22:...|...|...|...|...|..ry p: (1.1352e+00) +23:...|...|...|...|...c...x +24:...|...|...|...|...|..ry p: (-1.4837e+01) +25:...|...|...|...|...c...x +26:...|...|...|...|...h...| +27:...|...|...|...c.sdg...| +28:...|...|...c...|.tdg...| +29:...|...c...|...|...p...| p: (-3.9270e-01) +30:...c...|...|...|...p...| p: (-1.9635e-01) +31:...|...|...|...h...|...| +32:...|...|...c.sdg...|...| +33:...|...c...|.tdg...|...| +34:...c...|...|...p...|...| p: (-3.9270e-01) +35:...|...|...h...|...|...| +36:...|...c.sdg...|...|...| +37:...c...|.tdg...|...|...| +38:...|...h...|...|...|...| +39:...c.sdg...|...|...|...| +40:...h...|...|...|...|...| +41:...|...|...|...|...|..ry p: (1.4837e+01) +42:======================== +43:...0...|...|...|...|...| +44:...|...1...|...|...|...| +45:...|...|...2...|...|...| +46:...|...|...|...3...|...| +47:...|...|...|...|...4...| +48:...|...|...|...|...|...5 +.o:...0...1...2...3...4...5 +Total Permutations: 720 +Min time: 4.3476e-05s................. Permutation 167: 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| +Max time: 8.1926e-05s................. Permutation 312: 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| +Min active nodes: 63 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Min max nodes: 189 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Max active nodes: 63 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Max max nodes: 189 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +________________________________________________________________________________________________ + +720 permutations have 63 active nodes. + +........................... +Average time: 5.7835e-05s + +________________________________________________________________________________________________ + +720 permutations have 189 max nodes. + +........................... +Average time: 5.7835e-05s + +________________________________________________________________________________________________ + +execution time of: 4.3476e-05s: Index: 167 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| +execution time of: 4.3541e-05s: Index: 287 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| +execution time of: 4.3860e-05s: Index: 159 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| +execution time of: 4.4023e-05s: Index: 273 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +execution time of: 4.4193e-05s: Index: 155 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| +execution time of: 4.4193e-05s: Index: 279 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| +execution time of: 4.4213e-05s: Index: 165 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| +execution time of: 4.4228e-05s: Index: 177 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| +execution time of: 4.4293e-05s: Index: 275 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| +execution time of: 4.4515e-05s: Index: 179 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| +execution time of: 4.4790e-05s: Index: 281 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| +execution time of: 4.4793e-05s: Index: 201 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| +execution time of: 4.4966e-05s: Index: 183 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| +execution time of: 4.5050e-05s: Index: 161 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| +execution time of: 4.5270e-05s: Index: 189 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 0| +execution time of: 4.5275e-05s: Index: 225 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| +execution time of: 4.5418e-05s: Index: 153 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +execution time of: 4.5431e-05s: Index: 395 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| +execution time of: 4.5506e-05s: Index: 227 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| +execution time of: 4.5563e-05s: Index: 299 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| +execution time of: 4.5588e-05s: Index: 419 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| +execution time of: 4.5611e-05s: Index: 393 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| +execution time of: 4.5718e-05s: Index: 45 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| +execution time of: 4.5720e-05s: Index: 321 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| +execution time of: 4.5745e-05s: Index: 35 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| +execution time of: 4.5808e-05s: Index: 537 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| +execution time of: 4.5860e-05s: Index: 191 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| +execution time of: 4.5873e-05s: Index: 513 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| +execution time of: 4.5983e-05s: Index: 399 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| +execution time of: 4.5998e-05s: Index: 203 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| +execution time of: 4.6100e-05s: Index: 185 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| +execution time of: 4.6138e-05s: Index: 47 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| +execution time of: 4.6228e-05s: Index: 215 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| +execution time of: 4.6253e-05s: Index: 39 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +execution time of: 4.6265e-05s: Index: 239 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| +execution time of: 4.6298e-05s: Index: 33 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +execution time of: 4.6418e-05s: Index: 519 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| +execution time of: 4.6446e-05s: Index: 297 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| +execution time of: 4.6503e-05s: Index: 515 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0| +execution time of: 4.6553e-05s: Index: 209 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| +execution time of: 4.6601e-05s: Index: 527 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| +execution time of: 4.6603e-05s: Index: 237 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| +execution time of: 4.6605e-05s: Index: 231 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| +execution time of: 4.6645e-05s: Index: 309 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| +execution time of: 4.6656e-05s: Index: 213 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| +execution time of: 4.6696e-05s: Index: 633 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| +execution time of: 4.6698e-05s: Index: 407 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| +execution time of: 4.6718e-05s: Index: 303 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| +execution time of: 4.6908e-05s: Index: 285 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| +execution time of: 4.6983e-05s: Index: 347 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| +execution time of: 4.7093e-05s: Index: 525 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| +execution time of: 4.7161e-05s: Index: 345 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| +execution time of: 4.7168e-05s: Index: 561 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| +execution time of: 4.7198e-05s: Index: 543 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| +execution time of: 4.7231e-05s: Index: 41 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| +execution time of: 4.7288e-05s: Index: 635 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| +execution time of: 4.7396e-05s: Index: 81 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| +execution time of: 4.7473e-05s: Index: 567 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| +execution time of: 4.7528e-05s: Index: 681 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| +execution time of: 4.7548e-05s: Index: 107 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| +execution time of: 4.7571e-05s: Index: 639 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| +execution time of: 4.7588e-05s: Index: 327 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| +execution time of: 4.7598e-05s: Index: 659 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| +execution time of: 4.7636e-05s: Index: 311 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| +execution time of: 4.7651e-05s: Index: 69 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| +execution time of: 4.7680e-05s: Index: 441 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| +execution time of: 4.7710e-05s: Index: 423 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| +execution time of: 4.7721e-05s: Index: 63 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| +execution time of: 4.7726e-05s: Index: 447 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| +execution time of: 4.7728e-05s: Index: 351 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| +execution time of: 4.7733e-05s: Index: 657 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| +execution time of: 4.7788e-05s: Index: 431 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| +execution time of: 4.7816e-05s: Index: 645 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| +execution time of: 4.7828e-05s: Index: 105 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| +execution time of: 4.7856e-05s: Index: 57 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| +execution time of: 4.7933e-05s: Index: 83 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| +execution time of: 4.7971e-05s: Index: 465 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| +execution time of: 4.7983e-05s: Index: 663 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| +execution time of: 4.8003e-05s: Index: 263 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| +execution time of: 4.8031e-05s: Index: 249 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +execution time of: 4.8048e-05s: Index: 251 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| +execution time of: 4.8075e-05s: Index: 471 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +execution time of: 4.8085e-05s: Index: 261 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| +execution time of: 4.8106e-05s: Index: 429 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| +execution time of: 4.8148e-05s: Index: 647 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 0| +execution time of: 4.8203e-05s: Index: 687 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +execution time of: 4.8203e-05s: Index: 335 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +execution time of: 4.8221e-05s: Index: 65 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| +execution time of: 4.8238e-05s: Index: 113 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| +execution time of: 4.8273e-05s: Index: 305 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| +execution time of: 4.8278e-05s: Index: 323 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| +execution time of: 4.8291e-05s: Index: 359 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +execution time of: 4.8295e-05s: Index: 333 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| +execution time of: 4.8301e-05s: Index: 563 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| +execution time of: 4.8328e-05s: Index: 357 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| +execution time of: 4.8418e-05s: Index: 87 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| +execution time of: 4.8421e-05s: Index: 467 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| +execution time of: 4.8438e-05s: Index: 95 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| +execution time of: 4.8490e-05s: Index: 93 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| +execution time of: 4.8530e-05s: Index: 545 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| +execution time of: 4.8536e-05s: Index: 549 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| +execution time of: 4.8553e-05s: Index: 353 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| +execution time of: 4.8561e-05s: Index: 23 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +execution time of: 4.8566e-05s: Index: 443 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| +execution time of: 4.8595e-05s: Index: 89 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| +execution time of: 4.8623e-05s: Index: 551 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +execution time of: 4.8628e-05s: Index: 9 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +execution time of: 4.8641e-05s: Index: 59 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| +execution time of: 4.8693e-05s: Index: 479 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +execution time of: 4.8701e-05s: Index: 587 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +execution time of: 4.8753e-05s: Index: 15 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +execution time of: 4.8758e-05s: Index: 111 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| +execution time of: 4.8768e-05s: Index: 641 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| +execution time of: 4.8770e-05s: Index: 591 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| +execution time of: 4.8780e-05s: Index: 683 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| +execution time of: 4.8796e-05s: Index: 585 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +execution time of: 4.8816e-05s: Index: 425 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| +execution time of: 4.8856e-05s: Index: 233 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| +execution time of: 4.8918e-05s: Index: 707 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +execution time of: 4.8935e-05s: Index: 539 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| +execution time of: 4.8936e-05s: Index: 405 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| +execution time of: 4.9051e-05s: Index: 117 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| +execution time of: 4.9058e-05s: Index: 695 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +execution time of: 4.9070e-05s: Index: 21 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +execution time of: 4.9093e-05s: Index: 669 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| +execution time of: 4.9108e-05s: Index: 131 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +execution time of: 4.9123e-05s: Index: 573 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +execution time of: 4.9126e-05s: Index: 135 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +execution time of: 4.9158e-05s: Index: 371 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| +execution time of: 4.9163e-05s: Index: 705 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +execution time of: 4.9206e-05s: Index: 375 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| +execution time of: 4.9210e-05s: Index: 17 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +execution time of: 4.9218e-05s: Index: 693 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +execution time of: 4.9278e-05s: Index: 329 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| +execution time of: 4.9286e-05s: Index: 569 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| +execution time of: 4.9288e-05s: Index: 11 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +execution time of: 4.9298e-05s: Index: 143 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +execution time of: 4.9316e-05s: Index: 719 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +execution time of: 4.9323e-05s: Index: 575 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +execution time of: 4.9336e-05s: Index: 453 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +execution time of: 4.9403e-05s: Index: 383 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| +execution time of: 4.9406e-05s: Index: 455 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +execution time of: 4.9423e-05s: Index: 597 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +execution time of: 4.9438e-05s: Index: 477 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +execution time of: 4.9441e-05s: Index: 141 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +execution time of: 4.9510e-05s: Index: 711 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| +execution time of: 4.9593e-05s: Index: 369 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 1| +execution time of: 4.9605e-05s: Index: 417 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| +execution time of: 4.9670e-05s: Index: 713 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +execution time of: 4.9688e-05s: Index: 521 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| +execution time of: 4.9713e-05s: Index: 665 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| +execution time of: 4.9796e-05s: Index: 207 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| +execution time of: 4.9808e-05s: Index: 717 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +execution time of: 4.9868e-05s: Index: 671 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +execution time of: 4.9916e-05s: Index: 495 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 1| +execution time of: 4.9978e-05s: Index: 599 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +execution time of: 4.9983e-05s: Index: 129 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +execution time of: 5.0046e-05s: Index: 257 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| +execution time of: 5.0143e-05s: Index: 381 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1| +execution time of: 5.0191e-05s: Index: 689 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +execution time of: 5.0468e-05s: Index: 449 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| +execution time of: 5.0483e-05s: Index: 611 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 1| +execution time of: 5.0561e-05s: Index: 491 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| +execution time of: 5.0673e-05s: Index: 593 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +execution time of: 5.0768e-05s: Index: 501 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| +execution time of: 5.0896e-05s: Index: 293 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 1| +execution time of: 5.0931e-05s: Index: 623 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| +execution time of: 5.0933e-05s: Index: 615 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 1| +execution time of: 5.0978e-05s: Index: 377 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 1| +execution time of: 5.0996e-05s: Index: 473 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +execution time of: 5.1146e-05s: Index: 621 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| +execution time of: 5.1178e-05s: Index: 5 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +execution time of: 5.1333e-05s: Index: 609 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| +execution time of: 5.1338e-05s: Index: 617 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| +execution time of: 5.1348e-05s: Index: 137 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +execution time of: 5.1401e-05s: Index: 3 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +execution time of: 5.1618e-05s: Index: 53 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +execution time of: 5.1653e-05s: Index: 503 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1| +execution time of: 5.1673e-05s: Index: 291 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| +execution time of: 5.1738e-05s: Index: 497 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 1| +execution time of: 5.1743e-05s: Index: 51 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +execution time of: 5.2086e-05s: Index: 489 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1| +execution time of: 5.2108e-05s: Index: 75 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| +execution time of: 5.2163e-05s: Index: 411 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 1| +execution time of: 5.2235e-05s: Index: 531 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| +execution time of: 5.2363e-05s: Index: 77 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| +execution time of: 5.2498e-05s: Index: 341 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| +execution time of: 5.2596e-05s: Index: 99 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| +execution time of: 5.2663e-05s: Index: 173 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| +execution time of: 5.2738e-05s: Index: 317 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 1| +execution time of: 5.2763e-05s: Index: 555 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| +execution time of: 5.2818e-05s: Index: 13 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +execution time of: 5.2846e-05s: Index: 339 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 1| +execution time of: 5.2865e-05s: Index: 123 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +execution time of: 5.2883e-05s: Index: 61 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| +execution time of: 5.2968e-05s: Index: 171 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| +execution time of: 5.2988e-05s: Index: 125 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +execution time of: 5.3188e-05s: Index: 533 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 1| +execution time of: 5.3268e-05s: Index: 653 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| +execution time of: 5.3323e-05s: Index: 19 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +execution time of: 5.3576e-05s: Index: 27 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +execution time of: 5.3583e-05s: Index: 365 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +execution time of: 5.3598e-05s: Index: 307 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| +execution time of: 5.3648e-05s: Index: 675 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1| +execution time of: 5.3663e-05s: Index: 651 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| +execution time of: 5.3675e-05s: Index: 85 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| +execution time of: 5.3691e-05s: Index: 301 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| +execution time of: 5.3788e-05s: Index: 461 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 1| +execution time of: 5.3793e-05s: Index: 413 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 1| +execution time of: 5.3793e-05s: Index: 29 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +execution time of: 5.3841e-05s: Index: 67 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| +execution time of: 5.3885e-05s: Index: 437 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 1| +execution time of: 5.3916e-05s: Index: 557 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| +execution time of: 5.3925e-05s: Index: 459 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 1| +execution time of: 5.3933e-05s: Index: 101 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| +execution time of: 5.3958e-05s: Index: 427 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 1| +execution time of: 5.4071e-05s: Index: 363 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +execution time of: 5.4188e-05s: Index: 325 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1| +execution time of: 5.4206e-05s: Index: 195 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| +execution time of: 5.4221e-05s: Index: 387 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 2| +execution time of: 5.4236e-05s: Index: 1 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +execution time of: 5.4271e-05s: Index: 435 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| +execution time of: 5.4298e-05s: Index: 389 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| +execution time of: 5.4358e-05s: Index: 4 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +execution time of: 5.4388e-05s: Index: 219 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| +execution time of: 5.4391e-05s: Index: 445 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| +execution time of: 5.4396e-05s: Index: 605 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 2| +execution time of: 5.4420e-05s: Index: 581 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| +execution time of: 5.4423e-05s: Index: 16 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +execution time of: 5.4496e-05s: Index: 197 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| +execution time of: 5.4533e-05s: Index: 70 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| +execution time of: 5.4556e-05s: Index: 221 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| +execution time of: 5.4601e-05s: Index: 109 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| +execution time of: 5.4616e-05s: Index: 485 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| +execution time of: 5.4718e-05s: Index: 310 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| +execution time of: 5.4763e-05s: Index: 91 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| +execution time of: 5.4775e-05s: Index: 699 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| +execution time of: 5.4788e-05s: Index: 483 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| +execution time of: 5.4946e-05s: Index: 331 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1| +execution time of: 5.4988e-05s: Index: 565 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| +execution time of: 5.4998e-05s: Index: 7 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +execution time of: 5.5033e-05s: Index: 373 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 2| +execution time of: 5.5036e-05s: Index: 579 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1| +execution time of: 5.5061e-05s: Index: 685 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| +execution time of: 5.5083e-05s: Index: 133 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +execution time of: 5.5151e-05s: Index: 115 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| +execution time of: 5.5208e-05s: Index: 469 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| +execution time of: 5.5221e-05s: Index: 149 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| +execution time of: 5.5243e-05s: Index: 701 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| +execution time of: 5.5333e-05s: Index: 73 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| +execution time of: 5.5373e-05s: Index: 127 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +execution time of: 5.5408e-05s: Index: 603 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2| +execution time of: 5.5448e-05s: Index: 304 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| +execution time of: 5.5451e-05s: Index: 112 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| +execution time of: 5.5470e-05s: Index: 147 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| +execution time of: 5.5543e-05s: Index: 94 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2| +execution time of: 5.5588e-05s: Index: 349 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| +execution time of: 5.5591e-05s: Index: 379 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| +execution time of: 5.5608e-05s: Index: 142 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +execution time of: 5.5618e-05s: Index: 430 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| +execution time of: 5.5641e-05s: Index: 64 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| +execution time of: 5.5656e-05s: Index: 677 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| +execution time of: 5.5673e-05s: Index: 245 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +execution time of: 5.5696e-05s: Index: 509 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 2| +execution time of: 5.5701e-05s: Index: 352 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| +execution time of: 5.5713e-05s: Index: 243 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +execution time of: 5.5741e-05s: Index: 355 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| +execution time of: 5.5841e-05s: Index: 88 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| +execution time of: 5.5893e-05s: Index: 121 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +execution time of: 5.5976e-05s: Index: 358 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| +execution time of: 5.6008e-05s: Index: 124 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +execution time of: 5.6023e-05s: Index: 627 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 2| +execution time of: 5.6078e-05s: Index: 493 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2| +execution time of: 5.6091e-05s: Index: 424 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| +execution time of: 5.6116e-05s: Index: 25 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +execution time of: 5.6188e-05s: Index: 269 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| +execution time of: 5.6211e-05s: Index: 451 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| +execution time of: 5.6215e-05s: Index: 382 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2| +execution time of: 5.6240e-05s: Index: 97 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| +execution time of: 5.6246e-05s: Index: 544 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| +execution time of: 5.6363e-05s: Index: 598 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +execution time of: 5.6378e-05s: Index: 22 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +execution time of: 5.6438e-05s: Index: 37 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| +execution time of: 5.6441e-05s: Index: 328 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| +execution time of: 5.6476e-05s: Index: 541 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| +execution time of: 5.6478e-05s: Index: 574 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +execution time of: 5.6498e-05s: Index: 454 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +execution time of: 5.6528e-05s: Index: 547 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| +execution time of: 5.6556e-05s: Index: 136 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +execution time of: 5.6586e-05s: Index: 43 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| +execution time of: 5.6608e-05s: Index: 79 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| +execution time of: 5.6618e-05s: Index: 691 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| +execution time of: 5.6628e-05s: Index: 18 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +execution time of: 5.6643e-05s: Index: 589 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| +execution time of: 5.6648e-05s: Index: 20 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +execution time of: 5.6703e-05s: Index: 10 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +execution time of: 5.6793e-05s: Index: 568 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| +execution time of: 5.6911e-05s: Index: 267 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| +execution time of: 5.6986e-05s: Index: 613 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| +execution time of: 5.7006e-05s: Index: 49 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +execution time of: 5.7013e-05s: Index: 448 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| +execution time of: 5.7018e-05s: Index: 403 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2| +execution time of: 5.7063e-05s: Index: 664 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| +execution time of: 5.7076e-05s: Index: 397 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 2| +execution time of: 5.7083e-05s: Index: 502 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| +execution time of: 5.7108e-05s: Index: 517 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| +execution time of: 5.7121e-05s: Index: 0 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +execution time of: 5.7133e-05s: Index: 100 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| +execution time of: 5.7173e-05s: Index: 688 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| +execution time of: 5.7195e-05s: Index: 718 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +execution time of: 5.7198e-05s: Index: 211 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 2| +execution time of: 5.7226e-05s: Index: 619 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2| +execution time of: 5.7233e-05s: Index: 667 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| +execution time of: 5.7261e-05s: Index: 376 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2| +execution time of: 5.7263e-05s: Index: 138 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +execution time of: 5.7316e-05s: Index: 592 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +execution time of: 5.7333e-05s: Index: 76 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| +execution time of: 5.7523e-05s: Index: 205 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| +execution time of: 5.7528e-05s: Index: 184 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| +execution time of: 5.7533e-05s: Index: 28 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +execution time of: 5.7598e-05s: Index: 472 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| +execution time of: 5.7621e-05s: Index: 571 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| +execution time of: 5.7638e-05s: Index: 190 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 2| +execution time of: 5.7648e-05s: Index: 103 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| +execution time of: 5.7690e-05s: Index: 595 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +execution time of: 5.7801e-05s: Index: 478 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +execution time of: 5.7813e-05s: Index: 401 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0| +execution time of: 5.7816e-05s: Index: 145 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +execution time of: 5.7921e-05s: Index: 709 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| +execution time of: 5.7928e-05s: Index: 2 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +execution time of: 5.7956e-05s: Index: 277 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| +execution time of: 5.7978e-05s: Index: 334 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| +execution time of: 5.8041e-05s: Index: 715 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +execution time of: 5.8056e-05s: Index: 550 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| +execution time of: 5.8063e-05s: Index: 616 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| +execution time of: 5.8068e-05s: Index: 126 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +execution time of: 5.8096e-05s: Index: 622 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| +execution time of: 5.8123e-05s: Index: 193 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| +execution time of: 5.8186e-05s: Index: 283 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| +execution time of: 5.8191e-05s: Index: 475 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| +execution time of: 5.8258e-05s: Index: 481 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 3| +execution time of: 5.8263e-05s: Index: 55 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| +execution time of: 5.8273e-05s: Index: 265 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +execution time of: 5.8281e-05s: Index: 629 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| +execution time of: 5.8303e-05s: Index: 46 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| +execution time of: 5.8306e-05s: Index: 496 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 2| +execution time of: 5.8308e-05s: Index: 601 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| +execution time of: 5.8308e-05s: Index: 259 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| +execution time of: 5.8378e-05s: Index: 241 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +execution time of: 5.8403e-05s: Index: 253 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| +execution time of: 5.8468e-05s: Index: 120 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +execution time of: 5.8483e-05s: Index: 670 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| +execution time of: 5.8516e-05s: Index: 637 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 2| +execution time of: 5.8551e-05s: Index: 24 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +execution time of: 5.8618e-05s: Index: 8 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +execution time of: 5.8623e-05s: Index: 14 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +execution time of: 5.8633e-05s: Index: 6 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +execution time of: 5.8691e-05s: Index: 570 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| +execution time of: 5.8696e-05s: Index: 694 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +execution time of: 5.8716e-05s: Index: 673 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| +execution time of: 5.8718e-05s: Index: 148 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| +execution time of: 5.8726e-05s: Index: 217 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| +execution time of: 5.8733e-05s: Index: 487 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3| +execution time of: 5.8738e-05s: Index: 157 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| +execution time of: 5.8751e-05s: Index: 208 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 2| +execution time of: 5.8766e-05s: Index: 31 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| +execution time of: 5.8801e-05s: Index: 232 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| +execution time of: 5.8828e-05s: Index: 132 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +execution time of: 5.8833e-05s: Index: 463 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 2| +execution time of: 5.8903e-05s: Index: 238 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 2| +execution time of: 5.8936e-05s: Index: 199 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 3| +execution time of: 5.8938e-05s: Index: 262 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| +execution time of: 5.8971e-05s: Index: 52 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| +execution time of: 5.8996e-05s: Index: 92 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3| +execution time of: 5.9016e-05s: Index: 244 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +execution time of: 5.9036e-05s: Index: 474 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| +execution time of: 5.9095e-05s: Index: 607 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3| +execution time of: 5.9123e-05s: Index: 26 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +execution time of: 5.9141e-05s: Index: 90 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| +execution time of: 5.9146e-05s: Index: 40 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| +execution time of: 5.9161e-05s: Index: 697 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| +execution time of: 5.9193e-05s: Index: 690 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| +execution time of: 5.9211e-05s: Index: 268 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| +execution time of: 5.9221e-05s: Index: 625 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3| +execution time of: 5.9223e-05s: Index: 96 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +execution time of: 5.9251e-05s: Index: 553 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2| +execution time of: 5.9281e-05s: Index: 679 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| +execution time of: 5.9303e-05s: Index: 577 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| +execution time of: 5.9358e-05s: Index: 235 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| +execution time of: 5.9361e-05s: Index: 229 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2| +execution time of: 5.9383e-05s: Index: 12 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +execution time of: 5.9446e-05s: Index: 594 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +execution time of: 5.9513e-05s: Index: 98 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| +execution time of: 5.9583e-05s: Index: 712 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +execution time of: 5.9586e-05s: Index: 559 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 2| +execution time of: 5.9631e-05s: Index: 385 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4| +execution time of: 5.9781e-05s: Index: 361 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +execution time of: 5.9788e-05s: Index: 643 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| +execution time of: 5.9808e-05s: Index: 583 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| +execution time of: 5.9848e-05s: Index: 196 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| +execution time of: 5.9891e-05s: Index: 406 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| +execution time of: 5.9898e-05s: Index: 450 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| +execution time of: 5.9903e-05s: Index: 116 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 3| +execution time of: 5.9931e-05s: Index: 223 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 3| +execution time of: 5.9948e-05s: Index: 457 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| +execution time of: 6.0061e-05s: Index: 140 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +execution time of: 6.0096e-05s: Index: 187 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| +execution time of: 6.0106e-05s: Index: 460 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 2| +execution time of: 6.0108e-05s: Index: 505 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 3| +execution time of: 6.0113e-05s: Index: 511 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 3| +execution time of: 6.0118e-05s: Index: 367 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| +execution time of: 6.0126e-05s: Index: 523 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| +execution time of: 6.0128e-05s: Index: 439 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2| +execution time of: 6.0188e-05s: Index: 247 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| +execution time of: 6.0196e-05s: Index: 319 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 3| +execution time of: 6.0201e-05s: Index: 703 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| +execution time of: 6.0216e-05s: Index: 508 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 3| +execution time of: 6.0256e-05s: Index: 42 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| +execution time of: 6.0263e-05s: Index: 714 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +execution time of: 6.0308e-05s: Index: 526 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 2| +execution time of: 6.0311e-05s: Index: 452 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| +execution time of: 6.0328e-05s: Index: 172 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| +execution time of: 6.0333e-05s: Index: 214 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 2| +execution time of: 6.0336e-05s: Index: 400 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| +execution time of: 6.0373e-05s: Index: 66 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| +execution time of: 6.0383e-05s: Index: 114 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| +execution time of: 6.0393e-05s: Index: 102 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| +execution time of: 6.0416e-05s: Index: 82 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| +execution time of: 6.0448e-05s: Index: 119 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| +execution time of: 6.0523e-05s: Index: 128 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +execution time of: 6.0556e-05s: Index: 421 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| +execution time of: 6.0588e-05s: Index: 580 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 2| +execution time of: 6.0593e-05s: Index: 572 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| +execution time of: 6.0673e-05s: Index: 220 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| +execution time of: 6.0756e-05s: Index: 498 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| +execution time of: 6.0758e-05s: Index: 258 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| +execution time of: 6.0871e-05s: Index: 436 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 2| +execution time of: 6.0878e-05s: Index: 337 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| +execution time of: 6.0906e-05s: Index: 596 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +execution time of: 6.0908e-05s: Index: 343 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 3| +execution time of: 6.0916e-05s: Index: 242 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +execution time of: 6.0981e-05s: Index: 210 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| +execution time of: 6.0986e-05s: Index: 604 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| +execution time of: 6.1008e-05s: Index: 289 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| +execution time of: 6.1063e-05s: Index: 271 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| +execution time of: 6.1066e-05s: Index: 72 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +execution time of: 6.1071e-05s: Index: 286 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 3| +execution time of: 6.1073e-05s: Index: 266 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| +execution time of: 6.1078e-05s: Index: 151 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| +execution time of: 6.1088e-05s: Index: 313 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3| +execution time of: 6.1093e-05s: Index: 520 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| +execution time of: 6.1141e-05s: Index: 716 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +execution time of: 6.1173e-05s: Index: 330 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| +execution time of: 6.1178e-05s: Index: 166 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 3| +execution time of: 6.1188e-05s: Index: 264 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +execution time of: 6.1231e-05s: Index: 646 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| +execution time of: 6.1283e-05s: Index: 108 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| +execution time of: 6.1346e-05s: Index: 602 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 4| +execution time of: 6.1363e-05s: Index: 354 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 3| +execution time of: 6.1398e-05s: Index: 556 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| +execution time of: 6.1416e-05s: Index: 364 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| +execution time of: 6.1423e-05s: Index: 682 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| +execution time of: 6.1506e-05s: Index: 144 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +execution time of: 6.1523e-05s: Index: 295 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 4| +execution time of: 6.1553e-05s: Index: 631 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 3| +execution time of: 6.1560e-05s: Index: 442 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| +execution time of: 6.1583e-05s: Index: 476 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +execution time of: 6.1598e-05s: Index: 562 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| +execution time of: 6.1616e-05s: Index: 54 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +execution time of: 6.1636e-05s: Index: 620 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| +execution time of: 6.1641e-05s: Index: 48 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +execution time of: 6.1643e-05s: Index: 280 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| +execution time of: 6.1673e-05s: Index: 44 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| +execution time of: 6.1676e-05s: Index: 234 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 3| +execution time of: 6.1708e-05s: Index: 600 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +execution time of: 6.1781e-05s: Index: 30 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +execution time of: 6.1863e-05s: Index: 160 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| +execution time of: 6.1891e-05s: Index: 700 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 2| +execution time of: 6.1938e-05s: Index: 535 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 3| +execution time of: 6.1966e-05s: Index: 36 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +execution time of: 6.2041e-05s: Index: 78 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +execution time of: 6.2063e-05s: Index: 163 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| +execution time of: 6.2083e-05s: Index: 676 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| +execution time of: 6.2093e-05s: Index: 466 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| +execution time of: 6.2101e-05s: Index: 655 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 3| +execution time of: 6.2113e-05s: Index: 529 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| +execution time of: 6.2161e-05s: Index: 378 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 4| +execution time of: 6.2171e-05s: Index: 500 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 3| +execution time of: 6.2186e-05s: Index: 282 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| +execution time of: 6.2193e-05s: Index: 606 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4| +execution time of: 6.2226e-05s: Index: 240 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +execution time of: 6.2236e-05s: Index: 640 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| +execution time of: 6.2248e-05s: Index: 624 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| +execution time of: 6.2256e-05s: Index: 391 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| +execution time of: 6.2258e-05s: Index: 610 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 3| +execution time of: 6.2313e-05s: Index: 106 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| +execution time of: 6.2361e-05s: Index: 216 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| +execution time of: 6.2386e-05s: Index: 582 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3| +execution time of: 6.2388e-05s: Index: 256 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| +execution time of: 6.2453e-05s: Index: 484 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| +execution time of: 6.2538e-05s: Index: 260 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 4| +execution time of: 6.2576e-05s: Index: 246 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +execution time of: 6.2593e-05s: Index: 250 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| +execution time of: 6.2661e-05s: Index: 360 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +execution time of: 6.2723e-05s: Index: 692 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +execution time of: 6.2736e-05s: Index: 384 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| +execution time of: 6.2786e-05s: Index: 340 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| +execution time of: 6.2791e-05s: Index: 104 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| +execution time of: 6.2828e-05s: Index: 58 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| +execution time of: 6.2868e-05s: Index: 696 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 3| +execution time of: 6.2896e-05s: Index: 532 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| +execution time of: 6.2923e-05s: Index: 522 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| +execution time of: 6.2928e-05s: Index: 162 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| +execution time of: 6.2951e-05s: Index: 34 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| +execution time of: 6.2996e-05s: Index: 174 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| +execution time of: 6.3003e-05s: Index: 110 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 4| +execution time of: 6.3041e-05s: Index: 480 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +execution time of: 6.3041e-05s: Index: 74 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| +execution time of: 6.3048e-05s: Index: 84 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| +execution time of: 6.3051e-05s: Index: 626 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| +execution time of: 6.3058e-05s: Index: 415 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| +execution time of: 6.3216e-05s: Index: 252 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +execution time of: 6.3288e-05s: Index: 706 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| +execution time of: 6.3291e-05s: Index: 702 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| +execution time of: 6.3403e-05s: Index: 168 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| +execution time of: 6.3458e-05s: Index: 666 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| +execution time of: 6.3526e-05s: Index: 482 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| +execution time of: 6.3536e-05s: Index: 56 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| +execution time of: 6.3561e-05s: Index: 306 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| +execution time of: 6.3583e-05s: Index: 212 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| +execution time of: 6.3598e-05s: Index: 226 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| +execution time of: 6.3606e-05s: Index: 170 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| +execution time of: 6.3679e-05s: Index: 612 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4| +execution time of: 6.3691e-05s: Index: 366 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +execution time of: 6.3693e-05s: Index: 68 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| +execution time of: 6.3701e-05s: Index: 362 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| +execution time of: 6.3768e-05s: Index: 186 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| +execution time of: 6.3811e-05s: Index: 270 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| +execution time of: 6.3826e-05s: Index: 386 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| +execution time of: 6.3841e-05s: Index: 62 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| +execution time of: 6.3848e-05s: Index: 202 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| +execution time of: 6.3868e-05s: Index: 332 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| +execution time of: 6.3871e-05s: Index: 316 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| +execution time of: 6.3903e-05s: Index: 506 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| +execution time of: 6.3911e-05s: Index: 192 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| +execution time of: 6.3966e-05s: Index: 402 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 4| +execution time of: 6.3986e-05s: Index: 122 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +execution time of: 6.4088e-05s: Index: 154 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| +execution time of: 6.4111e-05s: Index: 32 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +execution time of: 6.4116e-05s: Index: 38 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| +execution time of: 6.4133e-05s: Index: 336 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| +execution time of: 6.4174e-05s: Index: 218 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| +execution time of: 6.4183e-05s: Index: 288 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| +execution time of: 6.4186e-05s: Index: 236 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| +execution time of: 6.4278e-05s: Index: 546 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| +execution time of: 6.4281e-05s: Index: 370 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 4| +execution time of: 6.4313e-05s: Index: 652 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3| +execution time of: 6.4316e-05s: Index: 60 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| +execution time of: 6.4383e-05s: Index: 348 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 4| +execution time of: 6.4386e-05s: Index: 356 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| +execution time of: 6.4423e-05s: Index: 322 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| +execution time of: 6.4426e-05s: Index: 576 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| +execution time of: 6.4428e-05s: Index: 372 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| +execution time of: 6.4436e-05s: Index: 156 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| +execution time of: 6.4481e-05s: Index: 254 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| +execution time of: 6.4558e-05s: Index: 222 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| +execution time of: 6.4653e-05s: Index: 380 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 4| +execution time of: 6.4701e-05s: Index: 588 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| +execution time of: 6.4733e-05s: Index: 548 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| +execution time of: 6.4804e-05s: Index: 578 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| +execution time of: 6.4831e-05s: Index: 490 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| +execution time of: 6.4851e-05s: Index: 308 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| +execution time of: 6.4884e-05s: Index: 590 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +execution time of: 6.4891e-05s: Index: 276 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| +execution time of: 6.4893e-05s: Index: 538 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| +execution time of: 6.4953e-05s: Index: 194 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| +execution time of: 6.4983e-05s: Index: 346 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| +execution time of: 6.5003e-05s: Index: 150 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| +execution time of: 6.5091e-05s: Index: 164 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| +execution time of: 6.5096e-05s: Index: 698 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| +execution time of: 6.5113e-05s: Index: 139 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +execution time of: 6.5121e-05s: Index: 608 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| +execution time of: 6.5124e-05s: Index: 486 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +execution time of: 6.5158e-05s: Index: 292 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 4| +execution time of: 6.5163e-05s: Index: 492 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| +execution time of: 6.5221e-05s: Index: 342 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 4| +execution time of: 6.5283e-05s: Index: 228 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 4| +execution time of: 6.5293e-05s: Index: 374 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 5| +execution time of: 6.5296e-05s: Index: 198 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| +execution time of: 6.5308e-05s: Index: 86 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| +execution time of: 6.5378e-05s: Index: 300 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| +execution time of: 6.5398e-05s: Index: 630 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| +execution time of: 6.5406e-05s: Index: 710 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +execution time of: 6.5429e-05s: Index: 294 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| +execution time of: 6.5463e-05s: Index: 668 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| +execution time of: 6.5586e-05s: Index: 180 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| +execution time of: 6.5621e-05s: Index: 462 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 4| +execution time of: 6.5626e-05s: Index: 658 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| +execution time of: 6.5646e-05s: Index: 274 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| +execution time of: 6.5663e-05s: Index: 510 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| +execution time of: 6.5721e-05s: Index: 350 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| +execution time of: 6.5743e-05s: Index: 188 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 4| +execution time of: 6.5763e-05s: Index: 248 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +execution time of: 6.5833e-05s: Index: 324 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| +execution time of: 6.5836e-05s: Index: 408 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| +execution time of: 6.5959e-05s: Index: 634 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| +execution time of: 6.5988e-05s: Index: 412 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4| +execution time of: 6.6028e-05s: Index: 338 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| +execution time of: 6.6088e-05s: Index: 458 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| +execution time of: 6.6096e-05s: Index: 80 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| +execution time of: 6.6139e-05s: Index: 428 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| +execution time of: 6.6146e-05s: Index: 368 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| +execution time of: 6.6228e-05s: Index: 534 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5| +execution time of: 6.6246e-05s: Index: 684 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| +execution time of: 6.6283e-05s: Index: 414 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| +execution time of: 6.6286e-05s: Index: 50 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| +execution time of: 6.6321e-05s: Index: 528 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| +execution time of: 6.6331e-05s: Index: 660 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| +execution time of: 6.6341e-05s: Index: 456 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| +execution time of: 6.6363e-05s: Index: 672 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| +execution time of: 6.6391e-05s: Index: 302 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| +execution time of: 6.6438e-05s: Index: 636 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| +execution time of: 6.6441e-05s: Index: 230 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| +execution time of: 6.6498e-05s: Index: 152 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| +execution time of: 6.6541e-05s: Index: 394 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| +execution time of: 6.6558e-05s: Index: 558 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| +execution time of: 6.6581e-05s: Index: 614 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4| +execution time of: 6.6586e-05s: Index: 552 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| +execution time of: 6.6616e-05s: Index: 524 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| +execution time of: 6.6793e-05s: Index: 516 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| +execution time of: 6.6796e-05s: Index: 409 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| +execution time of: 6.6808e-05s: Index: 284 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| +execution time of: 6.6819e-05s: Index: 224 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| +execution time of: 6.6828e-05s: Index: 432 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| +execution time of: 6.6841e-05s: Index: 540 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| +execution time of: 6.6851e-05s: Index: 488 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| +execution time of: 6.6858e-05s: Index: 470 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +execution time of: 6.6871e-05s: Index: 158 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| +execution time of: 6.6883e-05s: Index: 390 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| +execution time of: 6.6894e-05s: Index: 438 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| +execution time of: 6.6929e-05s: Index: 704 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +execution time of: 6.6936e-05s: Index: 644 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| +execution time of: 6.6951e-05s: Index: 314 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| +execution time of: 6.6951e-05s: Index: 298 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| +execution time of: 6.6956e-05s: Index: 648 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| +execution time of: 6.6973e-05s: Index: 494 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| +execution time of: 6.6988e-05s: Index: 182 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| +execution time of: 6.6996e-05s: Index: 642 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| +execution time of: 6.7091e-05s: Index: 674 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| +execution time of: 6.7208e-05s: Index: 654 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4| +execution time of: 6.7213e-05s: Index: 344 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| +execution time of: 6.7269e-05s: Index: 404 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| +execution time of: 6.7343e-05s: Index: 410 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| +execution time of: 6.7346e-05s: Index: 584 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +execution time of: 6.7358e-05s: Index: 418 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| +execution time of: 6.7361e-05s: Index: 468 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| +execution time of: 6.7371e-05s: Index: 178 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| +execution time of: 6.7419e-05s: Index: 662 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| +execution time of: 6.7546e-05s: Index: 678 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| +execution time of: 6.7568e-05s: Index: 204 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| +execution time of: 6.7656e-05s: Index: 296 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| +execution time of: 6.7686e-05s: Index: 446 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +execution time of: 6.7808e-05s: Index: 420 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| +execution time of: 6.7896e-05s: Index: 686 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +execution time of: 6.7936e-05s: Index: 554 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| +execution time of: 6.7969e-05s: Index: 388 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| +execution time of: 6.8038e-05s: Index: 464 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| +execution time of: 6.8106e-05s: Index: 542 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| +execution time of: 6.8293e-05s: Index: 278 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| +execution time of: 6.8338e-05s: Index: 118 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| +execution time of: 6.8386e-05s: Index: 290 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| +execution time of: 6.8403e-05s: Index: 422 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| +execution time of: 6.8411e-05s: Index: 272 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| +execution time of: 6.8433e-05s: Index: 200 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| +execution time of: 6.8441e-05s: Index: 444 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +execution time of: 6.8531e-05s: Index: 318 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 5| +execution time of: 6.8608e-05s: Index: 566 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +execution time of: 6.8638e-05s: Index: 638 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| +execution time of: 6.8641e-05s: Index: 656 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| +execution time of: 6.8648e-05s: Index: 512 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| +execution time of: 6.8786e-05s: Index: 518 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| +execution time of: 6.8821e-05s: Index: 396 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| +execution time of: 6.8968e-05s: Index: 398 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| +execution time of: 6.9006e-05s: Index: 434 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| +execution time of: 6.9166e-05s: Index: 416 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| +execution time of: 6.9288e-05s: Index: 632 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| +execution time of: 6.9476e-05s: Index: 650 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| +execution time of: 6.9526e-05s: Index: 564 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +execution time of: 6.9653e-05s: Index: 680 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| +execution time of: 6.9843e-05s: Index: 536 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| +execution time of: 6.9866e-05s: Index: 320 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| +execution time of: 7.0313e-05s: Index: 392 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| +execution time of: 7.0428e-05s: Index: 181 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| +execution time of: 7.0988e-05s: Index: 326 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| +execution time of: 7.1208e-05s: Index: 206 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| +execution time of: 7.1363e-05s: Index: 440 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| +execution time of: 7.1441e-05s: Index: 176 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| +execution time of: 7.2323e-05s: Index: 175 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| +execution time of: 7.2418e-05s: Index: 315 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| +execution time of: 7.2558e-05s: Index: 560 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| +execution time of: 7.2706e-05s: Index: 134 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +execution time of: 7.2868e-05s: Index: 146 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| +execution time of: 7.3696e-05s: Index: 169 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| +execution time of: 7.4426e-05s: Index: 661 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| +execution time of: 8.1926e-05s: Index: 312 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/ae_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/ae_indep_qiskit_controls.txt new file mode 100644 index 00000000..a91529f3 --- /dev/null +++ b/test/BenchmarkQuasm/results/ae_indep_qiskit_controls.txt @@ -0,0 +1,290 @@ +Start Simulation of ae_indep_qiskit_2__________________________________________________ + + i: 0 1 + 1: h | + 2: | ry p: (0.927295) + 3: c x + 4: | ry p: (-0.927295) + 5: c x + 6: h | + 7: | ry p: (0.927295) + 8:======== + 9: 0 | +10: | 1 + o: 0 1 +Q: 0 w: 3 | Q: 1 w: 1 | +Computed Permutation: ................0 -> 1|1 -> 0| +Original Permutation: ................0 -> 0|1 -> 1| +Identity Duration: 3.4875e-06s............................. +Permuted Duration: 2.9650e-06s............................. +Identity active_nodes: 3 ...................................... +Permuted active_nodes: 3 ...................................... +Identity max_nodes: 9 ...................................... +Permuted max_nodes: 9 ...................................... +________________________________________________________________________________________________ + +Start Simulation of ae_indep_qiskit_3__________________________________________________ + +.i:...0...1...2 +.1:...h...|...| +.2:...|...h...| +.3:...|...|..ry p: (9.2730e-01) +.4:...c...|...x +.5:...|...|..ry p: (-9.2730e-01) +.6:...c...|...x +.7:...|...|..ry p: (9.2730e-01) +.8:...|...c...x +.9:...|...|..ry p: (-1.8546e+00) +10:...|...c...x +11:...|...h...| +12:...c.sdg...| +13:...h...|...| +14:...|...|..ry p: (1.8546e+00) +15:============ +16:...0...|...| +17:...|...1...| +18:...|...|...2 +.o:...0...1...2 +Q: 0 w: 4 | Q: 1 w: 3 | Q: 2 w: 1 | +Computed Permutation: .........0 -> 2|1 -> 1|2 -> 0| +Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Identity Duration: 8.1628e-06s............................. +Permuted Duration: 6.8200e-06s............................. +Identity active_nodes: 7 ...................................... +Permuted active_nodes: 7 ...................................... +Identity max_nodes: 21 ...................................... +Permuted max_nodes: 21 ...................................... +________________________________________________________________________________________________ + +Start Simulation of ae_indep_qiskit_4__________________________________________________ + +.i:...0...1...2...3 +.1:...h...|...|...| +.2:...|...h...|...| +.3:...|...|...h...| +.4:...|...|...|..ry p: (9.2730e-01) +.5:...c...|...|...x +.6:...|...|...|..ry p: (-9.2730e-01) +.7:...c...|...|...x +.8:...|...|...|..ry p: (9.2730e-01) +.9:...|...c...|...x +10:...|...|...|..ry p: (-1.8546e+00) +11:...|...c...|...x +12:...|...|...|..ry p: (1.8546e+00) +13:...|...|...c...x +14:...|...|...|..ry p: (-3.7092e+00) +15:...|...|...c...x +16:...|...|...h...| +17:...|...c.sdg...| +18:...c...|.tdg...| +19:...|...h...|...| +20:...c.sdg...|...| +21:...h...|...|...| +22:...|...|...|..ry p: (3.7092e+00) +23:================ +24:...0...|...|...| +25:...|...1...|...| +26:...|...|...2...| +27:...|...|...|...3 +.o:...0...1...2...3 +Q: 0 w: 5 | Q: 1 w: 4 | Q: 2 w: 3 | Q: 3 w: 1 | +Computed Permutation: ..0 -> 3|1 -> 2|2 -> 1|3 -> 0| +Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Identity Duration: 1.5640e-05s............................. +Permuted Duration: 1.3368e-05s............................. +Identity active_nodes: 15 ...................................... +Permuted active_nodes: 15 ...................................... +Identity max_nodes: 45 ...................................... +Permuted max_nodes: 45 ...................................... +________________________________________________________________________________________________ + +Start Simulation of ae_indep_qiskit_5__________________________________________________ + +.i:...0...1...2...3...4 +.1:...h...|...|...|...| +.2:...|...h...|...|...| +.3:...|...|...h...|...| +.4:...|...|...|...h...| +.5:...|...|...|...|..ry p: (9.2730e-01) +.6:...c...|...|...|...x +.7:...|...|...|...|..ry p: (-9.2730e-01) +.8:...c...|...|...|...x +.9:...|...|...|...|..ry p: (9.2730e-01) 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Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Identity Duration: 3.0155e-05s............................. +Permuted Duration: 2.6248e-05s............................. +Identity active_nodes: 31 ...................................... +Permuted active_nodes: 31 ...................................... +Identity max_nodes: 93 ...................................... +Permuted max_nodes: 93 ...................................... +________________________________________________________________________________________________ + +Start Simulation of ae_indep_qiskit_6__________________________________________________ + +.i:...0...1...2...3...4...5 +.1:...h...|...|...|...|...| +.2:...|...h...|...|...|...| +.3:...|...|...h...|...|...| +.4:...|...|...|...h...|...| +.5:...|...|...|...|...h...| +.6:...|...|...|...|...|..ry p: (9.2730e-01) +.7:...c...|...|...|...|...x +.8:...|...|...|...|...|..ry p: (-9.2730e-01) +.9:...c...|...|...|...|...x +10:...|...|...|...|...|..ry p: (9.2730e-01) 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+38:...|...h...|...|...|...| +39:...c.sdg...|...|...|...| +40:...h...|...|...|...|...| +41:...|...|...|...|...|..ry p: (1.4837e+01) +42:======================== +43:...0...|...|...|...|...| +44:...|...1...|...|...|...| +45:...|...|...2...|...|...| +46:...|...|...|...3...|...| +47:...|...|...|...|...4...| +48:...|...|...|...|...|...5 +.o:...0...1...2...3...4...5 +Q: 0 w: 7 | Q: 1 w: 6 | Q: 2 w: 5 | Q: 3 w: 4 | Q: 4 w: 3 | Q: 5 w: 1 | +Computed Permutation: 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Identity Duration: 6.1353e-05s............................. +Permuted Duration: 5.5831e-05s............................. +Identity active_nodes: 63 ...................................... +Permuted active_nodes: 63 ...................................... +Identity max_nodes: 189...................................... +Permuted max_nodes: 189...................................... +________________________________________________________________________________________________ + +Start Simulation of ae_indep_qiskit_7__________________________________________________ + +.i:...0...1...2...3...4...5...6 +.1:...h...|...|...|...|...|...| +.2:...|...h...|...|...|...|...| +.3:...|...|...h...|...|...|...| +.4:...|...|...|...h...|...|...| +.5:...|...|...|...|...h...|...| +.6:...|...|...|...|...|...h...| +.7:...|...|...|...|...|...|..ry p: (9.2730e-01) +.8:...c...|...|...|...|...|...x +.9:...|...|...|...|...|...|..ry p: (-9.2730e-01) +10:...c...|...|...|...|...|...x +11:...|...|...|...|...|...|..ry p: (9.2730e-01) +12:...|...c...|...|...|...|...x +13:...|...|...|...|...|...|..ry p: (-1.8546e+00) +14:...|...c...|...|...|...|...x +15:...|...|...|...|...|...|..ry p: (1.8546e+00) +16:...|...|...c...|...|...|...x +17:...|...|...|...|...|...|..ry p: (-3.7092e+00) +18:...|...|...c...|...|...|...x +19:...|...|...|...|...|...|...u p: (2.5740e+00) (-3.1416e+00) (-3.1416e+00) +20:...|...|...|...c...|...|...x +21:...|...|...|...|...|...|..ry p: (-7.4184e+00) +22:...|...|...|...c...|...|...x +23:...|...|...|...|...|...|..ry p: (1.1352e+00) +24:...|...|...|...|...c...|...x +25:...|...|...|...|...|...|..ry p: (-1.4837e+01) +26:...|...|...|...|...c...|...x +27:...|...|...|...|...|...|..ry p: (2.2704e+00) +28:...|...|...|...|...|...c...x +29:...|...|...|...|...|...|..ry p: (-2.9673e+01) +30:...|...|...|...|...|...c...x +31:...|...|...|...|...|...h...| +32:...|...|...|...|...c.sdg...| +33:...|...|...|...c...|.tdg...| +34:...|...|...c...|...|...p...| p: (-3.9270e-01) +35:...|...c...|...|...|...p...| p: (-1.9635e-01) +36:...c...|...|...|...|...p...| p: (-9.8175e-02) +37:...|...|...|...|...h...|...| +38:...|...|...|...c.sdg...|...| +39:...|...|...c...|.tdg...|...| +40:...|...c...|...|...p...|...| p: (-3.9270e-01) +41:...c...|...|...|...p...|...| p: (-1.9635e-01) +42:...|...|...|...h...|...|...| +43:...|...|...c.sdg...|...|...| +44:...|...c...|.tdg...|...|...| +45:...c...|...|...p...|...|...| p: (-3.9270e-01) +46:...|...|...h...|...|...|...| +47:...|...c.sdg...|...|...|...| +48:...c...|.tdg...|...|...|...| +49:...|...h...|...|...|...|...| +50:...c.sdg...|...|...|...|...| +51:...h...|...|...|...|...|...| +52:...|...|...|...|...|...|..ry p: (2.9673e+01) +53:============================ +54:...0...|...|...|...|...|...| +55:...|...1...|...|...|...|...| +56:...|...|...2...|...|...|...| +57:...|...|...|...3...|...|...| +58:...|...|...|...|...4...|...| +59:...|...|...|...|...|...5...| +60:...|...|...|...|...|...|...6 +.o:...0...1...2...3...4...5...6 +Q: 0 w: 8 | Q: 1 w: 7 | Q: 2 w: 6 | Q: 3 w: 5 | Q: 4 w: 4 | Q: 5 w: 3 | Q: 6 w: 1 | +Computed Permutation: 0 -> 6|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1|6 -> 0| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Identity Duration: 1.1841e-04s............................. +Permuted Duration: 1.0928e-04s............................. +Identity active_nodes: 127...................................... +Permuted active_nodes: 127...................................... +Identity max_nodes: 381...................................... +Permuted max_nodes: 381...................................... +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/ae_indep_qiskit_gates.txt b/test/BenchmarkQuasm/results/ae_indep_qiskit_gates.txt new file mode 100644 index 00000000..61a1b7d0 --- /dev/null +++ b/test/BenchmarkQuasm/results/ae_indep_qiskit_gates.txt @@ -0,0 +1,284 @@ +Start Simulation of ae_indep_qiskit_2__________________________________________________ + + i: 0 1 + 1: h | + 2: | ry p: (0.927295) + 3: c x + 4: | ry p: (-0.927295) + 5: c x + 6: h | + 7: | ry p: (0.927295) + 8:======== + 9: 0 | +10: | 1 + o: 0 1 +Computed Permutation: ................0 -> 0|1 -> 1| +Original Permutation: ................0 -> 0|1 -> 1| +Identity Duration: 6.9025e-06s............................. +Permuted Duration: 6.9078e-06s............................. +Identity active_nodes: 3 ...................................... +Permuted active_nodes: 3 ...................................... +Identity max_nodes: 9 ...................................... +Permuted max_nodes: 9 ...................................... +________________________________________________________________________________________________ + +Start Simulation of ae_indep_qiskit_3__________________________________________________ + +.i:...0...1...2 +.1:...h...|...| +.2:...|...h...| +.3:...|...|..ry p: (9.2730e-01) +.4:...c...|...x +.5:...|...|..ry p: (-9.2730e-01) +.6:...c...|...x +.7:...|...|..ry p: (9.2730e-01) +.8:...|...c...x +.9:...|...|..ry p: (-1.8546e+00) +10:...|...c...x +11:...|...h...| +12:...c.sdg...| +13:...h...|...| +14:...|...|..ry p: (1.8546e+00) +15:============ +16:...0...|...| +17:...|...1...| +18:...|...|...2 +.o:...0...1...2 +Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Identity Duration: 7.7852e-06s............................. +Permuted Duration: 7.7975e-06s............................. +Identity active_nodes: 7 ...................................... +Permuted active_nodes: 7 ...................................... +Identity max_nodes: 21 ...................................... +Permuted max_nodes: 21 ...................................... +________________________________________________________________________________________________ + +Start Simulation of ae_indep_qiskit_4__________________________________________________ + +.i:...0...1...2...3 +.1:...h...|...|...| +.2:...|...h...|...| +.3:...|...|...h...| +.4:...|...|...|..ry p: (9.2730e-01) +.5:...c...|...|...x +.6:...|...|...|..ry p: (-9.2730e-01) +.7:...c...|...|...x +.8:...|...|...|..ry p: (9.2730e-01) +.9:...|...c...|...x +10:...|...|...|..ry p: (-1.8546e+00) +11:...|...c...|...x +12:...|...|...|..ry p: (1.8546e+00) +13:...|...|...c...x +14:...|...|...|..ry p: (-3.7092e+00) +15:...|...|...c...x +16:...|...|...h...| +17:...|...c.sdg...| +18:...c...|.tdg...| +19:...|...h...|...| +20:...c.sdg...|...| +21:...h...|...|...| +22:...|...|...|..ry p: (3.7092e+00) +23:================ +24:...0...|...|...| +25:...|...1...|...| +26:...|...|...2...| +27:...|...|...|...3 +.o:...0...1...2...3 +Computed Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Identity Duration: 1.4415e-05s............................. +Permuted Duration: 1.4380e-05s............................. +Identity active_nodes: 15 ...................................... +Permuted active_nodes: 15 ...................................... +Identity max_nodes: 45 ...................................... +Permuted max_nodes: 45 ...................................... +________________________________________________________________________________________________ + +Start Simulation of ae_indep_qiskit_5__________________________________________________ + +.i:...0...1...2...3...4 +.1:...h...|...|...|...| +.2:...|...h...|...|...| +.3:...|...|...h...|...| +.4:...|...|...|...h...| +.5:...|...|...|...|..ry p: (9.2730e-01) +.6:...c...|...|...|...x +.7:...|...|...|...|..ry p: (-9.2730e-01) +.8:...c...|...|...|...x +.9:...|...|...|...|..ry p: (9.2730e-01) +10:...|...c...|...|...x +11:...|...|...|...|..ry p: (-1.8546e+00) +12:...|...c...|...|...x +13:...|...|...|...|..ry p: (1.8546e+00) +14:...|...|...c...|...x +15:...|...|...|...|..ry p: (-3.7092e+00) +16:...|...|...c...|...x +17:...|...|...|...|...u p: (2.5740e+00) (-3.1416e+00) (-3.1416e+00) +18:...|...|...|...c...x +19:...|...|...|...|..ry p: (-7.4184e+00) +20:...|...|...|...c...x +21:...|...|...|...h...| +22:...|...|...c.sdg...| +23:...|...c...|.tdg...| +24:...c...|...|...p...| p: (-3.9270e-01) +25:...|...|...h...|...| +26:...|...c.sdg...|...| +27:...c...|.tdg...|...| +28:...|...h...|...|...| +29:...c.sdg...|...|...| +30:...h...|...|...|...| +31:...|...|...|...|..ry p: (7.4184e+00) +32:==================== +33:...0...|...|...|...| +34:...|...1...|...|...| +35:...|...|...2...|...| +36:...|...|...|...3...| +37:...|...|...|...|...4 +.o:...0...1...2...3...4 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Identity Duration: 2.7373e-05s............................. +Permuted Duration: 2.6838e-05s............................. +Identity active_nodes: 31 ...................................... +Permuted active_nodes: 31 ...................................... +Identity max_nodes: 93 ...................................... +Permuted max_nodes: 93 ...................................... +________________________________________________________________________________________________ + +Start Simulation of ae_indep_qiskit_6__________________________________________________ + +.i:...0...1...2...3...4...5 +.1:...h...|...|...|...|...| +.2:...|...h...|...|...|...| +.3:...|...|...h...|...|...| +.4:...|...|...|...h...|...| +.5:...|...|...|...|...h...| +.6:...|...|...|...|...|..ry p: (9.2730e-01) +.7:...c...|...|...|...|...x +.8:...|...|...|...|...|..ry p: (-9.2730e-01) +.9:...c...|...|...|...|...x +10:...|...|...|...|...|..ry p: (9.2730e-01) +11:...|...c...|...|...|...x +12:...|...|...|...|...|..ry p: (-1.8546e+00) +13:...|...c...|...|...|...x +14:...|...|...|...|...|..ry p: (1.8546e+00) +15:...|...|...c...|...|...x +16:...|...|...|...|...|..ry p: (-3.7092e+00) +17:...|...|...c...|...|...x +18:...|...|...|...|...|...u p: (2.5740e+00) (-3.1416e+00) (-3.1416e+00) +19:...|...|...|...c...|...x +20:...|...|...|...|...|..ry p: (-7.4184e+00) +21:...|...|...|...c...|...x +22:...|...|...|...|...|..ry p: (1.1352e+00) +23:...|...|...|...|...c...x +24:...|...|...|...|...|..ry p: (-1.4837e+01) +25:...|...|...|...|...c...x +26:...|...|...|...|...h...| +27:...|...|...|...c.sdg...| +28:...|...|...c...|.tdg...| +29:...|...c...|...|...p...| p: (-3.9270e-01) +30:...c...|...|...|...p...| p: (-1.9635e-01) +31:...|...|...|...h...|...| +32:...|...|...c.sdg...|...| +33:...|...c...|.tdg...|...| +34:...c...|...|...p...|...| p: (-3.9270e-01) +35:...|...|...h...|...|...| +36:...|...c.sdg...|...|...| +37:...c...|.tdg...|...|...| +38:...|...h...|...|...|...| +39:...c.sdg...|...|...|...| +40:...h...|...|...|...|...| +41:...|...|...|...|...|..ry p: (1.4837e+01) +42:======================== +43:...0...|...|...|...|...| +44:...|...1...|...|...|...| +45:...|...|...2...|...|...| +46:...|...|...|...3...|...| +47:...|...|...|...|...4...| +48:...|...|...|...|...|...5 +.o:...0...1...2...3...4...5 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Identity Duration: 5.4546e-05s............................. +Permuted Duration: 5.4413e-05s............................. +Identity active_nodes: 63 ...................................... +Permuted active_nodes: 63 ...................................... +Identity max_nodes: 189...................................... +Permuted max_nodes: 189...................................... +________________________________________________________________________________________________ + +Start Simulation of ae_indep_qiskit_7__________________________________________________ + +.i:...0...1...2...3...4...5...6 +.1:...h...|...|...|...|...|...| +.2:...|...h...|...|...|...|...| +.3:...|...|...h...|...|...|...| +.4:...|...|...|...h...|...|...| +.5:...|...|...|...|...h...|...| +.6:...|...|...|...|...|...h...| +.7:...|...|...|...|...|...|..ry p: (9.2730e-01) +.8:...c...|...|...|...|...|...x +.9:...|...|...|...|...|...|..ry p: (-9.2730e-01) +10:...c...|...|...|...|...|...x +11:...|...|...|...|...|...|..ry p: (9.2730e-01) +12:...|...c...|...|...|...|...x +13:...|...|...|...|...|...|..ry p: (-1.8546e+00) +14:...|...c...|...|...|...|...x +15:...|...|...|...|...|...|..ry p: (1.8546e+00) +16:...|...|...c...|...|...|...x +17:...|...|...|...|...|...|..ry p: (-3.7092e+00) +18:...|...|...c...|...|...|...x +19:...|...|...|...|...|...|...u p: (2.5740e+00) (-3.1416e+00) (-3.1416e+00) +20:...|...|...|...c...|...|...x +21:...|...|...|...|...|...|..ry p: (-7.4184e+00) +22:...|...|...|...c...|...|...x +23:...|...|...|...|...|...|..ry p: (1.1352e+00) +24:...|...|...|...|...c...|...x +25:...|...|...|...|...|...|..ry p: (-1.4837e+01) +26:...|...|...|...|...c...|...x +27:...|...|...|...|...|...|..ry p: (2.2704e+00) +28:...|...|...|...|...|...c...x +29:...|...|...|...|...|...|..ry p: (-2.9673e+01) +30:...|...|...|...|...|...c...x +31:...|...|...|...|...|...h...| +32:...|...|...|...|...c.sdg...| +33:...|...|...|...c...|.tdg...| +34:...|...|...c...|...|...p...| p: (-3.9270e-01) +35:...|...c...|...|...|...p...| p: (-1.9635e-01) +36:...c...|...|...|...|...p...| p: (-9.8175e-02) +37:...|...|...|...|...h...|...| +38:...|...|...|...c.sdg...|...| +39:...|...|...c...|.tdg...|...| +40:...|...c...|...|...p...|...| p: (-3.9270e-01) +41:...c...|...|...|...p...|...| p: (-1.9635e-01) +42:...|...|...|...h...|...|...| +43:...|...|...c.sdg...|...|...| +44:...|...c...|.tdg...|...|...| +45:...c...|...|...p...|...|...| p: (-3.9270e-01) +46:...|...|...h...|...|...|...| +47:...|...c.sdg...|...|...|...| +48:...c...|.tdg...|...|...|...| +49:...|...h...|...|...|...|...| +50:...c.sdg...|...|...|...|...| +51:...h...|...|...|...|...|...| +52:...|...|...|...|...|...|..ry p: (2.9673e+01) +53:============================ +54:...0...|...|...|...|...|...| +55:...|...1...|...|...|...|...| +56:...|...|...2...|...|...|...| +57:...|...|...|...3...|...|...| +58:...|...|...|...|...4...|...| +59:...|...|...|...|...|...5...| +60:...|...|...|...|...|...|...6 +.o:...0...1...2...3...4...5...6 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Identity Duration: 1.1190e-04s............................. +Permuted Duration: 1.1208e-04s............................. +Identity active_nodes: 127...................................... +Permuted active_nodes: 127...................................... +Identity max_nodes: 381...................................... +Permuted max_nodes: 381...................................... +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/dj_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/dj_indep_qiskit_all.txt new file mode 100644 index 00000000..d6a5ab00 --- /dev/null +++ b/test/BenchmarkQuasm/results/dj_indep_qiskit_all.txt @@ -0,0 +1,977 @@ +Start Simulation of dj_indep_qiskit_2__________________________________________________ + +i: 0 1 +1: ry | p: (1.5708) +2: | u2 p: (-3.14159) (-3.14159) +3: c x +4: u2 | p: (-3.14159) (-3.14159) +5:======== +6: 0 | +o: 0 | +Total Permutations: 2 +Min time: 1.7100e-06s................. Permutation 1 : 0 -> 1|1 -> 0| +Max time: 2.0425e-06s................. Permutation 0 : 0 -> 0|1 -> 1| +Min active nodes: 2 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Min max nodes: 5 nodes.................... Permutation 1 : 0 -> 1|1 -> 0| +Max active nodes: 2 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Max max nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +________________________________________________________________________________________________ + +2 permutations have 2 active nodes. + +........................... +Average time: 1.8763e-06s + +________________________________________________________________________________________________ + +1 permutations have 5 max nodes. + +........................... +Average time: 1.7100e-06s + +1 permutations have 6 max nodes. + +........................... +Average time: 2.0425e-06s + +________________________________________________________________________________________________ + +execution time of: 1.7100e-06s: Index: 1 | Max_nodes: 5 | Active_nodes: 2 | 0 -> 1|1 -> 0| +execution time of: 2.0425e-06s: Index: 0 | Max_nodes: 6 | Active_nodes: 2 | 0 -> 0|1 -> 1| +________________________________________________________________________________________________ + +Start Simulation of dj_indep_qiskit_3__________________________________________________ + +.i:...0...1...2 +.1:..ry...|...| p: (1.5708e+00) +.2:...|..ry...| p: (1.5708e+00) +.3:...|...|..u2 p: (-3.1416e+00) (-3.1416e+00) +.4:...c...|...x +.5:..u2...|...| p: (-3.1416e+00) (-3.1416e+00) +.6:...|...c...x +.7:...|..u2...| p: (-3.1416e+00) (-3.1416e+00) +.8:============ +.9:...0...|...| +10:...|...1...| +.o:...0...1...| +Total Permutations: 6 +Min time: 2.8500e-06s................. Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| +Max time: 3.5800e-06s................. Permutation 2 : 0 -> 1|1 -> 0|2 -> 2| +Min active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Min max nodes: 8 nodes.................... Permutation 3 : 0 -> 1|1 -> 2|2 -> 0| +Max active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max max nodes: 9 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +________________________________________________________________________________________________ + +6 permutations have 3 active nodes. + +........................... +Average time: 3.1979e-06s + +________________________________________________________________________________________________ + +2 permutations have 8 max nodes. + +........................... +Average time: 2.8600e-06s + +4 permutations have 9 max nodes. + +........................... +Average time: 3.3669e-06s + +________________________________________________________________________________________________ + +execution time of: 2.8500e-06s: Index: 5 | Max_nodes: 8 | Active_nodes: 3 | 0 -> 2|1 -> 1|2 -> 0| +execution time of: 2.8700e-06s: Index: 3 | Max_nodes: 8 | Active_nodes: 3 | 0 -> 1|1 -> 2|2 -> 0| +execution time of: 3.1825e-06s: Index: 4 | Max_nodes: 9 | Active_nodes: 3 | 0 -> 2|1 -> 0|2 -> 1| +execution time of: 3.1975e-06s: Index: 1 | Max_nodes: 9 | Active_nodes: 3 | 0 -> 0|1 -> 2|2 -> 1| +execution time of: 3.5075e-06s: Index: 0 | Max_nodes: 9 | Active_nodes: 3 | 0 -> 0|1 -> 1|2 -> 2| +execution time of: 3.5800e-06s: Index: 2 | Max_nodes: 9 | Active_nodes: 3 | 0 -> 1|1 -> 0|2 -> 2| +________________________________________________________________________________________________ + +Start Simulation of dj_indep_qiskit_4__________________________________________________ + +.i:...0...1...2...3 +.1:..ry...|...|...| p: (1.5708e+00) +.2:...|..ry...|...| p: (1.5708e+00) +.3:...|...|...h...| +.4:...|...|...|..u2 p: (-3.1416e+00) (-3.1416e+00) +.5:...c...|...|...x +.6:..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) +.7:...|...c...|...x +.8:...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) +.9:...|...|...c...x +10:...|...|...h...| +11:================ +12:...0...|...|...| +13:...|...1...|...| +14:...|...|...2...| +.o:...0...1...2...| +Total Permutations: 24 +Min time: 4.0400e-06s................. Permutation 15 : 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +Max time: 5.1402e-06s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Min active nodes: 4 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Min max nodes: 11 nodes.................... Permutation 9 : 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +Max active nodes: 4 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Max max nodes: 12 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +________________________________________________________________________________________________ + +24 permutations have 4 active nodes. + +........................... +Average time: 4.5797e-06s + +________________________________________________________________________________________________ + +6 permutations have 11 max nodes. + +........................... +Average time: 4.0817e-06s + +18 permutations have 12 max nodes. + +........................... +Average time: 4.7457e-06s + +________________________________________________________________________________________________ + +execution time of: 4.0400e-06s: Index: 15 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +execution time of: 4.0500e-06s: Index: 17 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +execution time of: 4.0825e-06s: Index: 21 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| +execution time of: 4.0850e-06s: Index: 9 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +execution time of: 4.1153e-06s: Index: 23 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +execution time of: 4.1175e-06s: Index: 11 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| +execution time of: 4.3725e-06s: Index: 13 | Max_nodes: 12 | Active_nodes: 4 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +execution time of: 4.4025e-06s: Index: 16 | Max_nodes: 12 | Active_nodes: 4 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| +execution time of: 4.4125e-06s: Index: 5 | Max_nodes: 12 | Active_nodes: 4 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +execution time of: 4.4175e-06s: Index: 22 | Max_nodes: 12 | Active_nodes: 4 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| +execution time of: 4.4425e-06s: Index: 19 | Max_nodes: 12 | Active_nodes: 4 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| +execution time of: 4.4550e-06s: Index: 3 | Max_nodes: 12 | Active_nodes: 4 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +execution time of: 4.7125e-06s: Index: 7 | Max_nodes: 12 | Active_nodes: 4 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +execution time of: 4.7200e-06s: Index: 4 | Max_nodes: 12 | Active_nodes: 4 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| +execution time of: 4.7203e-06s: Index: 10 | Max_nodes: 12 | Active_nodes: 4 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +execution time of: 4.7500e-06s: Index: 1 | Max_nodes: 12 | Active_nodes: 4 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +execution time of: 4.7552e-06s: Index: 18 | Max_nodes: 12 | Active_nodes: 4 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| +execution time of: 4.7650e-06s: Index: 20 | Max_nodes: 12 | Active_nodes: 4 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +execution time of: 5.0150e-06s: Index: 8 | Max_nodes: 12 | Active_nodes: 4 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| +execution time of: 5.0727e-06s: Index: 14 | Max_nodes: 12 | Active_nodes: 4 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +execution time of: 5.0750e-06s: Index: 6 | Max_nodes: 12 | Active_nodes: 4 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +execution time of: 5.0800e-06s: Index: 2 | Max_nodes: 12 | Active_nodes: 4 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +execution time of: 5.1150e-06s: Index: 12 | Max_nodes: 12 | Active_nodes: 4 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +execution time of: 5.1402e-06s: Index: 0 | Max_nodes: 12 | Active_nodes: 4 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +________________________________________________________________________________________________ + +Start Simulation of dj_indep_qiskit_5__________________________________________________ + +.i:...0...1...2...3...4 +.1:..ry...|...|...|...| p: (1.5708e+00) +.2:...|..ry...|...|...| p: (1.5708e+00) +.3:...|...|...h...|...| +.4:...|...|...|..ry...| p: (1.5708e+00) +.5:...|...|...|...|..u2 p: (-3.1416e+00) (-3.1416e+00) +.6:...c...|...|...|...x +.7:..u2...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) +.8:...|...c...|...|...x +.9:...|..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) +10:...|...|...c...|...x +11:...|...|...h...|...| +12:...|...|...|...c...x +13:...|...|...|..u2...| p: (-3.1416e+00) (-3.1416e+00) +14:==================== +15:...0...|...|...|...| +16:...|...1...|...|...| +17:...|...|...2...|...| +18:...|...|...|...3...| +.o:...0...1...2...3...| +Total Permutations: 120 +Min time: 5.4600e-06s................. Permutation 119: 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +Max time: 1.3322e-05s................. Permutation 98 : 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +Min active nodes: 5 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Min max nodes: 14 nodes.................... Permutation 33 : 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +Max active nodes: 5 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Max max nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +________________________________________________________________________________________________ + +120 permutations have 5 active nodes. + +........................... +Average time: 6.4417e-06s + +________________________________________________________________________________________________ + +24 permutations have 14 max nodes. + +........................... +Average time: 5.6925e-06s + +96 permutations have 15 max nodes. + +........................... +Average time: 6.6290e-06s + +________________________________________________________________________________________________ + +execution time of: 5.4600e-06s: Index: 119 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +execution time of: 5.5003e-06s: Index: 111 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +execution time of: 5.5153e-06s: Index: 95 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +execution time of: 5.5353e-06s: Index: 93 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +execution time of: 5.5377e-06s: Index: 83 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +execution time of: 5.5450e-06s: Index: 87 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +execution time of: 5.5600e-06s: Index: 39 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +execution time of: 5.5725e-06s: Index: 113 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +execution time of: 5.5778e-06s: Index: 41 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +execution time of: 5.5802e-06s: Index: 65 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +execution time of: 5.5825e-06s: Index: 59 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +execution time of: 5.5877e-06s: Index: 63 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +execution time of: 5.5900e-06s: Index: 45 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +execution time of: 5.6050e-06s: Index: 89 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +execution time of: 5.6100e-06s: Index: 107 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +execution time of: 5.6125e-06s: Index: 105 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +execution time of: 5.6227e-06s: Index: 57 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +execution time of: 5.6300e-06s: Index: 35 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +execution time of: 5.6325e-06s: Index: 69 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +execution time of: 5.6478e-06s: Index: 71 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +execution time of: 5.7003e-06s: Index: 47 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +execution time of: 5.7050e-06s: Index: 81 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +execution time of: 5.7575e-06s: Index: 33 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +execution time of: 5.7750e-06s: Index: 85 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +execution time of: 5.8050e-06s: Index: 17 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +execution time of: 5.8325e-06s: Index: 91 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +execution time of: 5.8525e-06s: Index: 94 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +execution time of: 5.8550e-06s: Index: 115 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +execution time of: 5.8825e-06s: Index: 51 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +execution time of: 5.8827e-06s: Index: 101 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +execution time of: 5.9000e-06s: Index: 118 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +execution time of: 5.9025e-06s: Index: 11 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +execution time of: 5.9050e-06s: Index: 112 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +execution time of: 5.9200e-06s: Index: 23 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +execution time of: 5.9228e-06s: Index: 61 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +execution time of: 5.9350e-06s: Index: 70 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +execution time of: 5.9352e-06s: Index: 77 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +execution time of: 5.9375e-06s: Index: 109 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +execution time of: 5.9477e-06s: Index: 15 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +execution time of: 5.9500e-06s: Index: 64 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +execution time of: 5.9550e-06s: Index: 53 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +execution time of: 5.9575e-06s: Index: 9 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +execution time of: 5.9677e-06s: Index: 21 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +execution time of: 5.9850e-06s: Index: 75 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +execution time of: 5.9852e-06s: Index: 88 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +execution time of: 6.1303e-06s: Index: 3 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +execution time of: 6.1625e-06s: Index: 82 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +execution time of: 6.1952e-06s: Index: 116 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +execution time of: 6.1975e-06s: Index: 40 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +execution time of: 6.2000e-06s: Index: 46 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +execution time of: 6.2100e-06s: Index: 103 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +execution time of: 6.2350e-06s: Index: 29 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +execution time of: 6.2353e-06s: Index: 114 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +execution time of: 6.2375e-06s: Index: 16 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +execution time of: 6.2450e-06s: Index: 5 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +execution time of: 6.2525e-06s: Index: 37 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +execution time of: 6.2550e-06s: Index: 19 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +execution time of: 6.2652e-06s: Index: 13 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +execution time of: 6.2800e-06s: Index: 106 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +execution time of: 6.2825e-06s: Index: 27 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +execution time of: 6.2850e-06s: Index: 79 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +execution time of: 6.2878e-06s: Index: 76 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +execution time of: 6.2950e-06s: Index: 43 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +execution time of: 6.3003e-06s: Index: 73 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +execution time of: 6.3502e-06s: Index: 22 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +execution time of: 6.4575e-06s: Index: 1 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +execution time of: 6.5025e-06s: Index: 52 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +execution time of: 6.5150e-06s: Index: 96 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +execution time of: 6.5250e-06s: Index: 44 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +execution time of: 6.5300e-06s: Index: 68 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +execution time of: 6.5325e-06s: Index: 55 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +execution time of: 6.5350e-06s: Index: 108 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +execution time of: 6.5402e-06s: Index: 7 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +execution time of: 6.5625e-06s: Index: 102 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +execution time of: 6.5777e-06s: Index: 110 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +execution time of: 6.5800e-06s: Index: 20 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +execution time of: 6.5825e-06s: Index: 4 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +execution time of: 6.5900e-06s: Index: 18 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +execution time of: 6.5903e-06s: Index: 10 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +execution time of: 6.5975e-06s: Index: 31 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +execution time of: 6.6078e-06s: Index: 34 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +execution time of: 6.6100e-06s: Index: 42 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +execution time of: 6.6428e-06s: Index: 49 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +execution time of: 6.6753e-06s: Index: 25 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +execution time of: 6.7427e-06s: Index: 2 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +execution time of: 6.7828e-06s: Index: 86 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +execution time of: 6.7975e-06s: Index: 0 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +execution time of: 6.8100e-06s: Index: 8 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +execution time of: 6.8150e-06s: Index: 66 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +execution time of: 6.8277e-06s: Index: 84 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +execution time of: 6.8350e-06s: Index: 50 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +execution time of: 6.8377e-06s: Index: 6 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +execution time of: 6.8400e-06s: Index: 56 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +execution time of: 6.8503e-06s: Index: 32 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +execution time of: 6.8603e-06s: Index: 14 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +execution time of: 6.8825e-06s: Index: 38 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +execution time of: 6.8850e-06s: Index: 60 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +execution time of: 6.8950e-06s: Index: 12 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +execution time of: 6.9050e-06s: Index: 74 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +execution time of: 6.9075e-06s: Index: 80 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +execution time of: 6.9102e-06s: Index: 26 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +execution time of: 6.9200e-06s: Index: 62 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +execution time of: 6.9327e-06s: Index: 36 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +execution time of: 6.9425e-06s: Index: 30 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +execution time of: 6.9875e-06s: Index: 48 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +execution time of: 7.0000e-06s: Index: 24 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +execution time of: 7.0375e-06s: Index: 78 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +execution time of: 7.7725e-06s: Index: 72 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +execution time of: 7.9525e-06s: Index: 117 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +execution time of: 9.8277e-06s: Index: 99 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +execution time of: 9.8502e-06s: Index: 100 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +execution time of: 1.2805e-05s: Index: 97 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| +execution time of: 1.3322e-05s: Index: 98 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +________________________________________________________________________________________________ + +Start Simulation of dj_indep_qiskit_6__________________________________________________ + +.i:...0...1...2...3...4...5 +.1:..ry...|...|...|...|...| p: (1.5708e+00) +.2:...|..ry...|...|...|...| p: (1.5708e+00) +.3:...|...|...h...|...|...| +.4:...|...|...|..ry...|...| p: (1.5708e+00) +.5:...|...|...|...|...h...| +.6:...|...|...|...|...|..u2 p: (-3.1416e+00) (-3.1416e+00) +.7:...c...|...|...|...|...x +.8:..u2...|...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) +.9:...|...c...|...|...|...x +10:...|..u2...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) +11:...|...|...c...|...|...x +12:...|...|...h...|...|...| +13:...|...|...|...c...|...x +14:...|...|...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) +15:...|...|...|...|...c...x +16:...|...|...|...|...h...| +17:======================== +18:...0...|...|...|...|...| +19:...|...1...|...|...|...| +20:...|...|...2...|...|...| +21:...|...|...|...3...|...| +22:...|...|...|...|...4...| +.o:...0...1...2...3...4...| +Total Permutations: 720 +Min time: 6.8225e-06s................. Permutation 545: 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| +Max time: 1.8478e-05s................. Permutation 114: 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| +Min active nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Min max nodes: 17 nodes.................... Permutation 153: 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +Max active nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Max max nodes: 18 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +________________________________________________________________________________________________ + +720 permutations have 6 active nodes. + +........................... +Average time: 8.0442e-06s + +________________________________________________________________________________________________ + +120 permutations have 17 max nodes. + +........................... +Average time: 7.1440e-06s + +600 permutations have 18 max nodes. + +........................... +Average time: 8.2243e-06s + +________________________________________________________________________________________________ + +execution time of: 6.8225e-06s: Index: 545 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| +execution time of: 6.8403e-06s: Index: 563 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| +execution time of: 6.8427e-06s: Index: 593 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +execution time of: 6.8475e-06s: Index: 575 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +execution time of: 6.8600e-06s: Index: 405 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| +execution time of: 6.8675e-06s: Index: 713 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +execution time of: 6.8775e-06s: Index: 401 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0| +execution time of: 6.8828e-06s: Index: 399 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| +execution time of: 6.8852e-06s: Index: 707 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +execution time of: 6.8900e-06s: Index: 561 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| +execution time of: 6.8902e-06s: Index: 465 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| +execution time of: 6.8952e-06s: Index: 671 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +execution time of: 6.8975e-06s: Index: 665 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| +execution time of: 6.9000e-06s: Index: 515 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0| +execution time of: 6.9050e-06s: Index: 695 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +execution time of: 6.9075e-06s: Index: 335 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +execution time of: 6.9078e-06s: Index: 585 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +execution time of: 6.9150e-06s: Index: 449 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| +execution time of: 6.9200e-06s: Index: 539 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| +execution time of: 6.9250e-06s: Index: 669 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| +execution time of: 6.9277e-06s: Index: 549 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| +execution time of: 6.9300e-06s: Index: 321 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| +execution time of: 6.9303e-06s: Index: 567 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| +execution time of: 6.9353e-06s: Index: 663 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| +execution time of: 6.9377e-06s: Index: 473 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +execution time of: 6.9400e-06s: Index: 233 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| +execution time of: 6.9403e-06s: Index: 351 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| +execution time of: 6.9427e-06s: Index: 551 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +execution time of: 6.9503e-06s: Index: 395 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| +execution time of: 6.9550e-06s: Index: 323 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| +execution time of: 6.9602e-06s: Index: 633 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| +execution time of: 6.9650e-06s: Index: 429 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| +execution time of: 6.9652e-06s: Index: 359 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +execution time of: 6.9675e-06s: Index: 681 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| +execution time of: 6.9678e-06s: Index: 467 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| +execution time of: 6.9700e-06s: Index: 591 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| +execution time of: 6.9728e-06s: Index: 297 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| +execution time of: 6.9775e-06s: Index: 477 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +execution time of: 6.9800e-06s: Index: 333 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| +execution time of: 6.9825e-06s: Index: 393 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| +execution time of: 6.9850e-06s: Index: 281 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| +execution time of: 6.9852e-06s: Index: 719 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +execution time of: 6.9900e-06s: Index: 689 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +execution time of: 6.9925e-06s: Index: 209 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| +execution time of: 6.9928e-06s: Index: 639 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| +execution time of: 6.9950e-06s: Index: 275 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| +execution time of: 6.9978e-06s: Index: 201 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| +execution time of: 7.0025e-06s: Index: 431 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| +execution time of: 7.0075e-06s: Index: 417 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| +execution time of: 7.0100e-06s: Index: 687 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +execution time of: 7.0103e-06s: Index: 569 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| +execution time of: 7.0125e-06s: Index: 705 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +execution time of: 7.0127e-06s: Index: 407 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| +execution time of: 7.0150e-06s: Index: 231 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| +execution time of: 7.0175e-06s: Index: 455 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +execution time of: 7.0203e-06s: Index: 329 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| +execution time of: 7.0227e-06s: Index: 239 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| +execution time of: 7.0300e-06s: Index: 423 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| +execution time of: 7.0327e-06s: Index: 645 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| +execution time of: 7.0377e-06s: Index: 327 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| +execution time of: 7.0400e-06s: Index: 213 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| +execution time of: 7.0427e-06s: Index: 309 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| +execution time of: 7.0475e-06s: Index: 203 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| +execution time of: 7.0478e-06s: Index: 521 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| +execution time of: 7.0625e-06s: Index: 311 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| +execution time of: 7.0628e-06s: Index: 519 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| +execution time of: 7.0650e-06s: Index: 185 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| +execution time of: 7.0702e-06s: Index: 303 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| +execution time of: 7.0775e-06s: Index: 207 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| +execution time of: 7.0900e-06s: Index: 183 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| +execution time of: 7.0950e-06s: Index: 215 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| +execution time of: 7.0975e-06s: Index: 717 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +execution time of: 7.0977e-06s: Index: 155 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| +execution time of: 7.1000e-06s: Index: 285 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| +execution time of: 7.1100e-06s: Index: 273 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +execution time of: 7.1103e-06s: Index: 345 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| +execution time of: 7.1175e-06s: Index: 153 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +execution time of: 7.1225e-06s: Index: 299 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| +execution time of: 7.1227e-06s: Index: 287 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| +execution time of: 7.1250e-06s: Index: 179 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| +execution time of: 7.1300e-06s: Index: 557 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| +execution time of: 7.1303e-06s: Index: 441 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| +execution time of: 7.1352e-06s: Index: 305 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| +execution time of: 7.1375e-06s: Index: 547 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| +execution time of: 7.1475e-06s: Index: 667 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| +execution time of: 7.1550e-06s: Index: 167 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| +execution time of: 7.1575e-06s: Index: 227 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| +execution time of: 7.1628e-06s: Index: 574 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +execution time of: 7.1700e-06s: Index: 513 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| +execution time of: 7.1800e-06s: Index: 661 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| +execution time of: 7.1803e-06s: Index: 581 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| +execution time of: 7.1827e-06s: Index: 677 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| +execution time of: 7.1875e-06s: Index: 598 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +execution time of: 7.1925e-06s: Index: 421 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| +execution time of: 7.1975e-06s: Index: 383 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| +execution time of: 7.2000e-06s: Index: 381 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1| +execution time of: 7.2025e-06s: Index: 347 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| +execution time of: 7.2103e-06s: Index: 225 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| +execution time of: 7.2150e-06s: Index: 495 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 1| +execution time of: 7.2177e-06s: Index: 435 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| +execution time of: 7.2200e-06s: Index: 621 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| +execution time of: 7.2203e-06s: Index: 670 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| +execution time of: 7.2302e-06s: Index: 595 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +execution time of: 7.2325e-06s: Index: 237 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| +execution time of: 7.2350e-06s: Index: 454 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +execution time of: 7.2375e-06s: Index: 478 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +execution time of: 7.2400e-06s: Index: 623 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| +execution time of: 7.2402e-06s: Index: 555 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| +execution time of: 7.2450e-06s: Index: 541 | 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| 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 1| +execution time of: 7.2953e-06s: Index: 315 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| +execution time of: 7.2975e-06s: Index: 331 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1| +execution time of: 7.2977e-06s: Index: 339 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 1| +execution time of: 7.3025e-06s: Index: 451 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| +execution time of: 7.3050e-06s: Index: 589 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| +execution time of: 7.3053e-06s: Index: 491 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| +execution time of: 7.3077e-06s: Index: 472 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| +execution time of: 7.3100e-06s: Index: 592 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 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-> 5|5 -> 1| +execution time of: 7.3328e-06s: Index: 685 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| +execution time of: 7.3378e-06s: Index: 41 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| +execution time of: 7.3425e-06s: Index: 503 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1| +execution time of: 7.3452e-06s: Index: 35 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| +execution time of: 7.3525e-06s: Index: 47 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| +execution time of: 7.3550e-06s: Index: 445 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| +execution time of: 7.3577e-06s: Index: 615 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 1| +execution time of: 7.3600e-06s: Index: 550 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| 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| 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| +execution time of: 7.5328e-06s: Index: 679 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| +execution time of: 7.5350e-06s: Index: 637 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 2| +execution time of: 7.5353e-06s: Index: 716 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +execution time of: 7.5377e-06s: Index: 382 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2| +execution time of: 7.5403e-06s: Index: 304 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| +execution time of: 7.5450e-06s: Index: 682 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| +execution time of: 7.5453e-06s: Index: 676 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| +execution time of: 7.5475e-06s: Index: 692 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 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-> 4|5 -> 2| +execution time of: 7.5725e-06s: Index: 21 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +execution time of: 7.5750e-06s: Index: 173 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| +execution time of: 7.5775e-06s: Index: 15 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +execution time of: 7.5778e-06s: Index: 119 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| +execution time of: 7.5800e-06s: Index: 452 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| +execution time of: 7.5825e-06s: Index: 171 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| +execution time of: 7.5850e-06s: Index: 714 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +execution time of: 7.5852e-06s: Index: 463 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 2| 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Index: 457 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| +execution time of: 7.6652e-06s: Index: 466 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| +execution time of: 7.6677e-06s: Index: 137 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +execution time of: 7.6700e-06s: Index: 700 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 2| +execution time of: 7.6702e-06s: Index: 363 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +execution time of: 7.6725e-06s: Index: 53 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +execution time of: 7.6750e-06s: Index: 520 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| +execution time of: 7.6753e-06s: Index: 523 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| +execution time of: 7.6850e-06s: Index: 389 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| +execution time of: 7.6853e-06s: Index: 91 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| +execution time of: 7.6875e-06s: Index: 376 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2| +execution time of: 7.6950e-06s: Index: 556 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| +execution time of: 7.6977e-06s: Index: 373 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 2| +execution time of: 7.7000e-06s: Index: 195 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| +execution time of: 7.7025e-06s: Index: 232 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| +execution time of: 7.7050e-06s: Index: 442 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| +execution time of: 7.7053e-06s: Index: 75 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| +execution time of: 7.7077e-06s: Index: 379 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| +execution time of: 7.7127e-06s: Index: 143 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +execution time of: 7.7150e-06s: Index: 77 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| +execution time of: 7.7227e-06s: Index: 141 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +execution time of: 7.7253e-06s: Index: 135 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +execution time of: 7.7325e-06s: Index: 474 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| +execution time of: 7.7425e-06s: Index: 187 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| +execution time of: 7.7475e-06s: Index: 112 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| +execution time of: 7.7478e-06s: Index: 229 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2| +execution time of: 7.7525e-06s: Index: 517 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| +execution time of: 7.7550e-06s: Index: 129 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +execution time of: 7.7600e-06s: Index: 197 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| +execution time of: 7.7650e-06s: Index: 118 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| +execution time of: 7.7752e-06s: Index: 88 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| +execution time of: 7.7825e-06s: Index: 67 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| +execution time of: 7.7827e-06s: Index: 524 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| +execution time of: 7.7852e-06s: Index: 190 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 2| +execution time of: 7.7978e-06s: Index: 634 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| +execution time of: 7.8075e-06s: Index: 319 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 3| +execution time of: 7.8150e-06s: Index: 85 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| +execution time of: 7.8177e-06s: Index: 578 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| +execution time of: 7.8203e-06s: Index: 668 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| +execution time of: 7.8250e-06s: Index: 628 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 3| +execution time of: 7.8328e-06s: Index: 208 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 2| +execution time of: 7.8350e-06s: Index: 696 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 3| +execution time of: 7.8400e-06s: Index: 500 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 3| +execution time of: 7.8450e-06s: Index: 220 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| +execution time of: 7.8475e-06s: Index: 642 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| +execution time of: 7.8477e-06s: Index: 322 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| +execution time of: 7.8500e-06s: Index: 157 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| +execution time of: 7.8525e-06s: Index: 163 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| +execution time of: 7.8528e-06s: Index: 184 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| +execution 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Active_nodes: 6 | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 3| +execution time of: 7.9300e-06s: Index: 316 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| +execution time of: 7.9325e-06s: Index: 253 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| +execution time of: 7.9352e-06s: Index: 283 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| +execution time of: 7.9427e-06s: Index: 16 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +execution time of: 7.9450e-06s: Index: 522 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| +execution time of: 7.9475e-06s: Index: 508 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 3| +execution time of: 7.9478e-06s: Index: 346 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| +execution time of: 7.9503e-06s: Index: 46 | Max_nodes: 18 | Active_nodes: 6 | 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-> 0|3 -> 5|4 -> 4|5 -> 3| +execution time of: 7.9800e-06s: Index: 43 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| +execution time of: 7.9828e-06s: Index: 481 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 3| +execution time of: 7.9900e-06s: Index: 484 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| +execution time of: 7.9903e-06s: Index: 340 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| +execution time of: 7.9928e-06s: Index: 704 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +execution time of: 7.9950e-06s: Index: 262 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| +execution time of: 8.0000e-06s: Index: 147 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| +execution time of: 8.0050e-06s: Index: 505 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 3| +execution time of: 8.0052e-06s: Index: 698 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| +execution time of: 8.0075e-06s: Index: 332 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| +execution time of: 8.0125e-06s: Index: 576 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| +execution time of: 8.0152e-06s: Index: 529 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| +execution time of: 8.0175e-06s: Index: 259 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| +execution time of: 8.0228e-06s: Index: 702 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| +execution time of: 8.0250e-06s: Index: 103 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| +execution time of: 8.0253e-06s: Index: 142 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| 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of: 8.0600e-06s: Index: 498 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| +execution time of: 8.0650e-06s: Index: 212 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| +execution time of: 8.0653e-06s: Index: 256 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| +execution time of: 8.0753e-06s: Index: 90 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| +execution time of: 8.0925e-06s: Index: 79 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| +execution time of: 8.0950e-06s: Index: 223 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 3| +execution time of: 8.0978e-06s: Index: 133 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +execution time of: 8.1075e-06s: Index: 136 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +execution time of: 8.1078e-06s: Index: 160 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| +execution time of: 8.1300e-06s: Index: 626 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| +execution time of: 8.1350e-06s: Index: 280 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| +execution time of: 8.1400e-06s: Index: 404 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| +execution time of: 8.1403e-06s: Index: 125 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +execution time of: 8.1425e-06s: Index: 199 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 3| +execution time of: 8.1450e-06s: Index: 149 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| +execution time of: 8.1478e-06s: Index: 166 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 3| +execution time of: 8.1503e-06s: Index: 370 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 4| +execution time of: 8.1525e-06s: Index: 632 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| +execution time of: 8.1575e-06s: Index: 385 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4| +execution time of: 8.1577e-06s: Index: 298 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| +execution time of: 8.1650e-06s: Index: 217 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| +execution time of: 8.1700e-06s: Index: 338 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| +execution time of: 8.1703e-06s: Index: 380 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 4| +execution time of: 8.1728e-06s: Index: 680 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| +execution time of: 8.1750e-06s: Index: 295 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 4| +execution time of: 8.1752e-06s: Index: 638 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| +execution time of: 8.1800e-06s: Index: 250 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| +execution time of: 8.1875e-06s: Index: 678 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| +execution time of: 8.1925e-06s: Index: 7 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +execution time of: 8.2002e-06s: Index: 20 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +execution time of: 8.2028e-06s: Index: 274 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| +execution time of: 8.2050e-06s: Index: 415 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| +execution time of: 8.2100e-06s: Index: 25 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +execution time of: 8.2200e-06s: Index: 428 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| +execution time of: 8.2202e-06s: Index: 188 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 4| +execution time of: 8.2228e-06s: Index: 284 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| +execution time of: 8.2275e-06s: Index: 336 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| +execution time of: 8.2300e-06s: Index: 636 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| +execution time of: 8.2325e-06s: Index: 18 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +execution time of: 8.2328e-06s: Index: 10 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +execution time of: 8.2350e-06s: Index: 28 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +execution time of: 8.2377e-06s: Index: 672 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| +execution time of: 8.2400e-06s: Index: 34 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| +execution time of: 8.2453e-06s: Index: 650 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| +execution time of: 8.2475e-06s: Index: 648 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| +execution time of: 8.2527e-06s: Index: 4 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +execution time of: 8.2553e-06s: Index: 470 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +execution time of: 8.2575e-06s: Index: 68 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| +execution time of: 8.2625e-06s: Index: 388 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| +execution time of: 8.2650e-06s: Index: 630 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| +execution time of: 8.2653e-06s: Index: 31 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| +execution time of: 8.2675e-06s: Index: 614 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4| +execution time of: 8.2678e-06s: Index: 271 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| +execution time of: 8.2725e-06s: Index: 608 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| +execution time of: 8.2802e-06s: Index: 282 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| +execution time of: 8.2825e-06s: Index: 367 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| +execution time of: 8.2850e-06s: Index: 409 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| +execution 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Index: 361 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +execution time of: 8.3325e-06s: Index: 138 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +execution time of: 8.3328e-06s: Index: 258 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| +execution time of: 8.3400e-06s: Index: 148 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| +execution time of: 8.3428e-06s: Index: 426 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| +execution time of: 8.3475e-06s: Index: 308 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| +execution time of: 8.3477e-06s: Index: 265 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +execution time of: 8.3550e-06s: Index: 44 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| +execution time of: 8.3575e-06s: Index: 244 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +execution time of: 8.3600e-06s: Index: 66 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| +execution time of: 8.3650e-06s: Index: 412 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4| +execution time of: 8.3750e-06s: Index: 456 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| +execution time of: 8.3800e-06s: Index: 49 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +execution time of: 8.3828e-06s: Index: 224 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| +execution time of: 8.3950e-06s: Index: 140 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +execution time of: 8.4075e-06s: Index: 186 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| +execution time of: 8.4100e-06s: Index: 124 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +execution time of: 8.4102e-06s: Index: 260 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 4| +execution time of: 8.4125e-06s: Index: 230 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| +execution time of: 8.4175e-06s: Index: 342 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 4| +execution time of: 8.4202e-06s: Index: 241 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +execution time of: 8.4250e-06s: Index: 216 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| +execution time of: 8.4275e-06s: Index: 558 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| +execution time of: 8.4300e-06s: Index: 416 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| +execution time of: 8.4375e-06s: Index: 368 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| +execution time of: 8.4400e-06s: Index: 268 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| +execution time of: 8.4427e-06s: Index: 76 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| +execution time of: 8.4453e-06s: Index: 560 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| +execution time of: 8.4525e-06s: Index: 102 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| +execution time of: 8.4527e-06s: Index: 176 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| +execution time of: 8.4575e-06s: Index: 438 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| +execution time of: 8.4602e-06s: Index: 655 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 3| +execution time of: 8.4675e-06s: Index: 276 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| +execution time of: 8.4725e-06s: Index: 24 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +execution time of: 8.4878e-06s: Index: 104 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| +execution time of: 8.4900e-06s: Index: 32 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +execution time of: 8.4925e-06s: Index: 154 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| +execution time of: 8.4952e-06s: Index: 26 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +execution time of: 8.4975e-06s: Index: 492 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| +execution time of: 8.4978e-06s: Index: 420 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| +execution time of: 8.5025e-06s: Index: 228 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 4| +execution time of: 8.5052e-06s: Index: 248 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +execution time of: 8.5103e-06s: Index: 6 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +execution time of: 8.5128e-06s: Index: 516 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| +execution time of: 8.5200e-06s: Index: 494 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| +execution time of: 8.5252e-06s: Index: 294 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| +execution time of: 8.5325e-06s: Index: 512 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| +execution time of: 8.5375e-06s: Index: 542 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| +execution time of: 8.5377e-06s: Index: 194 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| 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536 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| +execution time of: 8.5825e-06s: Index: 504 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 5| +execution time of: 8.5828e-06s: Index: 540 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| +execution time of: 8.5853e-06s: Index: 200 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| +execution time of: 8.5877e-06s: Index: 74 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| +execution time of: 8.5900e-06s: Index: 422 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| +execution time of: 8.5902e-06s: Index: 182 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| +execution time of: 8.5928e-06s: Index: 372 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| +execution time of: 8.6002e-06s: Index: 0 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +execution time of: 8.6053e-06s: Index: 54 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +execution time of: 8.6075e-06s: Index: 278 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| +execution time of: 8.6078e-06s: Index: 38 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| +execution time of: 8.6178e-06s: Index: 362 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| +execution time of: 8.6227e-06s: Index: 64 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| +execution time of: 8.6250e-06s: Index: 206 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| +execution time of: 8.6253e-06s: Index: 121 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +execution time of: 8.6275e-06s: Index: 254 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| +execution time of: 8.6300e-06s: Index: 528 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| +execution time of: 8.6327e-06s: Index: 242 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +execution time of: 8.6350e-06s: Index: 408 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| +execution time of: 8.6353e-06s: Index: 144 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +execution time of: 8.6375e-06s: Index: 120 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +execution time of: 8.6425e-06s: Index: 48 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +execution time of: 8.6478e-06s: Index: 170 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| +execution time of: 8.6603e-06s: Index: 410 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| +execution time of: 8.6625e-06s: Index: 152 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| +execution time of: 8.6627e-06s: Index: 127 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +execution time of: 8.6675e-06s: Index: 266 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| +execution time of: 8.6700e-06s: Index: 150 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| +execution time of: 8.6775e-06s: Index: 432 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| +execution time of: 8.6800e-06s: Index: 86 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| +execution time of: 8.6875e-06s: Index: 270 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| +execution time of: 8.7152e-06s: Index: 288 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| +execution time of: 8.7203e-06s: Index: 168 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| +execution time of: 8.7225e-06s: Index: 390 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| +execution time of: 8.7252e-06s: Index: 180 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| +execution time of: 8.7450e-06s: Index: 444 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +execution time of: 8.7600e-06s: Index: 240 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +execution time of: 8.7602e-06s: Index: 518 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| +execution time of: 8.7702e-06s: Index: 198 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| +execution time of: 8.7750e-06s: Index: 146 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| +execution time of: 8.7778e-06s: Index: 72 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +execution time of: 8.7927e-06s: Index: 84 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| +execution time of: 8.8000e-06s: Index: 175 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| +execution time of: 8.8275e-06s: Index: 318 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 5| +execution time of: 8.8503e-06s: Index: 320 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| +execution time of: 8.9475e-06s: Index: 314 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| +execution time of: 8.9950e-06s: Index: 324 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| +execution time of: 9.0300e-06s: Index: 326 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| +execution time of: 9.0327e-06s: Index: 312 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| +execution time of: 9.1200e-06s: Index: 111 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| +execution time of: 9.2000e-06s: Index: 313 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3| +execution time of: 9.2325e-06s: Index: 2 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +execution time of: 9.2452e-06s: Index: 128 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +execution time of: 9.3478e-06s: Index: 55 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| +execution time of: 9.3527e-06s: Index: 159 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| +execution time of: 9.3625e-06s: Index: 356 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| +execution time of: 9.3800e-06s: Index: 80 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| +execution time of: 9.3975e-06s: Index: 107 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| +execution time of: 9.4525e-06s: Index: 177 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| +execution time of: 9.5252e-06s: Index: 130 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +execution time of: 9.5478e-06s: Index: 165 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| +execution time of: 9.5678e-06s: Index: 191 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| +execution time of: 9.7725e-06s: Index: 59 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| +execution time of: 9.8077e-06s: Index: 57 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| +execution time of: 9.8553e-06s: Index: 94 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2| +execution time of: 9.8625e-06s: Index: 414 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| +execution time of: 9.9150e-06s: Index: 113 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| +execution time of: 9.9477e-06s: Index: 95 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| +execution time of: 9.9928e-06s: Index: 226 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| +execution time of: 1.0003e-05s: Index: 601 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| +execution time of: 1.0103e-05s: Index: 235 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| +execution time of: 1.0115e-05s: Index: 70 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| +execution time of: 1.0200e-05s: Index: 662 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| +execution time of: 1.0208e-05s: Index: 61 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| +execution time of: 1.0218e-05s: Index: 109 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| +execution time of: 1.0220e-05s: Index: 99 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| +execution time of: 1.0300e-05s: Index: 62 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| +execution time of: 1.0333e-05s: Index: 98 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| +execution time of: 1.0360e-05s: Index: 110 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 4| +execution time of: 1.0375e-05s: Index: 189 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 0| +execution time of: 1.0395e-05s: Index: 131 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +execution time of: 1.0625e-05s: Index: 139 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +execution time of: 1.0700e-05s: Index: 30 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +execution time of: 1.0723e-05s: Index: 222 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| +execution time of: 1.0742e-05s: Index: 106 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| +execution time of: 1.0770e-05s: Index: 58 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| +execution time of: 1.0803e-05s: Index: 97 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| +execution time of: 1.0805e-05s: Index: 172 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| +execution time of: 1.0823e-05s: Index: 164 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| +execution time of: 1.0902e-05s: Index: 178 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| +execution time of: 1.0930e-05s: Index: 82 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| +execution time of: 1.1042e-05s: Index: 108 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| +execution time of: 1.1155e-05s: Index: 96 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +execution time of: 1.1222e-05s: Index: 443 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| +execution time of: 1.1235e-05s: Index: 192 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| +execution time of: 1.1305e-05s: Index: 210 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| +execution time of: 1.1345e-05s: Index: 56 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| +execution time of: 1.1405e-05s: Index: 60 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| +execution time of: 1.1425e-05s: Index: 126 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +execution time of: 1.1460e-05s: Index: 132 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +execution time of: 1.1490e-05s: Index: 169 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| +execution time of: 1.1877e-05s: Index: 78 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +execution time of: 1.2037e-05s: Index: 255 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +execution time of: 1.2668e-05s: Index: 243 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +execution time of: 1.2745e-05s: Index: 196 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| +execution time of: 1.2965e-05s: Index: 117 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| +execution time of: 1.4048e-05s: Index: 116 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 3| +execution time of: 1.7208e-05s: Index: 115 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| +execution time of: 1.8478e-05s: Index: 114 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/dj_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/dj_indep_qiskit_controls.txt new file mode 100644 index 00000000..86b833e5 --- /dev/null +++ b/test/BenchmarkQuasm/results/dj_indep_qiskit_controls.txt @@ -0,0 +1,186 @@ +Start Simulation of dj_indep_qiskit_2__________________________________________________ + +i: 0 1 +1: ry | p: (1.5708) +2: | u2 p: (-3.14159) (-3.14159) +3: c x +4: u2 | p: (-3.14159) (-3.14159) +5:======== +6: 0 | +o: 0 | +Q: 0 w: 3 | Q: 1 w: 1 | +Computed Permutation: ................0 -> 1|1 -> 0| +Original Permutation: ................0 -> 0|1 -> 1| +Identity Duration: 2.0300e-06s............................. +Permuted Duration: 1.7250e-06s............................. +Identity active_nodes: 2 ...................................... +Permuted active_nodes: 2 ...................................... +Identity max_nodes: 6 ...................................... +Permuted max_nodes: 5 ...................................... +________________________________________________________________________________________________ + +Start Simulation of dj_indep_qiskit_3__________________________________________________ + +.i:...0...1...2 +.1:..ry...|...| p: (1.5708e+00) +.2:...|..ry...| p: (1.5708e+00) +.3:...|...|..u2 p: (-3.1416e+00) (-3.1416e+00) +.4:...c...|...x +.5:..u2...|...| p: (-3.1416e+00) (-3.1416e+00) +.6:...|...c...x +.7:...|..u2...| p: (-3.1416e+00) (-3.1416e+00) +.8:============ +.9:...0...|...| +10:...|...1...| +.o:...0...1...| +Q: 0 w: 3 | Q: 1 w: 3 | Q: 2 w: 1 | +Computed Permutation: .........0 -> 2|1 -> 0|2 -> 1| +Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Identity Duration: 3.5650e-06s............................. +Permuted Duration: 3.2525e-06s............................. +Identity active_nodes: 3 ...................................... +Permuted active_nodes: 3 ...................................... +Identity max_nodes: 9 ...................................... +Permuted max_nodes: 9 ...................................... +________________________________________________________________________________________________ + +Start Simulation of dj_indep_qiskit_4__________________________________________________ + +.i:...0...1...2...3 +.1:..ry...|...|...| p: (1.5708e+00) +.2:...|..ry...|...| p: (1.5708e+00) +.3:...|...|...h...| +.4:...|...|...|..u2 p: (-3.1416e+00) (-3.1416e+00) +.5:...c...|...|...x +.6:..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) +.7:...|...c...|...x +.8:...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) +.9:...|...|...c...x +10:...|...|...h...| +11:================ +12:...0...|...|...| +13:...|...1...|...| +14:...|...|...2...| +.o:...0...1...2...| +Q: 0 w: 3 | Q: 1 w: 3 | Q: 2 w: 3 | Q: 3 w: 1 | +Computed Permutation: ..0 -> 3|1 -> 0|2 -> 1|3 -> 2| +Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Identity Duration: 5.1275e-06s............................. +Permuted Duration: 4.8275e-06s............................. +Identity active_nodes: 4 ...................................... +Permuted active_nodes: 4 ...................................... +Identity max_nodes: 12 ...................................... +Permuted max_nodes: 12 ...................................... +________________________________________________________________________________________________ + +Start Simulation of dj_indep_qiskit_5__________________________________________________ + +.i:...0...1...2...3...4 +.1:..ry...|...|...|...| p: (1.5708e+00) +.2:...|..ry...|...|...| p: (1.5708e+00) +.3:...|...|...h...|...| +.4:...|...|...|..ry...| p: (1.5708e+00) +.5:...|...|...|...|..u2 p: (-3.1416e+00) (-3.1416e+00) +.6:...c...|...|...|...x +.7:..u2...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) +.8:...|...c...|...|...x +.9:...|..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) +10:...|...|...c...|...x +11:...|...|...h...|...| +12:...|...|...|...c...x +13:...|...|...|..u2...| p: (-3.1416e+00) (-3.1416e+00) +14:==================== +15:...0...|...|...|...| +16:...|...1...|...|...| +17:...|...|...2...|...| +18:...|...|...|...3...| +.o:...0...1...2...3...| +Q: 0 w: 3 | Q: 1 w: 3 | Q: 2 w: 3 | Q: 3 w: 3 | Q: 4 w: 1 | +Computed Permutation: 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Identity Duration: 6.9225e-06s............................. +Permuted Duration: 6.6025e-06s............................. +Identity active_nodes: 5 ...................................... +Permuted active_nodes: 5 ...................................... +Identity max_nodes: 15 ...................................... +Permuted max_nodes: 15 ...................................... +________________________________________________________________________________________________ + +Start Simulation of dj_indep_qiskit_6__________________________________________________ + +.i:...0...1...2...3...4...5 +.1:..ry...|...|...|...|...| p: (1.5708e+00) +.2:...|..ry...|...|...|...| p: (1.5708e+00) +.3:...|...|...h...|...|...| +.4:...|...|...|..ry...|...| p: (1.5708e+00) +.5:...|...|...|...|...h...| +.6:...|...|...|...|...|..u2 p: (-3.1416e+00) (-3.1416e+00) +.7:...c...|...|...|...|...x +.8:..u2...|...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) +.9:...|...c...|...|...|...x +10:...|..u2...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) +11:...|...|...c...|...|...x +12:...|...|...h...|...|...| +13:...|...|...|...c...|...x +14:...|...|...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) +15:...|...|...|...|...c...x +16:...|...|...|...|...h...| +17:======================== +18:...0...|...|...|...|...| +19:...|...1...|...|...|...| +20:...|...|...2...|...|...| +21:...|...|...|...3...|...| +22:...|...|...|...|...4...| +.o:...0...1...2...3...4...| +Q: 0 w: 3 | Q: 1 w: 3 | Q: 2 w: 3 | Q: 3 w: 3 | Q: 4 w: 3 | Q: 5 w: 1 | +Computed Permutation: 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Identity Duration: 8.7028e-06s............................. +Permuted Duration: 8.4700e-06s............................. +Identity active_nodes: 6 ...................................... +Permuted active_nodes: 6 ...................................... +Identity max_nodes: 18 ...................................... +Permuted max_nodes: 18 ...................................... +________________________________________________________________________________________________ + +Start Simulation of dj_indep_qiskit_7__________________________________________________ + +.i:...0...1...2...3...4...5...6 +.1:..ry...|...|...|...|...|...| p: (1.5708e+00) +.2:...|..ry...|...|...|...|...| p: (1.5708e+00) +.3:...|...|...h...|...|...|...| +.4:...|...|...|..ry...|...|...| p: (1.5708e+00) +.5:...|...|...|...|...h...|...| +.6:...|...|...|...|...|..ry...| p: (1.5708e+00) +.7:...|...|...|...|...|...|..u2 p: (-3.1416e+00) (-3.1416e+00) +.8:...c...|...|...|...|...|...x +.9:..u2...|...|...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) +10:...|...c...|...|...|...|...x +11:...|..u2...|...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) +12:...|...|...c...|...|...|...x +13:...|...|...h...|...|...|...| +14:...|...|...|...c...|...|...x +15:...|...|...|..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) +16:...|...|...|...|...c...|...x +17:...|...|...|...|...h...|...| +18:...|...|...|...|...|...c...x +19:...|...|...|...|...|..u2...| p: (-3.1416e+00) (-3.1416e+00) +20:============================ +21:...0...|...|...|...|...|...| +22:...|...1...|...|...|...|...| +23:...|...|...2...|...|...|...| +24:...|...|...|...3...|...|...| +25:...|...|...|...|...4...|...| +26:...|...|...|...|...|...5...| +.o:...0...1...2...3...4...5...| +Q: 0 w: 3 | Q: 1 w: 3 | Q: 2 w: 3 | Q: 3 w: 3 | Q: 4 w: 3 | Q: 5 w: 3 | Q: 6 w: 1 | +Computed Permutation: 0 -> 6|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4|6 -> 5| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Identity Duration: 1.0493e-05s............................. +Permuted Duration: 1.0285e-05s............................. +Identity active_nodes: 7 ...................................... +Permuted active_nodes: 7 ...................................... +Identity max_nodes: 21 ...................................... +Permuted max_nodes: 21 ...................................... +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/dj_indep_qiskit_gates.txt b/test/BenchmarkQuasm/results/dj_indep_qiskit_gates.txt new file mode 100644 index 00000000..5107d5be --- /dev/null +++ b/test/BenchmarkQuasm/results/dj_indep_qiskit_gates.txt @@ -0,0 +1,180 @@ +Start Simulation of dj_indep_qiskit_2__________________________________________________ + +i: 0 1 +1: ry | p: (1.5708) +2: | u2 p: (-3.14159) (-3.14159) +3: c x +4: u2 | p: (-3.14159) (-3.14159) +5:======== +6: 0 | +o: 0 | +Computed Permutation: ................0 -> 0|1 -> 1| +Original Permutation: ................0 -> 0|1 -> 1| +Identity Duration: 2.0300e-06s............................. +Permuted Duration: 2.0050e-06s............................. +Identity active_nodes: 2 ...................................... +Permuted active_nodes: 2 ...................................... +Identity max_nodes: 6 ...................................... +Permuted max_nodes: 6 ...................................... +________________________________________________________________________________________________ + +Start Simulation of dj_indep_qiskit_3__________________________________________________ + +.i:...0...1...2 +.1:..ry...|...| p: (1.5708e+00) +.2:...|..ry...| p: (1.5708e+00) +.3:...|...|..u2 p: (-3.1416e+00) (-3.1416e+00) +.4:...c...|...x +.5:..u2...|...| p: (-3.1416e+00) (-3.1416e+00) +.6:...|...c...x +.7:...|..u2...| p: (-3.1416e+00) (-3.1416e+00) +.8:============ +.9:...0...|...| +10:...|...1...| +.o:...0...1...| +Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Identity Duration: 3.4875e-06s............................. +Permuted Duration: 3.4800e-06s............................. +Identity active_nodes: 3 ...................................... +Permuted active_nodes: 3 ...................................... +Identity max_nodes: 9 ...................................... +Permuted max_nodes: 9 ...................................... +________________________________________________________________________________________________ + +Start Simulation of dj_indep_qiskit_4__________________________________________________ + +.i:...0...1...2...3 +.1:..ry...|...|...| p: (1.5708e+00) +.2:...|..ry...|...| p: (1.5708e+00) +.3:...|...|...h...| +.4:...|...|...|..u2 p: (-3.1416e+00) (-3.1416e+00) +.5:...c...|...|...x +.6:..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) +.7:...|...c...|...x +.8:...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) +.9:...|...|...c...x +10:...|...|...h...| +11:================ +12:...0...|...|...| +13:...|...1...|...| +14:...|...|...2...| +.o:...0...1...2...| +Computed Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Identity Duration: 5.0675e-06s............................. +Permuted Duration: 5.0700e-06s............................. +Identity active_nodes: 4 ...................................... +Permuted active_nodes: 4 ...................................... +Identity max_nodes: 12 ...................................... +Permuted max_nodes: 12 ...................................... +________________________________________________________________________________________________ + +Start Simulation of dj_indep_qiskit_5__________________________________________________ + +.i:...0...1...2...3...4 +.1:..ry...|...|...|...| p: (1.5708e+00) +.2:...|..ry...|...|...| p: (1.5708e+00) +.3:...|...|...h...|...| +.4:...|...|...|..ry...| p: (1.5708e+00) +.5:...|...|...|...|..u2 p: (-3.1416e+00) (-3.1416e+00) +.6:...c...|...|...|...x +.7:..u2...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) +.8:...|...c...|...|...x +.9:...|..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) +10:...|...|...c...|...x +11:...|...|...h...|...| +12:...|...|...|...c...x +13:...|...|...|..u2...| p: (-3.1416e+00) (-3.1416e+00) +14:==================== +15:...0...|...|...|...| +16:...|...1...|...|...| +17:...|...|...2...|...| +18:...|...|...|...3...| +.o:...0...1...2...3...| +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Identity Duration: 6.8025e-06s............................. +Permuted Duration: 6.8025e-06s............................. +Identity active_nodes: 5 ...................................... +Permuted active_nodes: 5 ...................................... +Identity max_nodes: 15 ...................................... +Permuted max_nodes: 15 ...................................... +________________________________________________________________________________________________ + +Start Simulation of dj_indep_qiskit_6__________________________________________________ + +.i:...0...1...2...3...4...5 +.1:..ry...|...|...|...|...| p: (1.5708e+00) +.2:...|..ry...|...|...|...| p: (1.5708e+00) +.3:...|...|...h...|...|...| +.4:...|...|...|..ry...|...| p: (1.5708e+00) +.5:...|...|...|...|...h...| +.6:...|...|...|...|...|..u2 p: (-3.1416e+00) (-3.1416e+00) +.7:...c...|...|...|...|...x +.8:..u2...|...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) +.9:...|...c...|...|...|...x +10:...|..u2...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) +11:...|...|...c...|...|...x +12:...|...|...h...|...|...| +13:...|...|...|...c...|...x +14:...|...|...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) +15:...|...|...|...|...c...x +16:...|...|...|...|...h...| +17:======================== +18:...0...|...|...|...|...| +19:...|...1...|...|...|...| +20:...|...|...2...|...|...| +21:...|...|...|...3...|...| +22:...|...|...|...|...4...| +.o:...0...1...2...3...4...| +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Identity Duration: 8.6100e-06s............................. +Permuted Duration: 8.6450e-06s............................. +Identity active_nodes: 6 ...................................... +Permuted active_nodes: 6 ...................................... +Identity max_nodes: 18 ...................................... +Permuted max_nodes: 18 ...................................... +________________________________________________________________________________________________ + +Start Simulation of dj_indep_qiskit_7__________________________________________________ + +.i:...0...1...2...3...4...5...6 +.1:..ry...|...|...|...|...|...| p: (1.5708e+00) +.2:...|..ry...|...|...|...|...| p: (1.5708e+00) +.3:...|...|...h...|...|...|...| +.4:...|...|...|..ry...|...|...| p: (1.5708e+00) +.5:...|...|...|...|...h...|...| +.6:...|...|...|...|...|..ry...| p: (1.5708e+00) +.7:...|...|...|...|...|...|..u2 p: (-3.1416e+00) (-3.1416e+00) +.8:...c...|...|...|...|...|...x +.9:..u2...|...|...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) +10:...|...c...|...|...|...|...x +11:...|..u2...|...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) +12:...|...|...c...|...|...|...x +13:...|...|...h...|...|...|...| +14:...|...|...|...c...|...|...x +15:...|...|...|..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) +16:...|...|...|...|...c...|...x +17:...|...|...|...|...h...|...| +18:...|...|...|...|...|...c...x +19:...|...|...|...|...|..u2...| p: (-3.1416e+00) (-3.1416e+00) +20:============================ +21:...0...|...|...|...|...|...| +22:...|...1...|...|...|...|...| +23:...|...|...2...|...|...|...| +24:...|...|...|...3...|...|...| +25:...|...|...|...|...4...|...| +26:...|...|...|...|...|...5...| +.o:...0...1...2...3...4...5...| +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Identity Duration: 1.0475e-05s............................. +Permuted Duration: 1.0490e-05s............................. +Identity active_nodes: 7 ...................................... +Permuted active_nodes: 7 ...................................... +Identity max_nodes: 21 ...................................... +Permuted max_nodes: 21 ...................................... +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/ghz_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/ghz_indep_qiskit_all.txt new file mode 100644 index 00000000..f9f2dc3a --- /dev/null +++ b/test/BenchmarkQuasm/results/ghz_indep_qiskit_all.txt @@ -0,0 +1,757 @@ +Start Simulation of ghz_indep_qiskit_2__________________________________________________ + +i: 0 1 +1: | h +2: x c +3:======== +4: 0 | +5: | 1 +o: 0 1 +Total Permutations: 2 +Min time: 1.1000e-06s................. Permutation 0 : 0 -> 0|1 -> 1| +Max time: 1.3675e-06s................. Permutation 1 : 0 -> 1|1 -> 0| +Min active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Min max nodes: 5 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Max active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Max max nodes: 6 nodes.................... Permutation 1 : 0 -> 1|1 -> 0| +________________________________________________________________________________________________ + +2 permutations have 3 active nodes. + +........................... +Average time: 1.2338e-06s + +________________________________________________________________________________________________ + +1 permutations have 5 max nodes. + +........................... +Average time: 1.1000e-06s + +1 permutations have 6 max nodes. + +........................... +Average time: 1.3675e-06s + +________________________________________________________________________________________________ + +execution time of: 1.1000e-06s: Index: 0 | Max_nodes: 5 | Active_nodes: 3 | 0 -> 0|1 -> 1| +execution time of: 1.3675e-06s: Index: 1 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 1|1 -> 0| +________________________________________________________________________________________________ + +Start Simulation of ghz_indep_qiskit_3__________________________________________________ + +i:...0...1...2 +1:...|...|...h +2:...|...x...c +3:...x...c...| +4:============ +5:...0...|...| +6:...|...1...| +7:...|...|...2 +o:...0...1...2 +Total Permutations: 6 +Min time: 1.6000e-06s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max time: 4.7000e-06s................. Permutation 4 : 0 -> 2|1 -> 0|2 -> 1| +Min active nodes: 5 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Min max nodes: 8 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max active nodes: 5 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max max nodes: 10 nodes.................... Permutation 3 : 0 -> 1|1 -> 2|2 -> 0| +________________________________________________________________________________________________ + +6 permutations have 5 active nodes. + +........................... +Average time: 2.6154e-06s + +________________________________________________________________________________________________ + +2 permutations have 8 max nodes. + +........................... +Average time: 2.0125e-06s + +2 permutations have 9 max nodes. + +........................... +Average time: 3.5425e-06s + +2 permutations have 10 max nodes. + +........................... +Average time: 2.2912e-06s + +________________________________________________________________________________________________ + +execution time of: 1.6000e-06s: Index: 0 | Max_nodes: 8 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 2| +execution time of: 2.0950e-06s: Index: 5 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 1|2 -> 0| +execution time of: 2.3850e-06s: Index: 1 | Max_nodes: 9 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 1| +execution time of: 2.4250e-06s: Index: 2 | Max_nodes: 8 | Active_nodes: 5 | 0 -> 1|1 -> 0|2 -> 2| +execution time of: 2.4875e-06s: Index: 3 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 2|2 -> 0| +execution time of: 4.7000e-06s: Index: 4 | Max_nodes: 9 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 1| +________________________________________________________________________________________________ + +Start Simulation of ghz_indep_qiskit_4__________________________________________________ + +i:...0...1...2...3 +1:...|...|...|...h +2:...|...|...x...c +3:...|...x...c...| +4:...x...c...|...| +5:================ +6:...0...|...|...| +7:...|...1...|...| +8:...|...|...2...| +9:...|...|...|...3 +o:...0...1...2...3 +Total Permutations: 24 +Min time: 2.0952e-06s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Max time: 3.4125e-06s................. Permutation 23 : 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +Min active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Min max nodes: 12 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Max active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Max max nodes: 14 nodes.................... Permutation 9 : 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +________________________________________________________________________________________________ + +24 permutations have 7 active nodes. + +........................... +Average time: 2.5487e-06s + +________________________________________________________________________________________________ + +12 permutations have 12 max nodes. + +........................... +Average time: 2.3725e-06s + +6 permutations have 13 max nodes. + +........................... +Average time: 2.6283e-06s + +6 permutations have 14 max nodes. + +........................... +Average time: 2.8213e-06s + +________________________________________________________________________________________________ + +execution time of: 2.0952e-06s: Index: 0 | Max_nodes: 12 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +execution time of: 2.2775e-06s: Index: 6 | Max_nodes: 12 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +execution time of: 2.3200e-06s: Index: 10 | Max_nodes: 12 | Active_nodes: 7 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +execution time of: 2.3325e-06s: Index: 2 | Max_nodes: 12 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +execution time of: 2.3403e-06s: Index: 4 | Max_nodes: 12 | Active_nodes: 7 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| +execution time of: 2.3425e-06s: Index: 1 | Max_nodes: 12 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +execution time of: 2.3850e-06s: Index: 9 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +execution time of: 2.3875e-06s: Index: 16 | Max_nodes: 13 | Active_nodes: 7 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| +execution time of: 2.4175e-06s: Index: 18 | Max_nodes: 12 | Active_nodes: 7 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| +execution time of: 2.4550e-06s: Index: 3 | Max_nodes: 13 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +execution time of: 2.5525e-06s: Index: 7 | Max_nodes: 12 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +execution time of: 2.5850e-06s: Index: 14 | Max_nodes: 12 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +execution time of: 2.5975e-06s: Index: 20 | Max_nodes: 12 | Active_nodes: 7 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +execution time of: 2.6000e-06s: Index: 13 | Max_nodes: 13 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +execution time of: 2.6050e-06s: Index: 5 | Max_nodes: 13 | Active_nodes: 7 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +execution time of: 2.6250e-06s: Index: 17 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +execution time of: 2.6300e-06s: Index: 11 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| +execution time of: 2.6450e-06s: Index: 21 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| +execution time of: 3.0925e-06s: Index: 22 | Max_nodes: 13 | Active_nodes: 7 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| +execution time of: 3.2303e-06s: Index: 15 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +execution time of: 3.4125e-06s: Index: 23 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +________________________________________________________________________________________________ + +Start Simulation of ghz_indep_qiskit_5__________________________________________________ + +.i:...0...1...2...3...4 +.1:...|...|...|...|...h +.2:...|...|...|...x...c +.3:...|...|...x...c...| +.4:...|...x...c...|...| +.5:...x...c...|...|...| +.6:==================== +.7:...0...|...|...|...| +.8:...|...1...|...|...| +.9:...|...|...2...|...| +10:...|...|...|...3...| +11:...|...|...|...|...4 +.o:...0...1...2...3...4 +Total Permutations: 120 +Min time: 2.6375e-06s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Max time: 4.5325e-06s................. Permutation 80 : 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +Min active nodes: 9 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Min max nodes: 16 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Max active nodes: 9 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Max max nodes: 18 nodes.................... Permutation 33 : 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +________________________________________________________________________________________________ + +120 permutations have 9 active nodes. + +........................... +Average time: 3.2467e-06s + +________________________________________________________________________________________________ + +72 permutations have 16 max nodes. + +........................... +Average time: 3.1686e-06s + +24 permutations have 17 max nodes. + +........................... +Average time: 3.3214e-06s + +24 permutations have 18 max nodes. + +........................... +Average time: 3.4064e-06s + +________________________________________________________________________________________________ + +execution time of: 2.6375e-06s: Index: 0 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +execution time of: 2.8225e-06s: Index: 12 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +execution time of: 2.8303e-06s: Index: 24 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +execution time of: 2.8725e-06s: Index: 10 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +execution time of: 2.8800e-06s: Index: 4 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +execution time of: 2.8850e-06s: Index: 16 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +execution time of: 2.8875e-06s: Index: 32 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +execution time of: 2.8925e-06s: Index: 66 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +execution time of: 2.8975e-06s: Index: 3 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +execution time of: 2.9075e-06s: Index: 36 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +execution time of: 2.9153e-06s: Index: 6 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +execution time of: 2.9175e-06s: Index: 48 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +execution time of: 2.9178e-06s: Index: 1 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +execution time of: 2.9275e-06s: Index: 8 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +execution time of: 2.9327e-06s: Index: 34 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +execution time of: 2.9400e-06s: Index: 30 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +execution time of: 2.9475e-06s: Index: 2 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +execution time of: 2.9875e-06s: Index: 40 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +execution time of: 3.0025e-06s: Index: 72 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +execution time of: 3.0075e-06s: Index: 96 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +execution time of: 3.0175e-06s: Index: 60 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +execution time of: 3.0352e-06s: Index: 64 | Max_nodes: 17 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +execution time of: 3.0400e-06s: Index: 26 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +execution time of: 3.0450e-06s: Index: 90 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +execution time of: 3.0625e-06s: Index: 42 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +execution time of: 3.0750e-06s: Index: 14 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +execution time of: 3.0825e-06s: Index: 20 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +execution time of: 3.0900e-06s: Index: 25 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +execution time of: 3.1000e-06s: Index: 9 | Max_nodes: 17 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +execution time of: 3.1127e-06s: Index: 27 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +execution time of: 3.1175e-06s: Index: 11 | Max_nodes: 17 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +execution time of: 3.1250e-06s: Index: 28 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +execution time of: 3.1275e-06s: Index: 5 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +execution time of: 3.1300e-06s: Index: 13 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +execution time of: 3.1350e-06s: Index: 38 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +execution time of: 3.1375e-06s: Index: 22 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +execution time of: 3.1475e-06s: Index: 50 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +execution time of: 3.1500e-06s: Index: 19 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +execution time of: 3.1528e-06s: Index: 58 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +execution time of: 3.1675e-06s: Index: 31 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +execution time of: 3.1725e-06s: Index: 54 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +execution time of: 3.1750e-06s: Index: 56 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +execution time of: 3.1800e-06s: Index: 43 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +execution time of: 3.1900e-06s: Index: 108 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +execution time of: 3.1903e-06s: Index: 35 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +execution time of: 3.2000e-06s: Index: 100 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +execution time of: 3.2025e-06s: Index: 17 | Max_nodes: 17 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +execution time of: 3.2075e-06s: Index: 15 | Max_nodes: 17 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +execution time of: 3.2127e-06s: Index: 44 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +execution time of: 3.2175e-06s: Index: 84 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +execution time of: 3.2275e-06s: Index: 7 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +execution time of: 3.2303e-06s: Index: 76 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +execution time of: 3.2350e-06s: Index: 82 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +execution time of: 3.2378e-06s: Index: 102 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +execution time of: 3.2477e-06s: Index: 78 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +execution time of: 3.2500e-06s: Index: 51 | Max_nodes: 17 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +execution time of: 3.2502e-06s: Index: 93 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +execution time of: 3.2550e-06s: Index: 49 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +execution time of: 3.2552e-06s: Index: 18 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +execution time of: 3.2625e-06s: Index: 39 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +execution time of: 3.2700e-06s: Index: 81 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +execution time of: 3.2725e-06s: Index: 65 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +execution time of: 3.2750e-06s: Index: 37 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +execution time of: 3.2778e-06s: Index: 63 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +execution time of: 3.2875e-06s: Index: 61 | Max_nodes: 17 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +execution time of: 3.2900e-06s: Index: 45 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +execution time of: 3.3002e-06s: Index: 70 | Max_nodes: 17 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +execution time of: 3.3025e-06s: Index: 88 | Max_nodes: 17 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +execution time of: 3.3050e-06s: Index: 98 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +execution time of: 3.3052e-06s: Index: 67 | Max_nodes: 17 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +execution time of: 3.3100e-06s: Index: 104 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +execution time of: 3.3103e-06s: Index: 106 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +execution time of: 3.3153e-06s: Index: 41 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +execution time of: 3.3275e-06s: Index: 75 | Max_nodes: 17 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +execution time of: 3.3425e-06s: Index: 97 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| +execution time of: 3.3500e-06s: Index: 33 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +execution time of: 3.3653e-06s: Index: 91 | Max_nodes: 17 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +execution time of: 3.3725e-06s: Index: 29 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +execution time of: 3.4050e-06s: Index: 77 | Max_nodes: 17 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +execution time of: 3.4150e-06s: Index: 86 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +execution time of: 3.4250e-06s: Index: 23 | Max_nodes: 17 | Active_nodes: 9 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +execution time of: 3.4275e-06s: Index: 116 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +execution time of: 3.4325e-06s: Index: 95 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +execution time of: 3.4450e-06s: Index: 110 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +execution time of: 3.4650e-06s: Index: 55 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +execution time of: 3.4725e-06s: Index: 71 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +execution time of: 3.4875e-06s: Index: 115 | Max_nodes: 17 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +execution time of: 3.4950e-06s: Index: 53 | Max_nodes: 17 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +execution time of: 3.4953e-06s: Index: 113 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +execution time of: 3.4975e-06s: Index: 47 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +execution time of: 3.5050e-06s: Index: 109 | Max_nodes: 17 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +execution time of: 3.5075e-06s: Index: 103 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +execution time of: 3.5125e-06s: Index: 79 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +execution time of: 3.5150e-06s: Index: 111 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +execution time of: 3.5200e-06s: Index: 117 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +execution time of: 3.5300e-06s: Index: 59 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +execution time of: 3.5450e-06s: Index: 87 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +execution time of: 3.5500e-06s: Index: 85 | Max_nodes: 17 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +execution time of: 3.5775e-06s: Index: 83 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +execution time of: 3.6200e-06s: Index: 89 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +execution time of: 3.6275e-06s: Index: 73 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +execution time of: 3.7275e-06s: Index: 119 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +execution time of: 4.0903e-06s: Index: 52 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +execution time of: 4.5325e-06s: Index: 80 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +________________________________________________________________________________________________ + +Start Simulation of ghz_indep_qiskit_6__________________________________________________ + +.i:...0...1...2...3...4...5 +.1:...|...|...|...|...|...h +.2:...|...|...|...|...x...c +.3:...|...|...|...x...c...| +.4:...|...|...x...c...|...| +.5:...|...x...c...|...|...| +.6:...x...c...|...|...|...| +.7:======================== +.8:...0...|...|...|...|...| +.9:...|...1...|...|...|...| +10:...|...|...2...|...|...| +11:...|...|...|...3...|...| +12:...|...|...|...|...4...| +13:...|...|...|...|...|...5 +.o:...0...1...2...3...4...5 +Total Permutations: 720 +Min time: 3.2450e-06s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Max time: 6.6600e-06s................. Permutation 142: 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +Min active nodes: 11 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Min max nodes: 20 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Max active nodes: 11 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Max max nodes: 22 nodes.................... Permutation 153: 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +________________________________________________________________________________________________ + +720 permutations have 11 active nodes. + +........................... +Average time: 3.9373e-06s + +________________________________________________________________________________________________ + +480 permutations have 20 max nodes. + +........................... +Average time: 3.8647e-06s + +120 permutations have 21 max nodes. + +........................... +Average time: 4.0358e-06s + +120 permutations have 22 max nodes. + +........................... +Average time: 4.1291e-06s + +________________________________________________________________________________________________ + +execution time of: 3.2450e-06s: Index: 0 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +execution time of: 3.3825e-06s: Index: 120 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +execution time of: 3.3978e-06s: Index: 32 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +execution time of: 3.4350e-06s: Index: 240 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +execution time of: 3.4500e-06s: Index: 2 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +execution time of: 3.4625e-06s: Index: 10 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +execution time of: 3.4650e-06s: Index: 8 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +execution time of: 3.4750e-06s: Index: 60 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| +execution time of: 3.4825e-06s: Index: 30 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +execution time of: 3.4900e-06s: Index: 34 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| +execution time of: 3.4975e-06s: Index: 24 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +execution time of: 3.4978e-06s: Index: 18 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +execution time of: 3.5025e-06s: Index: 36 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +execution time of: 3.5050e-06s: Index: 3 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +execution time of: 3.5100e-06s: Index: 300 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| +execution time of: 3.5150e-06s: Index: 144 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +execution time of: 3.5200e-06s: Index: 1 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +execution time of: 3.5225e-06s: Index: 16 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +execution time of: 3.5250e-06s: Index: 9 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +execution time of: 3.5252e-06s: Index: 456 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| +execution time of: 3.5300e-06s: Index: 306 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| +execution time of: 3.5325e-06s: Index: 6 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +execution time of: 3.5328e-06s: Index: 360 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +execution time of: 3.5403e-06s: Index: 576 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| +execution time of: 3.5475e-06s: Index: 216 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| +execution time of: 3.5503e-06s: Index: 312 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| +execution time of: 3.5525e-06s: Index: 90 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| +execution time of: 3.5575e-06s: Index: 4 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +execution time of: 3.5650e-06s: Index: 152 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| +execution time of: 3.5700e-06s: Index: 162 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| +execution time of: 3.5725e-06s: Index: 72 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +execution time of: 3.5753e-06s: Index: 192 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| +execution time of: 3.5825e-06s: Index: 40 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| +execution time of: 3.5925e-06s: Index: 330 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| +execution time of: 3.5950e-06s: Index: 66 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| +execution time of: 3.5977e-06s: Index: 210 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| +execution time of: 3.6052e-06s: Index: 160 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| +execution time of: 3.6100e-06s: Index: 150 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| +execution time of: 3.6150e-06s: Index: 168 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| +execution time of: 3.6175e-06s: Index: 64 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| +execution time of: 3.6200e-06s: Index: 184 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| +execution time of: 3.6203e-06s: Index: 33 | Max_nodes: 21 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +execution time of: 3.6250e-06s: Index: 372 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| +execution time of: 3.6275e-06s: Index: 156 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| +execution time of: 3.6325e-06s: Index: 366 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +execution time of: 3.6350e-06s: Index: 186 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| +execution time of: 3.6375e-06s: Index: 304 | Max_nodes: 21 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| +execution time of: 3.6452e-06s: Index: 272 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| +execution time of: 3.6477e-06s: Index: 432 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| +execution time of: 3.6500e-06s: Index: 510 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| +execution time of: 3.6602e-06s: Index: 26 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +execution time of: 3.6628e-06s: Index: 512 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| +execution time of: 3.6653e-06s: Index: 246 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +execution time of: 3.6700e-06s: Index: 38 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| +execution time of: 3.6725e-06s: Index: 396 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| +execution time of: 3.6728e-06s: Index: 378 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 4| +execution time of: 3.6750e-06s: Index: 408 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| +execution time of: 3.6753e-06s: Index: 122 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +execution time of: 3.6775e-06s: Index: 370 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 4| +execution time of: 3.6778e-06s: Index: 384 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| +execution time of: 3.6800e-06s: Index: 80 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| +execution time of: 3.6825e-06s: Index: 74 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| +execution time of: 3.6900e-06s: Index: 78 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +execution time of: 3.6925e-06s: Index: 482 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| +execution time of: 3.6927e-06s: Index: 632 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| +execution time of: 3.6950e-06s: Index: 204 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| +execution time of: 3.6975e-06s: Index: 361 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +execution time of: 3.6977e-06s: Index: 320 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| +execution time of: 3.7000e-06s: Index: 126 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +execution time of: 3.7025e-06s: Index: 121 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +execution time of: 3.7027e-06s: Index: 176 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| +execution time of: 3.7052e-06s: Index: 528 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| +execution time of: 3.7075e-06s: Index: 488 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| +execution time of: 3.7078e-06s: Index: 390 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| +execution time of: 3.7100e-06s: Index: 153 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +execution time of: 3.7125e-06s: Index: 612 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4| +execution time of: 3.7150e-06s: Index: 290 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| +execution time of: 3.7153e-06s: Index: 62 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| +execution time of: 3.7175e-06s: Index: 82 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| +execution time of: 3.7200e-06s: Index: 364 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| +execution time of: 3.7225e-06s: Index: 154 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| +execution time of: 3.7250e-06s: Index: 270 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| +execution time of: 3.7275e-06s: Index: 124 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +execution time of: 3.7278e-06s: Index: 28 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +execution time of: 3.7300e-06s: Index: 20 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +execution time of: 3.7327e-06s: Index: 324 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| +execution time of: 3.7350e-06s: Index: 49 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +execution time of: 3.7375e-06s: Index: 108 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| +execution time of: 3.7377e-06s: Index: 151 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| +execution time of: 3.7400e-06s: Index: 15 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +execution time of: 3.7402e-06s: Index: 98 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| +execution time of: 3.7425e-06s: Index: 608 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| +execution time of: 3.7427e-06s: Index: 298 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| +execution time of: 3.7450e-06s: Index: 308 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| +execution time of: 3.7475e-06s: Index: 318 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 5| +execution time of: 3.7500e-06s: Index: 294 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| +execution time of: 3.7502e-06s: Index: 200 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| +execution time of: 3.7525e-06s: Index: 73 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| +execution time of: 3.7528e-06s: Index: 296 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| +execution time of: 3.7550e-06s: Index: 104 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| +execution time of: 3.7553e-06s: Index: 466 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| +execution time of: 3.7575e-06s: Index: 37 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| +execution time of: 3.7600e-06s: Index: 123 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +execution time of: 3.7603e-06s: Index: 7 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +execution time of: 3.7625e-06s: Index: 39 | Max_nodes: 21 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +execution time of: 3.7650e-06s: Index: 222 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| +execution time of: 3.7675e-06s: Index: 604 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| +execution time of: 3.7678e-06s: Index: 337 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| +execution time of: 3.7700e-06s: Index: 14 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +execution time of: 3.7725e-06s: Index: 178 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| +execution time of: 3.7750e-06s: Index: 52 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| +execution time of: 3.7752e-06s: Index: 520 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| +execution time of: 3.7775e-06s: Index: 27 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +execution time of: 3.7777e-06s: Index: 46 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| +execution time of: 3.7800e-06s: Index: 25 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +execution time of: 3.7825e-06s: Index: 146 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| +execution time of: 3.7827e-06s: Index: 106 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| +execution time of: 3.7850e-06s: Index: 212 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| +execution time of: 3.7875e-06s: Index: 291 | Max_nodes: 21 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| +execution time of: 3.7900e-06s: Index: 13 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +execution time of: 3.7925e-06s: Index: 17 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +execution time of: 3.7950e-06s: Index: 280 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| +execution time of: 3.7975e-06s: Index: 58 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| +execution time of: 3.8000e-06s: Index: 41 | Max_nodes: 21 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| +execution time of: 3.8003e-06s: Index: 496 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 2| +execution time of: 3.8025e-06s: Index: 81 | Max_nodes: 21 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| +execution time of: 3.8050e-06s: Index: 105 | Max_nodes: 21 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| +execution time of: 3.8075e-06s: Index: 218 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| +execution time of: 3.8078e-06s: Index: 577 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| +execution time of: 3.8100e-06s: Index: 35 | Max_nodes: 21 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| +execution time of: 3.8103e-06s: Index: 5 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +execution time of: 3.8125e-06s: Index: 75 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| +execution time of: 3.8150e-06s: Index: 214 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 2| +execution time of: 3.8152e-06s: Index: 451 | Max_nodes: 21 | Active_nodes: 11 | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| +execution time of: 3.8175e-06s: Index: 273 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +execution time of: 3.8177e-06s: Index: 22 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +execution time of: 3.8200e-06s: Index: 19 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +execution time of: 3.8203e-06s: Index: 94 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2| +execution time of: 3.8225e-06s: Index: 92 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3| +execution time of: 3.8250e-06s: Index: 145 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +execution time of: 3.8275e-06s: Index: 217 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| +execution time of: 3.8300e-06s: Index: 195 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| +execution time of: 3.8325e-06s: Index: 56 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| +execution time of: 3.8327e-06s: Index: 70 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| +execution time of: 3.8350e-06s: Index: 252 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +execution time of: 3.8375e-06s: Index: 11 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +execution time of: 3.8400e-06s: Index: 130 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +execution time of: 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Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +execution time of: 4.0725e-06s: Index: 327 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| +execution time of: 4.0728e-06s: Index: 197 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| +execution time of: 4.0750e-06s: Index: 443 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| +execution time of: 4.0775e-06s: Index: 209 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| +execution time of: 4.0800e-06s: Index: 445 | Max_nodes: 21 | Active_nodes: 11 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| +execution time of: 4.0802e-06s: Index: 571 | Max_nodes: 21 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| +execution time of: 4.0825e-06s: Index: 55 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| +execution time of: 4.0850e-06s: Index: 493 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2| +execution time of: 4.0853e-06s: Index: 430 | Max_nodes: 21 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| +execution time of: 4.0900e-06s: Index: 426 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| +execution time of: 4.0925e-06s: Index: 643 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| +execution time of: 4.0950e-06s: Index: 131 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +execution time of: 4.0953e-06s: Index: 71 | Max_nodes: 21 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| +execution time of: 4.0975e-06s: Index: 115 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| +execution time of: 4.1000e-06s: Index: 207 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| +execution time of: 4.1025e-06s: Index: 421 | Max_nodes: 21 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| +execution time of: 4.1050e-06s: Index: 175 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| +execution time of: 4.1053e-06s: Index: 357 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| +execution time of: 4.1075e-06s: Index: 351 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| +execution time of: 4.1077e-06s: Index: 681 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| +execution time of: 4.1100e-06s: Index: 215 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| +execution time of: 4.1103e-06s: Index: 12 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +execution time of: 4.1150e-06s: Index: 203 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| +execution time of: 4.1175e-06s: Index: 135 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +execution time of: 4.1177e-06s: Index: 237 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| +execution time of: 4.1200e-06s: Index: 83 | Max_nodes: 21 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| +execution time of: 4.1250e-06s: Index: 113 | Max_nodes: 21 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| +execution time of: 4.1253e-06s: Index: 347 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| +execution time of: 4.1275e-06s: Index: 349 | Max_nodes: 21 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| +execution time of: 4.1300e-06s: Index: 415 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| +execution time of: 4.1325e-06s: Index: 425 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| +execution time of: 4.1350e-06s: Index: 261 | Max_nodes: 21 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| +execution time of: 4.1375e-06s: Index: 77 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| +execution time of: 4.1400e-06s: Index: 53 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +execution time of: 4.1428e-06s: Index: 325 | Max_nodes: 21 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1| +execution time of: 4.1452e-06s: Index: 87 | Max_nodes: 21 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| +execution time of: 4.1475e-06s: Index: 353 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| +execution time of: 4.1502e-06s: Index: 587 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +execution time of: 4.1575e-06s: Index: 395 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| +execution time of: 4.1578e-06s: Index: 227 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| +execution time of: 4.1600e-06s: Index: 179 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| +execution time of: 4.1625e-06s: Index: 566 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +execution time of: 4.1628e-06s: Index: 173 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| +execution time of: 4.1650e-06s: Index: 141 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +execution time of: 4.1675e-06s: Index: 47 | Max_nodes: 21 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| +execution time of: 4.1700e-06s: Index: 311 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| +execution time of: 4.1725e-06s: Index: 341 | Max_nodes: 21 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| +execution time of: 4.1803e-06s: Index: 708 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| +execution time of: 4.1825e-06s: Index: 661 | Max_nodes: 21 | Active_nodes: 11 | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| +execution time of: 4.1850e-06s: Index: 641 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| +execution time of: 4.1877e-06s: Index: 429 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| +execution time of: 4.1925e-06s: Index: 149 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| +execution time of: 4.2075e-06s: Index: 329 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| +execution time of: 4.2100e-06s: Index: 699 | Max_nodes: 21 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| +execution time of: 4.2125e-06s: Index: 167 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| +execution time of: 4.2127e-06s: Index: 535 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 3| +execution time of: 4.2150e-06s: Index: 679 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| +execution time of: 4.2200e-06s: Index: 559 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 2| +execution time of: 4.2300e-06s: Index: 655 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 3| +execution time of: 4.2328e-06s: Index: 413 | Max_nodes: 21 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 1| +execution time of: 4.2350e-06s: Index: 567 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| +execution time of: 4.2400e-06s: Index: 407 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| +execution time of: 4.2425e-06s: Index: 509 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 2| +execution time of: 4.2450e-06s: Index: 533 | Max_nodes: 21 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 1| +execution time of: 4.2478e-06s: Index: 422 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| +execution time of: 4.2525e-06s: Index: 383 | Max_nodes: 21 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| +execution time of: 4.2528e-06s: Index: 119 | Max_nodes: 21 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| +execution time of: 4.2575e-06s: Index: 677 | Max_nodes: 21 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| +execution time of: 4.2625e-06s: Index: 686 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +execution time of: 4.2675e-06s: Index: 563 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| +execution time of: 4.2700e-06s: Index: 191 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| +execution time of: 4.2775e-06s: Index: 695 | Max_nodes: 22 | 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Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| +execution time of: 4.3052e-06s: Index: 527 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| +execution time of: 4.3100e-06s: Index: 685 | Max_nodes: 21 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| +execution time of: 4.3125e-06s: Index: 539 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| +execution time of: 4.3252e-06s: Index: 659 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| +execution time of: 4.3275e-06s: Index: 575 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +execution time of: 4.3300e-06s: Index: 599 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +execution time of: 4.3325e-06s: Index: 709 | Max_nodes: 21 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| +execution time of: 4.3375e-06s: Index: 703 | Max_nodes: 20 | 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Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| +execution time of: 6.6600e-06s: Index: 142 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/ghz_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/ghz_indep_qiskit_controls.txt new file mode 100644 index 00000000..da7c7855 --- /dev/null +++ b/test/BenchmarkQuasm/results/ghz_indep_qiskit_controls.txt @@ -0,0 +1,252 @@ +Start Simulation of ghz_indep_qiskit_2__________________________________________________ + +i: 0 1 +1: | h +2: x c +3:======== +4: 0 | +5: | 1 +o: 0 1 +Q: 0 w: 1 | Q: 1 w: 3 | +Computed Permutation: ................0 -> 0|1 -> 1| +Original Permutation: ................0 -> 0|1 -> 1| +Identity Duration: 1.0800e-06s............................. +Permuted Duration: 1.0800e-06s............................. +Identity active_nodes: 3 ...................................... +Permuted active_nodes: 3 ...................................... +Identity max_nodes: 5 ...................................... +Permuted max_nodes: 5 ...................................... +________________________________________________________________________________________________ + +Start Simulation of ghz_indep_qiskit_3__________________________________________________ + +i:...0...1...2 +1:...|...|...h +2:...|...x...c +3:...x...c...| +4:============ +5:...0...|...| +6:...|...1...| +7:...|...|...2 +o:...0...1...2 +Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | +Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Identity Duration: 1.8127e-06s............................. +Permuted Duration: 1.8525e-06s............................. +Identity active_nodes: 5 ...................................... +Permuted active_nodes: 5 ...................................... +Identity max_nodes: 8 ...................................... +Permuted max_nodes: 8 ...................................... +________________________________________________________________________________________________ + +Start Simulation of ghz_indep_qiskit_4__________________________________________________ + +i:...0...1...2...3 +1:...|...|...|...h +2:...|...|...x...c +3:...|...x...c...| +4:...x...c...|...| +5:================ +6:...0...|...|...| +7:...|...1...|...| +8:...|...|...2...| +9:...|...|...|...3 +o:...0...1...2...3 +Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | Q: 3 w: 5 | +Computed Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Identity Duration: 2.6650e-06s............................. +Permuted Duration: 2.7050e-06s............................. +Identity active_nodes: 7 ...................................... +Permuted active_nodes: 7 ...................................... +Identity max_nodes: 12 ...................................... +Permuted max_nodes: 12 ...................................... +________________________________________________________________________________________________ + +Start Simulation of ghz_indep_qiskit_5__________________________________________________ + +.i:...0...1...2...3...4 +.1:...|...|...|...|...h +.2:...|...|...|...x...c +.3:...|...|...x...c...| +.4:...|...x...c...|...| +.5:...x...c...|...|...| +.6:==================== +.7:...0...|...|...|...| +.8:...|...1...|...|...| +.9:...|...|...2...|...| +10:...|...|...|...3...| +11:...|...|...|...|...4 +.o:...0...1...2...3...4 +Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | Q: 3 w: 5 | Q: 4 w: 6 | +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Identity Duration: 2.6000e-06s............................. +Permuted Duration: 2.6050e-06s............................. +Identity active_nodes: 9 ...................................... +Permuted active_nodes: 9 ...................................... +Identity max_nodes: 16 ...................................... +Permuted max_nodes: 16 ...................................... +________________________________________________________________________________________________ + +Start Simulation of ghz_indep_qiskit_6__________________________________________________ + +.i:...0...1...2...3...4...5 +.1:...|...|...|...|...|...h +.2:...|...|...|...|...x...c +.3:...|...|...|...x...c...| +.4:...|...|...x...c...|...| +.5:...|...x...c...|...|...| +.6:...x...c...|...|...|...| +.7:======================== +.8:...0...|...|...|...|...| +.9:...|...1...|...|...|...| +10:...|...|...2...|...|...| +11:...|...|...|...3...|...| +12:...|...|...|...|...4...| +13:...|...|...|...|...|...5 +.o:...0...1...2...3...4...5 +Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | Q: 3 w: 5 | Q: 4 w: 6 | Q: 5 w: 7 | +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Identity Duration: 3.1600e-06s............................. +Permuted Duration: 3.1903e-06s............................. +Identity active_nodes: 11 ...................................... +Permuted active_nodes: 11 ...................................... +Identity max_nodes: 20 ...................................... +Permuted max_nodes: 20 ...................................... +________________________________________________________________________________________________ + +Start Simulation of ghz_indep_qiskit_7__________________________________________________ + +.i:...0...1...2...3...4...5...6 +.1:...|...|...|...|...|...|...h +.2:...|...|...|...|...|...x...c +.3:...|...|...|...|...x...c...| +.4:...|...|...|...x...c...|...| +.5:...|...|...x...c...|...|...| +.6:...|...x...c...|...|...|...| +.7:...x...c...|...|...|...|...| +.8:============================ +.9:...0...|...|...|...|...|...| +10:...|...1...|...|...|...|...| +11:...|...|...2...|...|...|...| +12:...|...|...|...3...|...|...| +13:...|...|...|...|...4...|...| +14:...|...|...|...|...|...5...| +15:...|...|...|...|...|...|...6 +.o:...0...1...2...3...4...5...6 +Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | Q: 3 w: 5 | Q: 4 w: 6 | Q: 5 w: 7 | Q: 6 w: 8 | +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Identity Duration: 3.8000e-06s............................. +Permuted Duration: 3.7925e-06s............................. +Identity active_nodes: 13 ...................................... +Permuted active_nodes: 13 ...................................... +Identity max_nodes: 24 ...................................... +Permuted max_nodes: 24 ...................................... +________________________________________________________________________________________________ + +Start Simulation of ghz_indep_qiskit_8__________________________________________________ + +.i:...0...1...2...3...4...5...6...7 +.1:...|...|...|...|...|...|...|...h +.2:...|...|...|...|...|...|...x...c +.3:...|...|...|...|...|...x...c...| +.4:...|...|...|...|...x...c...|...| +.5:...|...|...|...x...c...|...|...| +.6:...|...|...x...c...|...|...|...| +.7:...|...x...c...|...|...|...|...| +.8:...x...c...|...|...|...|...|...| +.9:================================ +10:...0...|...|...|...|...|...|...| +11:...|...1...|...|...|...|...|...| +12:...|...|...2...|...|...|...|...| +13:...|...|...|...3...|...|...|...| +14:...|...|...|...|...4...|...|...| +15:...|...|...|...|...|...5...|...| +16:...|...|...|...|...|...|...6...| +17:...|...|...|...|...|...|...|...7 +.o:...0...1...2...3...4...5...6...7 +Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | Q: 3 w: 5 | Q: 4 w: 6 | Q: 5 w: 7 | Q: 6 w: 8 | Q: 7 w: 9 | +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7| +Identity Duration: 4.4975e-06s............................. +Permuted Duration: 4.4800e-06s............................. +Identity active_nodes: 15 ...................................... +Permuted active_nodes: 15 ...................................... +Identity max_nodes: 28 ...................................... +Permuted max_nodes: 28 ...................................... +________________________________________________________________________________________________ + +Start Simulation of ghz_indep_qiskit_9__________________________________________________ + +.i:...0...1...2...3...4...5...6...7...8 +.1:...|...|...|...|...|...|...|...|...h +.2:...|...|...|...|...|...|...|...x...c +.3:...|...|...|...|...|...|...x...c...| +.4:...|...|...|...|...|...x...c...|...| +.5:...|...|...|...|...x...c...|...|...| +.6:...|...|...|...x...c...|...|...|...| +.7:...|...|...x...c...|...|...|...|...| +.8:...|...x...c...|...|...|...|...|...| +.9:...x...c...|...|...|...|...|...|...| +10:==================================== +11:...0...|...|...|...|...|...|...|...| +12:...|...1...|...|...|...|...|...|...| +13:...|...|...2...|...|...|...|...|...| +14:...|...|...|...3...|...|...|...|...| +15:...|...|...|...|...4...|...|...|...| +16:...|...|...|...|...|...5...|...|...| +17:...|...|...|...|...|...|...6...|...| +18:...|...|...|...|...|...|...|...7...| +19:...|...|...|...|...|...|...|...|...8 +.o:...0...1...2...3...4...5...6...7...8 +Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | Q: 3 w: 5 | Q: 4 w: 6 | Q: 5 w: 7 | Q: 6 w: 8 | Q: 7 w: 9 | Q: 8 w: 10 | +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8| +Identity Duration: 5.1525e-06s............................. +Permuted Duration: 5.1703e-06s............................. +Identity active_nodes: 17 ...................................... +Permuted active_nodes: 17 ...................................... +Identity max_nodes: 32 ...................................... +Permuted max_nodes: 32 ...................................... +________________________________________________________________________________________________ + +Start Simulation of ghz_indep_qiskit_10__________________________________________________ + +.i:...0...1...2...3...4...5...6...7...8...9 +.1:...|...|...|...|...|...|...|...|...|...h +.2:...|...|...|...|...|...|...|...|...x...c +.3:...|...|...|...|...|...|...|...x...c...| +.4:...|...|...|...|...|...|...x...c...|...| +.5:...|...|...|...|...|...x...c...|...|...| +.6:...|...|...|...|...x...c...|...|...|...| +.7:...|...|...|...x...c...|...|...|...|...| +.8:...|...|...x...c...|...|...|...|...|...| +.9:...|...x...c...|...|...|...|...|...|...| +10:...x...c...|...|...|...|...|...|...|...| +11:======================================== +12:...0...|...|...|...|...|...|...|...|...| +13:...|...1...|...|...|...|...|...|...|...| +14:...|...|...2...|...|...|...|...|...|...| +15:...|...|...|...3...|...|...|...|...|...| +16:...|...|...|...|...4...|...|...|...|...| +17:...|...|...|...|...|...5...|...|...|...| +18:...|...|...|...|...|...|...6...|...|...| +19:...|...|...|...|...|...|...|...7...|...| +20:...|...|...|...|...|...|...|...|...8...| +21:...|...|...|...|...|...|...|...|...|...9 +.o:...0...1...2...3...4...5...6...7...8...9 +Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | Q: 3 w: 5 | Q: 4 w: 6 | Q: 5 w: 7 | Q: 6 w: 8 | Q: 7 w: 9 | Q: 8 w: 10 | Q: 9 w: 11 | +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8|9 -> 9| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8|9 -> 9| +Identity Duration: 5.7025e-06s............................. +Permuted Duration: 5.7075e-06s............................. +Identity active_nodes: 19 ...................................... +Permuted active_nodes: 19 ...................................... +Identity max_nodes: 36 ...................................... +Permuted max_nodes: 36 ...................................... +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/ghz_indep_qiskit_gates.txt b/test/BenchmarkQuasm/results/ghz_indep_qiskit_gates.txt new file mode 100644 index 00000000..2d5c781e --- /dev/null +++ b/test/BenchmarkQuasm/results/ghz_indep_qiskit_gates.txt @@ -0,0 +1,243 @@ +Start Simulation of ghz_indep_qiskit_2__________________________________________________ + +i: 0 1 +1: | h +2: x c +3:======== +4: 0 | +5: | 1 +o: 0 1 +Computed Permutation: ................0 -> 0|1 -> 1| +Original Permutation: ................0 -> 0|1 -> 1| +Identity Duration: 1.1725e-06s............................. +Permuted Duration: 1.2250e-06s............................. +Identity active_nodes: 3 ...................................... +Permuted active_nodes: 3 ...................................... +Identity max_nodes: 5 ...................................... +Permuted max_nodes: 5 ...................................... +________________________________________________________________________________________________ + +Start Simulation of ghz_indep_qiskit_3__________________________________________________ + +i:...0...1...2 +1:...|...|...h +2:...|...x...c +3:...x...c...| +4:============ +5:...0...|...| +6:...|...1...| +7:...|...|...2 +o:...0...1...2 +Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Identity Duration: 1.5475e-06s............................. +Permuted Duration: 1.5225e-06s............................. +Identity active_nodes: 5 ...................................... +Permuted active_nodes: 5 ...................................... +Identity max_nodes: 8 ...................................... +Permuted max_nodes: 8 ...................................... +________________________________________________________________________________________________ + +Start Simulation of ghz_indep_qiskit_4__________________________________________________ + +i:...0...1...2...3 +1:...|...|...|...h +2:...|...|...x...c +3:...|...x...c...| +4:...x...c...|...| +5:================ +6:...0...|...|...| +7:...|...1...|...| +8:...|...|...2...| +9:...|...|...|...3 +o:...0...1...2...3 +Computed Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Identity Duration: 2.0450e-06s............................. +Permuted Duration: 2.0175e-06s............................. +Identity active_nodes: 7 ...................................... +Permuted active_nodes: 7 ...................................... +Identity max_nodes: 12 ...................................... +Permuted max_nodes: 12 ...................................... +________________________________________________________________________________________________ + +Start Simulation of ghz_indep_qiskit_5__________________________________________________ + +.i:...0...1...2...3...4 +.1:...|...|...|...|...h +.2:...|...|...|...x...c +.3:...|...|...x...c...| +.4:...|...x...c...|...| +.5:...x...c...|...|...| +.6:==================== +.7:...0...|...|...|...| +.8:...|...1...|...|...| +.9:...|...|...2...|...| +10:...|...|...|...3...| +11:...|...|...|...|...4 +.o:...0...1...2...3...4 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Identity Duration: 2.5750e-06s............................. +Permuted Duration: 2.6203e-06s............................. +Identity active_nodes: 9 ...................................... +Permuted active_nodes: 9 ...................................... +Identity max_nodes: 16 ...................................... +Permuted max_nodes: 16 ...................................... +________________________________________________________________________________________________ + +Start Simulation of ghz_indep_qiskit_6__________________________________________________ + +.i:...0...1...2...3...4...5 +.1:...|...|...|...|...|...h +.2:...|...|...|...|...x...c +.3:...|...|...|...x...c...| +.4:...|...|...x...c...|...| +.5:...|...x...c...|...|...| +.6:...x...c...|...|...|...| +.7:======================== +.8:...0...|...|...|...|...| +.9:...|...1...|...|...|...| +10:...|...|...2...|...|...| +11:...|...|...|...3...|...| +12:...|...|...|...|...4...| +13:...|...|...|...|...|...5 +.o:...0...1...2...3...4...5 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Identity Duration: 3.2125e-06s............................. +Permuted Duration: 3.2050e-06s............................. +Identity active_nodes: 11 ...................................... +Permuted active_nodes: 11 ...................................... +Identity max_nodes: 20 ...................................... +Permuted max_nodes: 20 ...................................... +________________________________________________________________________________________________ + +Start Simulation of ghz_indep_qiskit_7__________________________________________________ + +.i:...0...1...2...3...4...5...6 +.1:...|...|...|...|...|...|...h +.2:...|...|...|...|...|...x...c +.3:...|...|...|...|...x...c...| +.4:...|...|...|...x...c...|...| +.5:...|...|...x...c...|...|...| +.6:...|...x...c...|...|...|...| +.7:...x...c...|...|...|...|...| +.8:============================ +.9:...0...|...|...|...|...|...| +10:...|...1...|...|...|...|...| +11:...|...|...2...|...|...|...| +12:...|...|...|...3...|...|...| +13:...|...|...|...|...4...|...| +14:...|...|...|...|...|...5...| +15:...|...|...|...|...|...|...6 +.o:...0...1...2...3...4...5...6 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Identity Duration: 3.8025e-06s............................. +Permuted Duration: 3.8275e-06s............................. +Identity active_nodes: 13 ...................................... +Permuted active_nodes: 13 ...................................... +Identity max_nodes: 24 ...................................... +Permuted max_nodes: 24 ...................................... +________________________________________________________________________________________________ + +Start Simulation of ghz_indep_qiskit_8__________________________________________________ + +.i:...0...1...2...3...4...5...6...7 +.1:...|...|...|...|...|...|...|...h +.2:...|...|...|...|...|...|...x...c +.3:...|...|...|...|...|...x...c...| +.4:...|...|...|...|...x...c...|...| +.5:...|...|...|...x...c...|...|...| +.6:...|...|...x...c...|...|...|...| +.7:...|...x...c...|...|...|...|...| +.8:...x...c...|...|...|...|...|...| +.9:================================ +10:...0...|...|...|...|...|...|...| +11:...|...1...|...|...|...|...|...| +12:...|...|...2...|...|...|...|...| +13:...|...|...|...3...|...|...|...| +14:...|...|...|...|...4...|...|...| +15:...|...|...|...|...|...5...|...| +16:...|...|...|...|...|...|...6...| +17:...|...|...|...|...|...|...|...7 +.o:...0...1...2...3...4...5...6...7 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7| +Identity Duration: 4.4653e-06s............................. +Permuted Duration: 4.4675e-06s............................. +Identity active_nodes: 15 ...................................... +Permuted active_nodes: 15 ...................................... +Identity max_nodes: 28 ...................................... +Permuted max_nodes: 28 ...................................... +________________________________________________________________________________________________ + +Start Simulation of ghz_indep_qiskit_9__________________________________________________ + +.i:...0...1...2...3...4...5...6...7...8 +.1:...|...|...|...|...|...|...|...|...h +.2:...|...|...|...|...|...|...|...x...c +.3:...|...|...|...|...|...|...x...c...| +.4:...|...|...|...|...|...x...c...|...| +.5:...|...|...|...|...x...c...|...|...| +.6:...|...|...|...x...c...|...|...|...| +.7:...|...|...x...c...|...|...|...|...| +.8:...|...x...c...|...|...|...|...|...| +.9:...x...c...|...|...|...|...|...|...| +10:==================================== +11:...0...|...|...|...|...|...|...|...| +12:...|...1...|...|...|...|...|...|...| +13:...|...|...2...|...|...|...|...|...| +14:...|...|...|...3...|...|...|...|...| +15:...|...|...|...|...4...|...|...|...| +16:...|...|...|...|...|...5...|...|...| +17:...|...|...|...|...|...|...6...|...| +18:...|...|...|...|...|...|...|...7...| +19:...|...|...|...|...|...|...|...|...8 +.o:...0...1...2...3...4...5...6...7...8 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8| +Identity Duration: 5.1275e-06s............................. +Permuted Duration: 5.1325e-06s............................. +Identity active_nodes: 17 ...................................... +Permuted active_nodes: 17 ...................................... +Identity max_nodes: 32 ...................................... +Permuted max_nodes: 32 ...................................... +________________________________________________________________________________________________ + +Start Simulation of ghz_indep_qiskit_10__________________________________________________ + +.i:...0...1...2...3...4...5...6...7...8...9 +.1:...|...|...|...|...|...|...|...|...|...h +.2:...|...|...|...|...|...|...|...|...x...c +.3:...|...|...|...|...|...|...|...x...c...| +.4:...|...|...|...|...|...|...x...c...|...| +.5:...|...|...|...|...|...x...c...|...|...| +.6:...|...|...|...|...x...c...|...|...|...| +.7:...|...|...|...x...c...|...|...|...|...| +.8:...|...|...x...c...|...|...|...|...|...| +.9:...|...x...c...|...|...|...|...|...|...| +10:...x...c...|...|...|...|...|...|...|...| +11:======================================== +12:...0...|...|...|...|...|...|...|...|...| +13:...|...1...|...|...|...|...|...|...|...| +14:...|...|...2...|...|...|...|...|...|...| +15:...|...|...|...3...|...|...|...|...|...| +16:...|...|...|...|...4...|...|...|...|...| +17:...|...|...|...|...|...5...|...|...|...| +18:...|...|...|...|...|...|...6...|...|...| +19:...|...|...|...|...|...|...|...7...|...| +20:...|...|...|...|...|...|...|...|...8...| +21:...|...|...|...|...|...|...|...|...|...9 +.o:...0...1...2...3...4...5...6...7...8...9 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8|9 -> 9| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8|9 -> 9| +Identity Duration: 5.8475e-06s............................. +Permuted Duration: 5.8100e-06s............................. +Identity active_nodes: 19 ...................................... +Permuted active_nodes: 19 ...................................... +Identity max_nodes: 36 ...................................... +Permuted max_nodes: 36 ...................................... +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/graphstate_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/graphstate_indep_qiskit_all.txt new file mode 100644 index 00000000..6eff269a --- /dev/null +++ b/test/BenchmarkQuasm/results/graphstate_indep_qiskit_all.txt @@ -0,0 +1,914 @@ +Start Simulation of graphstate_indep_qiskit_3__________________________________________________ + + i: 0 1 2 + 1: h | | + 2: | h | + 3: c z | + 4: | | h + 5: c | z + 6: | c z + 7:============ + 8: 0 | | + 9: | 1 | +10: | | 2 + o: 0 1 2 +Total Permutations: 6 +Min time: 2.6625e-06s................. Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| +Max time: 2.8300e-06s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Min active nodes: 5 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Min max nodes: 10 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max active nodes: 5 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max max nodes: 12 nodes.................... Permutation 1 : 0 -> 0|1 -> 2|2 -> 1| +________________________________________________________________________________________________ + +6 permutations have 5 active nodes. + +........................... +Average time: 2.7387e-06s + +________________________________________________________________________________________________ + +2 permutations have 10 max nodes. + +........................... +Average time: 2.8063e-06s + +4 permutations have 12 max nodes. + +........................... +Average time: 2.7050e-06s + +________________________________________________________________________________________________ + +execution time of: 2.6625e-06s: Index: 5 | Max_nodes: 12 | Active_nodes: 5 | 0 -> 2|1 -> 1|2 -> 0| +execution time of: 2.6725e-06s: Index: 3 | Max_nodes: 12 | Active_nodes: 5 | 0 -> 1|1 -> 2|2 -> 0| +execution time of: 2.6900e-06s: Index: 4 | Max_nodes: 12 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 1| +execution time of: 2.7825e-06s: Index: 2 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 0|2 -> 2| +execution time of: 2.7950e-06s: Index: 1 | Max_nodes: 12 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 1| +execution time of: 2.8300e-06s: Index: 0 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 2| +________________________________________________________________________________________________ + +Start Simulation of graphstate_indep_qiskit_4__________________________________________________ + +.i:...0...1...2...3 +.1:...h...|...|...| +.2:...|...h...|...| +.3:...c...z...|...| +.4:...|...|...h...| +.5:...|...c...z...| +.6:...|...|...|...h +.7:...c...|...|...z +.8:...|...|...c...z +.9:================ +10:...0...|...|...| +11:...|...1...|...| +12:...|...|...2...| +13:...|...|...|...3 +.o:...0...1...2...3 +Total Permutations: 24 +Min time: 3.6125e-06s................. Permutation 15 : 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +Max time: 3.9875e-06s................. Permutation 20 : 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +Min active nodes: 7 nodes.................... Permutation 2 : 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +Min max nodes: 15 nodes.................... Permutation 2 : 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +Max active nodes: 9 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Max max nodes: 20 nodes.................... Permutation 3 : 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +________________________________________________________________________________________________ + +8 permutations have 7 active nodes. + +........................... +Average time: 3.7551e-06s + +16 permutations have 9 active nodes. + +........................... +Average time: 3.7788e-06s + +________________________________________________________________________________________________ + +2 permutations have 15 max nodes. + +........................... +Average time: 3.8101e-06s + +2 permutations have 16 max nodes. + +........................... +Average time: 3.7612e-06s + +6 permutations have 17 max nodes. + +........................... +Average time: 3.7367e-06s + +4 permutations have 18 max nodes. + +........................... +Average time: 3.7670e-06s + +10 permutations have 20 max nodes. + +........................... +Average time: 3.7870e-06s + +________________________________________________________________________________________________ + +execution time of: 3.6125e-06s: Index: 15 | Max_nodes: 17 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +execution time of: 3.6203e-06s: Index: 7 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +execution time of: 3.6425e-06s: Index: 23 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +execution time of: 3.6475e-06s: Index: 13 | Max_nodes: 17 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +execution time of: 3.6725e-06s: Index: 14 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +execution time of: 3.6952e-06s: Index: 19 | Max_nodes: 17 | Active_nodes: 7 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| +execution time of: 3.7100e-06s: Index: 6 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +execution time of: 3.7200e-06s: Index: 17 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +execution time of: 3.7275e-06s: Index: 11 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| +execution time of: 3.7425e-06s: Index: 9 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +execution time of: 3.7775e-06s: Index: 5 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +execution time of: 3.7927e-06s: Index: 8 | Max_nodes: 15 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| +execution time of: 3.7950e-06s: Index: 22 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| +execution time of: 3.8125e-06s: Index: 0 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +execution time of: 3.8150e-06s: Index: 3 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +execution time of: 3.8253e-06s: Index: 18 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| +execution time of: 3.8275e-06s: Index: 2 | Max_nodes: 15 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +execution time of: 3.8375e-06s: Index: 16 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| +execution time of: 3.8650e-06s: Index: 10 | Max_nodes: 17 | Active_nodes: 7 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +execution time of: 3.8752e-06s: Index: 1 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +execution time of: 3.8800e-06s: Index: 4 | Max_nodes: 17 | Active_nodes: 7 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| +execution time of: 3.9000e-06s: Index: 12 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +execution time of: 3.9875e-06s: Index: 20 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +________________________________________________________________________________________________ + +Start Simulation of graphstate_indep_qiskit_5__________________________________________________ + +.i:...0...1...2...3...4 +.1:...h...|...|...|...| +.2:...|...h...|...|...| +.3:...c...z...|...|...| +.4:...|...|...h...|...| +.5:...|...|...|...h...| +.6:...|...c...|...z...| +.7:...|...|...c...z...| +.8:...|...|...|...|...h +.9:...c...|...|...|...z +10:...|...|...c...|...z +11:==================== +12:...0...|...|...|...| +13:...|...1...|...|...| +14:...|...|...2...|...| +15:...|...|...|...3...| +16:...|...|...|...|...4 +.o:...0...1...2...3...4 +Total Permutations: 120 +Min time: 4.5650e-06s................. Permutation 59 : 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +Max time: 6.1802e-06s................. Permutation 61 : 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +Min active nodes: 13 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Min max nodes: 22 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Max active nodes: 13 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Max max nodes: 32 nodes.................... Permutation 15 : 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +________________________________________________________________________________________________ + +120 permutations have 13 active nodes. + +........................... +Average time: 4.9229e-06s + +________________________________________________________________________________________________ + +10 permutations have 22 max nodes. + +........................... +Average time: 4.8218e-06s + +22 permutations have 24 max nodes. + +........................... +Average time: 4.8583e-06s + +30 permutations have 26 max nodes. + +........................... +Average time: 4.8536e-06s + +18 permutations have 28 max nodes. + +........................... +Average time: 4.8742e-06s + +24 permutations have 30 max nodes. + +........................... +Average time: 4.9851e-06s + +16 permutations have 32 max nodes. + +........................... +Average time: 5.1666e-06s + +________________________________________________________________________________________________ + +execution time of: 4.5650e-06s: Index: 59 | Max_nodes: 26 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +execution time of: 4.5700e-06s: Index: 28 | Max_nodes: 24 | Active_nodes: 13 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +execution time of: 4.5750e-06s: Index: 53 | Max_nodes: 26 | Active_nodes: 13 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +execution time of: 4.5775e-06s: Index: 34 | Max_nodes: 24 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +execution time of: 4.6100e-06s: Index: 32 | Max_nodes: 22 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +execution time of: 4.6250e-06s: Index: 58 | Max_nodes: 26 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +execution time of: 4.6275e-06s: Index: 52 | Max_nodes: 26 | Active_nodes: 13 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +execution time of: 4.6375e-06s: Index: 10 | Max_nodes: 24 | Active_nodes: 13 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +execution time of: 4.6450e-06s: Index: 56 | Max_nodes: 24 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +execution time of: 4.6550e-06s: Index: 29 | Max_nodes: 26 | Active_nodes: 13 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +execution time of: 4.6825e-06s: Index: 119 | Max_nodes: 26 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +execution time of: 4.6850e-06s: Index: 26 | Max_nodes: 22 | Active_nodes: 13 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +execution time of: 4.6900e-06s: Index: 8 | Max_nodes: 22 | Active_nodes: 13 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +execution time of: 4.7125e-06s: Index: 113 | Max_nodes: 28 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +execution time of: 4.7225e-06s: Index: 35 | Max_nodes: 28 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +execution time of: 4.7300e-06s: Index: 57 | Max_nodes: 26 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +execution time of: 4.7375e-06s: Index: 89 | Max_nodes: 28 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +execution time of: 4.7400e-06s: Index: 118 | Max_nodes: 26 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +execution time of: 4.7650e-06s: Index: 2 | Max_nodes: 22 | Active_nodes: 13 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +execution time of: 4.7728e-06s: Index: 82 | Max_nodes: 30 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +execution time of: 4.7750e-06s: Index: 51 | Max_nodes: 26 | Active_nodes: 13 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +execution time of: 4.7775e-06s: Index: 110 | Max_nodes: 26 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +execution time of: 4.7825e-06s: Index: 50 | Max_nodes: 24 | Active_nodes: 13 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +execution time of: 4.7850e-06s: Index: 80 | Max_nodes: 26 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +execution time of: 4.7875e-06s: Index: 65 | Max_nodes: 30 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +execution time of: 4.7950e-06s: Index: 27 | Max_nodes: 26 | Active_nodes: 13 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +execution time of: 4.7975e-06s: Index: 4 | Max_nodes: 24 | Active_nodes: 13 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +execution time of: 4.8000e-06s: Index: 83 | Max_nodes: 28 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +execution time of: 4.8025e-06s: Index: 38 | Max_nodes: 24 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +execution time of: 4.8075e-06s: Index: 24 | Max_nodes: 22 | Active_nodes: 13 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +execution time of: 4.8125e-06s: Index: 94 | Max_nodes: 26 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +execution time of: 4.8275e-06s: Index: 108 | Max_nodes: 26 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +execution time of: 4.8350e-06s: Index: 11 | Max_nodes: 28 | Active_nodes: 13 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +execution time of: 4.8475e-06s: Index: 74 | Max_nodes: 26 | Active_nodes: 13 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +execution time of: 4.8552e-06s: Index: 41 | Max_nodes: 32 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +execution time of: 4.8600e-06s: Index: 5 | Max_nodes: 26 | Active_nodes: 13 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +execution time of: 4.8625e-06s: Index: 36 | Max_nodes: 24 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +execution time of: 4.8650e-06s: Index: 107 | Max_nodes: 28 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +execution time of: 4.8725e-06s: Index: 16 | Max_nodes: 30 | Active_nodes: 13 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +execution time of: 4.8750e-06s: Index: 40 | Max_nodes: 30 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +execution time of: 4.8850e-06s: Index: 62 | Max_nodes: 24 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +execution time of: 4.8900e-06s: Index: 112 | Max_nodes: 28 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +execution time of: 4.8925e-06s: Index: 3 | Max_nodes: 26 | Active_nodes: 13 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +execution time of: 4.8950e-06s: Index: 76 | Max_nodes: 30 | Active_nodes: 13 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +execution time of: 4.8975e-06s: Index: 6 | Max_nodes: 22 | Active_nodes: 13 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +execution time of: 4.9000e-06s: Index: 25 | Max_nodes: 24 | Active_nodes: 13 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +execution time of: 4.9053e-06s: Index: 30 | Max_nodes: 22 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +execution time of: 4.9075e-06s: Index: 17 | Max_nodes: 32 | Active_nodes: 13 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +execution time of: 4.9100e-06s: Index: 14 | Max_nodes: 24 | Active_nodes: 13 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +execution time of: 4.9103e-06s: Index: 92 | Max_nodes: 26 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +execution time of: 4.9125e-06s: Index: 81 | Max_nodes: 30 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +execution time of: 4.9150e-06s: Index: 75 | Max_nodes: 30 | Active_nodes: 13 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +execution time of: 4.9175e-06s: Index: 33 | Max_nodes: 28 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +execution time of: 4.9250e-06s: Index: 117 | Max_nodes: 28 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +execution time of: 4.9275e-06s: Index: 116 | Max_nodes: 26 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +execution time of: 4.9350e-06s: Index: 7 | Max_nodes: 24 | Active_nodes: 13 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +execution time of: 4.9375e-06s: Index: 101 | Max_nodes: 28 | Active_nodes: 13 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +execution time of: 4.9400e-06s: Index: 71 | Max_nodes: 30 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +execution time of: 4.9425e-06s: Index: 12 | Max_nodes: 24 | Active_nodes: 13 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +execution time of: 4.9550e-06s: Index: 31 | Max_nodes: 24 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +execution time of: 4.9578e-06s: Index: 9 | Max_nodes: 28 | Active_nodes: 13 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +execution time of: 4.9725e-06s: Index: 54 | Max_nodes: 22 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +execution time of: 4.9753e-06s: Index: 68 | Max_nodes: 26 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +execution time of: 4.9775e-06s: Index: 46 | Max_nodes: 30 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +execution time of: 4.9900e-06s: Index: 84 | Max_nodes: 24 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +execution time of: 4.9925e-06s: Index: 0 | Max_nodes: 22 | Active_nodes: 13 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +execution time of: 4.9927e-06s: Index: 96 | Max_nodes: 26 | Active_nodes: 13 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +execution time of: 5.0000e-06s: Index: 20 | Max_nodes: 26 | Active_nodes: 13 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +execution time of: 5.0050e-06s: Index: 1 | Max_nodes: 24 | Active_nodes: 13 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +execution time of: 5.0053e-06s: Index: 49 | Max_nodes: 24 | Active_nodes: 13 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +execution time of: 5.0075e-06s: Index: 44 | Max_nodes: 26 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +execution time of: 5.0100e-06s: Index: 78 | Max_nodes: 24 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +execution time of: 5.0103e-06s: Index: 73 | Max_nodes: 30 | Active_nodes: 13 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +execution time of: 5.0125e-06s: Index: 60 | Max_nodes: 24 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +execution time of: 5.0178e-06s: Index: 103 | Max_nodes: 30 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +execution time of: 5.0225e-06s: Index: 70 | Max_nodes: 30 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +execution time of: 5.0250e-06s: Index: 115 | Max_nodes: 28 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +execution time of: 5.0350e-06s: Index: 22 | Max_nodes: 30 | Active_nodes: 13 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +execution time of: 5.0428e-06s: Index: 93 | Max_nodes: 28 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +execution time of: 5.0525e-06s: Index: 100 | Max_nodes: 30 | Active_nodes: 13 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +execution time of: 5.0575e-06s: Index: 45 | Max_nodes: 32 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +execution time of: 5.0650e-06s: Index: 90 | Max_nodes: 26 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +execution time of: 5.0900e-06s: Index: 23 | Max_nodes: 32 | Active_nodes: 13 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +execution time of: 5.1052e-06s: Index: 18 | Max_nodes: 26 | Active_nodes: 13 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +execution time of: 5.1150e-06s: Index: 91 | Max_nodes: 28 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +execution time of: 5.1175e-06s: Index: 66 | Max_nodes: 26 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +execution time of: 5.1202e-06s: Index: 111 | Max_nodes: 32 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +execution time of: 5.1300e-06s: Index: 37 | Max_nodes: 30 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +execution time of: 5.1325e-06s: Index: 85 | Max_nodes: 32 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +execution time of: 5.1425e-06s: Index: 69 | Max_nodes: 32 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +execution time of: 5.1675e-06s: Index: 109 | Max_nodes: 32 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +execution time of: 5.1725e-06s: Index: 21 | Max_nodes: 32 | Active_nodes: 13 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +execution time of: 5.1800e-06s: Index: 15 | Max_nodes: 32 | Active_nodes: 13 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +execution time of: 5.1853e-06s: Index: 43 | Max_nodes: 30 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +execution time of: 5.2025e-06s: Index: 42 | Max_nodes: 26 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +execution time of: 5.2150e-06s: Index: 63 | Max_nodes: 32 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +execution time of: 5.2200e-06s: Index: 19 | Max_nodes: 30 | Active_nodes: 13 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +execution time of: 5.2400e-06s: Index: 67 | Max_nodes: 32 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +execution time of: 5.3300e-06s: Index: 13 | Max_nodes: 30 | Active_nodes: 13 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +execution time of: 6.1802e-06s: Index: 61 | Max_nodes: 32 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +________________________________________________________________________________________________ + +Start Simulation of graphstate_indep_qiskit_6__________________________________________________ + +.i:...0...1...2...3...4...5 +.1:...h...|...|...|...|...| +.2:...|...h...|...|...|...| +.3:...c...z...|...|...|...| +.4:...|...|...h...|...|...| +.5:...|...|...|...h...|...| +.6:...c...|...|...z...|...| +.7:...|...|...c...z...|...| +.8:...|...|...|...|...h...| +.9:...|...|...c...|...z...| +10:...|...|...|...|...|...h +11:...|...c...|...|...|...z +12:...|...|...|...|...c...z +13:======================== +14:...0...|...|...|...|...| +15:...|...1...|...|...|...| +16:...|...|...2...|...|...| +17:...|...|...|...3...|...| +18:...|...|...|...|...4...| +19:...|...|...|...|...|...5 +.o:...0...1...2...3...4...5 +Total Permutations: 720 +Min time: 5.6625e-06s................. Permutation 271: 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| +Max time: 1.1333e-05s................. Permutation 621: 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| +Min active nodes: 17 nodes.................... Permutation 6 : 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Min max nodes: 28 nodes.................... Permutation 6 : 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Max active nodes: 21 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Max max nodes: 48 nodes.................... Permutation 304: 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| +________________________________________________________________________________________________ + +288 permutations have 17 active nodes. + +........................... +Average time: 6.3736e-06s + +432 permutations have 21 active nodes. + +........................... +Average time: 6.3976e-06s + +________________________________________________________________________________________________ + +4 permutations have 28 max nodes. + +........................... +Average time: 6.2957e-06s + +4 permutations have 29 max nodes. + +........................... +Average time: 5.8056e-06s + +10 permutations have 30 max nodes. + +........................... +Average time: 5.9101e-06s + +6 permutations have 31 max nodes. + +........................... +Average time: 6.2363e-06s + +34 permutations have 32 max nodes. + +........................... +Average time: 6.0170e-06s + +14 permutations have 33 max nodes. + +........................... +Average time: 5.9518e-06s + +74 permutations have 34 max nodes. + +........................... +Average time: 6.2120e-06s + +16 permutations have 35 max nodes. + +........................... +Average time: 6.2516e-06s + +64 permutations have 36 max nodes. + +........................... +Average time: 6.2675e-06s + +6 permutations have 37 max nodes. + +........................... +Average time: 6.0884e-06s + +72 permutations have 38 max nodes. + +........................... +Average time: 6.2899e-06s + +2 permutations have 39 max nodes. + +........................... +Average time: 6.1626e-06s + +126 permutations have 40 max nodes. + +........................... +Average time: 6.4428e-06s + +96 permutations have 42 max nodes. + +........................... +Average time: 6.3952e-06s + +48 permutations have 44 max nodes. + +........................... +Average time: 6.6017e-06s + +96 permutations have 46 max nodes. + +........................... +Average time: 6.6413e-06s + +48 permutations have 48 max nodes. + +........................... +Average time: 6.7462e-06s + +________________________________________________________________________________________________ + +execution time of: 5.6625e-06s: Index: 271 | Max_nodes: 30 | Active_nodes: 17 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| +execution time of: 5.6652e-06s: Index: 247 | Max_nodes: 30 | Active_nodes: 17 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| +execution time of: 5.6675e-06s: Index: 253 | Max_nodes: 32 | Active_nodes: 17 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| +execution time of: 5.6800e-06s: Index: 277 | Max_nodes: 32 | Active_nodes: 17 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| +execution time of: 5.7000e-06s: Index: 415 | Max_nodes: 36 | Active_nodes: 21 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| +execution time of: 5.7075e-06s: Index: 429 | Max_nodes: 42 | Active_nodes: 21 | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| +execution time of: 5.7225e-06s: Index: 252 | Max_nodes: 29 | Active_nodes: 17 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +execution time of: 5.7325e-06s: Index: 276 | Max_nodes: 29 | Active_nodes: 17 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| +execution time of: 5.7328e-06s: Index: 270 | Max_nodes: 28 | Active_nodes: 17 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| +execution time of: 5.7400e-06s: Index: 391 | Max_nodes: 36 | Active_nodes: 21 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| +execution time of: 5.7450e-06s: Index: 139 | Max_nodes: 32 | Active_nodes: 17 | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +execution time of: 5.7528e-06s: Index: 39 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +execution time of: 5.7550e-06s: Index: 278 | Max_nodes: 33 | Active_nodes: 21 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| +execution time of: 5.7628e-06s: Index: 283 | Max_nodes: 32 | Active_nodes: 17 | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| +execution time of: 5.7703e-06s: Index: 7 | Max_nodes: 30 | Active_nodes: 17 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +execution time of: 5.7725e-06s: Index: 259 | Max_nodes: 32 | Active_nodes: 17 | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| +execution time of: 5.7800e-06s: Index: 45 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| +execution time of: 5.7875e-06s: Index: 163 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| +execution time of: 5.7903e-06s: Index: 255 | Max_nodes: 36 | Active_nodes: 17 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +execution time of: 5.7925e-06s: Index: 366 | Max_nodes: 34 | Active_nodes: 21 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +execution time of: 5.8000e-06s: Index: 307 | Max_nodes: 38 | Active_nodes: 21 | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| +execution time of: 5.8027e-06s: Index: 421 | Max_nodes: 42 | Active_nodes: 21 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| +execution time of: 5.8050e-06s: Index: 134 | Max_nodes: 33 | Active_nodes: 21 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +execution time of: 5.8100e-06s: Index: 265 | Max_nodes: 34 | Active_nodes: 21 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +execution time of: 5.8125e-06s: Index: 301 | Max_nodes: 38 | Active_nodes: 21 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| +execution time of: 5.8150e-06s: Index: 6 | Max_nodes: 28 | Active_nodes: 17 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +execution time of: 5.8152e-06s: Index: 264 | Max_nodes: 32 | Active_nodes: 21 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +execution time of: 5.8178e-06s: Index: 414 | Max_nodes: 34 | Active_nodes: 21 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| +execution time of: 5.8202e-06s: Index: 165 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| +execution time of: 5.8225e-06s: Index: 241 | Max_nodes: 34 | Active_nodes: 21 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +execution time of: 5.8228e-06s: Index: 159 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| +execution time of: 5.8275e-06s: Index: 19 | Max_nodes: 32 | Active_nodes: 17 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +execution time of: 5.8278e-06s: Index: 69 | Max_nodes: 38 | Active_nodes: 21 | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| +execution time of: 5.8300e-06s: Index: 25 | Max_nodes: 34 | Active_nodes: 21 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +execution time of: 5.8328e-06s: Index: 566 | Max_nodes: 32 | Active_nodes: 17 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +execution time of: 5.8400e-06s: Index: 423 | Max_nodes: 42 | Active_nodes: 21 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| +execution time of: 5.8475e-06s: Index: 427 | Max_nodes: 42 | Active_nodes: 21 | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 1| +execution time of: 5.8500e-06s: Index: 150 | Max_nodes: 30 | Active_nodes: 17 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| +execution time of: 5.8527e-06s: Index: 183 | Max_nodes: 38 | Active_nodes: 21 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| +execution time of: 5.8553e-06s: Index: 141 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +execution time of: 5.8600e-06s: Index: 12 | Max_nodes: 29 | Active_nodes: 17 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +execution time of: 5.8650e-06s: Index: 1 | Max_nodes: 34 | Active_nodes: 21 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +execution time of: 5.8675e-06s: Index: 300 | Max_nodes: 35 | Active_nodes: 21 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| +execution time of: 5.8677e-06s: Index: 157 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| +execution time of: 5.8700e-06s: Index: 282 | Max_nodes: 31 | Active_nodes: 17 | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| +execution time of: 5.8750e-06s: Index: 43 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| +execution time of: 5.8777e-06s: Index: 279 | Max_nodes: 36 | Active_nodes: 17 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| +execution time of: 5.8800e-06s: Index: 261 | Max_nodes: 36 | Active_nodes: 17 | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| +execution time of: 5.8850e-06s: Index: 187 | Max_nodes: 40 | Active_nodes: 21 | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| +execution time of: 5.8875e-06s: Index: 8 | Max_nodes: 34 | Active_nodes: 21 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +execution time of: 5.8900e-06s: Index: 295 | Max_nodes: 32 | Active_nodes: 17 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 4| +execution time of: 5.8925e-06s: Index: 21 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +execution time of: 5.8975e-06s: Index: 63 | Max_nodes: 38 | Active_nodes: 21 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| +execution time of: 5.9025e-06s: Index: 20 | Max_nodes: 35 | Active_nodes: 21 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +execution time of: 5.9050e-06s: Index: 0 | Max_nodes: 32 | Active_nodes: 21 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +execution time of: 5.9075e-06s: Index: 132 | Max_nodes: 29 | Active_nodes: 17 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +execution time of: 5.9078e-06s: Index: 15 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +execution time of: 5.9150e-06s: Index: 24 | Max_nodes: 32 | Active_nodes: 21 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +execution time of: 5.9175e-06s: Index: 135 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +execution time of: 5.9228e-06s: Index: 30 | Max_nodes: 30 | Active_nodes: 17 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +execution time of: 5.9300e-06s: Index: 133 | Max_nodes: 32 | Active_nodes: 17 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +execution time of: 5.9350e-06s: Index: 567 | Max_nodes: 42 | Active_nodes: 21 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| +execution time of: 5.9352e-06s: Index: 403 | Max_nodes: 42 | Active_nodes: 21 | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2| +execution time of: 5.9400e-06s: Index: 37 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| +execution time of: 5.9402e-06s: Index: 294 | Max_nodes: 30 | Active_nodes: 17 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| +execution time of: 5.9425e-06s: Index: 420 | Max_nodes: 33 | Active_nodes: 17 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| +execution time of: 5.9427e-06s: Index: 26 | Max_nodes: 34 | Active_nodes: 21 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +execution time of: 5.9450e-06s: Index: 2 | Max_nodes: 34 | Active_nodes: 21 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +execution time of: 5.9475e-06s: Index: 164 | Max_nodes: 35 | Active_nodes: 21 | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| +execution time of: 5.9500e-06s: Index: 36 | Max_nodes: 31 | Active_nodes: 17 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +execution time of: 5.9525e-06s: Index: 120 | Max_nodes: 32 | Active_nodes: 21 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +execution time of: 5.9527e-06s: Index: 446 | Max_nodes: 32 | Active_nodes: 17 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +execution time of: 5.9575e-06s: Index: 67 | Max_nodes: 40 | Active_nodes: 21 | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| +execution time of: 5.9577e-06s: Index: 248 | Max_nodes: 34 | Active_nodes: 21 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +execution time of: 5.9600e-06s: Index: 38 | Max_nodes: 33 | Active_nodes: 21 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| +execution time of: 5.9700e-06s: Index: 266 | Max_nodes: 34 | Active_nodes: 21 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| +execution time of: 5.9703e-06s: Index: 44 | Max_nodes: 35 | Active_nodes: 21 | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| +execution time of: 5.9753e-06s: Index: 162 | Max_nodes: 33 | Active_nodes: 17 | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| +execution time of: 5.9850e-06s: Index: 397 | Max_nodes: 42 | Active_nodes: 21 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 2| +execution time of: 5.9900e-06s: Index: 243 | Max_nodes: 40 | Active_nodes: 21 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +execution time of: 5.9925e-06s: Index: 405 | Max_nodes: 44 | Active_nodes: 21 | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| +execution time of: 5.9950e-06s: Index: 444 | Max_nodes: 32 | Active_nodes: 17 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +execution time of: 6.0002e-06s: Index: 396 | Max_nodes: 33 | Active_nodes: 17 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| +execution time of: 6.0025e-06s: Index: 372 | Max_nodes: 33 | Active_nodes: 17 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| +execution time of: 6.0050e-06s: Index: 273 | Max_nodes: 40 | Active_nodes: 17 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +execution time of: 6.0075e-06s: Index: 3 | Max_nodes: 40 | Active_nodes: 21 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +execution time of: 6.0100e-06s: Index: 206 | Max_nodes: 36 | Active_nodes: 21 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| +execution time of: 6.0125e-06s: Index: 384 | Max_nodes: 34 | Active_nodes: 21 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| +execution time of: 6.0128e-06s: Index: 182 | Max_nodes: 35 | Active_nodes: 21 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| +execution time of: 6.0150e-06s: Index: 144 | Max_nodes: 32 | Active_nodes: 21 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +execution time of: 6.0152e-06s: Index: 138 | Max_nodes: 31 | Active_nodes: 17 | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +execution time of: 6.0175e-06s: Index: 32 | Max_nodes: 34 | Active_nodes: 21 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +execution time of: 6.0200e-06s: Index: 18 | Max_nodes: 31 | Active_nodes: 17 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +execution time of: 6.0202e-06s: Index: 47 | Max_nodes: 38 | Active_nodes: 17 | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| +execution time of: 6.0250e-06s: Index: 274 | Max_nodes: 36 | Active_nodes: 21 | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| +execution time of: 6.0252e-06s: Index: 33 | Max_nodes: 38 | Active_nodes: 17 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +execution time of: 6.0275e-06s: Index: 49 | Max_nodes: 32 | Active_nodes: 17 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +execution time of: 6.0303e-06s: Index: 10 | Max_nodes: 36 | Active_nodes: 21 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +execution time of: 6.0325e-06s: Index: 399 | Max_nodes: 44 | Active_nodes: 21 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| +execution time of: 6.0350e-06s: Index: 68 | Max_nodes: 37 | Active_nodes: 21 | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| +execution time of: 6.0400e-06s: Index: 54 | Max_nodes: 32 | Active_nodes: 17 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +execution time of: 6.0425e-06s: Index: 167 | Max_nodes: 38 | Active_nodes: 17 | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| +execution time of: 6.0450e-06s: Index: 589 | Max_nodes: 38 | Active_nodes: 21 | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| +execution time of: 6.0475e-06s: Index: 380 | Max_nodes: 35 | Active_nodes: 17 | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 4| +execution time of: 6.0477e-06s: Index: 373 | Max_nodes: 42 | Active_nodes: 21 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 2| +execution time of: 6.0525e-06s: Index: 27 | Max_nodes: 40 | Active_nodes: 21 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +execution time of: 6.0527e-06s: Index: 534 | Max_nodes: 36 | Active_nodes: 21 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5| +execution time of: 6.0550e-06s: Index: 174 | Max_nodes: 32 | Active_nodes: 17 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| +execution time of: 6.0575e-06s: Index: 205 | Max_nodes: 42 | Active_nodes: 21 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| +execution time of: 6.0600e-06s: Index: 561 | Max_nodes: 42 | Active_nodes: 21 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| +execution time of: 6.0603e-06s: Index: 60 | Max_nodes: 37 | Active_nodes: 21 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| +execution time of: 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Active_nodes: 17 | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| +execution time of: 6.6000e-06s: Index: 119 | Max_nodes: 46 | Active_nodes: 21 | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| +execution time of: 6.6050e-06s: Index: 233 | Max_nodes: 46 | Active_nodes: 21 | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| +execution time of: 6.6075e-06s: Index: 646 | Max_nodes: 42 | Active_nodes: 17 | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| +execution time of: 6.6100e-06s: Index: 479 | Max_nodes: 48 | Active_nodes: 21 | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +execution time of: 6.6150e-06s: Index: 305 | Max_nodes: 48 | Active_nodes: 21 | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| +execution time of: 6.6200e-06s: Index: 214 | Max_nodes: 46 | Active_nodes: 21 | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 2| +execution time of: 6.6250e-06s: Index: 466 | Max_nodes: 40 | Active_nodes: 17 | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| +execution time of: 6.6275e-06s: Index: 556 | Max_nodes: 40 | Active_nodes: 17 | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| +execution time of: 6.6278e-06s: Index: 498 | Max_nodes: 40 | Active_nodes: 17 | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| +execution time of: 6.6300e-06s: Index: 224 | Max_nodes: 42 | Active_nodes: 21 | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| +execution time of: 6.6325e-06s: Index: 474 | Max_nodes: 46 | Active_nodes: 21 | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| +execution time of: 6.6352e-06s: Index: 76 | Max_nodes: 46 | Active_nodes: 21 | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| +execution time of: 6.6425e-06s: Index: 617 | Max_nodes: 44 | Active_nodes: 17 | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| +execution time of: 6.6452e-06s: Index: 682 | Max_nodes: 40 | Active_nodes: 17 | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| +execution time of: 6.6475e-06s: Index: 341 | Max_nodes: 40 | Active_nodes: 17 | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| +execution time of: 6.6478e-06s: Index: 101 | Max_nodes: 40 | Active_nodes: 17 | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| +execution time of: 6.6525e-06s: Index: 690 | Max_nodes: 46 | Active_nodes: 21 | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| +execution time of: 6.6550e-06s: Index: 448 | Max_nodes: 40 | Active_nodes: 17 | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| +execution time of: 6.6575e-06s: Index: 316 | Max_nodes: 48 | Active_nodes: 21 | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| +execution time of: 6.6600e-06s: Index: 442 | Max_nodes: 40 | Active_nodes: 17 | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| +execution time of: 6.6627e-06s: Index: 238 | Max_nodes: 46 | Active_nodes: 21 | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 2| +execution time of: 6.6650e-06s: Index: 221 | Max_nodes: 40 | Active_nodes: 17 | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| +execution time of: 6.6677e-06s: Index: 514 | Max_nodes: 46 | Active_nodes: 21 | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| +execution time of: 6.6700e-06s: Index: 629 | Max_nodes: 46 | Active_nodes: 21 | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| +execution time of: 6.6750e-06s: Index: 491 | Max_nodes: 48 | Active_nodes: 21 | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| +execution time of: 6.6775e-06s: Index: 485 | Max_nodes: 46 | Active_nodes: 21 | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| +execution time of: 6.6850e-06s: Index: 490 | Max_nodes: 46 | Active_nodes: 21 | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| +execution time of: 6.6900e-06s: Index: 658 | Max_nodes: 48 | Active_nodes: 21 | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| +execution time of: 6.6925e-06s: Index: 472 | Max_nodes: 40 | Active_nodes: 17 | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| +execution time of: 6.6928e-06s: Index: 436 | Max_nodes: 40 | Active_nodes: 17 | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 2| +execution time of: 6.6952e-06s: Index: 88 | Max_nodes: 46 | Active_nodes: 21 | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| +execution time of: 6.7050e-06s: Index: 106 | Max_nodes: 46 | Active_nodes: 21 | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| +execution time of: 6.7052e-06s: Index: 666 | Max_nodes: 40 | Active_nodes: 17 | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| +execution time of: 6.7152e-06s: Index: 694 | Max_nodes: 48 | Active_nodes: 21 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +execution time of: 6.7225e-06s: Index: 642 | Max_nodes: 40 | Active_nodes: 17 | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| +execution time of: 6.7252e-06s: Index: 478 | Max_nodes: 48 | Active_nodes: 21 | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +execution time of: 6.7350e-06s: Index: 618 | Max_nodes: 40 | Active_nodes: 17 | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| +execution time of: 6.7400e-06s: Index: 545 | Max_nodes: 44 | Active_nodes: 17 | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| +execution time of: 6.7450e-06s: Index: 607 | Max_nodes: 42 | Active_nodes: 21 | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3| +execution time of: 6.7453e-06s: Index: 226 | Max_nodes: 46 | Active_nodes: 21 | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| +execution time of: 6.7475e-06s: Index: 346 | Max_nodes: 48 | Active_nodes: 21 | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| +execution time of: 6.7477e-06s: Index: 521 | Max_nodes: 44 | Active_nodes: 17 | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| +execution time of: 6.7575e-06s: Index: 353 | Max_nodes: 48 | Active_nodes: 21 | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| +execution time of: 6.7600e-06s: Index: 114 | Max_nodes: 44 | Active_nodes: 21 | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| +execution time of: 6.7603e-06s: Index: 554 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| +execution time of: 6.7625e-06s: Index: 61 | Max_nodes: 40 | Active_nodes: 21 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| +execution time of: 6.7650e-06s: Index: 220 | Max_nodes: 46 | Active_nodes: 21 | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| +execution time of: 6.7727e-06s: Index: 231 | Max_nodes: 40 | Active_nodes: 21 | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| +execution time of: 6.7828e-06s: Index: 100 | Max_nodes: 46 | Active_nodes: 21 | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| +execution time of: 6.7852e-06s: Index: 496 | Max_nodes: 42 | Active_nodes: 17 | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 2| +execution time of: 6.7878e-06s: Index: 676 | Max_nodes: 40 | Active_nodes: 17 | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| +execution time of: 6.7950e-06s: Index: 328 | Max_nodes: 48 | Active_nodes: 21 | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| +execution time of: 6.8002e-06s: Index: 484 | Max_nodes: 46 | Active_nodes: 21 | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| +execution time of: 6.8200e-06s: Index: 664 | Max_nodes: 44 | Active_nodes: 17 | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| +execution time of: 6.8325e-06s: Index: 640 | Max_nodes: 42 | Active_nodes: 17 | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| +execution time of: 6.8350e-06s: Index: 352 | Max_nodes: 48 | Active_nodes: 21 | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| +execution time of: 6.8425e-06s: Index: 652 | Max_nodes: 48 | Active_nodes: 21 | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3| +execution time of: 6.8475e-06s: Index: 358 | Max_nodes: 48 | Active_nodes: 21 | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| +execution time of: 6.8500e-06s: Index: 520 | Max_nodes: 42 | Active_nodes: 17 | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| +execution time of: 6.8577e-06s: Index: 532 | Max_nodes: 48 | Active_nodes: 21 | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| +execution time of: 6.8825e-06s: Index: 340 | Max_nodes: 48 | Active_nodes: 21 | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| +execution time of: 6.8900e-06s: Index: 53 | Max_nodes: 40 | Active_nodes: 17 | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +execution time of: 6.8950e-06s: Index: 112 | Max_nodes: 46 | Active_nodes: 21 | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| +execution time of: 6.8978e-06s: Index: 544 | Max_nodes: 44 | Active_nodes: 17 | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| +execution time of: 6.9000e-06s: Index: 361 | Max_nodes: 36 | Active_nodes: 21 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +execution time of: 6.9500e-06s: Index: 569 | Max_nodes: 40 | Active_nodes: 17 | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| +execution time of: 6.9800e-06s: Index: 136 | Max_nodes: 40 | Active_nodes: 21 | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +execution time of: 6.9902e-06s: Index: 600 | Max_nodes: 38 | Active_nodes: 21 | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +execution time of: 7.2428e-06s: Index: 388 | Max_nodes: 42 | Active_nodes: 21 | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| +execution time of: 7.4078e-06s: Index: 57 | Max_nodes: 40 | Active_nodes: 17 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| +execution time of: 7.5400e-06s: Index: 390 | Max_nodes: 34 | Active_nodes: 21 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| +execution time of: 7.6325e-06s: Index: 303 | Max_nodes: 38 | Active_nodes: 21 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| +execution time of: 7.6500e-06s: Index: 285 | Max_nodes: 36 | Active_nodes: 17 | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| +execution time of: 7.6550e-06s: Index: 258 | Max_nodes: 31 | Active_nodes: 17 | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| +execution time of: 7.6625e-06s: Index: 662 | Max_nodes: 36 | Active_nodes: 17 | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| +execution time of: 7.7402e-06s: Index: 196 | Max_nodes: 46 | Active_nodes: 21 | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| +execution time of: 7.7427e-06s: Index: 644 | Max_nodes: 40 | Active_nodes: 17 | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| +execution time of: 7.7603e-06s: Index: 470 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +execution time of: 7.7700e-06s: Index: 379 | Max_nodes: 42 | Active_nodes: 21 | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| +execution time of: 7.8125e-06s: Index: 126 | Max_nodes: 28 | Active_nodes: 17 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +execution time of: 7.8177e-06s: Index: 292 | Max_nodes: 44 | Active_nodes: 21 | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 4| +execution time of: 7.8275e-06s: Index: 284 | Max_nodes: 35 | Active_nodes: 21 | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| +execution time of: 7.8403e-06s: Index: 181 | Max_nodes: 40 | Active_nodes: 21 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| +execution time of: 7.8625e-06s: Index: 541 | Max_nodes: 46 | Active_nodes: 21 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| +execution time of: 7.8878e-06s: Index: 263 | Max_nodes: 40 | Active_nodes: 17 | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| +execution time of: 7.9800e-06s: Index: 118 | Max_nodes: 46 | Active_nodes: 21 | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| +execution time of: 8.0100e-06s: Index: 494 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| +execution time of: 8.0425e-06s: Index: 128 | Max_nodes: 34 | Active_nodes: 21 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +execution time of: 8.0628e-06s: Index: 471 | Max_nodes: 40 | Active_nodes: 21 | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +execution time of: 8.0800e-06s: Index: 312 | Max_nodes: 32 | Active_nodes: 17 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| +execution time of: 8.1000e-06s: Index: 210 | Max_nodes: 44 | Active_nodes: 21 | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| +execution time of: 8.1275e-06s: Index: 378 | Max_nodes: 35 | Active_nodes: 17 | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 4| +execution time of: 8.1350e-06s: Index: 518 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| +execution time of: 8.2075e-06s: Index: 395 | Max_nodes: 48 | Active_nodes: 21 | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| +execution time of: 8.2550e-06s: Index: 692 | Max_nodes: 46 | Active_nodes: 21 | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +execution time of: 8.2653e-06s: Index: 108 | Max_nodes: 40 | 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Active_nodes: 17 | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| +execution time of: 8.6100e-06s: Index: 476 | Max_nodes: 46 | Active_nodes: 21 | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +execution time of: 8.6775e-06s: Index: 113 | Max_nodes: 46 | Active_nodes: 21 | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| +execution time of: 8.7900e-06s: Index: 616 | Max_nodes: 42 | Active_nodes: 17 | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| +execution time of: 8.8025e-06s: Index: 620 | Max_nodes: 40 | Active_nodes: 17 | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| +execution time of: 8.9050e-06s: Index: 304 | Max_nodes: 48 | Active_nodes: 21 | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| +execution time of: 9.0377e-06s: Index: 508 | Max_nodes: 46 | Active_nodes: 21 | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 3| +execution time of: 1.1333e-05s: Index: 621 | Max_nodes: 48 | Active_nodes: 21 | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/graphstate_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/graphstate_indep_qiskit_controls.txt new file mode 100644 index 00000000..434a99c4 --- /dev/null +++ b/test/BenchmarkQuasm/results/graphstate_indep_qiskit_controls.txt @@ -0,0 +1,155 @@ +Start Simulation of graphstate_indep_qiskit_3__________________________________________________ + + i: 0 1 2 + 1: h | | + 2: | h | + 3: c z | + 4: | | h + 5: c | z + 6: | c z + 7:============ + 8: 0 | | + 9: | 1 | +10: | | 2 + o: 0 1 2 +Q: 0 w: 4 | Q: 1 w: 3 | Q: 2 w: 1 | +Computed Permutation: .........0 -> 2|1 -> 1|2 -> 0| +Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Identity Duration: 2.8375e-06s............................. +Permuted Duration: 2.6125e-06s............................. +Identity active_nodes: 5 ...................................... +Permuted active_nodes: 5 ...................................... +Identity max_nodes: 10 ...................................... +Permuted max_nodes: 12 ...................................... +________________________________________________________________________________________________ + +Start Simulation of graphstate_indep_qiskit_4__________________________________________________ + +.i:...0...1...2...3 +.1:...h...|...|...| +.2:...|...h...|...| +.3:...c...z...|...| +.4:...|...|...h...| +.5:...|...c...z...| +.6:...|...|...|...h +.7:...c...|...|...z +.8:...|...|...c...z +.9:================ +10:...0...|...|...| +11:...|...1...|...| +12:...|...|...2...| +13:...|...|...|...3 +.o:...0...1...2...3 +Q: 0 w: 4 | Q: 1 w: 3 | Q: 2 w: 3 | Q: 3 w: 1 | +Computed Permutation: ..0 -> 3|1 -> 1|2 -> 2|3 -> 0| +Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Identity Duration: 3.8152e-06s............................. +Permuted Duration: 3.7750e-06s............................. +Identity active_nodes: 9 ...................................... +Permuted active_nodes: 7 ...................................... +Identity max_nodes: 16 ...................................... +Permuted max_nodes: 17 ...................................... +________________________________________________________________________________________________ + +Start Simulation of graphstate_indep_qiskit_5__________________________________________________ + +.i:...0...1...2...3...4 +.1:...h...|...|...|...| +.2:...|...h...|...|...| +.3:...c...z...|...|...| +.4:...|...|...h...|...| +.5:...|...|...|...h...| +.6:...|...c...|...z...| +.7:...|...|...c...z...| +.8:...|...|...|...|...h +.9:...c...|...|...|...z +10:...|...|...c...|...z +11:==================== +12:...0...|...|...|...| +13:...|...1...|...|...| +14:...|...|...2...|...| +15:...|...|...|...3...| +16:...|...|...|...|...4 +.o:...0...1...2...3...4 +Q: 0 w: 4 | Q: 1 w: 3 | Q: 2 w: 4 | Q: 3 w: 1 | Q: 4 w: 1 | +Computed Permutation: 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Identity Duration: 4.9677e-06s............................. +Permuted Duration: 4.9650e-06s............................. +Identity active_nodes: 13 ...................................... +Permuted active_nodes: 13 ...................................... +Identity max_nodes: 22 ...................................... +Permuted max_nodes: 26 ...................................... +________________________________________________________________________________________________ + +Start Simulation of graphstate_indep_qiskit_6__________________________________________________ + +.i:...0...1...2...3...4...5 +.1:...h...|...|...|...|...| +.2:...|...h...|...|...|...| +.3:...c...z...|...|...|...| +.4:...|...|...h...|...|...| +.5:...|...|...|...h...|...| +.6:...c...|...|...z...|...| +.7:...|...|...c...z...|...| +.8:...|...|...|...|...h...| +.9:...|...|...c...|...z...| +10:...|...|...|...|...|...h +11:...|...c...|...|...|...z +12:...|...|...|...|...c...z +13:======================== +14:...0...|...|...|...|...| +15:...|...1...|...|...|...| +16:...|...|...2...|...|...| +17:...|...|...|...3...|...| +18:...|...|...|...|...4...| +19:...|...|...|...|...|...5 +.o:...0...1...2...3...4...5 +Q: 0 w: 4 | Q: 1 w: 3 | Q: 2 w: 4 | Q: 3 w: 1 | Q: 4 w: 3 | Q: 5 w: 1 | +Computed Permutation: 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Identity Duration: 6.0427e-06s............................. +Permuted Duration: 6.7575e-06s............................. +Identity active_nodes: 21 ...................................... +Permuted active_nodes: 17 ...................................... +Identity max_nodes: 32 ...................................... +Permuted max_nodes: 40 ...................................... +________________________________________________________________________________________________ + +Start Simulation of graphstate_indep_qiskit_7__________________________________________________ + +.i:...0...1...2...3...4...5...6 +.1:...h...|...|...|...|...|...| +.2:...|...h...|...|...|...|...| +.3:...c...z...|...|...|...|...| +.4:...|...|...h...|...|...|...| +.5:...c...|...z...|...|...|...| +.6:...|...c...z...|...|...|...| +.7:...|...|...|...h...|...|...| +.8:...|...|...|...|...h...|...| +.9:...|...|...|...c...z...|...| +10:...|...|...|...|...|...h...| +11:...|...|...|...|...c...z...| +12:...|...|...|...|...|...|...h +13:...|...|...|...c...|...|...z +14:...|...|...|...|...|...c...z +15:============================ +16:...0...|...|...|...|...|...| +17:...|...1...|...|...|...|...| +18:...|...|...2...|...|...|...| +19:...|...|...|...3...|...|...| +20:...|...|...|...|...4...|...| +21:...|...|...|...|...|...5...| +22:...|...|...|...|...|...|...6 +.o:...0...1...2...3...4...5...6 +Q: 0 w: 4 | Q: 1 w: 3 | Q: 2 w: 1 | Q: 3 w: 4 | Q: 4 w: 3 | Q: 5 w: 3 | Q: 6 w: 1 | +Computed Permutation: 0 -> 2|1 -> 6|2 -> 1|3 -> 4|4 -> 5|5 -> 0|6 -> 3| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Identity Duration: 7.3675e-06s............................. +Permuted Duration: 8.2200e-06s............................. +Identity active_nodes: 14 ...................................... +Permuted active_nodes: 25 ...................................... +Identity max_nodes: 27 ...................................... +Permuted max_nodes: 54 ...................................... +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/graphstate_indep_qiskit_gates.txt b/test/BenchmarkQuasm/results/graphstate_indep_qiskit_gates.txt new file mode 100644 index 00000000..916dfb6a --- /dev/null +++ b/test/BenchmarkQuasm/results/graphstate_indep_qiskit_gates.txt @@ -0,0 +1,150 @@ +Start Simulation of graphstate_indep_qiskit_3__________________________________________________ + + i: 0 1 2 + 1: h | | + 2: | h | + 3: c z | + 4: | | h + 5: c | z + 6: | c z + 7:============ + 8: 0 | | + 9: | 1 | +10: | | 2 + o: 0 1 2 +Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Identity Duration: 2.7825e-06s............................. +Permuted Duration: 2.7800e-06s............................. +Identity active_nodes: 5 ...................................... +Permuted active_nodes: 5 ...................................... +Identity max_nodes: 10 ...................................... +Permuted max_nodes: 10 ...................................... +________________________________________________________________________________________________ + +Start Simulation of graphstate_indep_qiskit_4__________________________________________________ + +.i:...0...1...2...3 +.1:...h...|...|...| +.2:...|...h...|...| +.3:...c...z...|...| +.4:...|...|...h...| +.5:...|...c...z...| +.6:...|...|...|...h +.7:...c...|...|...z +.8:...|...|...c...z +.9:================ +10:...0...|...|...| +11:...|...1...|...| +12:...|...|...2...| +13:...|...|...|...3 +.o:...0...1...2...3 +Computed Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Identity Duration: 3.7750e-06s............................. +Permuted Duration: 3.7628e-06s............................. +Identity active_nodes: 9 ...................................... +Permuted active_nodes: 9 ...................................... +Identity max_nodes: 16 ...................................... +Permuted max_nodes: 16 ...................................... +________________________________________________________________________________________________ + +Start Simulation of graphstate_indep_qiskit_5__________________________________________________ + +.i:...0...1...2...3...4 +.1:...h...|...|...|...| +.2:...|...h...|...|...| +.3:...c...z...|...|...| +.4:...|...|...h...|...| +.5:...|...|...|...h...| +.6:...|...c...|...z...| +.7:...|...|...c...z...| +.8:...|...|...|...|...h +.9:...c...|...|...|...z +10:...|...|...c...|...z +11:==================== +12:...0...|...|...|...| +13:...|...1...|...|...| +14:...|...|...2...|...| +15:...|...|...|...3...| +16:...|...|...|...|...4 +.o:...0...1...2...3...4 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Identity Duration: 4.8550e-06s............................. +Permuted Duration: 4.8450e-06s............................. +Identity active_nodes: 13 ...................................... +Permuted active_nodes: 13 ...................................... +Identity max_nodes: 22 ...................................... +Permuted max_nodes: 22 ...................................... +________________________________________________________________________________________________ + +Start Simulation of graphstate_indep_qiskit_6__________________________________________________ + +.i:...0...1...2...3...4...5 +.1:...h...|...|...|...|...| +.2:...|...h...|...|...|...| +.3:...c...z...|...|...|...| +.4:...|...|...h...|...|...| +.5:...|...|...|...h...|...| +.6:...c...|...|...z...|...| +.7:...|...|...c...z...|...| +.8:...|...|...|...|...h...| +.9:...|...|...c...|...z...| +10:...|...|...|...|...|...h +11:...|...c...|...|...|...z +12:...|...|...|...|...c...z +13:======================== +14:...0...|...|...|...|...| +15:...|...1...|...|...|...| +16:...|...|...2...|...|...| +17:...|...|...|...3...|...| +18:...|...|...|...|...4...| +19:...|...|...|...|...|...5 +.o:...0...1...2...3...4...5 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Identity Duration: 5.8850e-06s............................. +Permuted Duration: 5.8800e-06s............................. +Identity active_nodes: 21 ...................................... +Permuted active_nodes: 21 ...................................... +Identity max_nodes: 32 ...................................... +Permuted max_nodes: 32 ...................................... +________________________________________________________________________________________________ + +Start Simulation of graphstate_indep_qiskit_7__________________________________________________ + +.i:...0...1...2...3...4...5...6 +.1:...h...|...|...|...|...|...| +.2:...|...h...|...|...|...|...| +.3:...c...z...|...|...|...|...| +.4:...|...|...h...|...|...|...| +.5:...c...|...z...|...|...|...| +.6:...|...c...z...|...|...|...| +.7:...|...|...|...h...|...|...| +.8:...|...|...|...|...h...|...| +.9:...|...|...|...c...z...|...| +10:...|...|...|...|...|...h...| +11:...|...|...|...|...c...z...| +12:...|...|...|...|...|...|...h +13:...|...|...|...c...|...|...z +14:...|...|...|...|...|...c...z +15:============================ +16:...0...|...|...|...|...|...| +17:...|...1...|...|...|...|...| +18:...|...|...2...|...|...|...| +19:...|...|...|...3...|...|...| +20:...|...|...|...|...4...|...| +21:...|...|...|...|...|...5...| +22:...|...|...|...|...|...|...6 +.o:...0...1...2...3...4...5...6 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Identity Duration: 7.1650e-06s............................. +Permuted Duration: 7.1575e-06s............................. +Identity active_nodes: 14 ...................................... +Permuted active_nodes: 14 ...................................... +Identity max_nodes: 27 ...................................... +Permuted max_nodes: 27 ...................................... +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/grover-noancilla_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/grover-noancilla_indep_qiskit_all.txt new file mode 100644 index 00000000..f181e956 --- /dev/null +++ b/test/BenchmarkQuasm/results/grover-noancilla_indep_qiskit_all.txt @@ -0,0 +1,1938 @@ +Start Simulation of grover-noancilla_indep_qiskit_2__________________________________________________ + +i: 0 1 +1: h | +2: | x +3:======== +4: 0 | +5: | 1 +o: 0 1 +Total Permutations: 2 +Min time: 1.0200e-06s................. Permutation 1 : 0 -> 1|1 -> 0| +Max time: 1.0525e-06s................. Permutation 0 : 0 -> 0|1 -> 1| +Min active nodes: 2 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Min max nodes: 5 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Max active nodes: 2 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Max max nodes: 5 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +________________________________________________________________________________________________ + +2 permutations have 2 active nodes. + +........................... +Average time: 1.0363e-06s + +________________________________________________________________________________________________ + +2 permutations have 5 max nodes. + +........................... +Average time: 1.0363e-06s + +________________________________________________________________________________________________ + +execution time of: 1.0200e-06s: Index: 1 | Max_nodes: 5 | Active_nodes: 2 | 0 -> 1|1 -> 0| +execution time of: 1.0525e-06s: Index: 0 | Max_nodes: 5 | Active_nodes: 2 | 0 -> 0|1 -> 1| +________________________________________________________________________________________________ + +Start Simulation of grover-noancilla_indep_qiskit_3__________________________________________________ + +.i:...0...1...2 +.1:...h...|...| +.2:...|...h...| +.3:...|...|...x +.4:...|...c...s +.5:...x...c...| +.6:...c...|.sdg +.7:...x...c...| +.8:...c...|...s +.9:..ry...|...| p: (1.5708e+00) +10:...|...z...| +11:...c...x...| +12:..u2...|...| p: (-3.1416e+00) (-3.1416e+00) +13:...|...z...| +14:============ +15:...0...|...| +16:...|...1...| +17:...|...|...2 +.o:...0...1...2 +Total Permutations: 6 +Min time: 5.0975e-06s................. Permutation 3 : 0 -> 1|1 -> 2|2 -> 0| +Max time: 5.8328e-06s................. Permutation 2 : 0 -> 1|1 -> 0|2 -> 2| +Min active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Min max nodes: 9 nodes.................... Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| +Max active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max max nodes: 13 nodes.................... Permutation 1 : 0 -> 0|1 -> 2|2 -> 1| +________________________________________________________________________________________________ + +6 permutations have 3 active nodes. + +........................... +Average time: 5.5143e-06s + +________________________________________________________________________________________________ + +1 permutations have 9 max nodes. + +........................... +Average time: 5.3175e-06s + +2 permutations have 10 max nodes. + +........................... +Average time: 5.4651e-06s + +2 permutations have 11 max nodes. + +........................... +Average time: 5.6376e-06s + +1 permutations have 13 max nodes. + +........................... +Average time: 5.5628e-06s + +________________________________________________________________________________________________ + +execution time of: 5.0975e-06s: Index: 3 | Max_nodes: 10 | Active_nodes: 3 | 0 -> 1|1 -> 2|2 -> 0| +execution time of: 5.3175e-06s: Index: 5 | Max_nodes: 9 | Active_nodes: 3 | 0 -> 2|1 -> 1|2 -> 0| +execution time of: 5.5552e-06s: Index: 4 | Max_nodes: 11 | Active_nodes: 3 | 0 -> 2|1 -> 0|2 -> 1| +execution time of: 5.5628e-06s: Index: 1 | Max_nodes: 13 | Active_nodes: 3 | 0 -> 0|1 -> 2|2 -> 1| +execution time of: 5.7200e-06s: Index: 0 | Max_nodes: 11 | Active_nodes: 3 | 0 -> 0|1 -> 1|2 -> 2| +execution time of: 5.8328e-06s: Index: 2 | Max_nodes: 10 | Active_nodes: 3 | 0 -> 1|1 -> 0|2 -> 2| +________________________________________________________________________________________________ + +Start Simulation of grover-noancilla_indep_qiskit_4__________________________________________________ + +.i:...0...1...2...3 +.1:...h...|...|...| +.2:...|...h...|...| +.3:...|...|...h...| +.4:...|...|...|...x +.5:...|...|...c...t +.6:...|...x...c...| +.7:...|...c...|.tdg +.8:...|...x...c...| +.9:...|...c...|...t +10:...x...c...|...| +11:...c...|...|.tdg +12:...x...|...c...| +13:...c...|...|...t +14:...x...c...|...| +15:...c...|...|.tdg +16:...|..ry...|...| p: (1.5708e+00) +17:...x...|...c...| +18:...c...|...|...t +19:..ry...|...|...| p: (1.5708e+00) +20:...|...|...z...| +21:...c...c...x...| +22:..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) +23:...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) +24:...|...|...z...| +25:...|...|...c...t +26:...|...x...c...| +27:...|...c...|.tdg +28:...|...x...c...| +29:...|...c...|...t +30:...x...c...|...| +31:...c...|...|.tdg +32:...x...|...c...| +33:...c...|...|...t +34:...x...c...|...| +35:...c...|...|.tdg +36:...|..ry...|...| p: (1.5708e+00) +37:...x...|...c...| +38:...c...|...|...t +39:..ry...|...|...| p: (1.5708e+00) +40:...|...|...z...| +41:...c...c...x...| +42:..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) +43:...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) +44:...|...|...z...| +45:================ +46:...0...|...|...| +47:...|...1...|...| +48:...|...|...2...| +49:...|...|...|...3 +.o:...0...1...2...3 +Total Permutations: 24 +Min time: 2.0380e-05s................. Permutation 9 : 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +Max time: 2.6513e-05s................. Permutation 14 : 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +Min active nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Min max nodes: 18 nodes.................... Permutation 9 : 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +Max active nodes: 7 nodes.................... Permutation 1 : 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +Max max nodes: 23 nodes.................... Permutation 3 : 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +________________________________________________________________________________________________ + +12 permutations have 6 active nodes. + +........................... +Average time: 2.2890e-05s + +12 permutations have 7 active nodes. + +........................... +Average time: 2.3278e-05s + +________________________________________________________________________________________________ + +6 permutations have 18 max nodes. + +........................... +Average time: 2.1322e-05s + +6 permutations have 19 max nodes. + +........................... +Average time: 2.4459e-05s + +6 permutations have 22 max nodes. + +........................... +Average time: 2.3824e-05s + +6 permutations have 23 max nodes. + +........................... +Average time: 2.2732e-05s + +________________________________________________________________________________________________ + +execution time of: 2.0380e-05s: Index: 9 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +execution time of: 2.1150e-05s: Index: 11 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| +execution time of: 2.1368e-05s: Index: 21 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| +execution time of: 2.1438e-05s: Index: 15 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +execution time of: 2.1685e-05s: Index: 17 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +execution time of: 2.1913e-05s: Index: 23 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +execution time of: 2.2095e-05s: Index: 3 | Max_nodes: 23 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +execution time of: 2.2133e-05s: Index: 13 | Max_nodes: 23 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +execution time of: 2.2750e-05s: Index: 19 | Max_nodes: 23 | Active_nodes: 7 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| +execution time of: 2.2788e-05s: Index: 1 | Max_nodes: 22 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +execution time of: 2.2823e-05s: Index: 16 | Max_nodes: 23 | Active_nodes: 7 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| +execution time of: 2.2895e-05s: Index: 0 | Max_nodes: 19 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +execution time of: 2.3183e-05s: Index: 5 | Max_nodes: 23 | Active_nodes: 7 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +execution time of: 2.3408e-05s: Index: 22 | Max_nodes: 23 | Active_nodes: 7 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| +execution time of: 2.3610e-05s: Index: 18 | Max_nodes: 22 | Active_nodes: 7 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| +execution time of: 2.3623e-05s: Index: 7 | Max_nodes: 22 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +execution time of: 2.4073e-05s: Index: 2 | Max_nodes: 19 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +execution time of: 2.4113e-05s: Index: 20 | Max_nodes: 22 | Active_nodes: 7 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +execution time of: 2.4195e-05s: Index: 8 | Max_nodes: 19 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| +execution time of: 2.4316e-05s: Index: 10 | Max_nodes: 22 | Active_nodes: 7 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +execution time of: 2.4318e-05s: Index: 6 | Max_nodes: 19 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +execution time of: 2.4495e-05s: Index: 4 | Max_nodes: 22 | Active_nodes: 7 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| +execution time of: 2.4758e-05s: Index: 12 | Max_nodes: 19 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +execution time of: 2.6513e-05s: Index: 14 | Max_nodes: 19 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +________________________________________________________________________________________________ + +Start Simulation of grover-noancilla_indep_qiskit_5__________________________________________________ + +..i:...0...1...2...3...4 +..1:...h...|...|...|...| +..2:...|...h...|...|...| +..3:...|...|...h...|...| +..4:...|...|...|...h...| +..5:...|...|...|...|...x +..6:...|...|...|...c...p p: (3.9270e-01) +..7:...|...|...x...c...| +..8:...|...|...c...|...p p: (-3.9270e-01) +..9:...|...|...x...c...| +.10:...|...|...c...|...p p: (3.9270e-01) +.11:...|...x...c...|...| +.12:...|...c...|...|...p p: (-3.9270e-01) +.13:...|...x...|...c...| +.14:...|...c...|...|...p p: (3.9270e-01) +.15:...|...x...c...|...| +.16:...|...c...|...|...p p: (-3.9270e-01) +.17:...|...x...|...c...| +.18:...|...c...|...|...p p: (3.9270e-01) +.19:...x...c...|...|...| +.20:...c...|...|...|...p p: (-3.9270e-01) +.21:...x...|...|...c...| +.22:...c...|...|...|...p p: (3.9270e-01) +.23:...x...|...c...|...| +.24:...c...|...|...|...p p: (-3.9270e-01) +.25:...x...|...|...c...| +.26:...c...|...|...|...p p: (3.9270e-01) +.27:...x...c...|...|...| +.28:...c...|...|...|...p p: (-3.9270e-01) +.29:...|..u2...|...|...| p: (3.9270e-01) +.30:...x...|...|...c...| +.31:...c...|...|...|...p p: (3.9270e-01) +.32:...x...|...c...|...| +.33:...c...|...|...|...p p: (-3.9270e-01) +.34:...|...|..u2...|...| p: (3.9270e-01) +.35:...x...|...|...c...| +.36:...c...|...|...|...p p: (3.9270e-01) +.37:..u2...|...|...|...| p: (3.9270e-01) +.38:...c...x...|...|...| +.39:...|...p...|...|...| p: (-3.9270e-01) +.40:...c...x...|...|...| +.41:...|...c...x...|...| +.42:...|...|...p...|...| p: (-3.9270e-01) +.43:...c...|...x...|...| +.44:...|...|...p...|...| p: (3.9270e-01) +.45:...|...c...x...|...| +.46:...|...|...p...|...| p: (-3.9270e-01) +.47:...c...|...x...|...| +.48:...|...|...|..u2...| p: (3.9270e-01) +.49:...|...|...c...x...| +.50:...|...|...|...p...| p: (-3.9270e-01) +.51:...|...c...|...x...| +.52:...|...|...|...p...| p: (3.9270e-01) +.53:...|...|...c...x...| +.54:...|...|...|...p...| p: (-3.9270e-01) +.55:...c...|...|...x...| +.56:...|...|...|...p...| p: (3.9270e-01) +.57:...|...|...c...x...| +.58:...|...|...|...p...| p: (-3.9270e-01) +.59:...|...c...|...x...| +.60:...|..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) +.61:...|...|...|...p...| p: (3.9270e-01) +.62:...|...|...c...x...| +.63:...|...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) +.64:...|...|...|...p...| p: (-3.9270e-01) +.65:...c...|...|...x...| +.66:..u2...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) +.67:...|...|...|..u2...| p: (-3.1416e+00) (-3.1416e+00) +.68:...|...|...|...c...p p: (3.9270e-01) +.69:...|...|...x...c...| +.70:...|...|...c...|...p p: (-3.9270e-01) +.71:...|...|...x...c...| +.72:...|...|...c...|...p p: (3.9270e-01) +.73:...|...x...c...|...| +.74:...|...c...|...|...p p: (-3.9270e-01) +.75:...|...x...|...c...| +.76:...|...c...|...|...p p: (3.9270e-01) +.77:...|...x...c...|...| +.78:...|...c...|...|...p p: (-3.9270e-01) +.79:...|...x...|...c...| +.80:...|...c...|...|...p p: (3.9270e-01) +.81:...x...c...|...|...| +.82:...c...|...|...|...p p: (-3.9270e-01) +.83:...x...|...|...c...| +.84:...c...|...|...|...p p: (3.9270e-01) +.85:...x...|...c...|...| +.86:...c...|...|...|...p p: (-3.9270e-01) +.87:...x...|...|...c...| +.88:...c...|...|...|...p p: (3.9270e-01) +.89:...x...c...|...|...| +.90:...c...|...|...|...p p: (-3.9270e-01) +.91:...|..u2...|...|...| p: (3.9270e-01) +.92:...x...|...|...c...| +.93:...c...|...|...|...p p: (3.9270e-01) +.94:...x...|...c...|...| +.95:...c...|...|...|...p p: (-3.9270e-01) +.96:...|...|..u2...|...| p: (3.9270e-01) +.97:...x...|...|...c...| +.98:...c...|...|...|...p p: (3.9270e-01) +.99:..u2...|...|...|...| p: (3.9270e-01) +100:...c...x...|...|...| +101:...|...p...|...|...| p: (-3.9270e-01) +102:...c...x...|...|...| +103:...|...c...x...|...| +104:...|...|...p...|...| p: (-3.9270e-01) +105:...c...|...x...|...| +106:...|...|...p...|...| p: (3.9270e-01) +107:...|...c...x...|...| +108:...|...|...p...|...| p: (-3.9270e-01) +109:...c...|...x...|...| +110:...|...|...|..u2...| p: (3.9270e-01) +111:...|...|...c...x...| +112:...|...|...|...p...| p: (-3.9270e-01) +113:...|...c...|...x...| +114:...|...|...|...p...| p: (3.9270e-01) +115:...|...|...c...x...| +116:...|...|...|...p...| p: (-3.9270e-01) +117:...c...|...|...x...| +118:...|...|...|...p...| p: (3.9270e-01) +119:...|...|...c...x...| +120:...|...|...|...p...| p: (-3.9270e-01) +121:...|...c...|...x...| +122:...|..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) +123:...|...|...|...p...| p: (3.9270e-01) +124:...|...|...c...x...| +125:...|...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) +126:...|...|...|...p...| p: (-3.9270e-01) +127:...c...|...|...x...| +128:..u2...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) +129:...|...|...|..u2...| p: (-3.1416e+00) (-3.1416e+00) +130:...|...|...|...c...p p: (3.9270e-01) +131:...|...|...x...c...| +132:...|...|...c...|...p p: (-3.9270e-01) +133:...|...|...x...c...| +134:...|...|...c...|...p p: (3.9270e-01) +135:...|...x...c...|...| +136:...|...c...|...|...p p: (-3.9270e-01) +137:...|...x...|...c...| +138:...|...c...|...|...p p: (3.9270e-01) +139:...|...x...c...|...| +140:...|...c...|...|...p p: (-3.9270e-01) +141:...|...x...|...c...| +142:...|...c...|...|...p p: (3.9270e-01) +143:...x...c...|...|...| +144:...c...|...|...|...p p: (-3.9270e-01) +145:...x...|...|...c...| +146:...c...|...|...|...p p: (3.9270e-01) +147:...x...|...c...|...| +148:...c...|...|...|...p p: (-3.9270e-01) +149:...x...|...|...c...| +150:...c...|...|...|...p p: (3.9270e-01) +151:...x...c...|...|...| +152:...c...|...|...|...p p: (-3.9270e-01) +153:...|..u2...|...|...| p: (3.9270e-01) +154:...x...|...|...c...| +155:...c...|...|...|...p p: (3.9270e-01) +156:...x...|...c...|...| +157:...c...|...|...|...p p: (-3.9270e-01) +158:...|...|..u2...|...| p: (3.9270e-01) +159:...x...|...|...c...| +160:...c...|...|...|...p p: (3.9270e-01) +161:..u2...|...|...|...| p: (3.9270e-01) +162:...c...x...|...|...| +163:...|...p...|...|...| p: (-3.9270e-01) +164:...c...x...|...|...| +165:...|...c...x...|...| +166:...|...|...p...|...| p: (-3.9270e-01) +167:...c...|...x...|...| +168:...|...|...p...|...| p: (3.9270e-01) +169:...|...c...x...|...| +170:...|...|...p...|...| p: (-3.9270e-01) +171:...c...|...x...|...| +172:...|...|...|..u2...| p: (3.9270e-01) +173:...|...|...c...x...| +174:...|...|...|...p...| p: (-3.9270e-01) +175:...|...c...|...x...| +176:...|...|...|...p...| p: (3.9270e-01) +177:...|...|...c...x...| +178:...|...|...|...p...| p: (-3.9270e-01) +179:...c...|...|...x...| +180:...|...|...|...p...| p: (3.9270e-01) +181:...|...|...c...x...| +182:...|...|...|...p...| p: (-3.9270e-01) +183:...|...c...|...x...| +184:...|..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) +185:...|...|...|...p...| p: (3.9270e-01) +186:...|...|...c...x...| +187:...|...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) +188:...|...|...|...p...| p: (-3.9270e-01) +189:...c...|...|...x...| +190:..u2...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) +191:...|...|...|..u2...| p: (-3.1416e+00) (-3.1416e+00) +192:==================== +193:...0...|...|...|...| +194:...|...1...|...|...| +195:...|...|...2...|...| +196:...|...|...|...3...| +197:...|...|...|...|...4 +..o:...0...1...2...3...4 +Total Permutations: 120 +Min time: 1.2251e-04s................. Permutation 87 : 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +Max time: 2.3515e-04s................. Permutation 3 : 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +Min active nodes: 8 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Min max nodes: 28 nodes.................... Permutation 33 : 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +Max active nodes: 9 nodes.................... Permutation 1 : 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +Max max nodes: 39 nodes.................... Permutation 79 : 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +________________________________________________________________________________________________ + +48 permutations have 8 active nodes. + +........................... +Average time: 1.3341e-04s + +72 permutations have 9 active nodes. + +........................... +Average time: 1.4256e-04s + +________________________________________________________________________________________________ + +8 permutations have 28 max nodes. + +........................... +Average time: 1.3076e-04s + +14 permutations have 29 max nodes. + +........................... +Average time: 1.3256e-04s + +10 permutations have 30 max nodes. + +........................... +Average time: 1.3607e-04s + +10 permutations have 31 max nodes. + +........................... +Average time: 1.3114e-04s + +14 permutations have 32 max nodes. + +........................... +Average time: 1.3774e-04s + +6 permutations have 33 max nodes. + +........................... +Average time: 1.4583e-04s + +12 permutations have 34 max nodes. + +........................... +Average time: 1.5195e-04s + +18 permutations have 35 max nodes. + +........................... +Average time: 1.3810e-04s + +4 permutations have 36 max nodes. + +........................... +Average time: 1.6167e-04s + +8 permutations have 37 max nodes. + +........................... +Average time: 1.3737e-04s + +4 permutations have 38 max nodes. + +........................... +Average time: 1.3668e-04s + +12 permutations have 39 max nodes. + +........................... +Average time: 1.4077e-04s + +________________________________________________________________________________________________ + +execution time of: 1.2251e-04s: Index: 87 | Max_nodes: 31 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +execution time of: 1.2299e-04s: Index: 81 | Max_nodes: 30 | Active_nodes: 8 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +execution time of: 1.2312e-04s: Index: 105 | Max_nodes: 30 | Active_nodes: 8 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +execution time of: 1.2313e-04s: Index: 59 | Max_nodes: 28 | Active_nodes: 8 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +execution time of: 1.2342e-04s: Index: 39 | Max_nodes: 29 | Active_nodes: 8 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +execution time of: 1.2473e-04s: Index: 35 | Max_nodes: 28 | Active_nodes: 8 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +execution time of: 1.2490e-04s: Index: 69 | Max_nodes: 30 | Active_nodes: 8 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +execution time of: 1.2551e-04s: Index: 111 | Max_nodes: 31 | Active_nodes: 8 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +execution time of: 1.2626e-04s: Index: 47 | Max_nodes: 28 | Active_nodes: 8 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +execution time of: 1.2662e-04s: Index: 117 | Max_nodes: 31 | Active_nodes: 8 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +execution time of: 1.2690e-04s: Index: 83 | Max_nodes: 28 | Active_nodes: 8 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +execution time of: 1.2749e-04s: Index: 113 | Max_nodes: 29 | Active_nodes: 8 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +execution time of: 1.2788e-04s: Index: 33 | Max_nodes: 28 | Active_nodes: 8 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +execution time of: 1.2822e-04s: Index: 107 | Max_nodes: 28 | Active_nodes: 8 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +execution time of: 1.2869e-04s: Index: 41 | Max_nodes: 28 | Active_nodes: 8 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +execution time of: 1.2916e-04s: Index: 51 | Max_nodes: 35 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +execution time of: 1.2968e-04s: Index: 93 | Max_nodes: 31 | Active_nodes: 8 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +execution time of: 1.3043e-04s: Index: 26 | Max_nodes: 29 | Active_nodes: 8 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +execution time of: 1.3050e-04s: Index: 53 | Max_nodes: 35 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +execution time of: 1.3054e-04s: Index: 119 | Max_nodes: 31 | Active_nodes: 8 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +execution time of: 1.3097e-04s: Index: 48 | Max_nodes: 31 | Active_nodes: 8 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +execution time of: 1.3105e-04s: Index: 65 | Max_nodes: 29 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +execution time of: 1.3117e-04s: Index: 54 | Max_nodes: 32 | Active_nodes: 8 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +execution time of: 1.3169e-04s: Index: 75 | Max_nodes: 37 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +execution time of: 1.3194e-04s: Index: 45 | Max_nodes: 29 | Active_nodes: 8 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +execution time of: 1.3209e-04s: Index: 85 | Max_nodes: 39 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +execution time of: 1.3223e-04s: Index: 24 | Max_nodes: 29 | Active_nodes: 8 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +execution time of: 1.3232e-04s: Index: 25 | Max_nodes: 32 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +execution time of: 1.3265e-04s: Index: 23 | Max_nodes: 35 | Active_nodes: 9 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +execution time of: 1.3285e-04s: Index: 2 | Max_nodes: 29 | Active_nodes: 8 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +execution time of: 1.3311e-04s: Index: 29 | Max_nodes: 34 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +execution time of: 1.3312e-04s: Index: 55 | Max_nodes: 35 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +execution time of: 1.3353e-04s: Index: 77 | Max_nodes: 35 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +execution time of: 1.3357e-04s: Index: 6 | Max_nodes: 30 | Active_nodes: 8 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +execution time of: 1.3361e-04s: Index: 5 | Max_nodes: 34 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +execution time of: 1.3362e-04s: Index: 8 | Max_nodes: 29 | Active_nodes: 8 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +execution time of: 1.3364e-04s: Index: 109 | Max_nodes: 39 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +execution time of: 1.3365e-04s: Index: 28 | Max_nodes: 32 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +execution time of: 1.3391e-04s: Index: 49 | Max_nodes: 34 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +execution time of: 1.3424e-04s: Index: 101 | Max_nodes: 35 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +execution time of: 1.3435e-04s: Index: 79 | Max_nodes: 39 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +execution time of: 1.3445e-04s: Index: 86 | Max_nodes: 32 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +execution time of: 1.3445e-04s: Index: 74 | Max_nodes: 29 | Active_nodes: 8 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +execution time of: 1.3471e-04s: Index: 88 | Max_nodes: 37 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +execution time of: 1.3471e-04s: Index: 1 | Max_nodes: 32 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +execution time of: 1.3481e-04s: Index: 89 | Max_nodes: 29 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +execution time of: 1.3504e-04s: Index: 73 | Max_nodes: 38 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +execution time of: 1.3507e-04s: Index: 112 | Max_nodes: 37 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +execution time of: 1.3510e-04s: Index: 27 | Max_nodes: 34 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +execution time of: 1.3532e-04s: Index: 67 | Max_nodes: 38 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +execution time of: 1.3536e-04s: Index: 37 | Max_nodes: 37 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +execution time of: 1.3541e-04s: Index: 14 | Max_nodes: 29 | Active_nodes: 8 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +execution time of: 1.3552e-04s: Index: 36 | Max_nodes: 31 | Active_nodes: 8 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +execution time of: 1.3560e-04s: Index: 15 | Max_nodes: 36 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +execution time of: 1.3561e-04s: Index: 9 | Max_nodes: 35 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +execution time of: 1.3566e-04s: Index: 30 | Max_nodes: 31 | Active_nodes: 8 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +execution time of: 1.3592e-04s: Index: 71 | Max_nodes: 29 | Active_nodes: 8 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +execution time of: 1.3600e-04s: Index: 76 | Max_nodes: 34 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +execution time of: 1.3603e-04s: Index: 0 | Max_nodes: 29 | Active_nodes: 8 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +execution time of: 1.3604e-04s: Index: 102 | Max_nodes: 35 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +execution time of: 1.3618e-04s: Index: 95 | Max_nodes: 31 | Active_nodes: 8 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +execution time of: 1.3624e-04s: Index: 50 | Max_nodes: 29 | Active_nodes: 8 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +execution time of: 1.3651e-04s: Index: 104 | Max_nodes: 33 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +execution time of: 1.3669e-04s: Index: 99 | Max_nodes: 37 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +execution time of: 1.3673e-04s: Index: 103 | Max_nodes: 39 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +execution time of: 1.3746e-04s: Index: 7 | Max_nodes: 33 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +execution time of: 1.3753e-04s: Index: 38 | Max_nodes: 30 | Active_nodes: 8 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +execution time of: 1.3761e-04s: Index: 97 | Max_nodes: 38 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| +execution time of: 1.3782e-04s: Index: 31 | Max_nodes: 34 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +execution time of: 1.3785e-04s: Index: 17 | Max_nodes: 35 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +execution time of: 1.3806e-04s: Index: 10 | Max_nodes: 32 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +execution time of: 1.3808e-04s: Index: 16 | Max_nodes: 34 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 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+385:...x...c...|...|...|...| +386:...c...|...|...|...|...p p: (-1.9635e-01) +387:...|..ry...|...|...|...| p: (1.5708e+00) +388:...x...|...|...|...c...| +389:...c...|...|...|...|...p p: (1.9635e-01) +390:...x...|...|...c...|...| +391:...c...|...|...|...|...p p: (-1.9635e-01) +392:...x...|...|...|...c...| +393:...c...|...|...|...|...p p: (1.9635e-01) +394:...x...|...c...|...|...| +395:...c...|...|...|...|...p p: (-1.9635e-01) +396:...|...|..ry...|...|...| p: (1.5708e+00) +397:...x...|...|...|...c...| +398:...c...|...|...|...|...p p: (1.9635e-01) +399:...x...|...|...c...|...| +400:...c...|...|...|...|...p p: (-1.9635e-01) +401:...|...|...|..ry...|...| p: (1.5708e+00) +402:...x...|...|...|...c...| +403:...c...|...|...|...|...p p: (1.9635e-01) +404:..ry...|...|...|...|...| p: (1.5708e+00) +405:...|...|...|...|..ry...| p: (1.5708e+00) +406:...|...|...|...c...s...| +407:...|...|...|..u2...|...| p: (7.8540e-01) (-3.1416e+00) +408:...|...|...c...x...|...| +409:...|...|...|..u2...|...| p: (0.0000e+00) (2.3562e+00) +410:...c...|...|...x...|...| +411:...|...|...|...t...|...| +412:...|...c...|...x...|...| +413:...|...|...|.tdg...|...| +414:...c...|...|...x...|...| +415:...|...|...|...t...|...| +416:...|...c...|...x...|...| +417:...|...|...|..u2...|...| p: (7.8540e-01) (2.3562e+00) +418:...|...|...c...x...|...| +419:...|...|...|..u2...|...| p: (0.0000e+00) (2.3562e+00) +420:...|...|...|...c.sdg...| +421:...|...|...|..u2...|...| p: (7.8540e-01) (-3.1416e+00) +422:...|...|...c...x...|...| +423:...|...|...|..u2...|...| p: (7.8540e-01) (2.3562e+00) +424:...|...c...|...x...|...| +425:...|...|...|.tdg...|...| +426:...c...|...|...x...|...| +427:...|...|...|...t...|...| +428:...|...c...|...x...|...| +429:...|...|...|.tdg...|...| +430:...c...|...|...x...|...| +431:...c...|...|...|...p...| p: (3.9270e-01) +432:...c...x...|...|...|...| +433:...|...c...|...|...p...| p: (-3.9270e-01) +434:...c...x...|...|...|...| +435:...|...c...|...|...p...| p: (3.9270e-01) +436:...|...|...|..u2...|...| p: (7.8540e-01) (-3.1416e+00) +437:...|...|...c...x...|...| +438:...|...c...x...|...|...| +439:...|...|...c...|...p...| p: (-3.9270e-01) +440:...c...|...x...|...|...| +441:...|...|...c...|...p...| p: (3.9270e-01) +442:...|...c...x...|...|...| +443:...|..u2...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) +444:...|...|...c...|...p...| p: (-3.9270e-01) +445:...c...|...x...|...|...| +446:..u2...|...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) +447:...|...|...c...|...p...| p: (3.9270e-01) +448:...|...|..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) +449:...|...|...|...p...|...| p: (2.3562e+00) +450:...|...|...|...|..u2...| p: (-3.1416e+00) (-3.1416e+00) +451:======================== +452:...0...|...|...|...|...| +453:...|...1...|...|...|...| +454:...|...|...2...|...|...| +455:...|...|...|...3...|...| +456:...|...|...|...|...4...| +457:...|...|...|...|...|...5 +..o:...0...1...2...3...4...5 +Total Permutations: 720 +Min time: 3.7027e-04s................. Permutation 639: 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| +Max time: 6.6832e-04s................. Permutation 375: 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| +Min active nodes: 10 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Min max nodes: 45 nodes.................... Permutation 443: 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| +Max active nodes: 11 nodes.................... Permutation 1 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Max max nodes: 68 nodes.................... Permutation 129: 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +________________________________________________________________________________________________ + +240 permutations have 10 active nodes. + +........................... +Average time: 4.1741e-04s + +480 permutations have 11 active nodes. + +........................... +Average time: 4.3696e-04s + +________________________________________________________________________________________________ + +12 permutations have 45 max nodes. + +........................... +Average time: 4.1380e-04s + +12 permutations have 46 max nodes. + +........................... +Average time: 4.1472e-04s + +12 permutations have 48 max nodes. + +........................... +Average time: 4.2064e-04s + +36 permutations have 49 max nodes. + +........................... +Average time: 4.2228e-04s + +24 permutations have 50 max nodes. + +........................... +Average time: 4.2109e-04s + +36 permutations have 51 max nodes. + +........................... +Average time: 4.1840e-04s + +84 permutations have 52 max nodes. + +........................... +Average time: 4.1840e-04s + +72 permutations have 53 max nodes. + +........................... +Average time: 4.2532e-04s + +12 permutations have 54 max nodes. + +........................... +Average time: 4.3627e-04s + +48 permutations have 55 max nodes. + +........................... +Average time: 4.2785e-04s + +60 permutations have 56 max nodes. + +........................... +Average time: 4.3257e-04s + +24 permutations have 57 max nodes. + +........................... +Average time: 4.4085e-04s + +12 permutations have 58 max nodes. + +........................... +Average time: 4.5482e-04s + +48 permutations have 59 max nodes. + +........................... +Average time: 4.3460e-04s + +48 permutations have 60 max nodes. + +........................... +Average time: 4.3848e-04s + +24 permutations have 61 max nodes. + +........................... +Average time: 4.2773e-04s + +12 permutations have 62 max nodes. + +........................... +Average time: 4.4530e-04s + +60 permutations have 63 max nodes. + +........................... +Average time: 4.3748e-04s + +12 permutations have 66 max nodes. + +........................... +Average time: 4.5149e-04s + +24 permutations have 67 max nodes. + +........................... +Average time: 4.5634e-04s + +48 permutations have 68 max nodes. + +........................... +Average time: 4.3523e-04s + +________________________________________________________________________________________________ + +execution time of: 3.7027e-04s: Index: 639 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| +execution time of: 3.7161e-04s: Index: 561 | Max_nodes: 51 | Active_nodes: 10 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| +execution time of: 3.7205e-04s: Index: 705 | Max_nodes: 51 | Active_nodes: 10 | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +execution time of: 3.7266e-04s: Index: 681 | Max_nodes: 51 | Active_nodes: 10 | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| +execution time of: 3.7478e-04s: Index: 537 | Max_nodes: 51 | Active_nodes: 10 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| +execution time of: 3.7678e-04s: Index: 689 | Max_nodes: 45 | Active_nodes: 10 | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +execution time of: 3.7707e-04s: Index: 567 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| +execution time of: 3.7797e-04s: Index: 407 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| +execution time of: 3.7852e-04s: Index: 384 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| +execution time of: 3.7856e-04s: Index: 414 | Max_nodes: 53 | Active_nodes: 10 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| +execution time of: 3.7859e-04s: Index: 415 | Max_nodes: 56 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| +execution time of: 3.7912e-04s: Index: 593 | Max_nodes: 45 | Active_nodes: 10 | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +execution time of: 3.8266e-04s: Index: 585 | Max_nodes: 51 | Active_nodes: 10 | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +execution time of: 3.8273e-04s: Index: 587 | Max_nodes: 45 | Active_nodes: 10 | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +execution time of: 3.8273e-04s: Index: 465 | Max_nodes: 51 | Active_nodes: 10 | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| +execution time of: 3.8292e-04s: Index: 711 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| +execution time of: 3.8336e-04s: Index: 423 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| +execution time of: 3.8357e-04s: Index: 713 | Max_nodes: 45 | Active_nodes: 10 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +execution time of: 3.8431e-04s: Index: 657 | Max_nodes: 51 | Active_nodes: 10 | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| +execution time of: 3.8481e-04s: Index: 419 | Max_nodes: 51 | Active_nodes: 10 | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| +execution time of: 3.8497e-04s: Index: 399 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| +execution time of: 3.8554e-04s: Index: 579 | Max_nodes: 61 | Active_nodes: 11 | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1| +execution time of: 3.8666e-04s: Index: 687 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +execution time of: 3.8729e-04s: Index: 347 | Max_nodes: 49 | Active_nodes: 10 | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| +execution time of: 3.8817e-04s: Index: 559 | Max_nodes: 68 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 2| +execution time of: 3.8831e-04s: Index: 653 | Max_nodes: 61 | Active_nodes: 11 | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| +execution time of: 3.8843e-04s: Index: 409 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| +execution time of: 3.8869e-04s: Index: 543 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| +execution time of: 3.8976e-04s: Index: 408 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| +execution time of: 3.8994e-04s: Index: 534 | Max_nodes: 53 | Active_nodes: 10 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5| +execution time of: 3.9013e-04s: Index: 441 | Max_nodes: 51 | Active_nodes: 10 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| +execution time of: 3.9076e-04s: Index: 390 | Max_nodes: 53 | Active_nodes: 10 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| +execution time of: 3.9113e-04s: Index: 598 | Max_nodes: 61 | Active_nodes: 11 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +execution time of: 3.9130e-04s: Index: 641 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| +execution time of: 3.9136e-04s: Index: 565 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| +execution time of: 3.9151e-04s: Index: 633 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| +execution time of: 3.9183e-04s: Index: 281 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| +execution time of: 3.9244e-04s: Index: 564 | Max_nodes: 53 | Active_nodes: 10 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +execution time of: 3.9340e-04s: Index: 555 | Max_nodes: 61 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| +execution time of: 3.9359e-04s: Index: 279 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| +execution time of: 3.9368e-04s: Index: 665 | Max_nodes: 51 | Active_nodes: 10 | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| +execution time of: 3.9410e-04s: Index: 527 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| +execution time of: 3.9432e-04s: Index: 447 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| +execution time of: 3.9449e-04s: Index: 297 | Max_nodes: 49 | Active_nodes: 10 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| +execution time of: 3.9466e-04s: Index: 669 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| +execution time of: 3.9508e-04s: Index: 471 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +execution time of: 3.9514e-04s: Index: 443 | Max_nodes: 45 | Active_nodes: 10 | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| +execution time of: 3.9559e-04s: Index: 445 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| +execution time of: 3.9583e-04s: Index: 439 | Max_nodes: 68 | Active_nodes: 11 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2| +execution time of: 3.9587e-04s: Index: 506 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| +execution time of: 3.9601e-04s: Index: 177 | Max_nodes: 48 | Active_nodes: 10 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| +execution time of: 3.9618e-04s: Index: 335 | Max_nodes: 49 | Active_nodes: 10 | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +execution time of: 3.9634e-04s: Index: 528 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| +execution time of: 3.9640e-04s: Index: 303 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| +execution time of: 3.9708e-04s: Index: 264 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +execution time of: 3.9753e-04s: Index: 507 | Max_nodes: 67 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 2| +execution time of: 3.9765e-04s: Index: 391 | Max_nodes: 56 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| +execution time of: 3.9771e-04s: Index: 699 | Max_nodes: 61 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| +execution time of: 3.9799e-04s: Index: 360 | Max_nodes: 53 | Active_nodes: 10 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +execution time of: 3.9818e-04s: Index: 299 | Max_nodes: 49 | Active_nodes: 10 | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| +execution time of: 3.9852e-04s: Index: 294 | Max_nodes: 53 | Active_nodes: 10 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| +execution time of: 3.9862e-04s: Index: 174 | Max_nodes: 53 | Active_nodes: 10 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| +execution time of: 3.9954e-04s: Index: 425 | Max_nodes: 51 | Active_nodes: 10 | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| +execution time of: 3.9957e-04s: Index: 678 | Max_nodes: 56 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| +execution time of: 3.9958e-04s: Index: 413 | Max_nodes: 61 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 1| +execution time of: 3.9997e-04s: Index: 573 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +execution time of: 4.0004e-04s: Index: 479 | Max_nodes: 51 | Active_nodes: 10 | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +execution time of: 4.0054e-04s: Index: 480 | Max_nodes: 53 | Active_nodes: 10 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +execution time of: 4.0065e-04s: Index: 670 | Max_nodes: 61 | Active_nodes: 11 | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| +execution time of: 4.0088e-04s: Index: 530 | Max_nodes: 46 | Active_nodes: 10 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| +execution time of: 4.0105e-04s: Index: 519 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| +execution time of: 4.0107e-04s: Index: 584 | Max_nodes: 53 | Active_nodes: 11 | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +execution time of: 4.0128e-04s: Index: 576 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| +execution time of: 4.0135e-04s: Index: 513 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| +execution time of: 4.0136e-04s: Index: 667 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| +execution time of: 4.0158e-04s: Index: 440 | Max_nodes: 46 | Active_nodes: 10 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| +execution time of: 4.0188e-04s: Index: 371 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| +execution time of: 4.0213e-04s: Index: 589 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| +execution time of: 4.0220e-04s: Index: 185 | Max_nodes: 48 | Active_nodes: 10 | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| +execution time of: 4.0227e-04s: Index: 554 | Max_nodes: 46 | Active_nodes: 10 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| +execution time of: 4.0304e-04s: Index: 624 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| +execution time of: 4.0326e-04s: Index: 566 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +execution time of: 4.0329e-04s: Index: 463 | Max_nodes: 68 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 2| +execution time of: 4.0349e-04s: Index: 429 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| +execution time of: 4.0365e-04s: Index: 191 | Max_nodes: 48 | Active_nodes: 10 | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| +execution time of: 4.0383e-04s: Index: 393 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| +execution time of: 4.0384e-04s: Index: 495 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 1| +execution time of: 4.0385e-04s: Index: 305 | Max_nodes: 49 | Active_nodes: 10 | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| +execution time of: 4.0392e-04s: Index: 265 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +execution time of: 4.0402e-04s: Index: 504 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 5| +execution time of: 4.0431e-04s: Index: 525 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| +execution time of: 4.0432e-04s: Index: 615 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 1| +execution time of: 4.0432e-04s: Index: 333 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| +execution time of: 4.0436e-04s: Index: 535 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 3| +execution time of: 4.0478e-04s: Index: 704 | Max_nodes: 53 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +execution time of: 4.0493e-04s: Index: 127 | Max_nodes: 56 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +execution time of: 4.0523e-04s: Index: 656 | Max_nodes: 49 | Active_nodes: 11 | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| +execution time of: 4.0526e-04s: Index: 515 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0| +execution time of: 4.0541e-04s: Index: 518 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| +execution time of: 4.0548e-04s: Index: 417 | Max_nodes: 51 | Active_nodes: 10 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| +execution time of: 4.0549e-04s: Index: 311 | Max_nodes: 49 | Active_nodes: 10 | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| +execution time of: 4.0550e-04s: Index: 662 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| +execution time of: 4.0551e-04s: Index: 533 | Max_nodes: 61 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 1| +execution time of: 4.0577e-04s: Index: 353 | Max_nodes: 49 | Active_nodes: 10 | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| +execution time of: 4.0585e-04s: Index: 435 | Max_nodes: 61 | Active_nodes: 11 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| +execution time of: 4.0606e-04s: Index: 645 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| +execution time of: 4.0617e-04s: Index: 648 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| +execution time of: 4.0631e-04s: Index: 560 | Max_nodes: 46 | Active_nodes: 10 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| +execution time of: 4.0642e-04s: Index: 571 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| +execution time of: 4.0657e-04s: Index: 444 | Max_nodes: 53 | Active_nodes: 10 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +execution time of: 4.0672e-04s: Index: 558 | Max_nodes: 53 | Active_nodes: 10 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| +execution time of: 4.0681e-04s: Index: 688 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| +execution time of: 4.0699e-04s: Index: 266 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| +execution time of: 4.0715e-04s: Index: 315 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| +execution time of: 4.0741e-04s: Index: 323 | Max_nodes: 49 | Active_nodes: 10 | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| +execution time of: 4.0741e-04s: Index: 449 | Max_nodes: 45 | Active_nodes: 10 | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| +execution time of: 4.0743e-04s: Index: 239 | Max_nodes: 48 | Active_nodes: 10 | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| +execution time of: 4.0745e-04s: Index: 614 | Max_nodes: 56 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4| +execution time of: 4.0746e-04s: Index: 473 | Max_nodes: 45 | Active_nodes: 10 | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +execution time of: 4.0749e-04s: Index: 529 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| +execution time of: 4.0760e-04s: Index: 80 | Max_nodes: 49 | Active_nodes: 10 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| +execution time of: 4.0786e-04s: Index: 168 | Max_nodes: 50 | Active_nodes: 10 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| +execution time of: 4.0800e-04s: Index: 663 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| +execution time of: 4.0814e-04s: Index: 386 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| +execution time of: 4.0822e-04s: Index: 290 | Max_nodes: 46 | Active_nodes: 10 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| +execution time of: 4.0848e-04s: Index: 686 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +execution time of: 4.0852e-04s: Index: 700 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 2| +execution time of: 4.0891e-04s: Index: 242 | Max_nodes: 53 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +execution time of: 4.0903e-04s: Index: 453 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +execution time of: 4.0912e-04s: Index: 248 | Max_nodes: 53 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +execution time of: 4.0912e-04s: Index: 240 | Max_nodes: 53 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +execution time of: 4.0917e-04s: Index: 431 | Max_nodes: 51 | Active_nodes: 10 | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| +execution time of: 4.0936e-04s: Index: 677 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| +execution time of: 4.0943e-04s: Index: 553 | Max_nodes: 67 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2| +execution time of: 4.0957e-04s: Index: 301 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| +execution time of: 4.0964e-04s: Index: 438 | Max_nodes: 53 | Active_nodes: 10 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| +execution time of: 4.0973e-04s: Index: 549 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| +execution time of: 4.0986e-04s: Index: 318 | Max_nodes: 53 | Active_nodes: 10 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 5| +execution time of: 4.0986e-04s: Index: 291 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| +execution time of: 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-> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| +execution time of: 4.5272e-04s: Index: 474 | Max_nodes: 68 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| +execution time of: 4.5350e-04s: Index: 106 | Max_nodes: 56 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| +execution time of: 4.5422e-04s: Index: 621 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| +execution time of: 4.5438e-04s: Index: 223 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 3| +execution time of: 4.5461e-04s: Index: 394 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| +execution time of: 4.5491e-04s: Index: 604 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| +execution time of: 4.5501e-04s: Index: 178 | Max_nodes: 53 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| +execution time of: 4.5502e-04s: Index: 22 | Max_nodes: 58 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 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4|4 -> 0|5 -> 2| +execution time of: 4.5891e-04s: Index: 357 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| +execution time of: 4.5932e-04s: Index: 105 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| +execution time of: 4.5948e-04s: Index: 135 | Max_nodes: 68 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +execution time of: 4.5976e-04s: Index: 212 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| +execution time of: 4.5990e-04s: Index: 716 | Max_nodes: 67 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +execution time of: 4.5996e-04s: Index: 361 | Max_nodes: 56 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +execution time of: 4.6038e-04s: Index: 15 | Max_nodes: 66 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +execution time of: 4.6109e-04s: Index: 190 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 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+________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/grover-noancilla_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/grover-noancilla_indep_qiskit_controls.txt new file mode 100644 index 00000000..1ab405b0 --- /dev/null +++ b/test/BenchmarkQuasm/results/grover-noancilla_indep_qiskit_controls.txt @@ -0,0 +1,2018 @@ +Start Simulation of grover-noancilla_indep_qiskit_2__________________________________________________ + +i: 0 1 +1: h | +2: | x +3:======== +4: 0 | +5: | 1 +o: 0 1 +Q: 0 w: 1 | Q: 1 w: 1 | +Computed Permutation: ................0 -> 0|1 -> 1| +Original Permutation: ................0 -> 0|1 -> 1| +Identity Duration: 1.1375e-06s............................. +Permuted Duration: 1.1375e-06s............................. +Identity active_nodes: 2 ...................................... +Permuted active_nodes: 2 ...................................... +Identity max_nodes: 5 ...................................... +Permuted max_nodes: 5 ...................................... +________________________________________________________________________________________________ + +Start Simulation of grover-noancilla_indep_qiskit_3__________________________________________________ + +.i:...0...1...2 +.1:...h...|...| +.2:...|...h...| +.3:...|...|...x +.4:...|...c...s +.5:...x...c...| +.6:...c...|.sdg +.7:...x...c...| +.8:...c...|...s +.9:..ry...|...| p: (1.5708e+00) +10:...|...z...| +11:...c...x...| +12:..u2...|...| p: (-3.1416e+00) (-3.1416e+00) +13:...|...z...| +14:============ +15:...0...|...| +16:...|...1...| +17:...|...|...2 +.o:...0...1...2 +Q: 0 w: 4 | Q: 1 w: 6 | Q: 2 w: 1 | +Computed Permutation: .........0 -> 2|1 -> 0|2 -> 1| +Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Identity Duration: 5.7725e-06s............................. +Permuted Duration: 5.6675e-06s............................. +Identity active_nodes: 3 ...................................... +Permuted active_nodes: 3 ...................................... +Identity max_nodes: 11 ...................................... +Permuted max_nodes: 11 ...................................... +________________________________________________________________________________________________ + +Start Simulation of grover-noancilla_indep_qiskit_4__________________________________________________ + +.i:...0...1...2...3 +.1:...h...|...|...| +.2:...|...h...|...| +.3:...|...|...h...| +.4:...|...|...|...x +.5:...|...|...c...t +.6:...|...x...c...| +.7:...|...c...|.tdg +.8:...|...x...c...| +.9:...|...c...|...t +10:...x...c...|...| +11:...c...|...|.tdg +12:...x...|...c...| +13:...c...|...|...t +14:...x...c...|...| +15:...c...|...|.tdg +16:...|..ry...|...| p: (1.5708e+00) +17:...x...|...c...| +18:...c...|...|...t +19:..ry...|...|...| p: (1.5708e+00) +20:...|...|...z...| +21:...c...c...x...| +22:..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) 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+________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/grover-noancilla_indep_qiskit_gates.txt b/test/BenchmarkQuasm/results/grover-noancilla_indep_qiskit_gates.txt new file mode 100644 index 00000000..ce62c6ee --- /dev/null +++ b/test/BenchmarkQuasm/results/grover-noancilla_indep_qiskit_gates.txt @@ -0,0 +1,2012 @@ +Start Simulation of grover-noancilla_indep_qiskit_2__________________________________________________ + +i: 0 1 +1: h | +2: | x +3:======== +4: 0 | +5: | 1 +o: 0 1 +Computed Permutation: ................0 -> 0|1 -> 1| +Original Permutation: ................0 -> 0|1 -> 1| +Identity Duration: 1.0300e-06s............................. +Permuted Duration: 1.0325e-06s............................. +Identity active_nodes: 2 ...................................... +Permuted active_nodes: 2 ...................................... +Identity max_nodes: 5 ...................................... +Permuted max_nodes: 5 ...................................... +________________________________________________________________________________________________ + +Start Simulation of grover-noancilla_indep_qiskit_3__________________________________________________ + +.i:...0...1...2 +.1:...h...|...| +.2:...|...h...| +.3:...|...|...x +.4:...|...c...s +.5:...x...c...| +.6:...c...|.sdg +.7:...x...c...| +.8:...c...|...s +.9:..ry...|...| p: (1.5708e+00) +10:...|...z...| +11:...c...x...| +12:..u2...|...| p: (-3.1416e+00) (-3.1416e+00) +13:...|...z...| +14:============ +15:...0...|...| +16:...|...1...| +17:...|...|...2 +.o:...0...1...2 +Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Identity Duration: 5.6300e-06s............................. +Permuted Duration: 5.6200e-06s............................. +Identity active_nodes: 3 ...................................... +Permuted active_nodes: 3 ...................................... +Identity max_nodes: 11 ...................................... +Permuted max_nodes: 11 ...................................... +________________________________________________________________________________________________ + +Start Simulation of grover-noancilla_indep_qiskit_4__________________________________________________ + +.i:...0...1...2...3 +.1:...h...|...|...| +.2:...|...h...|...| +.3:...|...|...h...| +.4:...|...|...|...x +.5:...|...|...c...t +.6:...|...x...c...| +.7:...|...c...|.tdg +.8:...|...x...c...| +.9:...|...c...|...t +10:...x...c...|...| +11:...c...|...|.tdg +12:...x...|...c...| +13:...c...|...|...t +14:...x...c...|...| +15:...c...|...|.tdg +16:...|..ry...|...| p: (1.5708e+00) +17:...x...|...c...| +18:...c...|...|...t +19:..ry...|...|...| p: (1.5708e+00) +20:...|...|...z...| +21:...c...c...x...| +22:..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) +23:...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) +24:...|...|...z...| +25:...|...|...c...t +26:...|...x...c...| 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...................................... +Permuted max_nodes: 19 ...................................... +________________________________________________________________________________________________ + +Start Simulation of grover-noancilla_indep_qiskit_5__________________________________________________ + +..i:...0...1...2...3...4 +..1:...h...|...|...|...| +..2:...|...h...|...|...| +..3:...|...|...h...|...| +..4:...|...|...|...h...| +..5:...|...|...|...|...x +..6:...|...|...|...c...p p: (3.9270e-01) +..7:...|...|...x...c...| +..8:...|...|...c...|...p p: (-3.9270e-01) +..9:...|...|...x...c...| +.10:...|...|...c...|...p p: (3.9270e-01) +.11:...|...x...c...|...| +.12:...|...c...|...|...p p: (-3.9270e-01) +.13:...|...x...|...c...| +.14:...|...c...|...|...p p: (3.9270e-01) +.15:...|...x...c...|...| +.16:...|...c...|...|...p p: (-3.9270e-01) +.17:...|...x...|...c...| +.18:...|...c...|...|...p p: (3.9270e-01) +.19:...x...c...|...|...| +.20:...c...|...|...|...p p: (-3.9270e-01) 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(-3.1416e+00) +188:...|...|...|...p...| p: (-3.9270e-01) +189:...c...|...|...x...| +190:..u2...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) +191:...|...|...|..u2...| p: (-3.1416e+00) (-3.1416e+00) +192:==================== +193:...0...|...|...|...| +194:...|...1...|...|...| +195:...|...|...2...|...| +196:...|...|...|...3...| +197:...|...|...|...|...4 +..o:...0...1...2...3...4 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Identity Duration: 1.3166e-04s............................. +Permuted Duration: 1.3229e-04s............................. +Identity active_nodes: 8 ...................................... +Permuted active_nodes: 8 ...................................... +Identity max_nodes: 29 ...................................... +Permuted max_nodes: 29 ...................................... +________________________________________________________________________________________________ + +Start Simulation of grover-noancilla_indep_qiskit_6__________________________________________________ + +..i:...0...1...2...3...4...5 +..1:...h...|...|...|...|...| +..2:...|...h...|...|...|...| +..3:...|...|...h...|...|...| +..4:...|...|...|...h...|...| +..5:...|...|...|...|...h...| +..6:...|...|...|...|...|...x +..7:...|...|...|...|...c...p p: (1.9635e-01) +..8:...|...|...|...x...c...| +..9:...|...|...|...c...|...p p: (-1.9635e-01) +.10:...|...|...|...x...c...| +.11:...|...|...|...c...|...p p: (1.9635e-01) +.12:...|...|...x...c...|...| +.13:...|...|...c...|...|...p p: (-1.9635e-01) +.14:...|...|...x...|...c...| +.15:...|...|...c...|...|...p p: (1.9635e-01) +.16:...|...|...x...c...|...| +.17:...|...|...c...|...|...p p: (-1.9635e-01) +.18:...|...|...x...|...c...| +.19:...|...|...c...|...|...p p: (1.9635e-01) +.20:...|...x...c...|...|...| +.21:...|...c...|...|...|...p p: (-1.9635e-01) +.22:...|...x...|...|...c...| +.23:...|...c...|...|...|...p p: (1.9635e-01) +.24:...|...x...|...c...|...| 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(9.8175e-02) +1117:...x...|...|...c...|...|...| +1118:...c...|...|...|...|...|...p p: (-9.8175e-02) +1119:...|...|...|..ry...|...|...| p: (1.5708e+00) +1120:...x...|...|...|...|...c...| +1121:...c...|...|...|...|...|...p p: (9.8175e-02) +1122:...x...|...|...|...c...|...| +1123:...c...|...|...|...|...|...p p: (-9.8175e-02) +1124:...|...|...|...|..ry...|...| p: (1.5708e+00) +1125:...x...|...|...|...|...c...| +1126:...c...|...|...|...|...|...p p: (9.8175e-02) +1127:..ry...|...|...|...|...|...| p: (1.5708e+00) +1128:...|...|...|...|...|..ry...| p: (1.5708e+00) +1129:...|...|...|...|...c...p...| p: (1.9635e-01) +1130:...|...|...|...x...c...|...| +1131:...|...|...|...c...|...p...| p: (-1.9635e-01) +1132:...|...|...|...x...c...|...| +1133:...|...|...|...c...|...p...| p: (1.9635e-01) +1134:...|...|...x...c...|...|...| +1135:...|...|...c...|...|...p...| p: (-1.9635e-01) +1136:...|...|...x...|...c...|...| +1137:...|...|...c...|...|...p...| p: (1.9635e-01) +1138:...|...|...x...c...|...|...| +1139:...|...|...c...|...|...p...| p: (-1.9635e-01) +1140:...|...|...x...|...c...|...| +1141:...|...|...c...|...|...p...| p: (1.9635e-01) +1142:...|...x...c...|...|...|...| +1143:...|...c...|...|...|...p...| p: (-1.9635e-01) +1144:...|...x...|...|...c...|...| +1145:...|...c...|...|...|...p...| p: (1.9635e-01) +1146:...|...x...|...c...|...|...| +1147:...|...c...|...|...|...p...| p: (-1.9635e-01) +1148:...|...x...|...|...c...|...| +1149:...|...c...|...|...|...p...| p: (1.9635e-01) +1150:...|...x...c...|...|...|...| +1151:...|...c...|...|...|...p...| p: (-1.9635e-01) +1152:...|...x...|...|...c...|...| +1153:...|...c...|...|...|...p...| p: (1.9635e-01) +1154:...|...x...|...c...|...|...| +1155:...|...c...|...|...|...p...| p: (-1.9635e-01) +1156:...|...x...|...|...c...|...| +1157:...|...c...|...|...|...p...| p: (1.9635e-01) +1158:...x...c...|...|...|...|...| +1159:...c...|...|...|...|...p...| p: (-1.9635e-01) +1160:...x...|...|...|...c...|...| +1161:...c...|...|...|...|...p...| p: (1.9635e-01) +1162:...x...|...|...c...|...|...| +1163:...c...|...|...|...|...p...| p: (-1.9635e-01) +1164:...x...|...|...|...c...|...| +1165:...c...|...|...|...|...p...| p: (1.9635e-01) +1166:...x...|...c...|...|...|...| +1167:...c...|...|...|...|...p...| p: (-1.9635e-01) +1168:...x...|...|...|...c...|...| +1169:...c...|...|...|...|...p...| p: (1.9635e-01) +1170:...x...|...|...c...|...|...| +1171:...c...|...|...|...|...p...| p: (-1.9635e-01) +1172:...x...|...|...|...c...|...| +1173:...c...|...|...|...|...p...| p: (1.9635e-01) +1174:...x...c...|...|...|...|...| +1175:...c...|...|...|...|...p...| p: (-1.9635e-01) +1176:...|..u2...|...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) +1177:...x...|...|...|...c...|...| +1178:...c...|...|...|...|...p...| p: (1.9635e-01) +1179:...x...|...|...c...|...|...| +1180:...c...|...|...|...|...p...| p: (-1.9635e-01) +1181:...x...|...|...|...c...|...| +1182:...c...|...|...|...|...p...| p: (1.9635e-01) +1183:...x...|...c...|...|...|...| +1184:...c...|...|...|...|...p...| p: (-1.9635e-01) +1185:...|...|..u2...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) +1186:...x...|...|...|...c...|...| +1187:...c...|...|...|...|...p...| p: (1.9635e-01) +1188:...x...|...|...c...|...|...| +1189:...c...|...|...|...|...p...| p: (-1.9635e-01) +1190:...|...|...|..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) +1191:...x...|...|...|...c...|...| +1192:...c...|...|...|...|...p...| p: (1.9635e-01) +1193:..u2...|...|...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) +1194:...|...|...|...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) +1195:...|...|...|...|...|..u2...| p: (-3.1416e+00) (-3.1416e+00) +1196:============================ +1197:...0...|...|...|...|...|...| +1198:...|...1...|...|...|...|...| +1199:...|...|...2...|...|...|...| +1200:...|...|...|...3...|...|...| +1201:...|...|...|...|...4...|...| +1202:...|...|...|...|...|...5...| +1203:...|...|...|...|...|...|...6 +...o:...0...1...2...3...4...5...6 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Identity Duration: 1.5518e-03s............................. +Permuted Duration: 1.5688e-03s............................. +Identity active_nodes: 12 ...................................... +Permuted active_nodes: 12 ...................................... +Identity max_nodes: 55 ...................................... +Permuted max_nodes: 55 ...................................... +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/grover-v-chain_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/grover-v-chain_indep_qiskit_all.txt new file mode 100644 index 00000000..b7dc22f6 --- /dev/null +++ b/test/BenchmarkQuasm/results/grover-v-chain_indep_qiskit_all.txt @@ -0,0 +1,1122 @@ +Start Simulation of grover-v-chain_indep_qiskit_2__________________________________________________ + +i: 0 1 +1: h | +2: | x +3:======== +4: 0 | +5: | 1 +o: 0 1 +Total Permutations: 2 +Min time: 1.0050e-06s................. Permutation 1 : 0 -> 1|1 -> 0| +Max time: 1.0775e-06s................. Permutation 0 : 0 -> 0|1 -> 1| +Min active nodes: 2 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Min max nodes: 5 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Max active nodes: 2 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Max max nodes: 5 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +________________________________________________________________________________________________ + +2 permutations have 2 active nodes. + +........................... +Average time: 1.0412e-06s + +________________________________________________________________________________________________ + +2 permutations have 5 max nodes. + +........................... +Average time: 1.0412e-06s + +________________________________________________________________________________________________ + +execution time of: 1.0050e-06s: Index: 1 | Max_nodes: 5 | Active_nodes: 2 | 0 -> 1|1 -> 0| +execution time of: 1.0775e-06s: Index: 0 | Max_nodes: 5 | Active_nodes: 2 | 0 -> 0|1 -> 1| +________________________________________________________________________________________________ + +Start Simulation of grover-v-chain_indep_qiskit_3__________________________________________________ + +.i:...0...1...2 +.1:...h...|...| +.2:...|...h...| +.3:...|...|...x +.4:...|...c...s +.5:...x...c...| +.6:...c...|.sdg +.7:...x...c...| +.8:...c...|...s +.9:..ry...|...| p: (1.5708e+00) +10:...|...z...| +11:...c...x...| +12:..u2...|...| p: (-3.1416e+00) (-3.1416e+00) +13:...|...z...| +14:============ +15:...0...|...| +16:...|...1...| +17:...|...|...2 +.o:...0...1...2 +Total Permutations: 6 +Min time: 5.1503e-06s................. Permutation 3 : 0 -> 1|1 -> 2|2 -> 0| +Max time: 5.9750e-06s................. Permutation 2 : 0 -> 1|1 -> 0|2 -> 2| +Min active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Min max nodes: 9 nodes.................... Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| +Max active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max max nodes: 13 nodes.................... Permutation 1 : 0 -> 0|1 -> 2|2 -> 1| +________________________________________________________________________________________________ + +6 permutations have 3 active nodes. + +........................... +Average time: 5.5546e-06s + +________________________________________________________________________________________________ + +1 permutations have 9 max nodes. + +........................... +Average time: 5.2500e-06s + +2 permutations have 10 max nodes. + +........................... +Average time: 5.5626e-06s + +2 permutations have 11 max nodes. + +........................... +Average time: 5.7250e-06s + +1 permutations have 13 max nodes. + +........................... +Average time: 5.5025e-06s + +________________________________________________________________________________________________ + +execution time of: 5.1503e-06s: Index: 3 | Max_nodes: 10 | Active_nodes: 3 | 0 -> 1|1 -> 2|2 -> 0| +execution time of: 5.2500e-06s: Index: 5 | Max_nodes: 9 | Active_nodes: 3 | 0 -> 2|1 -> 1|2 -> 0| +execution time of: 5.5025e-06s: Index: 1 | Max_nodes: 13 | Active_nodes: 3 | 0 -> 0|1 -> 2|2 -> 1| +execution time of: 5.6475e-06s: Index: 4 | Max_nodes: 11 | Active_nodes: 3 | 0 -> 2|1 -> 0|2 -> 1| +execution time of: 5.8025e-06s: Index: 0 | Max_nodes: 11 | Active_nodes: 3 | 0 -> 0|1 -> 1|2 -> 2| +execution time of: 5.9750e-06s: Index: 2 | Max_nodes: 10 | Active_nodes: 3 | 0 -> 1|1 -> 0|2 -> 2| +________________________________________________________________________________________________ + +Start Simulation of grover-v-chain_indep_qiskit_4__________________________________________________ + +.i:...0...1...2...3 +.1:...h...|...|...| +.2:...|...h...|...| +.3:...|...|...h...| +.4:...|...|...|...x +.5:...|...|...c...t +.6:...|...x...c...| +.7:...|...c...|.tdg +.8:...|...x...c...| +.9:...|...c...|...t +10:...x...c...|...| +11:...c...|...|.tdg +12:...x...|...c...| +13:...c...|...|...t +14:...x...c...|...| +15:...c...|...|.tdg +16:...|..ry...|...| p: (1.5708e+00) +17:...x...|...c...| +18:...c...|...|...t +19:..ry...|...|...| p: (1.5708e+00) +20:...|...|...z...| +21:...c...c...x...| +22:..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) +23:...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) +24:...|...|...z...| +25:...|...|...c...t +26:...|...x...c...| +27:...|...c...|.tdg +28:...|...x...c...| +29:...|...c...|...t +30:...x...c...|...| +31:...c...|...|.tdg +32:...x...|...c...| +33:...c...|...|...t +34:...x...c...|...| +35:...c...|...|.tdg +36:...|..ry...|...| p: (1.5708e+00) +37:...x...|...c...| +38:...c...|...|...t +39:..ry...|...|...| p: (1.5708e+00) +40:...|...|...z...| +41:...c...c...x...| +42:..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) +43:...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) +44:...|...|...z...| +45:================ +46:...0...|...|...| +47:...|...1...|...| +48:...|...|...2...| +49:...|...|...|...3 +.o:...0...1...2...3 +Total Permutations: 24 +Min time: 2.0323e-05s................. Permutation 9 : 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +Max time: 2.4735e-05s................. Permutation 14 : 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +Min active nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Min max nodes: 18 nodes.................... Permutation 9 : 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +Max active nodes: 7 nodes.................... Permutation 1 : 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +Max max nodes: 23 nodes.................... Permutation 3 : 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +________________________________________________________________________________________________ + +12 permutations have 6 active nodes. + +........................... +Average time: 2.2424e-05s + +12 permutations have 7 active nodes. + +........................... +Average time: 2.3191e-05s + +________________________________________________________________________________________________ + +6 permutations have 18 max nodes. + +........................... +Average time: 2.0979e-05s + +6 permutations have 19 max nodes. + +........................... +Average time: 2.3869e-05s + +6 permutations have 22 max nodes. + +........................... +Average time: 2.3712e-05s + +6 permutations have 23 max nodes. + +........................... +Average time: 2.2670e-05s + +________________________________________________________________________________________________ + +execution time of: 2.0323e-05s: Index: 9 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +execution time of: 2.0678e-05s: Index: 15 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +execution time of: 2.0908e-05s: Index: 11 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| +execution time of: 2.1058e-05s: Index: 21 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| +execution time of: 2.1145e-05s: Index: 17 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +execution time of: 2.1763e-05s: Index: 23 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +execution time of: 2.2093e-05s: Index: 3 | Max_nodes: 23 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +execution time of: 2.2305e-05s: Index: 13 | Max_nodes: 23 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +execution time of: 2.2708e-05s: Index: 19 | Max_nodes: 23 | Active_nodes: 7 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| +execution time of: 2.2815e-05s: Index: 16 | Max_nodes: 23 | Active_nodes: 7 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| +execution time of: 2.2910e-05s: Index: 1 | Max_nodes: 22 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +execution time of: 2.3018e-05s: Index: 22 | Max_nodes: 23 | Active_nodes: 7 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| +execution time of: 2.3028e-05s: Index: 0 | Max_nodes: 19 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +execution time of: 2.3081e-05s: Index: 5 | Max_nodes: 23 | Active_nodes: 7 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +execution time of: 2.3418e-05s: Index: 7 | Max_nodes: 22 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +execution time of: 2.3708e-05s: Index: 2 | Max_nodes: 19 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +execution time of: 2.3733e-05s: Index: 6 | Max_nodes: 19 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +execution time of: 2.3750e-05s: Index: 18 | Max_nodes: 22 | Active_nodes: 7 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| +execution time of: 2.3838e-05s: Index: 12 | Max_nodes: 19 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +execution time of: 2.3965e-05s: Index: 4 | Max_nodes: 22 | Active_nodes: 7 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| +execution time of: 2.4083e-05s: Index: 20 | Max_nodes: 22 | Active_nodes: 7 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +execution time of: 2.4148e-05s: Index: 10 | Max_nodes: 22 | Active_nodes: 7 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +execution time of: 2.4173e-05s: Index: 8 | Max_nodes: 19 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| +execution time of: 2.4735e-05s: Index: 14 | Max_nodes: 19 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +________________________________________________________________________________________________ + +Start Simulation of grover-v-chain_indep_qiskit_5__________________________________________________ + +..i:...0...1...2...3...4 +..1:...h...|...|...|...| +..2:...|...h...|...|...| +..3:...|...|...h...|...| +..4:...|...|...|...h...| +..5:...|...|...|...|...x +..6:...|...|...|...c...p p: (3.9270e-01) +..7:...|...|...x...c...| +..8:...|...|...c...|...p p: (-3.9270e-01) +..9:...|...|...x...c...| +.10:...|...|...c...|...p p: (3.9270e-01) +.11:...|...x...c...|...| +.12:...|...c...|...|...p p: (-3.9270e-01) +.13:...|...x...|...c...| +.14:...|...c...|...|...p p: (3.9270e-01) +.15:...|...x...c...|...| +.16:...|...c...|...|...p p: (-3.9270e-01) +.17:...|...x...|...c...| +.18:...|...c...|...|...p p: (3.9270e-01) +.19:...x...c...|...|...| +.20:...c...|...|...|...p p: (-3.9270e-01) +.21:...x...|...|...c...| +.22:...c...|...|...|...p p: (3.9270e-01) +.23:...x...|...c...|...| +.24:...c...|...|...|...p p: (-3.9270e-01) +.25:...x...|...|...c...| +.26:...c...|...|...|...p p: (3.9270e-01) +.27:...x...c...|...|...| +.28:...c...|...|...|...p p: (-3.9270e-01) +.29:...|..ry...|...|...| p: (1.5708e+00) +.30:...x...|...|...c...| +.31:...c...|...|...|...p p: (3.9270e-01) +.32:...x...|...c...|...| +.33:...c...|...|...|...p p: (-3.9270e-01) +.34:...|...|..ry...|...| p: (1.5708e+00) +.35:...x...|...|...c...| +.36:...c...|...|...|...p p: (3.9270e-01) +.37:..ry...|...|...|...| p: (1.5708e+00) +.38:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...c...|...|...|...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +.39:...|...|...|...z...| +.40:...|...|...c...x...c +.41:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...c...|...|...|...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +.42:..u2...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) +.43:...|..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) +.44:...|...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) +.45:...|...|...|...z...| +.46:...|...|...|...c...p p: (3.9270e-01) +.47:...|...|...x...c...| +.48:...|...|...c...|...p p: (-3.9270e-01) +.49:...|...|...x...c...| +.50:...|...|...c...|...p p: (3.9270e-01) +.51:...|...x...c...|...| +.52:...|...c...|...|...p p: (-3.9270e-01) +.53:...|...x...|...c...| +.54:...|...c...|...|...p p: (3.9270e-01) +.55:...|...x...c...|...| +.56:...|...c...|...|...p p: (-3.9270e-01) +.57:...|...x...|...c...| +.58:...|...c...|...|...p p: (3.9270e-01) +.59:...x...c...|...|...| +.60:...c...|...|...|...p p: (-3.9270e-01) +.61:...x...|...|...c...| +.62:...c...|...|...|...p p: (3.9270e-01) +.63:...x...|...c...|...| +.64:...c...|...|...|...p p: (-3.9270e-01) +.65:...x...|...|...c...| +.66:...c...|...|...|...p p: (3.9270e-01) +.67:...x...c...|...|...| +.68:...c...|...|...|...p p: (-3.9270e-01) +.69:...|..ry...|...|...| p: (1.5708e+00) +.70:...x...|...|...c...| +.71:...c...|...|...|...p p: (3.9270e-01) +.72:...x...|...c...|...| +.73:...c...|...|...|...p p: (-3.9270e-01) +.74:...|...|..ry...|...| p: (1.5708e+00) +.75:...x...|...|...c...| +.76:...c...|...|...|...p p: (3.9270e-01) +.77:..ry...|...|...|...| p: (1.5708e+00) +.78:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...c...|...|...|...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +.79:...|...|...|...z...| +.80:...|...|...c...x...c +.81:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...c...|...|...|...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +.82:..u2...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) +.83:...|..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) +.84:...|...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) +.85:...|...|...|...z...| +.86:...|...|...|...c...p p: (3.9270e-01) +.87:...|...|...x...c...| +.88:...|...|...c...|...p p: (-3.9270e-01) +.89:...|...|...x...c...| +.90:...|...|...c...|...p p: (3.9270e-01) +.91:...|...x...c...|...| +.92:...|...c...|...|...p p: (-3.9270e-01) +.93:...|...x...|...c...| +.94:...|...c...|...|...p p: (3.9270e-01) +.95:...|...x...c...|...| +.96:...|...c...|...|...p p: (-3.9270e-01) +.97:...|...x...|...c...| +.98:...|...c...|...|...p p: (3.9270e-01) +.99:...x...c...|...|...| +100:...c...|...|...|...p p: (-3.9270e-01) +101:...x...|...|...c...| +102:...c...|...|...|...p p: (3.9270e-01) +103:...x...|...c...|...| +104:...c...|...|...|...p p: (-3.9270e-01) +105:...x...|...|...c...| +106:...c...|...|...|...p p: (3.9270e-01) +107:...x...c...|...|...| +108:...c...|...|...|...p p: (-3.9270e-01) +109:...|..ry...|...|...| p: (1.5708e+00) +110:...x...|...|...c...| +111:...c...|...|...|...p p: (3.9270e-01) +112:...x...|...c...|...| +113:...c...|...|...|...p p: (-3.9270e-01) +114:...|...|..ry...|...| p: (1.5708e+00) +115:...x...|...|...c...| +116:...c...|...|...|...p p: (3.9270e-01) +117:..ry...|...|...|...| p: (1.5708e+00) +118:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...c...|...|...|...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +119:...|...|...|...z...| +120:...|...|...c...x...c +121:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...c...|...|...|...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +122:..u2...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) +123:...|..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) +124:...|...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) +125:...|...|...|...z...| +126:==================== +127:...0...|...|...|...| +128:...|...1...|...|...| +129:...|...|...2...|...| +130:...|...|...|...3...| +131:...|...|...|...|...4 +..o:...0...1...2...3...4 +Total Permutations: 120 +Min time: 8.5991e-05s................. Permutation 57 : 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +Max time: 1.3790e-04s................. Permutation 41 : 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +Min active nodes: 8 nodes.................... Permutation 60 : 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +Min max nodes: 32 nodes.................... Permutation 95 : 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +Max active nodes: 12 nodes.................... Permutation 13 : 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +Max max nodes: 52 nodes.................... Permutation 15 : 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +________________________________________________________________________________________________ + +8 permutations have 8 active nodes. + +........................... +Average time: 9.5598e-05s + +36 permutations have 9 active nodes. + +........................... +Average time: 9.8938e-05s + +40 permutations have 10 active nodes. + +........................... +Average time: 1.0092e-04s + +20 permutations have 11 active nodes. + +........................... +Average time: 1.0494e-04s + +16 permutations have 12 active nodes. + +........................... +Average time: 1.0411e-04s + +________________________________________________________________________________________________ + +2 permutations have 32 max nodes. + +........................... +Average time: 9.0260e-05s + +4 permutations have 33 max nodes. + +........................... +Average time: 9.2198e-05s + +4 permutations have 35 max nodes. + +........................... +Average time: 8.7306e-05s + +8 permutations have 36 max nodes. + +........................... +Average time: 8.8202e-05s + +4 permutations have 37 max nodes. + +........................... +Average time: 1.0618e-04s + +6 permutations have 38 max nodes. + +........................... +Average time: 1.0464e-04s + +4 permutations have 39 max nodes. + +........................... +Average time: 1.1143e-04s + +10 permutations have 40 max nodes. + +........................... +Average time: 1.0316e-04s + +10 permutations have 41 max nodes. + +........................... +Average time: 1.0059e-04s + +12 permutations have 42 max nodes. + +........................... +Average time: 9.9888e-05s + +14 permutations have 43 max nodes. + +........................... +Average time: 1.0314e-04s + +4 permutations have 44 max nodes. + +........................... +Average time: 1.1095e-04s + +10 permutations have 45 max nodes. + +........................... +Average time: 1.0318e-04s + +4 permutations have 46 max nodes. + +........................... +Average time: 1.0789e-04s + +6 permutations have 47 max nodes. + +........................... +Average time: 9.9531e-05s + +10 permutations have 48 max nodes. + +........................... +Average time: 9.8981e-05s + +2 permutations have 49 max nodes. + +........................... +Average time: 1.1388e-04s + +2 permutations have 51 max nodes. + +........................... +Average time: 1.0359e-04s + +4 permutations have 52 max nodes. + +........................... +Average time: 1.0402e-04s + +________________________________________________________________________________________________ + +execution time of: 8.5991e-05s: Index: 57 | Max_nodes: 35 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +execution time of: 8.6511e-05s: Index: 81 | Max_nodes: 36 | Active_nodes: 10 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +execution time of: 8.7369e-05s: Index: 93 | Max_nodes: 35 | Active_nodes: 8 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +execution time of: 8.7686e-05s: Index: 117 | Max_nodes: 35 | Active_nodes: 8 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +execution time of: 8.7919e-05s: Index: 87 | Max_nodes: 36 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +execution time of: 8.7941e-05s: Index: 105 | Max_nodes: 36 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +execution time of: 8.7969e-05s: Index: 111 | Max_nodes: 36 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +execution time of: 8.8176e-05s: Index: 59 | Max_nodes: 35 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +execution time of: 8.8216e-05s: Index: 107 | Max_nodes: 36 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +execution time of: 8.8851e-05s: Index: 63 | Max_nodes: 36 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +execution time of: 8.8859e-05s: Index: 83 | Max_nodes: 36 | Active_nodes: 10 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +execution time of: 8.9249e-05s: Index: 113 | Max_nodes: 33 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +execution time of: 8.9348e-05s: Index: 69 | Max_nodes: 36 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +execution time of: 8.9556e-05s: Index: 95 | Max_nodes: 32 | Active_nodes: 8 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +execution time of: 8.9881e-05s: Index: 33 | Max_nodes: 37 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +execution time of: 9.0406e-05s: Index: 112 | Max_nodes: 42 | Active_nodes: 10 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +execution time of: 9.0691e-05s: Index: 109 | Max_nodes: 48 | Active_nodes: 10 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +execution time of: 9.0876e-05s: Index: 115 | Max_nodes: 47 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +execution time of: 9.0963e-05s: Index: 119 | Max_nodes: 32 | Active_nodes: 8 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +execution time of: 9.1281e-05s: Index: 89 | Max_nodes: 33 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +execution time of: 9.1781e-05s: Index: 91 | Max_nodes: 47 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +execution time of: 9.2414e-05s: Index: 61 | Max_nodes: 48 | Active_nodes: 10 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +execution time of: 9.2529e-05s: Index: 39 | Max_nodes: 38 | Active_nodes: 10 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +execution time of: 9.3213e-05s: Index: 88 | Max_nodes: 42 | Active_nodes: 10 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +execution time of: 9.3576e-05s: Index: 65 | Max_nodes: 33 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +execution time of: 9.3714e-05s: Index: 67 | Max_nodes: 48 | Active_nodes: 10 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +execution time of: 9.3879e-05s: Index: 94 | Max_nodes: 41 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +execution time of: 9.4201e-05s: Index: 45 | Max_nodes: 38 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +execution time of: 9.4486e-05s: Index: 118 | Max_nodes: 41 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +execution time of: 9.4596e-05s: Index: 99 | Max_nodes: 48 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +execution time of: 9.4634e-05s: Index: 75 | Max_nodes: 48 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +execution time of: 9.4686e-05s: Index: 71 | Max_nodes: 33 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +execution time of: 9.4741e-05s: Index: 101 | Max_nodes: 48 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +execution time of: 9.4961e-05s: Index: 85 | Max_nodes: 48 | Active_nodes: 10 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +execution time of: 9.5189e-05s: Index: 116 | Max_nodes: 40 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +execution time of: 9.5486e-05s: Index: 51 | Max_nodes: 47 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +execution time of: 9.5504e-05s: Index: 114 | Max_nodes: 43 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +execution time of: 9.6281e-05s: Index: 90 | Max_nodes: 43 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +execution time of: 9.6286e-05s: Index: 102 | Max_nodes: 42 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +execution time of: 9.6604e-05s: Index: 47 | Max_nodes: 38 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +execution time of: 9.7066e-05s: Index: 73 | Max_nodes: 45 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +execution time of: 9.7246e-05s: Index: 70 | Max_nodes: 42 | Active_nodes: 10 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +execution time of: 9.8326e-05s: Index: 77 | Max_nodes: 48 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +execution time of: 9.8351e-05s: Index: 54 | Max_nodes: 41 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +execution time of: 9.8484e-05s: Index: 103 | Max_nodes: 45 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +execution time of: 9.8499e-05s: Index: 26 | Max_nodes: 40 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +execution time of: 9.8731e-05s: Index: 96 | Max_nodes: 42 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +execution time of: 9.8811e-05s: Index: 78 | Max_nodes: 41 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +execution time of: 9.8946e-05s: Index: 48 | Max_nodes: 41 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +execution time of: 9.9024e-05s: Index: 24 | Max_nodes: 40 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +execution time of: 9.9164e-05s: Index: 79 | Max_nodes: 45 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +execution time of: 9.9576e-05s: Index: 106 | Max_nodes: 43 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +execution time of: 1.0002e-04s: Index: 98 | Max_nodes: 43 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +execution time of: 1.0006e-04s: Index: 11 | Max_nodes: 51 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +execution time of: 1.0051e-04s: Index: 74 | Max_nodes: 42 | Active_nodes: 10 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +execution time of: 1.0076e-04s: Index: 86 | Max_nodes: 37 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +execution time of: 1.0094e-04s: Index: 100 | Max_nodes: 46 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +execution time of: 1.0099e-04s: Index: 104 | Max_nodes: 40 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +execution time of: 1.0105e-04s: Index: 29 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +execution time of: 1.0106e-04s: Index: 64 | Max_nodes: 42 | Active_nodes: 10 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +execution time of: 1.0112e-04s: Index: 4 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +execution time of: 1.0128e-04s: Index: 53 | Max_nodes: 47 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +execution time of: 1.0156e-04s: Index: 55 | Max_nodes: 42 | Active_nodes: 10 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +execution time of: 1.0159e-04s: Index: 97 | Max_nodes: 45 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| +execution time of: 1.0194e-04s: Index: 60 | Max_nodes: 40 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +execution time of: 1.0205e-04s: Index: 110 | Max_nodes: 38 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +execution time of: 1.0218e-04s: Index: 72 | Max_nodes: 41 | Active_nodes: 10 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +execution time of: 1.0223e-04s: Index: 62 | Max_nodes: 37 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +execution time of: 1.0235e-04s: Index: 49 | Max_nodes: 42 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +execution time of: 1.0250e-04s: Index: 36 | Max_nodes: 43 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +execution time of: 1.0270e-04s: Index: 5 | Max_nodes: 45 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +execution time of: 1.0273e-04s: Index: 1 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +execution time of: 1.0280e-04s: Index: 28 | Max_nodes: 41 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +execution time of: 1.0300e-04s: Index: 80 | Max_nodes: 39 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +execution time of: 1.0313e-04s: Index: 30 | Max_nodes: 43 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +execution time of: 1.0319e-04s: Index: 17 | Max_nodes: 52 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +execution time of: 1.0326e-04s: Index: 32 | Max_nodes: 39 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +execution time of: 1.0326e-04s: Index: 82 | Max_nodes: 43 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +execution time of: 1.0345e-04s: Index: 37 | Max_nodes: 47 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +execution time of: 1.0355e-04s: Index: 108 | Max_nodes: 41 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +execution time of: 1.0362e-04s: Index: 56 | Max_nodes: 39 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +execution time of: 1.0364e-04s: Index: 23 | Max_nodes: 52 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +execution time of: 1.0371e-04s: Index: 15 | Max_nodes: 52 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +execution time of: 1.0411e-04s: Index: 25 | Max_nodes: 41 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +execution time of: 1.0416e-04s: Index: 50 | Max_nodes: 42 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +execution time of: 1.0427e-04s: Index: 84 | Max_nodes: 40 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +execution time of: 1.0429e-04s: Index: 12 | Max_nodes: 45 | Active_nodes: 10 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +execution time of: 1.0457e-04s: Index: 68 | Max_nodes: 38 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +execution time of: 1.0484e-04s: Index: 18 | Max_nodes: 46 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +execution time of: 1.0504e-04s: Index: 8 | Max_nodes: 44 | Active_nodes: 10 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +execution time of: 1.0517e-04s: Index: 27 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +execution time of: 1.0520e-04s: Index: 58 | Max_nodes: 40 | Active_nodes: 10 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +execution time of: 1.0522e-04s: Index: 3 | Max_nodes: 45 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +execution time of: 1.0556e-04s: Index: 21 | Max_nodes: 52 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +execution time of: 1.0578e-04s: Index: 10 | Max_nodes: 45 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +execution time of: 1.0592e-04s: Index: 2 | Max_nodes: 42 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +execution time of: 1.0688e-04s: Index: 92 | Max_nodes: 40 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +execution time of: 1.0688e-04s: Index: 34 | Max_nodes: 40 | Active_nodes: 10 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +execution time of: 1.0701e-04s: Index: 40 | Max_nodes: 43 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +execution time of: 1.0712e-04s: Index: 9 | Max_nodes: 51 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +execution time of: 1.0721e-04s: Index: 0 | Max_nodes: 42 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +execution time of: 1.0772e-04s: Index: 6 | Max_nodes: 45 | Active_nodes: 10 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +execution time of: 1.0808e-04s: Index: 52 | Max_nodes: 43 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +execution time of: 1.0832e-04s: Index: 31 | Max_nodes: 44 | Active_nodes: 10 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +execution time of: 1.0872e-04s: Index: 22 | Max_nodes: 48 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +execution time of: 1.0880e-04s: Index: 66 | Max_nodes: 41 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +execution time of: 1.0979e-04s: Index: 20 | Max_nodes: 45 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +execution time of: 1.1009e-04s: Index: 13 | Max_nodes: 49 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +execution time of: 1.1046e-04s: Index: 14 | Max_nodes: 44 | Active_nodes: 10 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +execution time of: 1.1272e-04s: Index: 44 | Max_nodes: 40 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +execution time of: 1.1431e-04s: Index: 43 | Max_nodes: 47 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +execution time of: 1.1767e-04s: Index: 19 | Max_nodes: 49 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +execution time of: 1.1848e-04s: Index: 46 | Max_nodes: 43 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +execution time of: 1.1998e-04s: Index: 42 | Max_nodes: 44 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +execution time of: 1.2148e-04s: Index: 7 | Max_nodes: 46 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +execution time of: 1.2701e-04s: Index: 16 | Max_nodes: 48 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +execution time of: 1.3183e-04s: Index: 35 | Max_nodes: 37 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +execution time of: 1.3587e-04s: Index: 38 | Max_nodes: 39 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +execution time of: 1.3790e-04s: Index: 41 | Max_nodes: 38 | Active_nodes: 10 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +________________________________________________________________________________________________ + +Start Simulation of grover-v-chain_indep_qiskit_6__________________________________________________ + +..i:...0...1...2...3...4 +..1:...h...|...|...|...| +..2:...|...h...|...|...| +..3:...|...|...h...|...| +..4:...|...|...|...h...| +..5:...|...|...|...|...x +..6:...|...|...|...c...p p: (3.9270e-01) +..7:...|...|...x...c...| +..8:...|...|...c...|...p p: (-3.9270e-01) +..9:...|...|...x...c...| +.10:...|...|...c...|...p p: (3.9270e-01) +.11:...|...x...c...|...| +.12:...|...c...|...|...p p: (-3.9270e-01) +.13:...|...x...|...c...| +.14:...|...c...|...|...p p: (3.9270e-01) +.15:...|...x...c...|...| +.16:...|...c...|...|...p p: (-3.9270e-01) +.17:...|...x...|...c...| +.18:...|...c...|...|...p p: (3.9270e-01) +.19:...x...c...|...|...| +.20:...c...|...|...|...p p: (-3.9270e-01) +.21:...x...|...|...c...| +.22:...c...|...|...|...p p: (3.9270e-01) +.23:...x...|...c...|...| +.24:...c...|...|...|...p p: (-3.9270e-01) +.25:...x...|...|...c...| +.26:...c...|...|...|...p p: (3.9270e-01) +.27:...x...c...|...|...| +.28:...c...|...|...|...p p: (-3.9270e-01) +.29:...|..ry...|...|...| p: (1.5708e+00) +.30:...x...|...|...c...| +.31:...c...|...|...|...p p: (3.9270e-01) +.32:...x...|...c...|...| +.33:...c...|...|...|...p p: (-3.9270e-01) +.34:...|...|..ry...|...| p: (1.5708e+00) +.35:...x...|...|...c...| +.36:...c...|...|...|...p p: (3.9270e-01) +.37:..ry...|...|...|...| p: (1.5708e+00) +.38:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...c...|...|...|...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +.39:...|...|...|...z...| +.40:...|...|...c...x...c +.41:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...c...|...|...|...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +.42:..u2...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) +.43:...|..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) +.44:...|...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) +.45:...|...|...|...z...| +.46:...|...|...|...c...p p: (3.9270e-01) +.47:...|...|...x...c...| +.48:...|...|...c...|...p p: (-3.9270e-01) +.49:...|...|...x...c...| +.50:...|...|...c...|...p p: (3.9270e-01) +.51:...|...x...c...|...| +.52:...|...c...|...|...p p: (-3.9270e-01) +.53:...|...x...|...c...| +.54:...|...c...|...|...p p: (3.9270e-01) +.55:...|...x...c...|...| +.56:...|...c...|...|...p p: (-3.9270e-01) +.57:...|...x...|...c...| +.58:...|...c...|...|...p p: (3.9270e-01) +.59:...x...c...|...|...| +.60:...c...|...|...|...p p: (-3.9270e-01) +.61:...x...|...|...c...| +.62:...c...|...|...|...p p: (3.9270e-01) +.63:...x...|...c...|...| +.64:...c...|...|...|...p p: (-3.9270e-01) +.65:...x...|...|...c...| +.66:...c...|...|...|...p p: (3.9270e-01) +.67:...x...c...|...|...| +.68:...c...|...|...|...p p: (-3.9270e-01) +.69:...|..ry...|...|...| p: (1.5708e+00) +.70:...x...|...|...c...| +.71:...c...|...|...|...p p: (3.9270e-01) +.72:...x...|...c...|...| +.73:...c...|...|...|...p p: (-3.9270e-01) +.74:...|...|..ry...|...| p: (1.5708e+00) +.75:...x...|...|...c...| +.76:...c...|...|...|...p p: (3.9270e-01) +.77:..ry...|...|...|...| p: (1.5708e+00) +.78:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...c...|...|...|...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +.79:...|...|...|...z...| +.80:...|...|...c...x...c +.81:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...c...|...|...|...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +.82:..u2...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) +.83:...|..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) +.84:...|...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) +.85:...|...|...|...z...| +.86:...|...|...|...c...p p: (3.9270e-01) +.87:...|...|...x...c...| +.88:...|...|...c...|...p p: (-3.9270e-01) +.89:...|...|...x...c...| +.90:...|...|...c...|...p p: (3.9270e-01) +.91:...|...x...c...|...| +.92:...|...c...|...|...p p: (-3.9270e-01) +.93:...|...x...|...c...| +.94:...|...c...|...|...p p: (3.9270e-01) +.95:...|...x...c...|...| +.96:...|...c...|...|...p p: (-3.9270e-01) +.97:...|...x...|...c...| +.98:...|...c...|...|...p p: (3.9270e-01) +.99:...x...c...|...|...| +100:...c...|...|...|...p p: (-3.9270e-01) +101:...x...|...|...c...| +102:...c...|...|...|...p p: (3.9270e-01) +103:...x...|...c...|...| +104:...c...|...|...|...p p: (-3.9270e-01) +105:...x...|...|...c...| +106:...c...|...|...|...p p: (3.9270e-01) +107:...x...c...|...|...| +108:...c...|...|...|...p p: (-3.9270e-01) +109:...|..ry...|...|...| p: (1.5708e+00) +110:...x...|...|...c...| +111:...c...|...|...|...p p: (3.9270e-01) +112:...x...|...c...|...| +113:...c...|...|...|...p p: (-3.9270e-01) +114:...|...|..ry...|...| p: (1.5708e+00) +115:...x...|...|...c...| +116:...c...|...|...|...p p: (3.9270e-01) +117:..ry...|...|...|...| p: (1.5708e+00) +118:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...c...|...|...|...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +119:...|...|...|...z...| +120:...|...|...c...x...c +121:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...c...|...|...|...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +122:..u2...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) +123:...|..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) +124:...|...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) +125:...|...|...|...z...| +126:==================== +127:...0...|...|...|...| +128:...|...1...|...|...| +129:...|...|...2...|...| +130:...|...|...|...3...| +131:...|...|...|...|...4 +..o:...0...1...2...3...4 +Total Permutations: 120 +Min time: 8.6321e-05s................. Permutation 59 : 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +Max time: 2.2929e-04s................. Permutation 3 : 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +Min active nodes: 8 nodes.................... Permutation 60 : 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +Min max nodes: 32 nodes.................... Permutation 95 : 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +Max active nodes: 12 nodes.................... Permutation 13 : 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +Max max nodes: 52 nodes.................... Permutation 15 : 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +________________________________________________________________________________________________ + +8 permutations have 8 active nodes. + +........................... +Average time: 9.8577e-05s + +36 permutations have 9 active nodes. + +........................... +Average time: 9.6828e-05s + +40 permutations have 10 active nodes. + +........................... +Average time: 1.0255e-04s + +20 permutations have 11 active nodes. + +........................... +Average time: 1.0459e-04s + +16 permutations have 12 active nodes. + +........................... +Average time: 1.0272e-04s + +________________________________________________________________________________________________ + +2 permutations have 32 max nodes. + +........................... +Average time: 9.0843e-05s + +4 permutations have 33 max nodes. + +........................... +Average time: 9.2803e-05s + +4 permutations have 35 max nodes. + +........................... +Average time: 9.1643e-05s + +8 permutations have 36 max nodes. + +........................... +Average time: 8.9220e-05s + +4 permutations have 37 max nodes. + +........................... +Average time: 9.6811e-05s + +6 permutations have 38 max nodes. + +........................... +Average time: 9.6429e-05s + +4 permutations have 39 max nodes. + +........................... +Average time: 1.0371e-04s + +10 permutations have 40 max nodes. + +........................... +Average time: 1.0273e-04s + +10 permutations have 41 max nodes. + +........................... +Average time: 9.9998e-05s + +12 permutations have 42 max nodes. + +........................... +Average time: 9.9350e-05s + +14 permutations have 43 max nodes. + +........................... +Average time: 1.0266e-04s + +4 permutations have 44 max nodes. + +........................... +Average time: 1.0939e-04s + +10 permutations have 45 max nodes. + +........................... +Average time: 1.1579e-04s + +4 permutations have 46 max nodes. + +........................... +Average time: 1.0779e-04s + +6 permutations have 47 max nodes. + +........................... +Average time: 9.9472e-05s + +10 permutations have 48 max nodes. + +........................... +Average time: 9.7603e-05s + +2 permutations have 49 max nodes. + +........................... +Average time: 1.0995e-04s + +2 permutations have 51 max nodes. + +........................... +Average time: 1.0294e-04s + +4 permutations have 52 max nodes. + +........................... +Average time: 1.0400e-04s + +________________________________________________________________________________________________ + +execution time of: 8.6321e-05s: Index: 59 | Max_nodes: 35 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +execution time of: 8.6601e-05s: Index: 81 | Max_nodes: 36 | Active_nodes: 10 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +execution time of: 8.7716e-05s: Index: 57 | Max_nodes: 35 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +execution time of: 8.7999e-05s: Index: 105 | Max_nodes: 36 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +execution time of: 8.8411e-05s: Index: 69 | Max_nodes: 36 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +execution time of: 8.9416e-05s: Index: 87 | Max_nodes: 36 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +execution time of: 8.9608e-05s: Index: 107 | Max_nodes: 36 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +execution time of: 8.9621e-05s: Index: 95 | Max_nodes: 32 | Active_nodes: 8 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +execution time of: 8.9811e-05s: Index: 63 | Max_nodes: 36 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +execution time of: 9.0429e-05s: Index: 33 | Max_nodes: 37 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +execution time of: 9.0766e-05s: Index: 83 | Max_nodes: 36 | Active_nodes: 10 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +execution time of: 9.1151e-05s: Index: 111 | Max_nodes: 36 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +execution time of: 9.1258e-05s: Index: 115 | Max_nodes: 47 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +execution time of: 9.1409e-05s: Index: 89 | Max_nodes: 33 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +execution time of: 9.1454e-05s: Index: 109 | Max_nodes: 48 | Active_nodes: 10 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +execution time of: 9.1474e-05s: Index: 35 | Max_nodes: 37 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +execution time of: 9.2064e-05s: Index: 119 | Max_nodes: 32 | Active_nodes: 8 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +execution time of: 9.2306e-05s: Index: 85 | Max_nodes: 48 | Active_nodes: 10 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +execution time of: 9.2588e-05s: Index: 71 | Max_nodes: 33 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +execution time of: 9.2978e-05s: Index: 45 | Max_nodes: 38 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +execution time of: 9.2994e-05s: Index: 65 | Max_nodes: 33 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +execution time of: 9.3466e-05s: Index: 91 | Max_nodes: 47 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +execution time of: 9.3724e-05s: Index: 41 | Max_nodes: 38 | Active_nodes: 10 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +execution time of: 9.3739e-05s: Index: 88 | Max_nodes: 42 | Active_nodes: 10 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +execution time of: 9.3809e-05s: Index: 75 | Max_nodes: 48 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +execution time of: 9.4119e-05s: Index: 67 | Max_nodes: 48 | Active_nodes: 10 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +execution time of: 9.4176e-05s: Index: 61 | Max_nodes: 48 | Active_nodes: 10 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +execution time of: 9.4221e-05s: Index: 113 | Max_nodes: 33 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +execution time of: 9.4263e-05s: Index: 47 | Max_nodes: 38 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +execution time of: 9.4646e-05s: Index: 118 | Max_nodes: 41 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +execution time of: 9.4656e-05s: Index: 94 | Max_nodes: 41 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +execution time of: 9.4821e-05s: Index: 112 | Max_nodes: 42 | Active_nodes: 10 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +execution time of: 9.4923e-05s: Index: 39 | Max_nodes: 38 | Active_nodes: 10 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +execution time of: 9.5351e-05s: Index: 51 | Max_nodes: 47 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +execution time of: 9.5756e-05s: Index: 70 | Max_nodes: 42 | Active_nodes: 10 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +execution time of: 9.5911e-05s: Index: 101 | Max_nodes: 48 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +execution time of: 9.6136e-05s: Index: 90 | Max_nodes: 43 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +execution time of: 9.6466e-05s: Index: 102 | Max_nodes: 42 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +execution time of: 9.7031e-05s: Index: 53 | Max_nodes: 47 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +execution time of: 9.7709e-05s: Index: 64 | Max_nodes: 42 | Active_nodes: 10 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +execution time of: 9.7721e-05s: Index: 73 | Max_nodes: 45 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +execution time of: 9.8144e-05s: Index: 116 | Max_nodes: 40 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +execution time of: 9.8506e-05s: Index: 72 | Max_nodes: 41 | Active_nodes: 10 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +execution time of: 9.8529e-05s: Index: 24 | Max_nodes: 40 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +execution time of: 9.8701e-05s: Index: 78 | Max_nodes: 41 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +execution time of: 9.8746e-05s: Index: 114 | Max_nodes: 43 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +execution time of: 9.8871e-05s: Index: 103 | Max_nodes: 45 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +execution time of: 9.9131e-05s: Index: 11 | Max_nodes: 51 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +execution time of: 9.9149e-05s: Index: 48 | Max_nodes: 41 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +execution time of: 9.9309e-05s: Index: 26 | Max_nodes: 40 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +execution time of: 9.9401e-05s: Index: 99 | Max_nodes: 48 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +execution time of: 9.9439e-05s: Index: 96 | Max_nodes: 42 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +execution time of: 9.9451e-05s: Index: 98 | Max_nodes: 43 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +execution time of: 9.9844e-05s: Index: 36 | Max_nodes: 43 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +execution time of: 1.0011e-04s: Index: 92 | Max_nodes: 40 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +execution time of: 1.0018e-04s: Index: 106 | Max_nodes: 43 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +execution time of: 1.0020e-04s: Index: 77 | Max_nodes: 48 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +execution time of: 1.0094e-04s: Index: 104 | Max_nodes: 40 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +execution time of: 1.0099e-04s: Index: 55 | Max_nodes: 42 | Active_nodes: 10 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +execution time of: 1.0102e-04s: Index: 79 | Max_nodes: 45 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +execution time of: 1.0108e-04s: Index: 4 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +execution time of: 1.0113e-04s: Index: 2 | Max_nodes: 42 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +execution time of: 1.0113e-04s: Index: 110 | Max_nodes: 38 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +execution time of: 1.0115e-04s: Index: 29 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +execution time of: 1.0132e-04s: Index: 54 | Max_nodes: 41 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +execution time of: 1.0143e-04s: Index: 74 | Max_nodes: 42 | Active_nodes: 10 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +execution time of: 1.0155e-04s: Index: 68 | Max_nodes: 38 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +execution time of: 1.0164e-04s: Index: 60 | Max_nodes: 40 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +execution time of: 1.0175e-04s: Index: 17 | Max_nodes: 52 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +execution time of: 1.0179e-04s: Index: 1 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +execution time of: 1.0179e-04s: Index: 31 | Max_nodes: 44 | Active_nodes: 10 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +execution time of: 1.0192e-04s: Index: 97 | Max_nodes: 45 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| +execution time of: 1.0210e-04s: Index: 82 | Max_nodes: 43 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +execution time of: 1.0235e-04s: Index: 28 | Max_nodes: 41 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +execution time of: 1.0243e-04s: Index: 32 | Max_nodes: 39 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +execution time of: 1.0253e-04s: Index: 37 | Max_nodes: 47 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +execution time of: 1.0261e-04s: Index: 86 | Max_nodes: 37 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +execution time of: 1.0265e-04s: Index: 76 | Max_nodes: 46 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +execution time of: 1.0273e-04s: Index: 62 | Max_nodes: 37 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +execution time of: 1.0276e-04s: Index: 5 | Max_nodes: 45 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +execution time of: 1.0278e-04s: Index: 50 | Max_nodes: 42 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +execution time of: 1.0287e-04s: Index: 49 | Max_nodes: 42 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +execution time of: 1.0287e-04s: Index: 25 | Max_nodes: 41 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +execution time of: 1.0299e-04s: Index: 27 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +execution time of: 1.0312e-04s: Index: 93 | Max_nodes: 35 | Active_nodes: 8 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +execution time of: 1.0339e-04s: Index: 56 | Max_nodes: 39 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +execution time of: 1.0347e-04s: Index: 108 | Max_nodes: 41 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +execution time of: 1.0348e-04s: Index: 30 | Max_nodes: 43 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +execution time of: 1.0355e-04s: Index: 80 | Max_nodes: 39 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +execution time of: 1.0362e-04s: Index: 23 | Max_nodes: 52 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +execution time of: 1.0367e-04s: Index: 58 | Max_nodes: 40 | Active_nodes: 10 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +execution time of: 1.0421e-04s: Index: 15 | Max_nodes: 52 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +execution time of: 1.0430e-04s: Index: 66 | Max_nodes: 41 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +execution time of: 1.0466e-04s: Index: 12 | Max_nodes: 45 | Active_nodes: 10 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +execution time of: 1.0485e-04s: Index: 34 | Max_nodes: 40 | Active_nodes: 10 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +execution time of: 1.0505e-04s: Index: 18 | Max_nodes: 46 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +execution time of: 1.0507e-04s: Index: 0 | Max_nodes: 42 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +execution time of: 1.0512e-04s: Index: 22 | Max_nodes: 48 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +execution time of: 1.0517e-04s: Index: 40 | Max_nodes: 43 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +execution time of: 1.0548e-04s: Index: 38 | Max_nodes: 39 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +execution time of: 1.0590e-04s: Index: 10 | Max_nodes: 45 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +execution time of: 1.0643e-04s: Index: 21 | Max_nodes: 52 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +execution time of: 1.0656e-04s: Index: 20 | Max_nodes: 45 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +execution time of: 1.0676e-04s: Index: 9 | Max_nodes: 51 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +execution time of: 1.0700e-04s: Index: 8 | Max_nodes: 44 | Active_nodes: 10 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +execution time of: 1.0741e-04s: Index: 84 | Max_nodes: 40 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +execution time of: 1.0796e-04s: Index: 52 | Max_nodes: 43 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +execution time of: 1.0857e-04s: Index: 13 | Max_nodes: 49 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +execution time of: 1.0916e-04s: Index: 6 | Max_nodes: 45 | Active_nodes: 10 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +execution time of: 1.0949e-04s: Index: 14 | Max_nodes: 44 | Active_nodes: 10 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +execution time of: 1.0953e-04s: Index: 16 | Max_nodes: 48 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +execution time of: 1.1133e-04s: Index: 19 | Max_nodes: 49 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +execution time of: 1.1272e-04s: Index: 44 | Max_nodes: 40 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +execution time of: 1.1717e-04s: Index: 46 | Max_nodes: 43 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +execution time of: 1.1720e-04s: Index: 43 | Max_nodes: 47 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +execution time of: 1.1928e-04s: Index: 42 | Max_nodes: 44 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +execution time of: 1.2215e-04s: Index: 7 | Max_nodes: 46 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +execution time of: 2.2929e-04s: Index: 3 | Max_nodes: 45 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/grover-v-chain_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/grover-v-chain_indep_qiskit_controls.txt new file mode 100644 index 00000000..119722c5 --- /dev/null +++ b/test/BenchmarkQuasm/results/grover-v-chain_indep_qiskit_controls.txt @@ -0,0 +1,1021 @@ +Start Simulation of grover-v-chain_indep_qiskit_2__________________________________________________ + +i: 0 1 +1: h | +2: | x +3:======== +4: 0 | +5: | 1 +o: 0 1 +Q: 0 w: 1 | Q: 1 w: 1 | +Computed Permutation: ................0 -> 0|1 -> 1| +Original Permutation: ................0 -> 0|1 -> 1| +Identity Duration: 1.0075e-06s............................. +Permuted Duration: 1.0125e-06s............................. +Identity active_nodes: 2 ...................................... +Permuted active_nodes: 2 ...................................... +Identity max_nodes: 5 ...................................... +Permuted max_nodes: 5 ...................................... +________________________________________________________________________________________________ + +Start Simulation of grover-v-chain_indep_qiskit_3__________________________________________________ + +.i:...0...1...2 +.1:...h...|...| +.2:...|...h...| +.3:...|...|...x +.4:...|...c...s +.5:...x...c...| +.6:...c...|.sdg +.7:...x...c...| +.8:...c...|...s +.9:..ry...|...| p: (1.5708e+00) +10:...|...z...| +11:...c...x...| +12:..u2...|...| p: (-3.1416e+00) (-3.1416e+00) +13:...|...z...| +14:============ +15:...0...|...| +16:...|...1...| +17:...|...|...2 +.o:...0...1...2 +Q: 0 w: 4 | Q: 1 w: 6 | Q: 2 w: 1 | +Computed Permutation: .........0 -> 2|1 -> 0|2 -> 1| +Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Identity Duration: 5.7328e-06s............................. +Permuted Duration: 5.6650e-06s............................. +Identity active_nodes: 3 ...................................... +Permuted active_nodes: 3 ...................................... +Identity max_nodes: 11 ...................................... +Permuted max_nodes: 11 ...................................... +________________________________________________________________________________________________ + +Start Simulation of grover-v-chain_indep_qiskit_4__________________________________________________ + +.i:...0...1...2...3 +.1:...h...|...|...| +.2:...|...h...|...| +.3:...|...|...h...| +.4:...|...|...|...x +.5:...|...|...c...t +.6:...|...x...c...| +.7:...|...c...|.tdg +.8:...|...x...c...| +.9:...|...c...|...t +10:...x...c...|...| +11:...c...|...|.tdg +12:...x...|...c...| +13:...c...|...|...t +14:...x...c...|...| +15:...c...|...|.tdg +16:...|..ry...|...| p: (1.5708e+00) +17:...x...|...c...| +18:...c...|...|...t +19:..ry...|...|...| p: (1.5708e+00) +20:...|...|...z...| +21:...c...c...x...| +22:..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) +23:...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) +24:...|...|...z...| +25:...|...|...c...t +26:...|...x...c...| +27:...|...c...|.tdg +28:...|...x...c...| +29:...|...c...|...t +30:...x...c...|...| +31:...c...|...|.tdg +32:...x...|...c...| +33:...c...|...|...t +34:...x...c...|...| +35:...c...|...|.tdg +36:...|..ry...|...| p: (1.5708e+00) +37:...x...|...c...| +38:...c...|...|...t +39:..ry...|...|...| p: (1.5708e+00) +40:...|...|...z...| +41:...c...c...x...| +42:..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) +43:...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) +44:...|...|...z...| +45:================ +46:...0...|...|...| +47:...|...1...|...| +48:...|...|...2...| +49:...|...|...|...3 +.o:...0...1...2...3 +Q: 0 w: 4 | Q: 1 w: 7 | Q: 2 w: 9 | Q: 3 w: 1 | +Computed Permutation: ..0 -> 3|1 -> 0|2 -> 1|3 -> 2| +Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Identity Duration: 2.3448e-05s............................. +Permuted Duration: 2.4187e-05s............................. +Identity active_nodes: 6 ...................................... +Permuted active_nodes: 7 ...................................... +Identity max_nodes: 19 ...................................... +Permuted max_nodes: 22 ...................................... +________________________________________________________________________________________________ + +Start Simulation of grover-v-chain_indep_qiskit_5__________________________________________________ + +..i:...0...1...2...3...4 +..1:...h...|...|...|...| +..2:...|...h...|...|...| +..3:...|...|...h...|...| +..4:...|...|...|...h...| +..5:...|...|...|...|...x +..6:...|...|...|...c...p p: (3.9270e-01) +..7:...|...|...x...c...| +..8:...|...|...c...|...p p: (-3.9270e-01) 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--------------------- +119:...|...|...|...z...| +120:...|...|...c...x...c +121:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...c...|...|...|...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +122:..u2...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) +123:...|..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) +124:...|...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) +125:...|...|...|...z...| +126:==================== +127:...0...|...|...|...| +128:...|...1...|...|...| +129:...|...|...2...|...| +130:...|...|...|...3...| +131:...|...|...|...|...4 +..o:...0...1...2...3...4 +Q: 0 w: 3 | Q: 1 w: 5 | Q: 2 w: 8 | Q: 3 w: 10 | Q: 4 w: 11 | +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Identity Duration: 1.0369e-04s............................. +Permuted Duration: 1.0692e-04s............................. +Identity active_nodes: 9 ...................................... +Permuted active_nodes: 9 ...................................... +Identity max_nodes: 42 ...................................... +Permuted max_nodes: 42 ...................................... +________________________________________________________________________________________________ + +Start Simulation of grover-v-chain_indep_qiskit_7__________________________________________________ + +..i:...0...1...2...3...4...5...6 +..1:...h...|...|...|...|...|...| +..2:...|...h...|...|...|...|...| +..3:...|...|...h...|...|...|...| +..4:...|...|...|...h...|...|...| +..5:...|...|...|...|...h...|...| +..6:...|...|...|...|...|...x...| +..7:...|...|...|...|...c...p...| p: (1.9635e-01) +..8:...|...|...|...x...c...|...| +..9:...|...|...|...c...|...p...| p: (-1.9635e-01) +.10:...|...|...|...x...c...|...| +.11:...|...|...|...c...|...p...| p: (1.9635e-01) +.12:...|...|...x...c...|...|...| 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:...|...|...|...|...|...|...h + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...c...|...|...|...x + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...|...|...|...|...h + ----------------------------- +.75:...|...|...|...c...x...|...c +.76:---------------------------- + :...|...|...|...|...|...|...h + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...c...|...|...|...x + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...|...|...|...|...h + ----------------------------- +.77:---------------------------- + :...|...|...|...|...|...h...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...c...|...|...|...|...x...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...|...h...| + ----------------------------- +.78:..u2...|...|...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) +.79:...|..u2...|...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) +.80:...|...|..u2...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) +.81:...|...|...|..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) +.82:...|...|...|...|...z...|...| +.83:...|...|...|...|...c...p...| p: (1.9635e-01) +.84:...|...|...|...x...c...|...| +.85:...|...|...|...c...|...p...| p: (-1.9635e-01) +.86:...|...|...|...x...c...|...| +.87:...|...|...|...c...|...p...| p: (1.9635e-01) +.88:...|...|...x...c...|...|...| +.89:...|...|...c...|...|...p...| p: (-1.9635e-01) +.90:...|...|...x...|...c...|...| +.91:...|...|...c...|...|...p...| p: (1.9635e-01) +.92:...|...|...x...c...|...|...| +.93:...|...|...c...|...|...p...| p: (-1.9635e-01) +.94:...|...|...x...|...c...|...| +.95:...|...|...c...|...|...p...| p: (1.9635e-01) +.96:...|...x...c...|...|...|...| +.97:...|...c...|...|...|...p...| p: (-1.9635e-01) +.98:...|...x...|...|...c...|...| +.99:...|...c...|...|...|...p...| p: (1.9635e-01) +100:...|...x...|...c...|...|...| +101:...|...c...|...|...|...p...| p: (-1.9635e-01) +102:...|...x...|...|...c...|...| +103:...|...c...|...|...|...p...| p: (1.9635e-01) +104:...|...x...c...|...|...|...| +105:...|...c...|...|...|...p...| p: (-1.9635e-01) +106:...|...x...|...|...c...|...| +107:...|...c...|...|...|...p...| p: (1.9635e-01) +108:...|...x...|...c...|...|...| +109:...|...c...|...|...|...p...| p: (-1.9635e-01) +110:...|...x...|...|...c...|...| +111:...|...c...|...|...|...p...| p: (1.9635e-01) +112:...x...c...|...|...|...|...| +113:...c...|...|...|...|...p...| p: (-1.9635e-01) +114:...x...|...|...|...c...|...| +115:...c...|...|...|...|...p...| p: (1.9635e-01) +116:...x...|...|...c...|...|...| +117:...c...|...|...|...|...p...| p: (-1.9635e-01) +118:...x...|...|...|...c...|...| +119:...c...|...|...|...|...p...| p: (1.9635e-01) +120:...x...|...c...|...|...|...| +121:...c...|...|...|...|...p...| p: (-1.9635e-01) +122:...x...|...|...|...c...|...| +123:...c...|...|...|...|...p...| p: (1.9635e-01) +124:...x...|...|...c...|...|...| +125:...c...|...|...|...|...p...| p: (-1.9635e-01) +126:...x...|...|...|...c...|...| +127:...c...|...|...|...|...p...| p: (1.9635e-01) +128:...x...c...|...|...|...|...| +129:...c...|...|...|...|...p...| p: (-1.9635e-01) +130:...|..ry...|...|...|...|...| p: (1.5708e+00) +131:...x...|...|...|...c...|...| +132:...c...|...|...|...|...p...| p: (1.9635e-01) +133:...x...|...|...c...|...|...| +134:...c...|...|...|...|...p...| p: (-1.9635e-01) +135:...x...|...|...|...c...|...| +136:...c...|...|...|...|...p...| p: (1.9635e-01) +137:...x...|...c...|...|...|...| +138:...c...|...|...|...|...p...| p: (-1.9635e-01) +139:...|...|..ry...|...|...|...| p: (1.5708e+00) +140:...x...|...|...|...c...|...| +141:...c...|...|...|...|...p...| p: (1.9635e-01) +142:...x...|...|...c...|...|...| +143:...c...|...|...|...|...p...| p: (-1.9635e-01) +144:...|...|...|..ry...|...|...| p: (1.5708e+00) +145:...x...|...|...|...c...|...| +146:...c...|...|...|...|...p...| p: (1.9635e-01) +147:..ry...|...|...|...|...|...| p: (1.5708e+00) +148:---------------------------- + :...|...|...|...|...|...h...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...c...|...|...|...|...x...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...|...h...| + ----------------------------- +149:---------------------------- + :...|...|...|...|...|...|...h + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...c...|...|...|...x + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...|...|...|...|...h + ----------------------------- +150:...|...|...|...|...z...|...| +151:...|...|...|...c...x...|...c +152:---------------------------- + :...|...|...|...|...|...|...h + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...c...|...|...|...x + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...|...|...|...|...h + ----------------------------- +153:---------------------------- + :...|...|...|...|...|...h...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...c...|...|...|...|...x...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...|...h...| + ----------------------------- +154:..u2...|...|...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) +155:...|..u2...|...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) +156:...|...|..u2...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) +157:...|...|...|..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) +158:...|...|...|...|...z...|...| +159:...|...|...|...|...c...p...| p: (1.9635e-01) 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(1.9635e-01) +184:...|...x...|...c...|...|...| +185:...|...c...|...|...|...p...| p: (-1.9635e-01) +186:...|...x...|...|...c...|...| +187:...|...c...|...|...|...p...| p: (1.9635e-01) +188:...x...c...|...|...|...|...| +189:...c...|...|...|...|...p...| p: (-1.9635e-01) +190:...x...|...|...|...c...|...| +191:...c...|...|...|...|...p...| p: (1.9635e-01) +192:...x...|...|...c...|...|...| +193:...c...|...|...|...|...p...| p: (-1.9635e-01) +194:...x...|...|...|...c...|...| +195:...c...|...|...|...|...p...| p: (1.9635e-01) +196:...x...|...c...|...|...|...| +197:...c...|...|...|...|...p...| p: (-1.9635e-01) +198:...x...|...|...|...c...|...| +199:...c...|...|...|...|...p...| p: (1.9635e-01) +200:...x...|...|...c...|...|...| +201:...c...|...|...|...|...p...| p: (-1.9635e-01) +202:...x...|...|...|...c...|...| +203:...c...|...|...|...|...p...| p: (1.9635e-01) +204:...x...c...|...|...|...|...| +205:...c...|...|...|...|...p...| p: (-1.9635e-01) +206:...|..ry...|...|...|...|...| p: (1.5708e+00) +207:...x...|...|...|...c...|...| +208:...c...|...|...|...|...p...| p: (1.9635e-01) +209:...x...|...|...c...|...|...| +210:...c...|...|...|...|...p...| p: (-1.9635e-01) +211:...x...|...|...|...c...|...| +212:...c...|...|...|...|...p...| p: (1.9635e-01) +213:...x...|...c...|...|...|...| +214:...c...|...|...|...|...p...| p: (-1.9635e-01) +215:...|...|..ry...|...|...|...| p: (1.5708e+00) +216:...x...|...|...|...c...|...| +217:...c...|...|...|...|...p...| p: (1.9635e-01) +218:...x...|...|...c...|...|...| +219:...c...|...|...|...|...p...| p: (-1.9635e-01) +220:...|...|...|..ry...|...|...| p: (1.5708e+00) +221:...x...|...|...|...c...|...| +222:...c...|...|...|...|...p...| p: (1.9635e-01) +223:..ry...|...|...|...|...|...| p: (1.5708e+00) +224:---------------------------- + :...|...|...|...|...|...h...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...c...|...|...|...|...x...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...|...h...| + ----------------------------- +225:---------------------------- + :...|...|...|...|...|...|...h + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...c...|...|...|...x + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...|...|...|...|...h + ----------------------------- +226:...|...|...|...|...z...|...| +227:...|...|...|...c...x...|...c +228:---------------------------- + :...|...|...|...|...|...|...h + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...c...|...|...|...x + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...|...|...|...|...h + ----------------------------- +229:---------------------------- + :...|...|...|...|...|...h...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...c...|...|...|...|...x...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...|...h...| + ----------------------------- +230:..u2...|...|...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) +231:...|..u2...|...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) +232:...|...|..u2...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) +233:...|...|...|..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) +234:...|...|...|...|...z...|...| +235:...|...|...|...|...c...p...| p: (1.9635e-01) +236:...|...|...|...x...c...|...| +237:...|...|...|...c...|...p...| p: (-1.9635e-01) +238:...|...|...|...x...c...|...| +239:...|...|...|...c...|...p...| p: (1.9635e-01) +240:...|...|...x...c...|...|...| +241:...|...|...c...|...|...p...| p: (-1.9635e-01) +242:...|...|...x...|...c...|...| +243:...|...|...c...|...|...p...| p: (1.9635e-01) +244:...|...|...x...c...|...|...| +245:...|...|...c...|...|...p...| p: (-1.9635e-01) 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(-1.9635e-01) +270:...x...|...|...|...c...|...| +271:...c...|...|...|...|...p...| p: (1.9635e-01) +272:...x...|...c...|...|...|...| +273:...c...|...|...|...|...p...| p: (-1.9635e-01) +274:...x...|...|...|...c...|...| +275:...c...|...|...|...|...p...| p: (1.9635e-01) +276:...x...|...|...c...|...|...| +277:...c...|...|...|...|...p...| p: (-1.9635e-01) +278:...x...|...|...|...c...|...| +279:...c...|...|...|...|...p...| p: (1.9635e-01) +280:...x...c...|...|...|...|...| +281:...c...|...|...|...|...p...| p: (-1.9635e-01) +282:...|..ry...|...|...|...|...| p: (1.5708e+00) +283:...x...|...|...|...c...|...| +284:...c...|...|...|...|...p...| p: (1.9635e-01) +285:...x...|...|...c...|...|...| +286:...c...|...|...|...|...p...| p: (-1.9635e-01) +287:...x...|...|...|...c...|...| +288:...c...|...|...|...|...p...| p: (1.9635e-01) +289:...x...|...c...|...|...|...| +290:...c...|...|...|...|...p...| p: (-1.9635e-01) +291:...|...|..ry...|...|...|...| p: (1.5708e+00) +292:...x...|...|...|...c...|...| +293:...c...|...|...|...|...p...| p: (1.9635e-01) +294:...x...|...|...c...|...|...| +295:...c...|...|...|...|...p...| p: (-1.9635e-01) +296:...|...|...|..ry...|...|...| p: (1.5708e+00) +297:...x...|...|...|...c...|...| +298:...c...|...|...|...|...p...| p: (1.9635e-01) +299:..ry...|...|...|...|...|...| p: (1.5708e+00) +300:---------------------------- + :...|...|...|...|...|...h...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...c...|...|...|...|...x...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...|...h...| + ----------------------------- +301:---------------------------- + :...|...|...|...|...|...|...h + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...c...|...|...|...x + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...|...|...|...|...h + ----------------------------- +302:...|...|...|...|...z...|...| +303:...|...|...|...c...x...|...c +304:---------------------------- + :...|...|...|...|...|...|...h + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...c...|...|...|...x + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...|...|...|...|...h + ----------------------------- +305:---------------------------- + :...|...|...|...|...|...h...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...c...|...|...|...|...x...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...|...h...| + ----------------------------- +306:..u2...|...|...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) +307:...|..u2...|...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) +308:...|...|..u2...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) +309:...|...|...|..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) +310:...|...|...|...|...z...|...| +311:============================ +312:...0...|...|...|...|...|...| +313:...|...1...|...|...|...|...| +314:...|...|...2...|...|...|...| +315:...|...|...|...3...|...|...| +316:...|...|...|...|...4...|...| +317:...|...|...|...|...|...5...| +318:...|...|...|...|...|...|...6 +..o:...0...1...2...3...4...5...6 +Q: 0 w: 3 | Q: 1 w: 5 | Q: 2 w: 7 | Q: 3 w: 10 | Q: 4 w: 12 | Q: 5 w: 1 | Q: 6 w: 13 | +Computed Permutation: 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4|6 -> 6| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Identity Duration: 3.4320e-04s............................. +Permuted Duration: 3.1779e-04s............................. +Identity active_nodes: 12 ...................................... +Permuted active_nodes: 15 ...................................... +Identity max_nodes: 69 ...................................... +Permuted max_nodes: 76 ...................................... +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/grover-v-chain_indep_qiskit_gates.txt b/test/BenchmarkQuasm/results/grover-v-chain_indep_qiskit_gates.txt new file mode 100644 index 00000000..88ae8624 --- /dev/null +++ b/test/BenchmarkQuasm/results/grover-v-chain_indep_qiskit_gates.txt @@ -0,0 +1,1015 @@ +Start Simulation of grover-v-chain_indep_qiskit_2__________________________________________________ + +i: 0 1 +1: h | +2: | x +3:======== +4: 0 | +5: | 1 +o: 0 1 +Computed Permutation: ................0 -> 0|1 -> 1| +Original Permutation: ................0 -> 0|1 -> 1| +Identity Duration: 1.0375e-06s............................. +Permuted Duration: 1.0225e-06s............................. +Identity active_nodes: 2 ...................................... +Permuted active_nodes: 2 ...................................... +Identity max_nodes: 5 ...................................... +Permuted max_nodes: 5 ...................................... +________________________________________________________________________________________________ + +Start Simulation of grover-v-chain_indep_qiskit_3__________________________________________________ + +.i:...0...1...2 +.1:...h...|...| +.2:...|...h...| +.3:...|...|...x +.4:...|...c...s +.5:...x...c...| +.6:...c...|.sdg +.7:...x...c...| +.8:...c...|...s +.9:..ry...|...| p: (1.5708e+00) +10:...|...z...| +11:...c...x...| +12:..u2...|...| p: (-3.1416e+00) (-3.1416e+00) +13:...|...z...| +14:============ +15:...0...|...| +16:...|...1...| +17:...|...|...2 +.o:...0...1...2 +Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Identity Duration: 5.6200e-06s............................. +Permuted Duration: 5.6025e-06s............................. +Identity active_nodes: 3 ...................................... +Permuted active_nodes: 3 ...................................... +Identity max_nodes: 11 ...................................... +Permuted max_nodes: 11 ...................................... +________________________________________________________________________________________________ + +Start Simulation of grover-v-chain_indep_qiskit_4__________________________________________________ + +.i:...0...1...2...3 +.1:...h...|...|...| +.2:...|...h...|...| +.3:...|...|...h...| +.4:...|...|...|...x +.5:...|...|...c...t +.6:...|...x...c...| +.7:...|...c...|.tdg +.8:...|...x...c...| +.9:...|...c...|...t +10:...x...c...|...| +11:...c...|...|.tdg +12:...x...|...c...| +13:...c...|...|...t +14:...x...c...|...| +15:...c...|...|.tdg +16:...|..ry...|...| p: (1.5708e+00) +17:...x...|...c...| +18:...c...|...|...t +19:..ry...|...|...| p: (1.5708e+00) +20:...|...|...z...| +21:...c...c...x...| +22:..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) +23:...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) +24:...|...|...z...| 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+Identity max_nodes: 19 ...................................... +Permuted max_nodes: 19 ...................................... +________________________________________________________________________________________________ + +Start Simulation of grover-v-chain_indep_qiskit_5__________________________________________________ + +..i:...0...1...2...3...4 +..1:...h...|...|...|...| +..2:...|...h...|...|...| +..3:...|...|...h...|...| +..4:...|...|...|...h...| +..5:...|...|...|...|...x +..6:...|...|...|...c...p p: (3.9270e-01) +..7:...|...|...x...c...| +..8:...|...|...c...|...p p: (-3.9270e-01) +..9:...|...|...x...c...| +.10:...|...|...c...|...p p: (3.9270e-01) +.11:...|...x...c...|...| +.12:...|...c...|...|...p p: (-3.9270e-01) +.13:...|...x...|...c...| +.14:...|...c...|...|...p p: (3.9270e-01) +.15:...|...x...c...|...| +.16:...|...c...|...|...p p: (-3.9270e-01) +.17:...|...x...|...c...| +.18:...|...c...|...|...p p: (3.9270e-01) +.19:...x...c...|...|...| +.20:...c...|...|...|...p p: 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:...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +122:..u2...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) +123:...|..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) +124:...|...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) +125:...|...|...|...z...| +126:==================== +127:...0...|...|...|...| +128:...|...1...|...|...| +129:...|...|...2...|...| +130:...|...|...|...3...| +131:...|...|...|...|...4 +..o:...0...1...2...3...4 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Identity Duration: 1.0517e-04s............................. +Permuted Duration: 1.0622e-04s............................. +Identity active_nodes: 9 ...................................... +Permuted active_nodes: 9 ...................................... +Identity max_nodes: 42 ...................................... +Permuted max_nodes: 42 ...................................... 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(-3.1416e+00) (-3.1416e+00) +124:...|...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) +125:...|...|...|...z...| +126:==================== +127:...0...|...|...|...| +128:...|...1...|...|...| +129:...|...|...2...|...| +130:...|...|...|...3...| +131:...|...|...|...|...4 +..o:...0...1...2...3...4 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Identity Duration: 1.0472e-04s............................. +Permuted Duration: 1.0313e-04s............................. +Identity active_nodes: 9 ...................................... +Permuted active_nodes: 9 ...................................... +Identity max_nodes: 42 ...................................... +Permuted max_nodes: 42 ...................................... +________________________________________________________________________________________________ + +Start Simulation of grover-v-chain_indep_qiskit_7__________________________________________________ + 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+.71:..ry...|...|...|...|...|...| p: (1.5708e+00) +.72:---------------------------- + :...|...|...|...|...|...h...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...c...|...|...|...|...x...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...|...h...| + ----------------------------- +.73:...|...|...|...|...z...|...| +.74:---------------------------- + :...|...|...|...|...|...|...h + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...c...|...|...|...x + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...|...|...|...|...h + ----------------------------- +.75:...|...|...|...c...x...|...c +.76:---------------------------- + :...|...|...|...|...|...|...h + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...c...|...|...|...x + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...|...|...|...|...h + ----------------------------- +.77:---------------------------- + :...|...|...|...|...|...h...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...c...|...|...|...|...x...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...|...h...| + ----------------------------- +.78:..u2...|...|...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) +.79:...|..u2...|...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) +.80:...|...|..u2...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) +.81:...|...|...|..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) +.82:...|...|...|...|...z...|...| +.83:...|...|...|...|...c...p...| p: (1.9635e-01) +.84:...|...|...|...x...c...|...| +.85:...|...|...|...c...|...p...| p: (-1.9635e-01) +.86:...|...|...|...x...c...|...| +.87:...|...|...|...c...|...p...| p: (1.9635e-01) +.88:...|...|...x...c...|...|...| +.89:...|...|...c...|...|...p...| p: (-1.9635e-01) +.90:...|...|...x...|...c...|...| +.91:...|...|...c...|...|...p...| p: (1.9635e-01) +.92:...|...|...x...c...|...|...| +.93:...|...|...c...|...|...p...| p: (-1.9635e-01) +.94:...|...|...x...|...c...|...| +.95:...|...|...c...|...|...p...| p: (1.9635e-01) +.96:...|...x...c...|...|...|...| +.97:...|...c...|...|...|...p...| p: (-1.9635e-01) +.98:...|...x...|...|...c...|...| +.99:...|...c...|...|...|...p...| p: (1.9635e-01) +100:...|...x...|...c...|...|...| +101:...|...c...|...|...|...p...| p: (-1.9635e-01) +102:...|...x...|...|...c...|...| +103:...|...c...|...|...|...p...| p: (1.9635e-01) +104:...|...x...c...|...|...|...| +105:...|...c...|...|...|...p...| p: (-1.9635e-01) +106:...|...x...|...|...c...|...| +107:...|...c...|...|...|...p...| p: (1.9635e-01) +108:...|...x...|...c...|...|...| +109:...|...c...|...|...|...p...| p: (-1.9635e-01) +110:...|...x...|...|...c...|...| +111:...|...c...|...|...|...p...| p: (1.9635e-01) +112:...x...c...|...|...|...|...| +113:...c...|...|...|...|...p...| p: (-1.9635e-01) +114:...x...|...|...|...c...|...| +115:...c...|...|...|...|...p...| p: (1.9635e-01) +116:...x...|...|...c...|...|...| +117:...c...|...|...|...|...p...| p: (-1.9635e-01) +118:...x...|...|...|...c...|...| +119:...c...|...|...|...|...p...| p: (1.9635e-01) +120:...x...|...c...|...|...|...| +121:...c...|...|...|...|...p...| p: (-1.9635e-01) +122:...x...|...|...|...c...|...| +123:...c...|...|...|...|...p...| p: (1.9635e-01) +124:...x...|...|...c...|...|...| +125:...c...|...|...|...|...p...| p: (-1.9635e-01) +126:...x...|...|...|...c...|...| +127:...c...|...|...|...|...p...| p: (1.9635e-01) +128:...x...c...|...|...|...|...| +129:...c...|...|...|...|...p...| p: (-1.9635e-01) +130:...|..ry...|...|...|...|...| p: (1.5708e+00) +131:...x...|...|...|...c...|...| +132:...c...|...|...|...|...p...| p: (1.9635e-01) +133:...x...|...|...c...|...|...| +134:...c...|...|...|...|...p...| p: (-1.9635e-01) +135:...x...|...|...|...c...|...| +136:...c...|...|...|...|...p...| p: (1.9635e-01) +137:...x...|...c...|...|...|...| +138:...c...|...|...|...|...p...| p: (-1.9635e-01) +139:...|...|..ry...|...|...|...| p: (1.5708e+00) +140:...x...|...|...|...c...|...| +141:...c...|...|...|...|...p...| p: (1.9635e-01) +142:...x...|...|...c...|...|...| +143:...c...|...|...|...|...p...| p: (-1.9635e-01) +144:...|...|...|..ry...|...|...| p: (1.5708e+00) +145:...x...|...|...|...c...|...| +146:...c...|...|...|...|...p...| p: (1.9635e-01) +147:..ry...|...|...|...|...|...| p: (1.5708e+00) +148:---------------------------- + :...|...|...|...|...|...h...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...c...|...|...|...|...x...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...|...h...| + ----------------------------- +149:---------------------------- + :...|...|...|...|...|...|...h + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...c...|...|...|...x + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...|...|...|...|...h + ----------------------------- +150:...|...|...|...|...z...|...| +151:...|...|...|...c...x...|...c +152:---------------------------- + :...|...|...|...|...|...|...h + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...c...|...|...|...x + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...|...|...|...|...h + ----------------------------- +153:---------------------------- + :...|...|...|...|...|...h...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...c...|...|...|...|...x...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...|...h...| + ----------------------------- +154:..u2...|...|...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) +155:...|..u2...|...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) +156:...|...|..u2...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) +157:...|...|...|..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) +158:...|...|...|...|...z...|...| +159:...|...|...|...|...c...p...| p: (1.9635e-01) +160:...|...|...|...x...c...|...| +161:...|...|...|...c...|...p...| p: (-1.9635e-01) +162:...|...|...|...x...c...|...| +163:...|...|...|...c...|...p...| p: (1.9635e-01) +164:...|...|...x...c...|...|...| +165:...|...|...c...|...|...p...| p: (-1.9635e-01) +166:...|...|...x...|...c...|...| +167:...|...|...c...|...|...p...| p: (1.9635e-01) +168:...|...|...x...c...|...|...| +169:...|...|...c...|...|...p...| p: (-1.9635e-01) +170:...|...|...x...|...c...|...| +171:...|...|...c...|...|...p...| p: (1.9635e-01) +172:...|...x...c...|...|...|...| +173:...|...c...|...|...|...p...| p: (-1.9635e-01) +174:...|...x...|...|...c...|...| +175:...|...c...|...|...|...p...| p: (1.9635e-01) +176:...|...x...|...c...|...|...| +177:...|...c...|...|...|...p...| p: (-1.9635e-01) +178:...|...x...|...|...c...|...| +179:...|...c...|...|...|...p...| p: (1.9635e-01) +180:...|...x...c...|...|...|...| +181:...|...c...|...|...|...p...| p: (-1.9635e-01) +182:...|...x...|...|...c...|...| +183:...|...c...|...|...|...p...| p: (1.9635e-01) +184:...|...x...|...c...|...|...| +185:...|...c...|...|...|...p...| p: (-1.9635e-01) +186:...|...x...|...|...c...|...| +187:...|...c...|...|...|...p...| p: (1.9635e-01) +188:...x...c...|...|...|...|...| +189:...c...|...|...|...|...p...| p: (-1.9635e-01) +190:...x...|...|...|...c...|...| +191:...c...|...|...|...|...p...| p: (1.9635e-01) +192:...x...|...|...c...|...|...| +193:...c...|...|...|...|...p...| p: (-1.9635e-01) +194:...x...|...|...|...c...|...| +195:...c...|...|...|...|...p...| p: (1.9635e-01) +196:...x...|...c...|...|...|...| +197:...c...|...|...|...|...p...| p: (-1.9635e-01) +198:...x...|...|...|...c...|...| +199:...c...|...|...|...|...p...| p: (1.9635e-01) +200:...x...|...|...c...|...|...| +201:...c...|...|...|...|...p...| p: (-1.9635e-01) +202:...x...|...|...|...c...|...| +203:...c...|...|...|...|...p...| p: (1.9635e-01) +204:...x...c...|...|...|...|...| +205:...c...|...|...|...|...p...| p: (-1.9635e-01) +206:...|..ry...|...|...|...|...| p: (1.5708e+00) +207:...x...|...|...|...c...|...| +208:...c...|...|...|...|...p...| p: (1.9635e-01) +209:...x...|...|...c...|...|...| +210:...c...|...|...|...|...p...| p: (-1.9635e-01) +211:...x...|...|...|...c...|...| +212:...c...|...|...|...|...p...| p: (1.9635e-01) +213:...x...|...c...|...|...|...| +214:...c...|...|...|...|...p...| p: (-1.9635e-01) +215:...|...|..ry...|...|...|...| p: (1.5708e+00) +216:...x...|...|...|...c...|...| +217:...c...|...|...|...|...p...| p: (1.9635e-01) +218:...x...|...|...c...|...|...| +219:...c...|...|...|...|...p...| p: (-1.9635e-01) +220:...|...|...|..ry...|...|...| p: (1.5708e+00) +221:...x...|...|...|...c...|...| +222:...c...|...|...|...|...p...| p: (1.9635e-01) +223:..ry...|...|...|...|...|...| p: (1.5708e+00) +224:---------------------------- + :...|...|...|...|...|...h...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...c...|...|...|...|...x...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...|...h...| + ----------------------------- +225:---------------------------- + :...|...|...|...|...|...|...h + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...c...|...|...|...x + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...|...|...|...|...h + ----------------------------- +226:...|...|...|...|...z...|...| +227:...|...|...|...c...x...|...c +228:---------------------------- + :...|...|...|...|...|...|...h + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...c...|...|...|...x + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...|...|...|...|...h + ----------------------------- +229:---------------------------- + :...|...|...|...|...|...h...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...c...|...|...|...|...x...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...|...h...| + ----------------------------- +230:..u2...|...|...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) +231:...|..u2...|...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) +232:...|...|..u2...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) +233:...|...|...|..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) +234:...|...|...|...|...z...|...| +235:...|...|...|...|...c...p...| p: (1.9635e-01) +236:...|...|...|...x...c...|...| +237:...|...|...|...c...|...p...| p: (-1.9635e-01) +238:...|...|...|...x...c...|...| +239:...|...|...|...c...|...p...| p: (1.9635e-01) +240:...|...|...x...c...|...|...| +241:...|...|...c...|...|...p...| p: (-1.9635e-01) +242:...|...|...x...|...c...|...| +243:...|...|...c...|...|...p...| p: (1.9635e-01) +244:...|...|...x...c...|...|...| +245:...|...|...c...|...|...p...| p: (-1.9635e-01) +246:...|...|...x...|...c...|...| +247:...|...|...c...|...|...p...| p: (1.9635e-01) +248:...|...x...c...|...|...|...| +249:...|...c...|...|...|...p...| p: (-1.9635e-01) +250:...|...x...|...|...c...|...| +251:...|...c...|...|...|...p...| p: (1.9635e-01) +252:...|...x...|...c...|...|...| +253:...|...c...|...|...|...p...| p: (-1.9635e-01) +254:...|...x...|...|...c...|...| +255:...|...c...|...|...|...p...| p: (1.9635e-01) +256:...|...x...c...|...|...|...| +257:...|...c...|...|...|...p...| p: (-1.9635e-01) +258:...|...x...|...|...c...|...| +259:...|...c...|...|...|...p...| p: (1.9635e-01) +260:...|...x...|...c...|...|...| +261:...|...c...|...|...|...p...| p: (-1.9635e-01) +262:...|...x...|...|...c...|...| +263:...|...c...|...|...|...p...| p: (1.9635e-01) +264:...x...c...|...|...|...|...| +265:...c...|...|...|...|...p...| p: (-1.9635e-01) +266:...x...|...|...|...c...|...| +267:...c...|...|...|...|...p...| p: (1.9635e-01) +268:...x...|...|...c...|...|...| +269:...c...|...|...|...|...p...| p: (-1.9635e-01) +270:...x...|...|...|...c...|...| +271:...c...|...|...|...|...p...| p: (1.9635e-01) +272:...x...|...c...|...|...|...| +273:...c...|...|...|...|...p...| p: (-1.9635e-01) +274:...x...|...|...|...c...|...| +275:...c...|...|...|...|...p...| p: (1.9635e-01) +276:...x...|...|...c...|...|...| +277:...c...|...|...|...|...p...| p: (-1.9635e-01) +278:...x...|...|...|...c...|...| +279:...c...|...|...|...|...p...| p: (1.9635e-01) +280:...x...c...|...|...|...|...| +281:...c...|...|...|...|...p...| p: (-1.9635e-01) +282:...|..ry...|...|...|...|...| p: (1.5708e+00) +283:...x...|...|...|...c...|...| +284:...c...|...|...|...|...p...| p: (1.9635e-01) +285:...x...|...|...c...|...|...| +286:...c...|...|...|...|...p...| p: (-1.9635e-01) +287:...x...|...|...|...c...|...| +288:...c...|...|...|...|...p...| p: (1.9635e-01) +289:...x...|...c...|...|...|...| +290:...c...|...|...|...|...p...| p: (-1.9635e-01) +291:...|...|..ry...|...|...|...| p: (1.5708e+00) +292:...x...|...|...|...c...|...| +293:...c...|...|...|...|...p...| p: (1.9635e-01) +294:...x...|...|...c...|...|...| +295:...c...|...|...|...|...p...| p: (-1.9635e-01) +296:...|...|...|..ry...|...|...| p: (1.5708e+00) +297:...x...|...|...|...c...|...| +298:...c...|...|...|...|...p...| p: (1.9635e-01) +299:..ry...|...|...|...|...|...| p: (1.5708e+00) +300:---------------------------- + :...|...|...|...|...|...h...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...c...|...|...|...|...x...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...|...h...| + ----------------------------- +301:---------------------------- + :...|...|...|...|...|...|...h + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...c...|...|...|...x + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...|...|...|...|...h + ----------------------------- +302:...|...|...|...|...z...|...| +303:...|...|...|...c...x...|...c +304:---------------------------- + :...|...|...|...|...|...|...h + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...c...|...|...|...x + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...|...|...|...|...h + ----------------------------- +305:---------------------------- + :...|...|...|...|...|...h...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...c...|...|...|...|...x...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...|...h...| + ----------------------------- +306:..u2...|...|...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) +307:...|..u2...|...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) +308:...|...|..u2...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) +309:...|...|...|..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) +310:...|...|...|...|...z...|...| +311:============================ +312:...0...|...|...|...|...|...| +313:...|...1...|...|...|...|...| +314:...|...|...2...|...|...|...| +315:...|...|...|...3...|...|...| +316:...|...|...|...|...4...|...| +317:...|...|...|...|...|...5...| +318:...|...|...|...|...|...|...6 +..o:...0...1...2...3...4...5...6 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Identity Duration: 3.2836e-04s............................. +Permuted Duration: 3.4417e-04s............................. +Identity active_nodes: 12 ...................................... +Permuted active_nodes: 12 ...................................... +Identity max_nodes: 69 ...................................... +Permuted max_nodes: 69 ...................................... +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/grover_all.txt b/test/BenchmarkQuasm/results/grover_all.txt new file mode 100644 index 00000000..64bf4308 --- /dev/null +++ b/test/BenchmarkQuasm/results/grover_all.txt @@ -0,0 +1,5723 @@ +Start Simulation of grover_5__________________________________________________ + + i: 0 1 2 3 4 5 6 + 1: | | | | | | x + 2: | | h | | | | + 3: | | | h | | | + 4: | | | | h | | + 5: | | | | | h | + 6: | | | | | x | + 7: | | | x | | | + 8: | | x | | | | + 9: h | | | | | | + 10: | | t | | | | + 11: | | | t | | | + 12: t | | | | | | + 13: | | c x | | | + 14: x | | c | | | + 15: c | x | | | | + 16: | | tdg | | | | + 17: | | | tdg | | | + 18: t | | | | | | + 19: | | x c | | | + 20: | | tdg | | | | + 21: x | | c | | | + 22: c | x | | | | + 23: | | c x | | | + 24: h | | | | | | + 25: | h | | | | | + 26: t | | | | | | + 27: | | | | t | | + 28: | t | | | | | + 29: c | | | x | | + 30: | x | | c | | + 31: x c | | | | | + 32: tdg | | | | | | + 33: | | | | tdg | | + 34: | t | | | | | + 35: x | | | c | | + 36: tdg | | | | | | + 37: | x | | c | | + 38: x c | | | | | + 39: c | | | x | | + 40: | h | | | | | + 41: | t | | | | | + 42: | | | | | t | + 43: | | | | | | t + 44: | c | | | x | + 45: | | | | | c x + 46: | x | | | | c + 47: | tdg | | | | | + 48: | | | | | tdg | + 49: | | | | | | t + 50: | x | | | c | + 51: | tdg | | | | | + 52: | | | | | c x + 53: | x | | | | c + 54: | c | | | x | + 55: | h | | | | | + 56: t | | | | | | + 57: | | | | t | | + 58: | t | | | | | + 59: c | | | x | | + 60: | x | | c | | + 61: x c | | | | | + 62: tdg | | | | | | + 63: | | | | tdg | | + 64: | t | | | | | + 65: x | | | c | | + 66: tdg | | | | | | + 67: | x | | c | | + 68: x c | | | | | + 69: c | | | x | | + 70: h | | | | | | + 71: | | t | | | | + 72: | | | t | | | + 73: t | | | | | | + 74: | | c x | | | + 75: x | | c | | | + 76: c | x | | | | + 77: | | tdg | | | | + 78: | | | tdg | | | + 79: t | | | | | | + 80: | | x c | | | + 81: | | tdg | | | | + 82: x | | c | | | + 83: c | x | | | | + 84: | | c x | | | + 85: | | | | | x | + 86: | | | x | | | + 87: | | x | | | | + 88: | | h | | | | + 89: | | | h | | | + 90: | | | | h | | + 91: | | | | | h | + 92: | | x | | | | + 93: | | | x | | | + 94: | | | | x | | + 95: | | | | | x | + 96: | | t | | | | + 97: | | | t | | | + 98: t | | | | | | + 99: | | c x | | | +100: x | | c | | | +101: c | x | | | | +102: | | tdg | | | | +103: | | | tdg | | | +104: t | | | | | | +105: | | x c | | | +106: | | tdg | | | | +107: x | | c | | | +108: c | x | | | | +109: | | c x | | | +110: h | | | | | | +111: t | | | | | | +112: | | | | t | | +113: | | | | | t | +114: c | | | x | | +115: | | | | c x | +116: x | | | | c | +117: tdg | | | | | | +118: | | | | tdg | | +119: | | | | | t | +120: x | | | c | | +121: tdg | | | | | | +122: | | | | c x | +123: x | | | | c | +124: c | | | x | | +125: h | | | | | | +126: | | t | | | | +127: | | | t | | | +128: t | | | | | | +129: | | c x | | | +130: x | | c | | | +131: c | x | | | | +132: | | tdg | | | | +133: | | | tdg | | | +134: t | | | | | | +135: | | x c | | | +136: | | tdg | | | | +137: x | | c | | | +138: c | x | | | | +139: | | c x | | | +140: | | x | | | | +141: | | | x | | | +142: | | | | x | | +143: | | | | | x | +144: | | h | | | | +145: | | | h | | | +146: | | | | h | | +147: | | | | | h | +148: | | | | | x | +149: | | | x | | | +150: | | x | | | | +151: | | t | | | | +152: | | | t | | | +153: t | | | | | | +154: | | c x | | | +155: x | | c | | | +156: c | x | | | | +157: | | tdg | | | | +158: | | | tdg | | | +159: t | | | | | | +160: | | x c | | | +161: | | tdg | | | | +162: x | | c | | | +163: c | x | | | | +164: | | c x | | | +165: h | | | | | | +166: t | | | | | | +167: | | | | t | | +168: | t | | | | | +169: c | | | x | | +170: | x | | c | | +171: x c | | | | | +172: tdg | | | | | | +173: | | | | tdg | | +174: | t | | | | | +175: x | | | c | | +176: tdg | | | | | | +177: | x | | c | | +178: x c | | | | | +179: c | | | x | | +180: | h | | | | | +181: | t | | | | | +182: | | | | | t | +183: | | | | | | t +184: | c | | | x | +185: | | | | | c x +186: | x | | | | c +187: | tdg | | | | | +188: | | | | | tdg | +189: | | | | | | t +190: | x | | | c | +191: | tdg | | | | | +192: | | | | | c x +193: | x | | | | c +194: | c | | | x | +195: | h | | | | | +196: t | | | | | | +197: | | | | t | | +198: | t | | | | | +199: c | | | x | | +200: | x | | c | | +201: x c | | | | | +202: tdg | | | | | | +203: | | | | tdg | | +204: | t | | | | | +205: x | | | c | | +206: tdg | | | | | | +207: | x | | c | | +208: x c | | | | | +209: c | | | x | | +210: h | | | | | | +211: | | t | | | | +212: | | | t | | | +213: t | | | | | | +214: | | c x | | | +215: x | | c | | | +216: c | x | | | | +217: | | tdg | | | | +218: | | | tdg | | | +219: t | | | | | | +220: | | x c | | | +221: | | tdg | | | | +222: x | | c | | | +223: c | x | | | | +224: | | c x | | | +225: | | | | | x | +226: | | | x | | | +227: | | x | | | | +228: | | h | | | | +229: | | | h | | | +230: | | | | h | | +231: | | | | | h | +232: | | x | | | | +233: | | | x | | | +234: | | | | x | | +235: | | | | | x | +236: | | t | | | | +237: | | | t | | | +238: t | | | | | | +239: | | c x | | | +240: x | | c | | | +241: c | x | | | | +242: | | tdg | | | | +243: | | | tdg | | | +244: t | | | | | | +245: | | x c | | | +246: | | tdg | | | | +247: x | | c | | | +248: c | x | | | | +249: | | c x | | | +250: h | | | | | | +251: t | | | | | | +252: | | | | t | | +253: | | | | | t | +254: c | | | x | | +255: | | | | c x | +256: x | | | | c | +257: tdg | | | | | | +258: | | | | tdg | | +259: | | | | | t | +260: x | | | c | | +261: tdg | | | | | | +262: | | | | c x | +263: x | | | | c | +264: c | | | x | | +265: h | | | | | | +266: | | t | | | | +267: | | | t | | | +268: t | | | | | | +269: | | c x | | | +270: x | | c | | | +271: c | x | | | | +272: | | tdg | | | | +273: | | | tdg | | | +274: t | | | | | | +275: | | x c | | | +276: | | tdg | | | | +277: x | | c | | | +278: c | x | | | | +279: | | c x | | | +280: | | x | | | | +281: | | | x | | | +282: | | | | x | | +283: | | | | | x | +284: | | h | | | | +285: | | | h | | | +286: | | | | h | | +287: | | | | | h | +288: | | | | | x | +289: | | | x | | | +290: | | x | | | | +291: | | t | | | | +292: | | | t | | | +293: t | | | | | | +294: | | c x | | | +295: x | | c | | | +296: c | x | | | | +297: | | tdg | | | | +298: | | | tdg | | | +299: t | | | | | | +300: | | x c | | | +301: | | tdg | | | | +302: x | | c | | | +303: c | x | | | | +304: | | c x | | | +305: h | | | | | | +306: t | | | | | | +307: | | | | t | | +308: | t | | | | | +309: c | | | x | | +310: | x | | c | | +311: x c | | | | | +312: tdg | | | | | | +313: | | | | tdg | | +314: | t | | | | | +315: x | | | c | | +316: tdg | | | | | | +317: | x | | c | | +318: x c | | | | | +319: c | | | x | | +320: | h | | | | | +321: | t | | | | | +322: | | | | | t | +323: | | | | | | t +324: | c | | | x | +325: | | | | | c x +326: | x | | | | c +327: | tdg | | | | | +328: | | | | | tdg | +329: | | | | | | t +330: | x | | | c | +331: | tdg | | | | | +332: | | | | | c x +333: | x | | | | c +334: | c | | | x | +335: | h | | | | | +336: t | | | | | | +337: | | | | t | | +338: | t | | | | | +339: c | | | x | | +340: | x | | c | | +341: x c | | | | | +342: tdg | | | | | | +343: | | | | tdg | | +344: | t | | | | | +345: x | | | c | | +346: tdg | | | | | | +347: | x | | c | | +348: x c | | | | | +349: c | | | x | | +350: h | | | | | | +351: | | t | | | | +352: | | | t | | | +353: t | | | | | | +354: | | c x | | | +355: x | | c | | | +356: c | x | | | | +357: | | tdg | | | | +358: | | | tdg | | | +359: t | | | | | | +360: | | x c | | | +361: | | tdg | | | | +362: x | | c | | | +363: c | x | | | | +364: | | c x | | | +365: | | | | | x | +366: | | | x | | | +367: | | x | | | | +368: | | h | | | | +369: | | | h | | | +370: | | | | h | | +371: | | | | | h | +372: | | x | | | | +373: | | | x | | | +374: | | | | x | | +375: | | | | | x | +376: | | t | | | | +377: | | | t | | | +378: t | | | | | | +379: | | c x | | | +380: x | | c | | | +381: c | x | | | | +382: | | tdg | | | | +383: | | | tdg | | | +384: t | | | | | | +385: | | x c | | | +386: | | tdg | | | | +387: x | | c | | | +388: c | x | | | | +389: | | c x | | | +390: h | | | | | | +391: t | | | | | | +392: | | | | t | | +393: | | | | | t | +394: c | | | x | | +395: | | | | c x | +396: x | | | | c | +397: tdg | | | | | | +398: | | | | tdg | | +399: | | | | | t | +400: x | | | c | | +401: tdg | | | | | | +402: | | | | c x | +403: x | | | | c | +404: c | | | x | | +405: h | | | | | | +406: | | t | | | | +407: | | | t | | | +408: t | | | | | | +409: | | c x | | | +410: x | | c | | | +411: c | x | | | | +412: | | tdg | | | | +413: | | | tdg | | | +414: t | | | | | | +415: | | x c | | | +416: | | tdg | | | | +417: x | | c | | | +418: c | x | | | | +419: | | c x | | | +420: | | x | | | | +421: | | | x | | | +422: | | | | x | | +423: | | | | | x | +424: | | h | | | | +425: | | | h | | | +426: | | | | h | | +427: | | | | | h | +428: | | | | | x | +429: | | | x | | | +430: | | x | | | | +431: | | t | | | | +432: | | | t | | | +433: t | | | | | | +434: | | c x | | | +435: x | | c | | | +436: c | x | | | | +437: | | tdg | | | | +438: | | | tdg | | | +439: t | | | | | | +440: | | x c | | | +441: | | tdg | | | | +442: x | | c | | | +443: c | x | | | | +444: | | c x | | | +445: h | | | | | | +446: t | | | | | | +447: | | | | t | | +448: | t | | | | | +449: c | | | x | | +450: | x | | c | | +451: x c | | | | | +452: tdg | | | | | | +453: | | | | tdg | | +454: | t | | | | | +455: x | | | c | | +456: tdg | | | | | | +457: | x | | c | | +458: x c | | | | | +459: c | | | x | | +460: | h | | | | | +461: | t | | | | | +462: | | | | | t | +463: | | | | | | t +464: | c | | | x | +465: | | | | | c x +466: | x | | | | c +467: | tdg | | | | | +468: | | | | | tdg | +469: | | | | | | t +470: | x | | | c | +471: | tdg | | | | | +472: | | | | | c x +473: | x | | | | c +474: | c | | | x | +475: | h | | | | | +476: t | | | | | | +477: | | | | t | | +478: | t | | | | | +479: c | | | x | | +480: | x | | c | | +481: x c | | | | | +482: tdg | | | | | | +483: | | | | tdg | | +484: | t | | | | | +485: x | | | c | | +486: tdg | | | | | | +487: | x | | c | | +488: x c | | | | | +489: c | | | x | | +490: | h | | | | | +491: h | | | | | | +492: | | t | | | | +493: | | | t | | | +494: t | | | | | | +495: | | c x | | | +496: x | | c | | | +497: c | x | | | | +498: | | tdg | | | | +499: | | | tdg | | | +500: t | | | | | | +501: | | x c | | | +502: | | tdg | | | | +503: x | | c | | | +504: c | x | | | | +505: | | c x | | | +506: | | | | | x | +507: | | | x | | | +508: | | x | | | | +509: | | h | | | | +510: | | | h | | | +511: | | | | h | | +512: | | | | | h | +513: | | x | | | | +514: | | | x | | | +515: | | | | x | | +516: | | | | | x | +517: | | t | | | | +518: | | | t | | | +519: t | | | | | | +520: | | c x | | | +521: x | | c | | | +522: c | x | | | | +523: | | tdg | | | | +524: | | | tdg | | | +525: t | | | | | | +526: | | x c | | | +527: | | tdg | | | | +528: x | | c | | | +529: c | x | | | | +530: | | c x | | | +531: h | | | | | | +532: t | | | | | | +533: | | | | t | | +534: | | | | | t | +535: c | | | x | | +536: | | | | c x | +537: x | | | | c | +538: tdg | | | | | | +539: | | | | tdg | | +540: | | | | | t | +541: x | | | c | | +542: tdg | | | | | | +543: | | | | c x | +544: x | | | | c | +545: c | | | x | | +546: h | | | | | | +547: | | t | | | | +548: | | | t | | | +549: t | | | | | | +550: | | c x | | | +551: x | | c | | | +552: c | x | | | | +553: | | tdg | | | | +554: | | | tdg | | | +555: t | | | | | | +556: | | x c | | | +557: | | tdg | | | | +558: x | | c | | | +559: c | x | | | | +560: | | c x | | | +561: h | | | | | | +562: | | x | | | | +563: | | | x | | | +564: | | | | x | | +565: | | | | | x | +566: | | h | | | | +567: | | | h | | | +568: | | | | h | | +569: | | | | | h | + o: 0 1 2 3 4 5 6 +Total Permutations: 5040 +Min time: 3.5487e-04s................. Permutation 3095: 0 -> 4|1 -> 1|2 -> 5|3 -> 6|4 -> 3|5 -> 2|6 -> 0| +Max time: 9.7952e-04s................. Permutation 3744: 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4|6 -> 6| +Min active nodes: 10 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Min max nodes: 42 nodes.................... Permutation 2375: 0 -> 3|1 -> 1|2 -> 5|3 -> 6|4 -> 4|5 -> 2|6 -> 0| +Max active nodes: 13 nodes.................... Permutation 841: 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 6|6 -> 5| +Max max nodes: 78 nodes.................... Permutation 2533: 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 6|6 -> 2| +________________________________________________________________________________________________ + +576 permutations have 10 active nodes. + +........................... +Average time: 4.4679e-04s + +1296 permutations have 11 active nodes. + +........................... +Average time: 4.6192e-04s + +1728 permutations have 12 active nodes. + +........................... +Average time: 4.7476e-04s + +1440 permutations have 13 active nodes. + +........................... +Average time: 4.8786e-04s + +________________________________________________________________________________________________ + +4 permutations have 42 max nodes. + +........................... +Average time: 3.7355e-04s + +6 permutations have 43 max nodes. + +........................... +Average time: 3.9557e-04s + +10 permutations have 44 max nodes. + +........................... +Average time: 4.0988e-04s + +14 permutations have 45 max nodes. + +........................... +Average time: 4.0712e-04s + +24 permutations have 46 max nodes. + +........................... +Average time: 3.9915e-04s + +42 permutations have 47 max nodes. + +........................... +Average time: 4.1911e-04s + +42 permutations have 48 max nodes. + +........................... +Average time: 4.2398e-04s + +64 permutations have 49 max nodes. + +........................... +Average time: 4.1782e-04s + +94 permutations have 50 max nodes. + +........................... +Average time: 4.2510e-04s + +82 permutations have 51 max nodes. + +........................... +Average time: 4.2799e-04s + +130 permutations have 52 max nodes. + +........................... +Average time: 4.3836e-04s + +152 permutations have 53 max nodes. + +........................... +Average time: 4.4672e-04s + +160 permutations have 54 max nodes. + +........................... +Average time: 4.4531e-04s + +184 permutations have 55 max nodes. + +........................... +Average time: 4.4670e-04s + +188 permutations have 56 max nodes. + +........................... +Average time: 4.5694e-04s + +244 permutations have 57 max nodes. + +........................... +Average time: 4.5905e-04s + +270 permutations have 58 max nodes. + +........................... +Average time: 4.5869e-04s + +274 permutations have 59 max nodes. + +........................... +Average time: 4.6173e-04s + +250 permutations have 60 max nodes. + +........................... +Average time: 4.6844e-04s + +236 permutations have 61 max nodes. + +........................... +Average time: 4.7143e-04s + +258 permutations have 62 max nodes. + +........................... +Average time: 4.8031e-04s + +264 permutations have 63 max nodes. + +........................... +Average time: 4.7939e-04s + +298 permutations have 64 max nodes. + +........................... +Average time: 4.7938e-04s + +208 permutations have 65 max nodes. + +........................... +Average time: 4.8303e-04s + +226 permutations have 66 max nodes. + +........................... +Average time: 4.9278e-04s + +268 permutations have 67 max nodes. + +........................... +Average time: 4.9312e-04s + +226 permutations have 68 max nodes. + +........................... +Average time: 4.9475e-04s + +158 permutations have 69 max nodes. + +........................... +Average time: 5.0251e-04s + +168 permutations have 70 max nodes. + +........................... +Average time: 4.9673e-04s + +148 permutations have 71 max nodes. + +........................... +Average time: 5.0188e-04s + +124 permutations have 72 max nodes. + +........................... +Average time: 5.0215e-04s + +40 permutations have 73 max nodes. + +........................... +Average time: 5.0281e-04s + +48 permutations have 74 max nodes. + +........................... +Average time: 5.1926e-04s + +48 permutations have 75 max nodes. + +........................... +Average time: 5.1907e-04s + +16 permutations have 76 max nodes. + +........................... +Average time: 4.8767e-04s + +32 permutations have 77 max nodes. + +........................... +Average time: 5.0450e-04s + +40 permutations have 78 max nodes. + +........................... +Average time: 5.2624e-04s + +________________________________________________________________________________________________ + +execution time of: 3.5487e-04s: Index: 3095 | Max_nodes: 42 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 5|3 -> 6|4 -> 3|5 -> 2|6 -> 0| +execution time of: 3.5865e-04s: Index: 2975 | Max_nodes: 45 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 5|3 -> 6|4 -> 3|5 -> 2|6 -> 1| +execution time of: 3.6248e-04s: Index: 2279 | Max_nodes: 45 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 6|3 -> 5|4 -> 4|5 -> 2|6 -> 1| +execution time of: 3.6467e-04s: Index: 4655 | Max_nodes: 45 | Active_nodes: 11 | 0 -> 6|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1|6 -> 0| +execution time of: 3.6469e-04s: Index: 3094 | Max_nodes: 50 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 5|3 -> 6|4 -> 3|5 -> 0|6 -> 2| +execution time of: 3.6811e-04s: Index: 4678 | Max_nodes: 50 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0|6 -> 1| +execution time of: 3.6929e-04s: Index: 3694 | Max_nodes: 50 | Active_nodes: 12 | 0 -> 5|1 -> 0|2 -> 4|3 -> 6|4 -> 3|5 -> 1|6 -> 2| +execution time of: 3.7122e-04s: Index: 3335 | Max_nodes: 46 | Active_nodes: 12 | 0 -> 4|1 -> 3|2 -> 5|3 -> 6|4 -> 2|5 -> 1|6 -> 0| +execution time of: 3.7201e-04s: Index: 4535 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 6|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2|6 -> 0| +execution time of: 3.7223e-04s: Index: 2974 | Max_nodes: 48 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 5|3 -> 6|4 -> 3|5 -> 1|6 -> 2| +execution time of: 3.7238e-04s: Index: 4558 | Max_nodes: 51 | Active_nodes: 12 | 0 -> 6|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0|6 -> 2| +execution time of: 3.7288e-04s: Index: 4319 | Max_nodes: 49 | Active_nodes: 10 | 0 -> 5|1 -> 6|2 -> 4|3 -> 3|4 -> 2|5 -> 1|6 -> 0| +execution time of: 3.7312e-04s: Index: 2375 | Max_nodes: 42 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 5|3 -> 6|4 -> 4|5 -> 2|6 -> 0| +execution time of: 3.7389e-04s: Index: 1055 | Max_nodes: 48 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 5|3 -> 6|4 -> 4|5 -> 2|6 -> 0| +execution time of: 3.7486e-04s: Index: 2255 | Max_nodes: 45 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 5|3 -> 6|4 -> 4|5 -> 2|6 -> 1| +execution time of: 3.7636e-04s: Index: 3935 | Max_nodes: 46 | Active_nodes: 12 | 0 -> 5|1 -> 2|2 -> 4|3 -> 6|4 -> 3|5 -> 1|6 -> 0| +execution time of: 3.7762e-04s: Index: 3092 | Max_nodes: 52 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 5|3 -> 6|4 -> 2|5 -> 0|6 -> 3| +execution time of: 3.7779e-04s: Index: 3238 | Max_nodes: 49 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 6|3 -> 5|4 -> 3|5 -> 0|6 -> 1| +execution time of: 3.7907e-04s: Index: 4679 | Max_nodes: 45 | Active_nodes: 11 | 0 -> 6|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1|6 -> 0| +execution time of: 3.7957e-04s: Index: 3236 | Max_nodes: 55 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 6|3 -> 5|4 -> 1|5 -> 0|6 -> 3| +execution time of: 3.7975e-04s: Index: 2494 | Max_nodes: 49 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 5|3 -> 6|4 -> 4|5 -> 0|6 -> 1| +execution time of: 3.7991e-04s: Index: 2519 | Max_nodes: 44 | Active_nodes: 12 | 0 -> 3|1 -> 2|2 -> 6|3 -> 5|4 -> 4|5 -> 1|6 -> 0| +execution time of: 3.8025e-04s: Index: 3214 | Max_nodes: 49 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 5|3 -> 6|4 -> 3|5 -> 0|6 -> 1| +execution time of: 3.8039e-04s: Index: 2996 | Max_nodes: 50 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 6|3 -> 5|4 -> 2|5 -> 1|6 -> 3| +execution time of: 3.8044e-04s: Index: 3119 | Max_nodes: 42 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 6|3 -> 5|4 -> 3|5 -> 2|6 -> 0| +execution time of: 3.8070e-04s: Index: 2374 | Max_nodes: 50 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 5|3 -> 6|4 -> 4|5 -> 0|6 -> 2| +execution time of: 3.8084e-04s: Index: 3215 | Max_nodes: 44 | Active_nodes: 12 | 0 -> 4|1 -> 2|2 -> 5|3 -> 6|4 -> 3|5 -> 1|6 -> 0| +execution time of: 3.8089e-04s: Index: 2222 | Max_nodes: 47 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 1|6 -> 6| +execution time of: 3.8089e-04s: Index: 3695 | Max_nodes: 47 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 4|3 -> 6|4 -> 3|5 -> 2|6 -> 1| +execution time of: 3.8149e-04s: Index: 2999 | Max_nodes: 45 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 6|3 -> 5|4 -> 3|5 -> 2|6 -> 1| +execution time of: 3.8263e-04s: Index: 4557 | Max_nodes: 48 | Active_nodes: 10 | 0 -> 6|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3|6 -> 0| +execution time of: 3.8295e-04s: Index: 3213 | Max_nodes: 53 | Active_nodes: 12 | 0 -> 4|1 -> 2|2 -> 5|3 -> 6|4 -> 1|5 -> 3|6 -> 0| +execution time of: 3.8296e-04s: Index: 4799 | Max_nodes: 47 | Active_nodes: 11 | 0 -> 6|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1|6 -> 0| +execution time of: 3.8353e-04s: Index: 3815 | Max_nodes: 44 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 4|3 -> 6|4 -> 3|5 -> 2|6 -> 0| +execution time of: 3.8369e-04s: Index: 1535 | Max_nodes: 46 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 5|3 -> 6|4 -> 4|5 -> 3|6 -> 1| +execution time of: 3.8370e-04s: Index: 3359 | Max_nodes: 46 | Active_nodes: 12 | 0 -> 4|1 -> 3|2 -> 6|3 -> 5|4 -> 2|5 -> 1|6 -> 0| +execution time of: 3.8387e-04s: Index: 3693 | Max_nodes: 52 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 4|3 -> 6|4 -> 2|5 -> 3|6 -> 1| +execution time of: 3.8397e-04s: Index: 3117 | Max_nodes: 47 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 6|3 -> 5|4 -> 2|5 -> 3|6 -> 0| +execution time of: 3.8405e-04s: Index: 1415 | Max_nodes: 49 | Active_nodes: 10 | 0 -> 1|1 -> 6|2 -> 4|3 -> 5|4 -> 3|5 -> 2|6 -> 0| +execution time of: 3.8410e-04s: Index: 2366 | Max_nodes: 49 | Active_nodes: 12 | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0|6 -> 6| +execution time of: 3.8440e-04s: Index: 4775 | Max_nodes: 47 | Active_nodes: 11 | 0 -> 6|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1|6 -> 0| +execution time of: 3.8474e-04s: Index: 3191 | Max_nodes: 49 | Active_nodes: 12 | 0 -> 4|1 -> 2|2 -> 3|3 -> 6|4 -> 5|5 -> 1|6 -> 0| +execution time of: 3.8483e-04s: Index: 2254 | Max_nodes: 48 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 5|3 -> 6|4 -> 4|5 -> 1|6 -> 2| +execution time of: 3.8502e-04s: Index: 3118 | Max_nodes: 50 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 6|3 -> 5|4 -> 3|5 -> 0|6 -> 2| +execution time of: 3.8505e-04s: Index: 957 | Max_nodes: 47 | Active_nodes: 10 | 0 -> 1|1 -> 2|2 -> 6|3 -> 5|4 -> 3|5 -> 4|6 -> 0| +execution time of: 3.8572e-04s: Index: 3692 | Max_nodes: 52 | Active_nodes: 12 | 0 -> 5|1 -> 0|2 -> 4|3 -> 6|4 -> 2|5 -> 1|6 -> 3| +execution time of: 3.8576e-04s: Index: 2399 | Max_nodes: 42 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 6|3 -> 5|4 -> 4|5 -> 2|6 -> 0| +execution time of: 3.8576e-04s: Index: 3334 | Max_nodes: 51 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 5|3 -> 6|4 -> 2|5 -> 0|6 -> 1| +execution time of: 3.8603e-04s: Index: 4534 | Max_nodes: 51 | Active_nodes: 12 | 0 -> 6|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0|6 -> 2| +execution time of: 3.8623e-04s: Index: 239 | Max_nodes: 54 | Active_nodes: 10 | 0 -> 0|1 -> 2|2 -> 6|3 -> 5|4 -> 4|5 -> 3|6 -> 1| +execution time of: 3.8627e-04s: Index: 1175 | Max_nodes: 48 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 5|3 -> 6|4 -> 3|5 -> 2|6 -> 0| +execution time of: 3.8646e-04s: Index: 2369 | Max_nodes: 44 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 6|5 -> 2|6 -> 0| +execution time of: 3.8652e-04s: Index: 4318 | Max_nodes: 54 | Active_nodes: 11 | 0 -> 5|1 -> 6|2 -> 4|3 -> 3|4 -> 2|5 -> 0|6 -> 1| +execution time of: 3.8654e-04s: Index: 4556 | Max_nodes: 53 | Active_nodes: 12 | 0 -> 6|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0|6 -> 3| +execution time of: 3.8663e-04s: Index: 1438 | Max_nodes: 55 | Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 5|3 -> 4|4 -> 3|5 -> 0|6 -> 2| +execution time of: 3.8707e-04s: Index: 3959 | Max_nodes: 46 | Active_nodes: 12 | 0 -> 5|1 -> 2|2 -> 6|3 -> 4|4 -> 3|5 -> 1|6 -> 0| +execution time of: 3.8761e-04s: Index: 4415 | Max_nodes: 46 | Active_nodes: 10 | 0 -> 6|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2|6 -> 1| +execution time of: 3.8785e-04s: Index: 2878 | Max_nodes: 52 | Active_nodes: 12 | 0 -> 3|1 -> 6|2 -> 5|3 -> 4|4 -> 2|5 -> 0|6 -> 1| +execution time of: 3.8791e-04s: Index: 4798 | Max_nodes: 52 | Active_nodes: 12 | 0 -> 6|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0|6 -> 1| +execution time of: 3.8794e-04s: Index: 4414 | Max_nodes: 49 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1|6 -> 2| +execution time of: 3.8826e-04s: Index: 4436 | Max_nodes: 51 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1|6 -> 3| +execution time of: 3.8852e-04s: Index: 1895 | Max_nodes: 46 | Active_nodes: 12 | 0 -> 2|1 -> 4|2 -> 5|3 -> 6|4 -> 3|5 -> 1|6 -> 0| +execution time of: 3.8872e-04s: Index: 4051 | Max_nodes: 61 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 4|3 -> 6|4 -> 0|5 -> 2|6 -> 1| +execution time of: 3.8880e-04s: Index: 2342 | Max_nodes: 49 | Active_nodes: 12 | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0|6 -> 6| +execution time of: 3.8884e-04s: Index: 2135 | Max_nodes: 47 | Active_nodes: 11 | 0 -> 2|1 -> 6|2 -> 4|3 -> 5|4 -> 3|5 -> 1|6 -> 0| +execution time of: 3.8908e-04s: Index: 3542 | Max_nodes: 57 | Active_nodes: 10 | 0 -> 4|1 -> 6|2 -> 2|3 -> 3|4 -> 1|5 -> 0|6 -> 5| +execution time of: 3.8933e-04s: Index: 1774 | Max_nodes: 51 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 5|3 -> 6|4 -> 4|5 -> 0|6 -> 1| +execution time of: 3.8934e-04s: Index: 695 | Max_nodes: 56 | Active_nodes: 10 | 0 -> 0|1 -> 6|2 -> 4|3 -> 5|4 -> 3|5 -> 2|6 -> 1| +execution time of: 3.8938e-04s: Index: 2973 | Max_nodes: 50 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 5|3 -> 6|4 -> 2|5 -> 3|6 -> 1| +execution time of: 3.8963e-04s: Index: 4413 | Max_nodes: 51 | Active_nodes: 10 | 0 -> 6|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3|6 -> 1| +execution time of: 3.9014e-04s: Index: 3574 | Max_nodes: 55 | Active_nodes: 12 | 0 -> 4|1 -> 6|2 -> 3|3 -> 5|4 -> 2|5 -> 0|6 -> 1| +execution time of: 3.9028e-04s: Index: 3093 | Max_nodes: 47 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 5|3 -> 6|4 -> 2|5 -> 3|6 -> 0| +execution time of: 3.9084e-04s: Index: 359 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 6|3 -> 5|4 -> 4|5 -> 2|6 -> 1| +execution time of: 3.9103e-04s: Index: 4774 | Max_nodes: 52 | Active_nodes: 12 | 0 -> 6|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0|6 -> 1| +execution time of: 3.9112e-04s: Index: 1775 | Max_nodes: 46 | Active_nodes: 12 | 0 -> 2|1 -> 3|2 -> 5|3 -> 6|4 -> 4|5 -> 1|6 -> 0| +execution time of: 3.9134e-04s: Index: 2998 | Max_nodes: 48 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 6|3 -> 5|4 -> 3|5 -> 1|6 -> 2| +execution time of: 3.9174e-04s: Index: 4271 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 5|1 -> 6|2 -> 2|3 -> 4|4 -> 3|5 -> 1|6 -> 0| +execution time of: 3.9210e-04s: Index: 4295 | Max_nodes: 49 | Active_nodes: 10 | 0 -> 5|1 -> 6|2 -> 3|3 -> 4|4 -> 2|5 -> 1|6 -> 0| +execution time of: 3.9216e-04s: Index: 2942 | Max_nodes: 50 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 1|6 -> 6| +execution time of: 3.9224e-04s: Index: 3212 | Max_nodes: 55 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 5|3 -> 6|4 -> 1|5 -> 0|6 -> 3| +execution time of: 3.9227e-04s: Index: 2373 | Max_nodes: 47 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 5|3 -> 6|4 -> 2|5 -> 4|6 -> 0| +execution time of: 3.9239e-04s: Index: 4054 | Max_nodes: 53 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 4|3 -> 6|4 -> 2|5 -> 0|6 -> 1| +execution time of: 3.9243e-04s: Index: 934 | Max_nodes: 55 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 5|3 -> 6|4 -> 4|5 -> 0|6 -> 3| +execution time of: 3.9296e-04s: Index: 2220 | Max_nodes: 52 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2|6 -> 6| +execution time of: 3.9376e-04s: Index: 4438 | Max_nodes: 49 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1|6 -> 2| +execution time of: 3.9404e-04s: Index: 3116 | Max_nodes: 52 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 6|3 -> 5|4 -> 2|5 -> 0|6 -> 3| +execution time of: 3.9413e-04s: Index: 4439 | Max_nodes: 46 | Active_nodes: 10 | 0 -> 6|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2|6 -> 1| +execution time of: 3.9416e-04s: Index: 2278 | Max_nodes: 48 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 6|3 -> 5|4 -> 4|5 -> 1|6 -> 2| +execution time of: 3.9417e-04s: Index: 1533 | Max_nodes: 46 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 5|3 -> 6|4 -> 3|5 -> 4|6 -> 1| +execution time of: 3.9418e-04s: Index: 3086 | Max_nodes: 52 | Active_nodes: 12 | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0|6 -> 6| +execution time of: 3.9422e-04s: Index: 1558 | Max_nodes: 51 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 6|3 -> 5|4 -> 4|5 -> 1|6 -> 3| +execution time of: 3.9436e-04s: Index: 2918 | Max_nodes: 54 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1|6 -> 6| +execution time of: 3.9443e-04s: Index: 1559 | Max_nodes: 46 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 6|3 -> 5|4 -> 4|5 -> 3|6 -> 1| +execution time of: 3.9495e-04s: Index: 911 | Max_nodes: 49 | Active_nodes: 10 | 0 -> 1|1 -> 2|2 -> 4|3 -> 6|4 -> 5|5 -> 3|6 -> 0| +execution time of: 3.9508e-04s: Index: 2997 | Max_nodes: 50 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 6|3 -> 5|4 -> 2|5 -> 3|6 -> 1| +execution time of: 3.9515e-04s: Index: 3446 | Max_nodes: 57 | Active_nodes: 10 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0|6 -> 6| +execution time of: 3.9524e-04s: Index: 4317 | Max_nodes: 53 | Active_nodes: 10 | 0 -> 5|1 -> 6|2 -> 4|3 -> 3|4 -> 1|5 -> 2|6 -> 0| +execution time of: 3.9531e-04s: Index: 1079 | Max_nodes: 48 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 6|3 -> 5|4 -> 4|5 -> 2|6 -> 0| +execution time of: 3.9562e-04s: Index: 4437 | Max_nodes: 51 | Active_nodes: 10 | 0 -> 6|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3|6 -> 1| +execution time of: 3.9570e-04s: Index: 60 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3|6 -> 6| +execution time of: 3.9573e-04s: Index: 455 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 5|3 -> 6|4 -> 3|5 -> 2|6 -> 1| +execution time of: 3.9621e-04s: Index: 3332 | Max_nodes: 55 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 5|3 -> 6|4 -> 1|5 -> 0|6 -> 2| +execution time of: 3.9629e-04s: Index: 2851 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 3|1 -> 6|2 -> 4|3 -> 5|4 -> 0|5 -> 2|6 -> 1| +execution time of: 3.9644e-04s: Index: 3662 | Max_nodes: 49 | Active_nodes: 10 | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1|6 -> 6| +execution time of: 3.9648e-04s: Index: 4079 | Max_nodes: 48 | Active_nodes: 12 | 0 -> 5|1 -> 3|2 -> 6|3 -> 4|4 -> 2|5 -> 1|6 -> 0| +execution time of: 3.9655e-04s: Index: 334 | Max_nodes: 56 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 5|3 -> 6|4 -> 4|5 -> 1|6 -> 2| +execution time of: 3.9655e-04s: Index: 1799 | Max_nodes: 46 | Active_nodes: 12 | 0 -> 2|1 -> 3|2 -> 6|3 -> 5|4 -> 4|5 -> 1|6 -> 0| +execution time of: 3.9679e-04s: Index: 62 | Max_nodes: 53 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2|6 -> 6| +execution time of: 3.9695e-04s: Index: 4391 | Max_nodes: 49 | Active_nodes: 10 | 0 -> 6|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2|6 -> 1| +execution time of: 3.9699e-04s: Index: 477 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 6|3 -> 5|4 -> 2|5 -> 3|6 -> 1| +execution time of: 3.9715e-04s: Index: 215 | Max_nodes: 54 | Active_nodes: 10 | 0 -> 0|1 -> 2|2 -> 5|3 -> 6|4 -> 4|5 -> 3|6 -> 1| +execution time of: 3.9719e-04s: Index: 1919 | Max_nodes: 46 | Active_nodes: 12 | 0 -> 2|1 -> 4|2 -> 6|3 -> 5|4 -> 3|5 -> 1|6 -> 0| +execution time of: 3.9729e-04s: Index: 2994 | Max_nodes: 55 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 6|3 -> 5|4 -> 1|5 -> 2|6 -> 3| +execution time of: 3.9738e-04s: Index: 2879 | Max_nodes: 47 | Active_nodes: 11 | 0 -> 3|1 -> 6|2 -> 5|3 -> 4|4 -> 2|5 -> 1|6 -> 0| +execution time of: 3.9749e-04s: Index: 838 | Max_nodes: 52 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 6|3 -> 5|4 -> 4|5 -> 2|6 -> 3| +execution time of: 3.9765e-04s: Index: 1622 | Max_nodes: 50 | Active_nodes: 12 | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0|6 -> 6| +execution time of: 3.9765e-04s: Index: 206 | Max_nodes: 54 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1|6 -> 6| +execution time of: 3.9777e-04s: Index: 4559 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 6|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2|6 -> 0| +execution time of: 3.9793e-04s: Index: 2348 | Max_nodes: 50 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 4|3 -> 6|4 -> 2|5 -> 0|6 -> 5| +execution time of: 3.9835e-04s: Index: 5038 | Max_nodes: 54 | Active_nodes: 11 | 0 -> 6|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0|6 -> 1| +execution time of: 3.9848e-04s: Index: 3572 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 4|1 -> 6|2 -> 3|3 -> 5|4 -> 1|5 -> 0|6 -> 2| +execution time of: 3.9874e-04s: Index: 2249 | Max_nodes: 47 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 6|5 -> 2|6 -> 1| +execution time of: 3.9877e-04s: Index: 2734 | Max_nodes: 53 | Active_nodes: 13 | 0 -> 3|1 -> 5|2 -> 4|3 -> 6|4 -> 2|5 -> 0|6 -> 1| +execution time of: 3.9887e-04s: Index: 3185 | Max_nodes: 49 | Active_nodes: 12 | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 6|5 -> 1|6 -> 0| +execution time of: 3.9892e-04s: Index: 3068 | Max_nodes: 53 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 3|3 -> 6|4 -> 2|5 -> 0|6 -> 5| +execution time of: 3.9908e-04s: Index: 1679 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 2|1 -> 1|2 -> 6|3 -> 5|4 -> 4|5 -> 3|6 -> 0| +execution time of: 3.9914e-04s: Index: 3358 | Max_nodes: 51 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 6|3 -> 5|4 -> 2|5 -> 0|6 -> 1| +execution time of: 3.9915e-04s: Index: 2822 | Max_nodes: 58 | Active_nodes: 11 | 0 -> 3|1 -> 6|2 -> 2|3 -> 4|4 -> 1|5 -> 0|6 -> 5| +execution time of: 3.9922e-04s: Index: 3782 | Max_nodes: 51 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0|6 -> 6| +execution time of: 3.9923e-04s: Index: 3575 | Max_nodes: 50 | Active_nodes: 11 | 0 -> 4|1 -> 6|2 -> 3|3 -> 5|4 -> 2|5 -> 1|6 -> 0| +execution time of: 3.9928e-04s: Index: 3686 | Max_nodes: 49 | Active_nodes: 10 | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1|6 -> 6| +execution time of: 3.9934e-04s: Index: 2855 | Max_nodes: 47 | Active_nodes: 11 | 0 -> 3|1 -> 6|2 -> 4|3 -> 5|4 -> 2|5 -> 1|6 -> 0| +execution time of: 3.9940e-04s: Index: 837 | Max_nodes: 50 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 6|3 -> 5|4 -> 3|5 -> 4|6 -> 2| +execution time of: 3.9974e-04s: Index: 3718 | Max_nodes: 50 | Active_nodes: 12 | 0 -> 5|1 -> 0|2 -> 6|3 -> 4|4 -> 3|5 -> 1|6 -> 2| +execution time of: 3.9975e-04s: Index: 1653 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 2|1 -> 1|2 -> 5|3 -> 6|4 -> 3|5 -> 4|6 -> 0| +execution time of: 3.9988e-04s: Index: 3330 | Max_nodes: 59 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 5|3 -> 6|4 -> 0|5 -> 1|6 -> 2| +execution time of: 3.9996e-04s: Index: 3333 | Max_nodes: 50 | Active_nodes: 12 | 0 -> 4|1 -> 3|2 -> 5|3 -> 6|4 -> 1|5 -> 2|6 -> 0| +execution time of: 4.0000e-04s: Index: 4050 | Max_nodes: 61 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 4|3 -> 6|4 -> 0|5 -> 1|6 -> 2| +execution time of: 4.0002e-04s: Index: 1511 | Max_nodes: 48 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 4|3 -> 6|4 -> 5|5 -> 3|6 -> 1| +execution time of: 4.0018e-04s: Index: 1413 | Max_nodes: 51 | Active_nodes: 10 | 0 -> 1|1 -> 6|2 -> 4|3 -> 5|4 -> 2|5 -> 3|6 -> 0| +execution time of: 4.0039e-04s: Index: 1293 | Max_nodes: 52 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 4|3 -> 6|4 -> 2|5 -> 3|6 -> 0| +execution time of: 4.0039e-04s: Index: 3518 | Max_nodes: 59 | Active_nodes: 10 | 0 -> 4|1 -> 6|2 -> 1|3 -> 3|4 -> 2|5 -> 0|6 -> 5| +execution time of: 4.0040e-04s: Index: 1078 | Max_nodes: 54 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 6|3 -> 5|4 -> 4|5 -> 0|6 -> 2| +execution time of: 4.0048e-04s: Index: 4430 | Max_nodes: 52 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1|6 -> 4| +execution time of: 4.0052e-04s: Index: 2700 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1|6 -> 6| +execution time of: 4.0053e-04s: Index: 1174 | Max_nodes: 54 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 5|3 -> 6|4 -> 3|5 -> 0|6 -> 2| +execution time of: 4.0061e-04s: Index: 2015 | Max_nodes: 48 | Active_nodes: 12 | 0 -> 2|1 -> 5|2 -> 4|3 -> 6|4 -> 3|5 -> 1|6 -> 0| +execution time of: 4.0066e-04s: Index: 230 | Max_nodes: 55 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 6|3 -> 4|4 -> 3|5 -> 1|6 -> 5| +execution time of: 4.0091e-04s: Index: 4316 | Max_nodes: 58 | Active_nodes: 11 | 0 -> 5|1 -> 6|2 -> 4|3 -> 3|4 -> 1|5 -> 0|6 -> 2| +execution time of: 4.0092e-04s: Index: 1655 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 2|1 -> 1|2 -> 5|3 -> 6|4 -> 4|5 -> 3|6 -> 0| +execution time of: 4.0093e-04s: Index: 1742 | Max_nodes: 53 | Active_nodes: 12 | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0|6 -> 6| +execution time of: 4.0110e-04s: Index: 1025 | Max_nodes: 50 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 6|5 -> 2|6 -> 0| +execution time of: 4.0112e-04s: Index: 2637 | Max_nodes: 50 | Active_nodes: 12 | 0 -> 3|1 -> 4|2 -> 6|3 -> 5|4 -> 1|5 -> 2|6 -> 0| +execution time of: 4.0123e-04s: Index: 2396 | Max_nodes: 50 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 6|3 -> 5|4 -> 2|5 -> 0|6 -> 4| +execution time of: 4.0128e-04s: Index: 2462 | Max_nodes: 52 | Active_nodes: 12 | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0|6 -> 6| +execution time of: 4.0134e-04s: Index: 2492 | Max_nodes: 53 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 5|3 -> 6|4 -> 1|5 -> 0|6 -> 4| 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| 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0|6 -> 6| +execution time of: 4.0196e-04s: Index: 3717 | Max_nodes: 52 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 6|3 -> 4|4 -> 2|5 -> 3|6 -> 1| +execution time of: 4.0211e-04s: Index: 4773 | Max_nodes: 51 | Active_nodes: 11 | 0 -> 6|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2|6 -> 0| +execution time of: 4.0216e-04s: Index: 1557 | Max_nodes: 46 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 6|3 -> 5|4 -> 3|5 -> 4|6 -> 1| +execution time of: 4.0219e-04s: Index: 2638 | Max_nodes: 51 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 6|3 -> 5|4 -> 2|5 -> 0|6 -> 1| +execution time of: 4.0220e-04s: Index: 2244 | Max_nodes: 52 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2|6 -> 6| +execution time of: 4.0225e-04s: Index: 2105 | Max_nodes: 49 | Active_nodes: 11 | 0 -> 2|1 -> 6|2 -> 3|3 -> 4|4 -> 5|5 -> 1|6 -> 0| +execution time of: 4.0239e-04s: Index: 2495 | Max_nodes: 44 | Active_nodes: 12 | 0 -> 3|1 -> 2|2 -> 5|3 -> 6|4 -> 4|5 -> 1|6 -> 0| +execution time of: 4.0258e-04s: Index: 3355 | Max_nodes: 59 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 6|3 -> 5|4 -> 0|5 -> 2|6 -> 1| +execution time of: 4.0268e-04s: Index: 95 | Max_nodes: 54 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 5|3 -> 6|4 -> 4|5 -> 3|6 -> 2| +execution time of: 4.0288e-04s: Index: 782 | Max_nodes: 49 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2|6 -> 6| +execution time of: 4.0310e-04s: Index: 2758 | Max_nodes: 53 | Active_nodes: 13 | 0 -> 3|1 -> 5|2 -> 6|3 -> 4|4 -> 2|5 -> 0|6 -> 1| +execution time of: 4.0312e-04s: Index: 4794 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 6|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1|6 -> 2| +execution time of: 4.0339e-04s: Index: 1534 | Max_nodes: 51 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 5|3 -> 6|4 -> 4|5 -> 1|6 -> 3| +execution time of: 4.0342e-04s: Index: 935 | Max_nodes: 47 | Active_nodes: 10 | 0 -> 1|1 -> 2|2 -> 5|3 -> 6|4 -> 4|5 -> 3|6 -> 0| +execution time of: 4.0355e-04s: Index: 1053 | Max_nodes: 50 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 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| Max_nodes: 46 | Active_nodes: 12 | 0 -> 3|1 -> 2|2 -> 4|3 -> 6|4 -> 5|5 -> 1|6 -> 0| +execution time of: 4.0400e-04s: Index: 5014 | Max_nodes: 54 | Active_nodes: 11 | 0 -> 6|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0|6 -> 1| +execution time of: 4.0406e-04s: Index: 2876 | Max_nodes: 56 | Active_nodes: 12 | 0 -> 3|1 -> 6|2 -> 5|3 -> 4|4 -> 1|5 -> 0|6 -> 2| +execution time of: 4.0423e-04s: Index: 2615 | Max_nodes: 46 | Active_nodes: 12 | 0 -> 3|1 -> 4|2 -> 5|3 -> 6|4 -> 2|5 -> 1|6 -> 0| +execution time of: 4.0423e-04s: Index: 1199 | Max_nodes: 48 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 6|3 -> 5|4 -> 3|5 -> 2|6 -> 0| +execution time of: 4.0432e-04s: Index: 4772 | Max_nodes: 56 | Active_nodes: 12 | 0 -> 6|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0|6 -> 2| +execution time of: 4.0440e-04s: Index: 2824 | Max_nodes: 57 | Active_nodes: 12 | 0 -> 3|1 -> 6|2 -> 2|3 -> 4|4 -> 5|5 -> 0|6 -> 1| +execution time of: 4.0441e-04s: Index: 3838 | Max_nodes: 52 | Active_nodes: 13 | 0 -> 5|1 -> 1|2 -> 6|3 -> 4|4 -> 3|5 -> 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Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 6|3 -> 5|4 -> 4|5 -> 0|6 -> 1| +execution time of: 4.0510e-04s: Index: 1319 | Max_nodes: 50 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 6|3 -> 4|4 -> 3|5 -> 2|6 -> 0| +execution time of: 4.0526e-04s: Index: 3956 | Max_nodes: 57 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 6|3 -> 4|4 -> 1|5 -> 0|6 -> 3| +execution time of: 4.0526e-04s: Index: 1886 | Max_nodes: 56 | Active_nodes: 12 | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0|6 -> 6| +execution time of: 4.0541e-04s: Index: 3550 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 4|1 -> 6|2 -> 2|3 -> 5|4 -> 3|5 -> 0|6 -> 1| +execution time of: 4.0543e-04s: Index: 2268 | Max_nodes: 53 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 6|3 -> 4|4 -> 1|5 -> 2|6 -> 5| +execution time of: 4.0552e-04s: Index: 2368 | Max_nodes: 52 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 6|5 -> 0|6 -> 2| +execution time of: 4.0558e-04s: Index: 4294 | Max_nodes: 54 | Active_nodes: 11 | 0 -> 5|1 -> 6|2 -> 3|3 -> 4|4 -> 2|5 -> 0|6 -> 1| 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12 | 0 -> 4|1 -> 0|2 -> 6|3 -> 5|4 -> 1|5 -> 3|6 -> 2| +execution time of: 4.0602e-04s: Index: 1678 | Max_nodes: 53 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 6|3 -> 5|4 -> 4|5 -> 0|6 -> 3| +execution time of: 4.0603e-04s: Index: 335 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 5|3 -> 6|4 -> 4|5 -> 2|6 -> 1| +execution time of: 4.0620e-04s: Index: 2854 | Max_nodes: 52 | Active_nodes: 12 | 0 -> 3|1 -> 6|2 -> 4|3 -> 5|4 -> 2|5 -> 0|6 -> 1| +execution time of: 4.0623e-04s: Index: 839 | Max_nodes: 50 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 6|3 -> 5|4 -> 4|5 -> 3|6 -> 2| +execution time of: 4.0635e-04s: Index: 1508 | Max_nodes: 49 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 4|3 -> 6|4 -> 3|5 -> 1|6 -> 5| +execution time of: 4.0636e-04s: Index: 4553 | Max_nodes: 46 | Active_nodes: 10 | 0 -> 6|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2|6 -> 0| +execution time of: 4.0637e-04s: Index: 1918 | Max_nodes: 51 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 6|3 -> 5|4 -> 3|5 -> 0|6 -> 1| +execution time of: 4.0639e-04s: Index: 812 | Max_nodes: 50 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 5|3 -> 6|4 -> 3|5 -> 2|6 -> 4| +execution time of: 4.0665e-04s: Index: 3356 | Max_nodes: 55 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 6|3 -> 5|4 -> 1|5 -> 0|6 -> 2| +execution time of: 4.0677e-04s: Index: 2614 | Max_nodes: 51 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 5|3 -> 6|4 -> 2|5 -> 0|6 -> 1| +execution time of: 4.0684e-04s: Index: 4894 | Max_nodes: 55 | Active_nodes: 12 | 0 -> 6|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0|6 -> 1| +execution time of: 4.0691e-04s: Index: 3690 | Max_nodes: 57 | Active_nodes: 12 | 0 -> 5|1 -> 0|2 -> 4|3 -> 6|4 -> 1|5 -> 2|6 -> 3| +execution time of: 4.0703e-04s: Index: 2875 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 3|1 -> 6|2 -> 5|3 -> 4|4 -> 0|5 -> 2|6 -> 1| +execution time of: 4.0719e-04s: Index: 2340 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2|6 -> 6| +execution time of: 4.0733e-04s: Index: 3184 | Max_nodes: 54 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 6|5 -> 0|6 -> 1| +execution time of: 4.0756e-04s: Index: 3809 | Max_nodes: 47 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 6|5 -> 2|6 -> 0| +execution time of: 4.0759e-04s: Index: 4292 | Max_nodes: 58 | Active_nodes: 11 | 0 -> 5|1 -> 6|2 -> 3|3 -> 4|4 -> 1|5 -> 0|6 -> 2| +execution time of: 4.0763e-04s: Index: 4895 | Max_nodes: 50 | Active_nodes: 11 | 0 -> 6|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1|6 -> 0| +execution time of: 4.0765e-04s: Index: 1046 | Max_nodes: 52 | Active_nodes: 12 | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0|6 -> 6| +execution time of: 4.0768e-04s: Index: 4529 | Max_nodes: 46 | Active_nodes: 10 | 0 -> 6|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2|6 -> 0| +execution time of: 4.0775e-04s: Index: 1556 | Max_nodes: 49 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 6|3 -> 5|4 -> 3|5 -> 1|6 -> 4| +execution time of: 4.0780e-04s: Index: 3545 | Max_nodes: 50 | Active_nodes: 11 | 0 -> 4|1 -> 6|2 -> 2|3 -> 3|4 -> 5|5 -> 1|6 -> 0| +execution time of: 4.0781e-04s: Index: 1505 | Max_nodes: 48 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 6|5 -> 3|6 -> 1| +execution time of: 4.0781e-04s: Index: 958 | Max_nodes: 55 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 6|3 -> 5|4 -> 4|5 -> 0|6 -> 3| +execution time of: 4.0795e-04s: Index: 3440 | Max_nodes: 59 | Active_nodes: 10 | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0|6 -> 6| +execution time of: 4.0797e-04s: Index: 2966 | Max_nodes: 50 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1|6 -> 6| +execution time of: 4.0797e-04s: Index: 2129 | Max_nodes: 49 | Active_nodes: 11 | 0 -> 2|1 -> 6|2 -> 4|3 -> 3|4 -> 5|5 -> 1|6 -> 0| +execution time of: 4.0801e-04s: Index: 686 | Max_nodes: 56 | Active_nodes: 10 | 0 -> 0|1 -> 6|2 -> 4|3 -> 3|4 -> 2|5 -> 1|6 -> 5| +execution time of: 4.0810e-04s: Index: 4315 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 5|1 -> 6|2 -> 4|3 -> 3|4 -> 0|5 -> 2|6 -> 1| +execution time of: 4.0818e-04s: Index: 2733 | Max_nodes: 52 | Active_nodes: 12 | 0 -> 3|1 -> 5|2 -> 4|3 -> 6|4 -> 1|5 -> 2|6 -> 0| +execution time of: 4.0824e-04s: Index: 3237 | Max_nodes: 53 | Active_nodes: 12 | 0 -> 4|1 -> 2|2 -> 6|3 -> 5|4 -> 1|5 -> 3|6 -> 0| +execution time of: 4.0830e-04s: Index: 3710 | Max_nodes: 53 | Active_nodes: 12 | 0 -> 5|1 -> 0|2 -> 6|3 -> 3|4 -> 2|5 -> 1|6 -> 4| +execution time of: 4.0835e-04s: Index: 4502 | Max_nodes: 51 | Active_nodes: 11 | 0 -> 6|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0|6 -> 5| +execution time of: 4.0870e-04s: Index: 2276 | Max_nodes: 48 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 6|3 -> 5|4 -> 2|5 -> 1|6 -> 4| +execution time of: 4.0875e-04s: Index: 4751 | Max_nodes: 53 | Active_nodes: 11 | 0 -> 6|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1|6 -> 0| +execution time of: 4.0876e-04s: Index: 836 | Max_nodes: 50 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 6|3 -> 5|4 -> 3|5 -> 2|6 -> 4| +execution time of: 4.0896e-04s: Index: 188 | Max_nodes: 55 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 4|3 -> 6|4 -> 3|5 -> 1|6 -> 5| +execution time of: 4.0906e-04s: Index: 4677 | Max_nodes: 54 | Active_nodes: 11 | 0 -> 6|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3|6 -> 0| +execution time of: 4.0920e-04s: Index: 3811 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 5|1 -> 1|2 -> 4|3 -> 6|4 -> 0|5 -> 3|6 -> 2| +execution time of: 4.0925e-04s: Index: 3932 | Max_nodes: 57 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 4|3 -> 6|4 -> 1|5 -> 0|6 -> 3| +execution time of: 4.0934e-04s: Index: 4917 | Max_nodes: 54 | Active_nodes: 11 | 0 -> 6|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2|6 -> 0| +execution time of: 4.0943e-04s: Index: 2464 | Max_nodes: 51 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 6|5 -> 0|6 -> 1| +execution time of: 4.0961e-04s: Index: 1592 | Max_nodes: 53 | Active_nodes: 12 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0|6 -> 6| +execution time of: 4.0965e-04s: Index: 5015 | Max_nodes: 49 | Active_nodes: 10 | 0 -> 6|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1|6 -> 0| +execution time of: 4.0970e-04s: Index: 4431 | Max_nodes: 55 | Active_nodes: 10 | 0 -> 6|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4|6 -> 1| 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12 | 0 -> 5|1 -> 4|2 -> 3|3 -> 6|4 -> 2|5 -> 1|6 -> 0| +execution time of: 4.1000e-04s: Index: 94 | Max_nodes: 56 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 5|3 -> 6|4 -> 4|5 -> 2|6 -> 3| +execution time of: 4.1007e-04s: Index: 4052 | Max_nodes: 57 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 4|3 -> 6|4 -> 1|5 -> 0|6 -> 2| +execution time of: 4.1013e-04s: Index: 3597 | Max_nodes: 54 | Active_nodes: 11 | 0 -> 4|1 -> 6|2 -> 5|3 -> 3|4 -> 1|5 -> 2|6 -> 0| +execution time of: 4.1016e-04s: Index: 2465 | Max_nodes: 46 | Active_nodes: 12 | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 6|5 -> 1|6 -> 0| +execution time of: 4.1023e-04s: Index: 2124 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 2|1 -> 6|2 -> 4|3 -> 3|4 -> 0|5 -> 1|6 -> 5| +execution time of: 4.1033e-04s: Index: 4630 | Max_nodes: 53 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0|6 -> 1| +execution time of: 4.1039e-04s: Index: 2351 | Max_nodes: 44 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 4|3 -> 6|4 -> 5|5 -> 2|6 -> 0| +execution time of: 4.1044e-04s: Index: 3931 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 4|3 -> 6|4 -> 0|5 -> 3|6 -> 1| +execution time of: 4.1051e-04s: Index: 4555 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 6|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 3|6 -> 2| +execution time of: 4.1064e-04s: Index: 3188 | Max_nodes: 56 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 3|3 -> 6|4 -> 1|5 -> 0|6 -> 5| +execution time of: 4.1064e-04s: Index: 4412 | Max_nodes: 51 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 1|6 -> 3| +execution time of: 4.1068e-04s: Index: 4673 | Max_nodes: 48 | Active_nodes: 11 | 0 -> 6|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1|6 -> 0| +execution time of: 4.1068e-04s: Index: 3599 | Max_nodes: 50 | Active_nodes: 11 | 0 -> 4|1 -> 6|2 -> 5|3 -> 3|4 -> 2|5 -> 1|6 -> 0| +execution time of: 4.1077e-04s: Index: 1289 | Max_nodes: 52 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 6|5 -> 2|6 -> 0| +execution time of: 4.1082e-04s: Index: 4551 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 6|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4|6 -> 0| +execution time of: 4.1096e-04s: Index: 2153 | Max_nodes: 49 | Active_nodes: 11 | 0 -> 2|1 -> 6|2 -> 5|3 -> 3|4 -> 4|5 -> 1|6 -> 0| +execution time of: 4.1104e-04s: Index: 2486 | Max_nodes: 52 | Active_nodes: 12 | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0|6 -> 6| +execution time of: 4.1105e-04s: Index: 1173 | Max_nodes: 50 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 5|3 -> 6|4 -> 2|5 -> 3|6 -> 0| +execution time of: 4.1111e-04s: Index: 4624 | Max_nodes: 53 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0|6 -> 1| +execution time of: 4.1129e-04s: Index: 3062 | Max_nodes: 52 | Active_nodes: 12 | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0|6 -> 6| +execution time of: 4.1133e-04s: Index: 2513 | Max_nodes: 46 | Active_nodes: 12 | 0 -> 3|1 -> 2|2 -> 6|3 -> 4|4 -> 5|5 -> 1|6 -> 0| +execution time of: 4.1133e-04s: Index: 1262 | Max_nodes: 54 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0|6 -> 6| +execution time of: 4.1135e-04s: Index: 213 | Max_nodes: 54 | Active_nodes: 10 | 0 -> 0|1 -> 2|2 -> 5|3 -> 6|4 -> 3|5 -> 4|6 -> 1| +execution time of: 4.1158e-04s: Index: 1990 | Max_nodes: 55 | Active_nodes: 13 | 0 -> 2|1 -> 5|2 -> 3|3 -> 6|4 -> 4|5 -> 0|6 -> 1| +execution time of: 4.1165e-04s: Index: 2726 | Max_nodes: 58 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0|6 -> 6| +execution time of: 4.1166e-04s: Index: 956 | Max_nodes: 53 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 6|3 -> 5|4 -> 3|5 -> 0|6 -> 4| +execution time of: 4.1169e-04s: Index: 236 | Max_nodes: 55 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 6|3 -> 5|4 -> 3|5 -> 1|6 -> 4| +execution time of: 4.1182e-04s: Index: 3836 | Max_nodes: 54 | Active_nodes: 13 | 0 -> 5|1 -> 1|2 -> 6|3 -> 4|4 -> 2|5 -> 0|6 -> 3| +execution time of: 4.1192e-04s: Index: 2970 | Max_nodes: 55 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 5|3 -> 6|4 -> 1|5 -> 2|6 -> 3| +execution time of: 4.1192e-04s: Index: 4991 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 6|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1|6 -> 0| +execution time of: 4.1194e-04s: Index: 2275 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 6|3 -> 5|4 -> 1|5 -> 4|6 -> 2| +execution time of: 4.1202e-04s: Index: 4382 | Max_nodes: 49 | Active_nodes: 10 | 0 -> 6|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1|6 -> 5| +execution time of: 4.1202e-04s: Index: 4293 | Max_nodes: 53 | Active_nodes: 10 | 0 -> 5|1 -> 6|2 -> 3|3 -> 4|4 -> 1|5 -> 2|6 -> 0| +execution time of: 4.1212e-04s: Index: 933 | Max_nodes: 47 | Active_nodes: 10 | 0 -> 1|1 -> 2|2 -> 5|3 -> 6|4 -> 3|5 -> 4|6 -> 0| +execution time of: 4.1221e-04s: Index: 3839 | Max_nodes: 44 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 6|3 -> 4|4 -> 3|5 -> 2|6 -> 0| +execution time of: 4.1223e-04s: Index: 815 | Max_nodes: 50 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 5|3 -> 6|4 -> 4|5 -> 3|6 -> 2| +execution time of: 4.1226e-04s: Index: 479 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 6|3 -> 5|4 -> 3|5 -> 2|6 -> 1| +execution time of: 4.1235e-04s: Index: 1628 | Max_nodes: 51 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 4|3 -> 6|4 -> 3|5 -> 0|6 -> 5| +execution time of: 4.1242e-04s: Index: 4151 | Max_nodes: 54 | Active_nodes: 12 | 0 -> 5|1 -> 4|2 -> 2|3 -> 6|4 -> 3|5 -> 1|6 -> 0| +execution time of: 4.1244e-04s: Index: 718 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 5|3 -> 4|4 -> 3|5 -> 1|6 -> 2| +execution time of: 4.1251e-04s: Index: 2516 | Max_nodes: 53 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 6|3 -> 5|4 -> 1|5 -> 0|6 -> 4| +execution time of: 4.1263e-04s: Index: 4533 | Max_nodes: 48 | Active_nodes: 10 | 0 -> 6|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3|6 -> 0| +execution time of: 4.1271e-04s: Index: 4675 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 3|6 -> 1| +execution time of: 4.1273e-04s: Index: 1385 | Max_nodes: 51 | Active_nodes: 10 | 0 -> 1|1 -> 6|2 -> 3|3 -> 4|4 -> 5|5 -> 2|6 -> 0| +execution time of: 4.1275e-04s: Index: 2230 | Max_nodes: 50 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 4|3 -> 6|4 -> 5|5 -> 1|6 -> 2| 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12 | 0 -> 6|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0|6 -> 1| +execution time of: 4.1327e-04s: Index: 4771 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 6|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2|6 -> 1| +execution time of: 4.1331e-04s: Index: 1526 | Max_nodes: 48 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1|6 -> 6| +execution time of: 4.1332e-04s: Index: 5039 | Max_nodes: 49 | Active_nodes: 10 | 0 -> 6|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1|6 -> 0| +execution time of: 4.1337e-04s: Index: 539 | Max_nodes: 66 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 6|5 -> 4|6 -> 1| +execution time of: 4.1339e-04s: Index: 2972 | Max_nodes: 50 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 5|3 -> 6|4 -> 2|5 -> 1|6 -> 3| +execution time of: 4.1345e-04s: Index: 3114 | Max_nodes: 61 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 6|3 -> 5|4 -> 0|5 -> 2|6 -> 3| +execution time of: 4.1348e-04s: Index: 4862 | Max_nodes: 57 | Active_nodes: 10 | 0 -> 6|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0|6 -> 5| +execution time of: 4.1348e-04s: Index: 3540 | Max_nodes: 61 | Active_nodes: 10 | 0 -> 4|1 -> 6|2 -> 2|3 -> 3|4 -> 0|5 -> 1|6 -> 5| +execution time of: 4.1355e-04s: Index: 3452 | Max_nodes: 60 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 3|3 -> 6|4 -> 1|5 -> 0|6 -> 2| +execution time of: 4.1357e-04s: Index: 1054 | Max_nodes: 54 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 5|3 -> 6|4 -> 4|5 -> 0|6 -> 2| +execution time of: 4.1360e-04s: Index: 3571 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 4|1 -> 6|2 -> 3|3 -> 5|4 -> 0|5 -> 2|6 -> 1| +execution time of: 4.1362e-04s: Index: 3354 | Max_nodes: 59 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 6|3 -> 5|4 -> 0|5 -> 1|6 -> 2| +execution time of: 4.1362e-04s: Index: 1232 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0|6 -> 6| +execution time of: 4.1382e-04s: Index: 4270 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 5|1 -> 6|2 -> 2|3 -> 4|4 -> 3|5 -> 0|6 -> 1| +execution time of: 4.1384e-04s: Index: 2397 | Max_nodes: 47 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 6|3 -> 5|4 -> 2|5 -> 4|6 -> 0| +execution time of: 4.1390e-04s: Index: 3444 | Max_nodes: 61 | Active_nodes: 10 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1|6 -> 6| +execution time of: 4.1398e-04s: Index: 1550 | Max_nodes: 49 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 6|3 -> 4|4 -> 3|5 -> 1|6 -> 5| +execution time of: 4.1401e-04s: Index: 2948 | Max_nodes: 51 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 3|3 -> 6|4 -> 2|5 -> 1|6 -> 5| +execution time of: 4.1402e-04s: Index: 4290 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 5|1 -> 6|2 -> 3|3 -> 4|4 -> 0|5 -> 1|6 -> 2| +execution time of: 4.1407e-04s: Index: 2248 | Max_nodes: 50 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 6|5 -> 1|6 -> 2| +execution time of: 4.1411e-04s: Index: 1551 | Max_nodes: 48 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 6|3 -> 4|4 -> 3|5 -> 5|6 -> 1| +execution time of: 4.1412e-04s: Index: 93 | Max_nodes: 54 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 5|3 -> 6|4 -> 3|5 -> 4|6 -> 2| +execution time of: 4.1426e-04s: Index: 4265 | Max_nodes: 49 | Active_nodes: 10 | 0 -> 5|1 -> 6|2 -> 2|3 -> 3|4 -> 4|5 -> 1|6 -> 0| +execution time of: 4.1432e-04s: Index: 2252 | Max_nodes: 48 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 5|3 -> 6|4 -> 2|5 -> 1|6 -> 4| +execution time of: 4.1433e-04s: Index: 3930 | Max_nodes: 61 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 4|3 -> 6|4 -> 0|5 -> 1|6 -> 3| +execution time of: 4.1435e-04s: Index: 3210 | Max_nodes: 59 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 5|3 -> 6|4 -> 0|5 -> 1|6 -> 3| +execution time of: 4.1440e-04s: Index: 788 | Max_nodes: 50 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 4|3 -> 6|4 -> 3|5 -> 2|6 -> 5| +execution time of: 4.1468e-04s: Index: 1952 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0|6 -> 6| +execution time of: 4.1470e-04s: Index: 3929 | Max_nodes: 49 | Active_nodes: 12 | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 6|5 -> 1|6 -> 0| +execution time of: 4.1472e-04s: Index: 4891 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 6|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 2|6 -> 1| +execution time of: 4.1479e-04s: Index: 4644 | Max_nodes: 58 | Active_nodes: 11 | 0 -> 6|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1|6 -> 5| +execution time of: 4.1481e-04s: Index: 689 | Max_nodes: 58 | Active_nodes: 10 | 0 -> 0|1 -> 6|2 -> 4|3 -> 3|4 -> 5|5 -> 2|6 -> 1| +execution time of: 4.1483e-04s: Index: 665 | Max_nodes: 58 | Active_nodes: 10 | 0 -> 0|1 -> 6|2 -> 3|3 -> 4|4 -> 5|5 -> 2|6 -> 1| +execution time of: 4.1484e-04s: Index: 3424 | Max_nodes: 56 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 6|5 -> 0|6 -> 1| +execution time of: 4.1485e-04s: Index: 3926 | Max_nodes: 54 | Active_nodes: 11 | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0|6 -> 6| +execution time of: 4.1486e-04s: Index: 1499 | Max_nodes: 50 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 6|5 -> 5|6 -> 1| +execution time of: 4.1487e-04s: Index: 453 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 5|3 -> 6|4 -> 2|5 -> 3|6 -> 1| +execution time of: 4.1501e-04s: Index: 2006 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0|6 -> 6| +execution time of: 4.1511e-04s: Index: 1478 | Max_nodes: 51 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1|6 -> 6| +execution time of: 4.1515e-04s: Index: 1625 | Max_nodes: 45 | Active_nodes: 10 | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 6|5 -> 3|6 -> 0| +execution time of: 4.1515e-04s: Index: 2250 | Max_nodes: 53 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 5|3 -> 6|4 -> 1|5 -> 2|6 -> 4| +execution time of: 4.1517e-04s: Index: 2470 | Max_nodes: 51 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 4|3 -> 6|4 -> 5|5 -> 0|6 -> 1| +execution time of: 4.1519e-04s: Index: 2370 | Max_nodes: 59 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 5|3 -> 6|4 -> 0|5 -> 2|6 -> 4| +execution time of: 4.1536e-04s: Index: 4384 | Max_nodes: 52 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1|6 -> 2| +execution time of: 4.1548e-04s: Index: 1595 | Max_nodes: 47 | Active_nodes: 10 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 6|5 -> 5|6 -> 0| 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12 | 0 -> 5|1 -> 2|2 -> 3|3 -> 6|4 -> 4|5 -> 1|6 -> 0| +execution time of: 4.1603e-04s: Index: 2231 | Max_nodes: 47 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 4|3 -> 6|4 -> 5|5 -> 2|6 -> 1| +execution time of: 4.1604e-04s: Index: 3190 | Max_nodes: 54 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 3|3 -> 6|4 -> 5|5 -> 0|6 -> 1| +execution time of: 4.1604e-04s: Index: 2950 | Max_nodes: 53 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 3|3 -> 6|4 -> 5|5 -> 1|6 -> 2| +execution time of: 4.1616e-04s: Index: 1286 | Max_nodes: 54 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0|6 -> 6| +execution time of: 4.1621e-04s: Index: 1671 | Max_nodes: 45 | Active_nodes: 10 | 0 -> 2|1 -> 1|2 -> 6|3 -> 4|4 -> 3|5 -> 5|6 -> 0| +execution time of: 4.1624e-04s: Index: 830 | Max_nodes: 50 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 6|3 -> 4|4 -> 3|5 -> 2|6 -> 5| +execution time of: 4.1631e-04s: Index: 4434 | Max_nodes: 56 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2|6 -> 3| +execution time of: 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-> 3|3 -> 6|4 -> 4|5 -> 0|6 -> 2| +execution time of: 4.1665e-04s: Index: 2224 | Max_nodes: 50 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 6|5 -> 1|6 -> 2| +execution time of: 4.1669e-04s: Index: 4796 | Max_nodes: 56 | Active_nodes: 12 | 0 -> 6|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0|6 -> 2| +execution time of: 4.1671e-04s: Index: 3374 | Max_nodes: 63 | Active_nodes: 10 | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1|6 -> 6| +execution time of: 4.1680e-04s: Index: 4919 | Max_nodes: 50 | Active_nodes: 11 | 0 -> 6|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1|6 -> 0| +execution time of: 4.1690e-04s: Index: 4313 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 5|1 -> 6|2 -> 4|3 -> 2|4 -> 3|5 -> 1|6 -> 0| +execution time of: 4.1693e-04s: Index: 4545 | Max_nodes: 53 | Active_nodes: 10 | 0 -> 6|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4|6 -> 0| +execution time of: 4.1694e-04s: Index: 2345 | Max_nodes: 44 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 6|5 -> 2|6 -> 0| +execution time of: 4.1698e-04s: Index: 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-> 3|6 -> 0| +execution time of: 4.1721e-04s: Index: 2830 | Max_nodes: 57 | Active_nodes: 12 | 0 -> 3|1 -> 6|2 -> 2|3 -> 5|4 -> 4|5 -> 0|6 -> 1| +execution time of: 4.1722e-04s: Index: 4247 | Max_nodes: 56 | Active_nodes: 10 | 0 -> 5|1 -> 6|2 -> 1|3 -> 4|4 -> 3|5 -> 2|6 -> 0| +execution time of: 4.1723e-04s: Index: 2390 | Max_nodes: 50 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 6|3 -> 4|4 -> 2|5 -> 0|6 -> 5| +execution time of: 4.1733e-04s: Index: 4074 | Max_nodes: 61 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 6|3 -> 4|4 -> 0|5 -> 1|6 -> 2| +execution time of: 4.1734e-04s: Index: 2152 | Max_nodes: 54 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 5|3 -> 3|4 -> 4|5 -> 0|6 -> 1| +execution time of: 4.1743e-04s: Index: 4432 | Max_nodes: 52 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1|6 -> 2| +execution time of: 4.1744e-04s: Index: 4510 | Max_nodes: 54 | Active_nodes: 12 | 0 -> 6|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0|6 -> 2| +execution time of: 4.1745e-04s: Index: 4169 | Max_nodes: 51 | 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| 0 -> 3|1 -> 1|2 -> 5|3 -> 6|4 -> 2|5 -> 0|6 -> 4| +execution time of: 4.1870e-04s: Index: 2874 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 3|1 -> 6|2 -> 5|3 -> 4|4 -> 0|5 -> 1|6 -> 2| +execution time of: 4.1870e-04s: Index: 1892 | Max_nodes: 56 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 5|3 -> 6|4 -> 1|5 -> 0|6 -> 3| +execution time of: 4.1872e-04s: Index: 1029 | Max_nodes: 52 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 4|3 -> 6|4 -> 2|5 -> 5|6 -> 0| +execution time of: 4.1873e-04s: Index: 4918 | Max_nodes: 55 | Active_nodes: 12 | 0 -> 6|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0|6 -> 1| +execution time of: 4.1879e-04s: Index: 3453 | Max_nodes: 55 | Active_nodes: 12 | 0 -> 4|1 -> 5|2 -> 3|3 -> 6|4 -> 1|5 -> 2|6 -> 0| +execution time of: 4.1881e-04s: Index: 3477 | Max_nodes: 55 | Active_nodes: 12 | 0 -> 4|1 -> 5|2 -> 6|3 -> 3|4 -> 1|5 -> 2|6 -> 0| +execution time of: 4.1882e-04s: Index: 3115 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 6|3 -> 5|4 -> 0|5 -> 3|6 -> 2| +execution time of: 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-> 4|3 -> 3|4 -> 2|5 -> 0|6 -> 5| +execution time of: 4.1933e-04s: Index: 3357 | Max_nodes: 50 | Active_nodes: 12 | 0 -> 4|1 -> 3|2 -> 6|3 -> 5|4 -> 1|5 -> 2|6 -> 0| +execution time of: 4.1937e-04s: Index: 2274 | Max_nodes: 53 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 6|3 -> 5|4 -> 1|5 -> 2|6 -> 4| +execution time of: 4.1953e-04s: Index: 3566 | Max_nodes: 57 | Active_nodes: 10 | 0 -> 4|1 -> 6|2 -> 3|3 -> 2|4 -> 1|5 -> 0|6 -> 5| +execution time of: 4.1959e-04s: Index: 1607 | Max_nodes: 47 | Active_nodes: 10 | 0 -> 2|1 -> 1|2 -> 3|3 -> 6|4 -> 5|5 -> 4|6 -> 0| +execution time of: 4.1967e-04s: Index: 2009 | Max_nodes: 50 | Active_nodes: 12 | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 6|5 -> 1|6 -> 0| +execution time of: 4.1971e-04s: Index: 2343 | Max_nodes: 49 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 6|6 -> 0| +execution time of: 4.1981e-04s: Index: 2393 | Max_nodes: 44 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 6|3 -> 4|4 -> 5|5 -> 2|6 -> 0| +execution time of: 4.1985e-04s: Index: 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-> 3|6 -> 2| +execution time of: 4.2022e-04s: Index: 4646 | Max_nodes: 54 | Active_nodes: 11 | 0 -> 6|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0|6 -> 5| +execution time of: 4.2025e-04s: Index: 3478 | Max_nodes: 56 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 6|3 -> 3|4 -> 2|5 -> 0|6 -> 1| +execution time of: 4.2025e-04s: Index: 834 | Max_nodes: 49 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 6|3 -> 5|4 -> 2|5 -> 3|6 -> 4| +execution time of: 4.2028e-04s: Index: 1676 | Max_nodes: 51 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 6|3 -> 5|4 -> 3|5 -> 0|6 -> 4| +execution time of: 4.2029e-04s: Index: 2126 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 2|1 -> 6|2 -> 4|3 -> 3|4 -> 1|5 -> 0|6 -> 5| +execution time of: 4.2033e-04s: Index: 1352 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 1|1 -> 6|2 -> 2|3 -> 3|4 -> 4|5 -> 0|6 -> 5| +execution time of: 4.2037e-04s: Index: 305 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 6|5 -> 2|6 -> 1| +execution time of: 4.2037e-04s: Index: 1798 | Max_nodes: 51 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 6|3 -> 5|4 -> 4|5 -> 0|6 -> 1| +execution time of: 4.2040e-04s: Index: 4 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 6|5 -> 4|6 -> 5| +execution time of: 4.2051e-04s: Index: 4390 | Max_nodes: 52 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1|6 -> 2| +execution time of: 4.2054e-04s: Index: 828 | Max_nodes: 49 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 6|3 -> 4|4 -> 2|5 -> 3|6 -> 5| +execution time of: 4.2060e-04s: Index: 488 | Max_nodes: 64 | Active_nodes: 10 | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2|6 -> 6| +execution time of: 4.2063e-04s: Index: 716 | Max_nodes: 58 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 5|3 -> 4|4 -> 2|5 -> 1|6 -> 3| +execution time of: 4.2066e-04s: Index: 191 | Max_nodes: 56 | Active_nodes: 10 | 0 -> 0|1 -> 2|2 -> 4|3 -> 6|4 -> 5|5 -> 3|6 -> 1| +execution time of: 4.2084e-04s: Index: 2945 | Max_nodes: 50 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 6|5 -> 2|6 -> 1| +execution 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-> 4|3 -> 6|4 -> 5|5 -> 1|6 -> 2| +execution time of: 4.2173e-04s: Index: 2159 | Max_nodes: 47 | Active_nodes: 11 | 0 -> 2|1 -> 6|2 -> 5|3 -> 4|4 -> 3|5 -> 1|6 -> 0| +execution time of: 4.2186e-04s: Index: 2801 | Max_nodes: 56 | Active_nodes: 11 | 0 -> 3|1 -> 6|2 -> 1|3 -> 4|4 -> 5|5 -> 2|6 -> 0| +execution time of: 4.2188e-04s: Index: 1022 | Max_nodes: 52 | Active_nodes: 12 | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0|6 -> 6| +execution time of: 4.2192e-04s: Index: 1766 | Max_nodes: 53 | Active_nodes: 12 | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0|6 -> 6| +execution time of: 4.2192e-04s: Index: 4980 | Max_nodes: 63 | Active_nodes: 10 | 0 -> 6|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1|6 -> 4| +execution time of: 4.2198e-04s: Index: 3656 | Max_nodes: 53 | Active_nodes: 10 | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 1|6 -> 6| +execution time of: 4.2199e-04s: Index: 4674 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1|6 -> 3| +execution time of: 4.2203e-04s: Index: 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-> 3|3 -> 6|4 -> 5|5 -> 4|6 -> 1| +execution time of: 4.2368e-04s: Index: 431 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 3|3 -> 6|4 -> 5|5 -> 2|6 -> 1| +execution time of: 4.2369e-04s: Index: 4892 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 6|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0|6 -> 2| +execution time of: 4.2380e-04s: Index: 712 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 5|3 -> 3|4 -> 4|5 -> 1|6 -> 2| +execution time of: 4.2386e-04s: Index: 1790 | Max_nodes: 54 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 6|3 -> 4|4 -> 1|5 -> 0|6 -> 5| +execution time of: 4.2401e-04s: Index: 190 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 4|3 -> 6|4 -> 5|5 -> 1|6 -> 3| +execution time of: 4.2404e-04s: Index: 2488 | Max_nodes: 51 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 6|5 -> 0|6 -> 1| +execution time of: 4.2406e-04s: Index: 1967 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 2|1 -> 5|2 -> 1|3 -> 6|4 -> 4|5 -> 3|6 -> 0| +execution time of: 4.2407e-04s: Index: 1382 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5|1 -> 6|2 -> 4|3 -> 3|4 -> 0|5 -> 1|6 -> 2| +execution time of: 4.2499e-04s: Index: 3038 | Max_nodes: 56 | Active_nodes: 12 | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0|6 -> 6| +execution time of: 4.2513e-04s: Index: 813 | Max_nodes: 50 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 5|3 -> 6|4 -> 3|5 -> 4|6 -> 2| +execution time of: 4.2522e-04s: Index: 4913 | Max_nodes: 53 | Active_nodes: 11 | 0 -> 6|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1|6 -> 0| +execution time of: 4.2525e-04s: Index: 3684 | Max_nodes: 54 | Active_nodes: 10 | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2|6 -> 6| +execution time of: 4.2533e-04s: Index: 482 | Max_nodes: 64 | Active_nodes: 10 | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3|6 -> 6| +execution time of: 4.2534e-04s: Index: 3691 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 5|1 -> 0|2 -> 4|3 -> 6|4 -> 1|5 -> 3|6 -> 2| +execution time of: 4.2535e-04s: Index: 186 | Max_nodes: 56 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 4|3 -> 6|4 -> 1|5 -> 3|6 -> 5| +execution time of: 4.2537e-04s: Index: 4241 | Max_nodes: 53 | Active_nodes: 10 | 0 -> 5|1 -> 6|2 -> 1|3 -> 3|4 -> 4|5 -> 2|6 -> 0| +execution time of: 4.2539e-04s: Index: 3090 | Max_nodes: 61 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 5|3 -> 6|4 -> 0|5 -> 2|6 -> 3| +execution time of: 4.2548e-04s: Index: 3570 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 4|1 -> 6|2 -> 3|3 -> 5|4 -> 0|5 -> 1|6 -> 2| +execution time of: 4.2548e-04s: Index: 3431 | Max_nodes: 54 | Active_nodes: 12 | 0 -> 4|1 -> 5|2 -> 2|3 -> 6|4 -> 3|5 -> 1|6 -> 0| +execution time of: 4.2552e-04s: Index: 4598 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 6|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0|6 -> 5| +execution time of: 4.2556e-04s: Index: 114 | Max_nodes: 53 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 6|3 -> 5|4 -> 2|5 -> 3|6 -> 4| +execution time of: 4.2558e-04s: Index: 3906 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 3|3 -> 6|4 -> 0|5 -> 1|6 -> 4| +execution time of: 4.2561e-04s: Index: 668 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 3|3 -> 5|4 -> 2|5 -> 1|6 -> 4| +execution time of: 4.2563e-04s: Index: 5037 | Max_nodes: 53 | Active_nodes: 10 | 0 -> 6|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2|6 -> 0| +execution time of: 4.2565e-04s: Index: 4031 | Max_nodes: 54 | Active_nodes: 12 | 0 -> 5|1 -> 3|2 -> 2|3 -> 6|4 -> 4|5 -> 1|6 -> 0| +execution time of: 4.2565e-04s: Index: 2828 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 3|1 -> 6|2 -> 2|3 -> 5|4 -> 1|5 -> 0|6 -> 4| +execution time of: 4.2570e-04s: Index: 1503 | Max_nodes: 48 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 6|6 -> 1| +execution time of: 4.2587e-04s: Index: 1617 | Max_nodes: 47 | Active_nodes: 10 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 6|6 -> 0| +execution time of: 4.2589e-04s: Index: 1524 | Max_nodes: 52 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3|6 -> 6| +execution time of: 4.2601e-04s: Index: 1028 | Max_nodes: 53 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 4|3 -> 6|4 -> 2|5 -> 0|6 -> 5| +execution time of: 4.2603e-04s: Index: 4358 | Max_nodes: 53 | Active_nodes: 10 | 0 -> 6|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 1|6 -> 5| +execution time of: 4.2603e-04s: Index: 887 | Max_nodes: 51 | Active_nodes: 10 | 0 -> 1|1 -> 2|2 -> 3|3 -> 6|4 -> 5|5 -> 4|6 -> 0| +execution time of: 4.2609e-04s: Index: 4030 | Max_nodes: 59 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 2|3 -> 6|4 -> 4|5 -> 0|6 -> 1| +execution time of: 4.2616e-04s: Index: 1509 | Max_nodes: 48 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 4|3 -> 6|4 -> 3|5 -> 5|6 -> 1| +execution time of: 4.2618e-04s: Index: 3434 | Max_nodes: 63 | Active_nodes: 10 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1|6 -> 6| +execution time of: 4.2619e-04s: Index: 2798 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 3|1 -> 6|2 -> 1|3 -> 4|4 -> 2|5 -> 0|6 -> 5| +execution time of: 4.2625e-04s: Index: 4410 | Max_nodes: 56 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2|6 -> 3| +execution time of: 4.2628e-04s: Index: 1473 | Max_nodes: 50 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 6|6 -> 1| +execution time of: 4.2632e-04s: Index: 4266 | Max_nodes: 66 | Active_nodes: 11 | 0 -> 5|1 -> 6|2 -> 2|3 -> 4|4 -> 0|5 -> 1|6 -> 3| +execution time of: 4.2637e-04s: Index: 84 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3|6 -> 6| +execution time of: 4.2638e-04s: Index: 2964 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2|6 -> 6| +execution time of: 4.2639e-04s: Index: 182 | Max_nodes: 54 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1|6 -> 6| +execution time of: 4.2643e-04s: Index: 1910 | Max_nodes: 57 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 6|3 -> 3|4 -> 1|5 -> 0|6 -> 5| +execution time of: 4.2644e-04s: Index: 3304 | Max_nodes: 59 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 6|5 -> 0|6 -> 1| +execution time of: 4.2646e-04s: Index: 4262 | Max_nodes: 59 | Active_nodes: 10 | 0 -> 5|1 -> 6|2 -> 2|3 -> 3|4 -> 1|5 -> 0|6 -> 4| +execution time of: 4.2653e-04s: Index: 2491 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 5|3 -> 6|4 -> 0|5 -> 4|6 -> 1| +execution time of: 4.2657e-04s: Index: 2394 | Max_nodes: 59 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 6|3 -> 5|4 -> 0|5 -> 2|6 -> 4| +execution time of: 4.2658e-04s: Index: 4289 | Max_nodes: 49 | Active_nodes: 10 | 0 -> 5|1 -> 6|2 -> 3|3 -> 2|4 -> 4|5 -> 1|6 -> 0| +execution time of: 4.2658e-04s: Index: 755 | Max_nodes: 54 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 6|5 -> 5|6 -> 2| +execution time of: 4.2659e-04s: Index: 3632 | Max_nodes: 53 | Active_nodes: 10 | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1|6 -> 6| +execution time of: 4.2661e-04s: Index: 521 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 6|5 -> 3|6 -> 1| +execution time of: 4.2662e-04s: Index: 542 | Max_nodes: 56 | Active_nodes: 10 | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1|6 -> 6| +execution time of: 4.2662e-04s: Index: 1472 | Max_nodes: 51 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1|6 -> 6| +execution 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-> 2|2 -> 6|3 -> 4|4 -> 3|5 -> 5|6 -> 0| +execution time of: 4.2702e-04s: Index: 1408 | Max_nodes: 57 | Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 4|3 -> 3|4 -> 5|5 -> 0|6 -> 2| +execution time of: 4.2704e-04s: Index: 3526 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 4|1 -> 6|2 -> 1|3 -> 5|4 -> 3|5 -> 0|6 -> 2| +execution time of: 4.2704e-04s: Index: 4171 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 3|3 -> 6|4 -> 0|5 -> 2|6 -> 1| +execution time of: 4.2707e-04s: Index: 4284 | Max_nodes: 63 | Active_nodes: 10 | 0 -> 5|1 -> 6|2 -> 3|3 -> 2|4 -> 0|5 -> 1|6 -> 4| +execution time of: 4.2708e-04s: Index: 237 | Max_nodes: 54 | Active_nodes: 10 | 0 -> 0|1 -> 2|2 -> 6|3 -> 5|4 -> 3|5 -> 4|6 -> 1| +execution time of: 4.2718e-04s: Index: 4943 | Max_nodes: 65 | Active_nodes: 11 | 0 -> 6|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2|6 -> 1| +execution time of: 4.2720e-04s: Index: 635 | Max_nodes: 65 | Active_nodes: 10 | 0 -> 0|1 -> 6|2 -> 2|3 -> 3|4 -> 5|5 -> 4|6 -> 1| +execution time of: 4.2725e-04s: Index: 3665 | Max_nodes: 50 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 6|5 -> 2|6 -> 1| +execution time of: 4.2728e-04s: Index: 1497 | Max_nodes: 50 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 6|6 -> 1| +execution time of: 4.2730e-04s: Index: 885 | Max_nodes: 51 | Active_nodes: 10 | 0 -> 1|1 -> 2|2 -> 3|3 -> 6|4 -> 4|5 -> 5|6 -> 0| +execution time of: 4.2740e-04s: Index: 2990 | Max_nodes: 51 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 6|3 -> 3|4 -> 2|5 -> 1|6 -> 5| +execution time of: 4.2741e-04s: Index: 3430 | Max_nodes: 59 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 2|3 -> 6|4 -> 3|5 -> 0|6 -> 1| +execution time of: 4.2742e-04s: Index: 4629 | Max_nodes: 58 | Active_nodes: 11 | 0 -> 6|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4|6 -> 0| +execution time of: 4.2742e-04s: Index: 2580 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1|6 -> 6| +execution time of: 4.2745e-04s: Index: 5033 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 6|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1|6 -> 0| +execution time of: 4.2746e-04s: Index: 1235 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 6|5 -> 4|6 -> 0| +execution time of: 4.2752e-04s: Index: 515 | Max_nodes: 66 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 6|5 -> 4|6 -> 1| +execution time of: 4.2754e-04s: Index: 4433 | Max_nodes: 49 | Active_nodes: 10 | 0 -> 6|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2|6 -> 1| +execution time of: 4.2757e-04s: Index: 1768 | Max_nodes: 53 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 6|5 -> 0|6 -> 1| +execution time of: 4.2758e-04s: Index: 875 | Max_nodes: 51 | Active_nodes: 10 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 6|5 -> 5|6 -> 0| +execution time of: 4.2761e-04s: Index: 1797 | Max_nodes: 52 | Active_nodes: 12 | 0 -> 2|1 -> 3|2 -> 6|3 -> 5|4 -> 1|5 -> 4|6 -> 0| +execution time of: 4.2763e-04s: Index: 1391 | Max_nodes: 51 | Active_nodes: 10 | 0 -> 1|1 -> 6|2 -> 3|3 -> 5|4 -> 4|5 -> 2|6 -> 0| +execution time of: 4.2764e-04s: Index: 1145 | Max_nodes: 52 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 6|5 -> 2|6 -> 0| +execution time of: 4.2770e-04s: Index: 476 | Max_nodes: 57 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 6|3 -> 5|4 -> 2|5 -> 1|6 -> 3| +execution time of: 4.2771e-04s: Index: 4961 | Max_nodes: 53 | Active_nodes: 10 | 0 -> 6|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2|6 -> 0| +execution time of: 4.2771e-04s: Index: 811 | Max_nodes: 51 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 5|3 -> 6|4 -> 2|5 -> 4|6 -> 3| +execution time of: 4.2771e-04s: Index: 3548 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 4|1 -> 6|2 -> 2|3 -> 5|4 -> 1|5 -> 0|6 -> 3| +execution time of: 4.2772e-04s: Index: 3830 | Max_nodes: 55 | Active_nodes: 13 | 0 -> 5|1 -> 1|2 -> 6|3 -> 3|4 -> 2|5 -> 0|6 -> 4| +execution time of: 4.2774e-04s: Index: 4077 | Max_nodes: 52 | Active_nodes: 12 | 0 -> 5|1 -> 3|2 -> 6|3 -> 4|4 -> 1|5 -> 2|6 -> 0| +execution time of: 4.2780e-04s: Index: 5031 | Max_nodes: 60 | Active_nodes: 10 | 0 -> 6|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 3|6 -> 0| +execution time of: 4.2781e-04s: Index: 2585 | Max_nodes: 53 | Active_nodes: 12 | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 6|5 -> 1|6 -> 0| +execution time of: 4.2785e-04s: Index: 4670 | Max_nodes: 57 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0|6 -> 4| +execution time of: 4.2789e-04s: Index: 4310 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 5|1 -> 6|2 -> 4|3 -> 2|4 -> 1|5 -> 0|6 -> 3| +execution time of: 4.2798e-04s: Index: 4544 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 6|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0|6 -> 4| +execution time of: 4.2800e-04s: Index: 2349 | Max_nodes: 49 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 4|3 -> 6|4 -> 2|5 -> 5|6 -> 0| +execution time of: 4.2813e-04s: Index: 2852 | Max_nodes: 56 | Active_nodes: 12 | 0 -> 3|1 -> 6|2 -> 4|3 -> 5|4 -> 1|5 -> 0|6 -> 2| +execution time of: 4.2814e-04s: Index: 4007 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 5|1 -> 3|2 -> 1|3 -> 6|4 -> 4|5 -> 2|6 -> 0| +execution time of: 4.2816e-04s: Index: 4915 | Max_nodes: 63 | 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12 | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0|6 -> 6| +execution time of: 4.2860e-04s: Index: 5030 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 6|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0|6 -> 3| +execution time of: 4.2861e-04s: Index: 4620 | Max_nodes: 58 | Active_nodes: 11 | 0 -> 6|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1|6 -> 5| +execution time of: 4.2863e-04s: Index: 2326 | Max_nodes: 59 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 2|3 -> 6|4 -> 5|5 -> 0|6 -> 4| +execution time of: 4.2865e-04s: Index: 238 | Max_nodes: 57 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 6|3 -> 5|4 -> 4|5 -> 1|6 -> 3| +execution time of: 4.2870e-04s: Index: 1623 | Max_nodes: 45 | Active_nodes: 10 | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 6|6 -> 0| +execution time of: 4.2872e-04s: Index: 0 | Max_nodes: 54 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +execution time of: 4.2879e-04s: Index: 2156 | Max_nodes: 57 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 5|3 -> 4|4 -> 1|5 -> 0|6 -> 3| +execution time of: 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-> 5|3 -> 6|4 -> 3|5 -> 1|6 -> 4| +execution time of: 4.2901e-04s: Index: 3046 | Max_nodes: 61 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 2|3 -> 6|4 -> 5|5 -> 0|6 -> 3| +execution time of: 4.2902e-04s: Index: 1893 | Max_nodes: 52 | Active_nodes: 12 | 0 -> 2|1 -> 4|2 -> 5|3 -> 6|4 -> 1|5 -> 3|6 -> 0| +execution time of: 4.2907e-04s: Index: 70 | Max_nodes: 58 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 4|3 -> 6|4 -> 5|5 -> 2|6 -> 3| +execution time of: 4.2908e-04s: Index: 4990 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 6|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0|6 -> 1| +execution time of: 4.2909e-04s: Index: 3449 | Max_nodes: 51 | Active_nodes: 12 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 6|5 -> 1|6 -> 0| +execution time of: 4.2913e-04s: Index: 3800 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0|6 -> 6| +execution time of: 4.2917e-04s: Index: 392 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1|6 -> 6| +execution time of: 4.2918e-04s: Index: 722 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4|6 -> 6| +execution time of: 4.2918e-04s: Index: 3451 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 3|3 -> 6|4 -> 0|5 -> 2|6 -> 1| +execution time of: 4.2925e-04s: Index: 1793 | Max_nodes: 48 | Active_nodes: 12 | 0 -> 2|1 -> 3|2 -> 6|3 -> 4|4 -> 5|5 -> 1|6 -> 0| +execution time of: 4.2926e-04s: Index: 4006 | Max_nodes: 65 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 1|3 -> 6|4 -> 4|5 -> 0|6 -> 2| +execution time of: 4.2927e-04s: Index: 14 | Max_nodes: 57 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3|6 -> 6| +execution time of: 4.2930e-04s: Index: 3186 | Max_nodes: 60 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 3|3 -> 6|4 -> 0|5 -> 1|6 -> 5| +execution time of: 4.2936e-04s: Index: 3044 | Max_nodes: 57 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 2|3 -> 6|4 -> 3|5 -> 0|6 -> 5| +execution time of: 4.2937e-04s: Index: 638 | Max_nodes: 59 | Active_nodes: 10 | 0 -> 0|1 -> 6|2 -> 2|3 -> 4|4 -> 3|5 -> 1|6 -> 5| +execution time of: 4.2939e-04s: Index: 3311 | Max_nodes: 54 | Active_nodes: 12 | 0 -> 4|1 -> 3|2 -> 2|3 -> 6|4 -> 5|5 -> 1|6 -> 0| +execution time of: 4.2939e-04s: Index: 4504 | Max_nodes: 54 | Active_nodes: 12 | 0 -> 6|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0|6 -> 2| +execution time of: 4.2941e-04s: Index: 2204 | Max_nodes: 55 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 2|3 -> 6|4 -> 4|5 -> 1|6 -> 5| +execution time of: 4.2944e-04s: Index: 2924 | Max_nodes: 55 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 2|3 -> 6|4 -> 3|5 -> 1|6 -> 5| +execution time of: 4.2950e-04s: Index: 2846 | Max_nodes: 58 | Active_nodes: 11 | 0 -> 3|1 -> 6|2 -> 4|3 -> 2|4 -> 1|5 -> 0|6 -> 5| +execution time of: 4.2956e-04s: Index: 5028 | Max_nodes: 66 | Active_nodes: 11 | 0 -> 6|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1|6 -> 3| +execution time of: 4.2963e-04s: Index: 872 | Max_nodes: 55 | Active_nodes: 12 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0|6 -> 6| +execution time of: 4.2972e-04s: Index: 1555 | Max_nodes: 55 | 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-> 2|3 -> 6|4 -> 1|5 -> 3|6 -> 0| +execution time of: 4.3135e-04s: Index: 4601 | Max_nodes: 58 | Active_nodes: 11 | 0 -> 6|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3|6 -> 0| +execution time of: 4.3137e-04s: Index: 1198 | Max_nodes: 54 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 6|3 -> 5|4 -> 3|5 -> 0|6 -> 2| +execution time of: 4.3148e-04s: Index: 1406 | Max_nodes: 54 | Active_nodes: 11 | 0 -> 1|1 -> 6|2 -> 4|3 -> 3|4 -> 2|5 -> 0|6 -> 5| +execution time of: 4.3148e-04s: Index: 4520 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 6|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0|6 -> 5| +execution time of: 4.3149e-04s: Index: 3910 | Max_nodes: 54 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 3|3 -> 6|4 -> 4|5 -> 0|6 -> 1| +execution time of: 4.3153e-04s: Index: 4676 | Max_nodes: 56 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0|6 -> 3| +execution time of: 4.3157e-04s: Index: 1197 | Max_nodes: 50 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 6|3 -> 5|4 -> 2|5 -> 3|6 -> 0| +execution time of: 4.3158e-04s: Index: 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12 | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 6|6 -> 3| +execution time of: 4.3359e-04s: Index: 4907 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 6|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2|6 -> 0| +execution time of: 4.3361e-04s: Index: 4745 | Max_nodes: 53 | Active_nodes: 11 | 0 -> 6|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1|6 -> 0| +execution time of: 4.3368e-04s: Index: 4406 | Max_nodes: 49 | Active_nodes: 10 | 0 -> 6|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1|6 -> 5| +execution time of: 4.3377e-04s: Index: 204 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3|6 -> 6| +execution time of: 4.3377e-04s: Index: 3872 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0|6 -> 6| +execution time of: 4.3378e-04s: Index: 4958 | Max_nodes: 61 | Active_nodes: 10 | 0 -> 6|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0|6 -> 4| +execution time of: 4.3382e-04s: Index: 2030 | Max_nodes: 59 | Active_nodes: 13 | 0 -> 2|1 -> 5|2 -> 6|3 -> 3|4 -> 1|5 -> 0|6 -> 4| +execution time of: 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-> 3|3 -> 5|4 -> 6|5 -> 1|6 -> 0| +execution time of: 4.3406e-04s: Index: 3854 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1|6 -> 6| +execution time of: 4.3411e-04s: Index: 1552 | Max_nodes: 53 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 6|3 -> 4|4 -> 5|5 -> 1|6 -> 3| +execution time of: 4.3412e-04s: Index: 1431 | Max_nodes: 55 | Active_nodes: 10 | 0 -> 1|1 -> 6|2 -> 5|3 -> 3|4 -> 2|5 -> 4|6 -> 0| +execution time of: 4.3414e-04s: Index: 4243 | Max_nodes: 75 | Active_nodes: 11 | 0 -> 5|1 -> 6|2 -> 1|3 -> 4|4 -> 0|5 -> 3|6 -> 2| +execution time of: 4.3416e-04s: Index: 1485 | Max_nodes: 50 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 3|3 -> 6|4 -> 4|5 -> 5|6 -> 1| +execution time of: 4.3423e-04s: Index: 1030 | Max_nodes: 56 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 4|3 -> 6|4 -> 5|5 -> 0|6 -> 2| +execution time of: 4.3424e-04s: Index: 2903 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 1|3 -> 6|4 -> 5|5 -> 3|6 -> 2| +execution time of: 4.3427e-04s: Index: 4164 | Max_nodes: 61 | Active_nodes: 10 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1|6 -> 6| +execution time of: 4.3427e-04s: Index: 3514 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 4|1 -> 6|2 -> 1|3 -> 2|4 -> 5|5 -> 0|6 -> 3| +execution time of: 4.3429e-04s: Index: 86 | Max_nodes: 53 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2|6 -> 6| +execution time of: 4.3433e-04s: Index: 1127 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 2|3 -> 6|4 -> 5|5 -> 3|6 -> 0| +execution time of: 4.3436e-04s: Index: 47 | Max_nodes: 58 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 3|3 -> 6|4 -> 5|5 -> 4|6 -> 2| +execution time of: 4.3443e-04s: Index: 3626 | Max_nodes: 57 | Active_nodes: 10 | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3|6 -> 6| +execution time of: 4.3445e-04s: Index: 2926 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 2|3 -> 6|4 -> 5|5 -> 1|6 -> 3| +execution time of: 4.3450e-04s: Index: 71 | Max_nodes: 56 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 4|3 -> 6|4 -> 5|5 -> 3|6 -> 2| +execution time of: 4.3454e-04s: Index: 235 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 6|3 -> 5|4 -> 1|5 -> 4|6 -> 3| +execution time of: 4.3470e-04s: Index: 43 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 3|3 -> 6|4 -> 2|5 -> 5|6 -> 4| +execution time of: 4.3472e-04s: Index: 2168 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2|6 -> 6| +execution time of: 4.3473e-04s: Index: 189 | Max_nodes: 56 | Active_nodes: 10 | 0 -> 0|1 -> 2|2 -> 4|3 -> 6|4 -> 3|5 -> 5|6 -> 1| +execution time of: 4.3473e-04s: Index: 2873 | Max_nodes: 52 | Active_nodes: 11 | 0 -> 3|1 -> 6|2 -> 5|3 -> 2|4 -> 4|5 -> 1|6 -> 0| +execution time of: 4.3478e-04s: Index: 2514 | Max_nodes: 57 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 6|3 -> 5|4 -> 0|5 -> 1|6 -> 4| +execution time of: 4.3482e-04s: Index: 3420 | Max_nodes: 61 | Active_nodes: 10 | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1|6 -> 6| +execution time of: 4.3484e-04s: Index: 1888 | Max_nodes: 55 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 6|5 -> 0|6 -> 1| +execution time of: 4.3489e-04s: Index: 1052 | Max_nodes: 53 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 5|3 -> 6|4 -> 2|5 -> 0|6 -> 4| +execution time of: 4.3494e-04s: Index: 2073 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 2|1 -> 6|2 -> 1|3 -> 3|4 -> 4|5 -> 5|6 -> 0| +execution time of: 4.3495e-04s: Index: 407 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 2|3 -> 6|4 -> 5|5 -> 3|6 -> 1| +execution time of: 4.3497e-04s: Index: 776 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2|6 -> 6| +execution time of: 4.3502e-04s: Index: 920 | Max_nodes: 55 | Active_nodes: 12 | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0|6 -> 6| +execution time of: 4.3503e-04s: Index: 4194 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 6|3 -> 3|4 -> 0|5 -> 1|6 -> 2| +execution time of: 4.3504e-04s: Index: 1412 | Max_nodes: 56 | Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 4|3 -> 5|4 -> 2|5 -> 0|6 -> 3| +execution 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-> 6|2 -> 2|3 -> 1|4 -> 3|5 -> 0|6 -> 4| +execution time of: 4.3525e-04s: Index: 3167 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 4|1 -> 2|2 -> 1|3 -> 6|4 -> 5|5 -> 3|6 -> 0| +execution time of: 4.3526e-04s: Index: 4197 | Max_nodes: 55 | Active_nodes: 12 | 0 -> 5|1 -> 4|2 -> 6|3 -> 3|4 -> 1|5 -> 2|6 -> 0| +execution time of: 4.3527e-04s: Index: 4172 | Max_nodes: 60 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 3|3 -> 6|4 -> 1|5 -> 0|6 -> 2| +execution time of: 4.3530e-04s: Index: 1958 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0|6 -> 6| +execution time of: 4.3532e-04s: Index: 3952 | Max_nodes: 54 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 6|3 -> 3|4 -> 4|5 -> 0|6 -> 1| +execution time of: 4.3532e-04s: Index: 1355 | Max_nodes: 58 | Active_nodes: 10 | 0 -> 1|1 -> 6|2 -> 2|3 -> 3|4 -> 5|5 -> 4|6 -> 0| +execution time of: 4.3534e-04s: Index: 1364 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 2|3 -> 5|4 -> 3|5 -> 0|6 -> 4| +execution time of: 4.3535e-04s: Index: 1891 | Max_nodes: 61 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 5|3 -> 6|4 -> 0|5 -> 3|6 -> 1| +execution time of: 4.3539e-04s: Index: 3878 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0|6 -> 6| +execution time of: 4.3546e-04s: Index: 992 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0|6 -> 6| +execution time of: 4.3548e-04s: Index: 4274 | Max_nodes: 65 | Active_nodes: 10 | 0 -> 5|1 -> 6|2 -> 3|3 -> 0|4 -> 2|5 -> 1|6 -> 4| +execution time of: 4.3550e-04s: Index: 1605 | Max_nodes: 47 | Active_nodes: 10 | 0 -> 2|1 -> 1|2 -> 3|3 -> 6|4 -> 4|5 -> 5|6 -> 0| +execution time of: 4.3550e-04s: Index: 2344 | Max_nodes: 52 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 6|5 -> 0|6 -> 2| +execution time of: 4.3552e-04s: Index: 2920 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 6|5 -> 1|6 -> 3| +execution time of: 4.3555e-04s: Index: 2033 | Max_nodes: 50 | Active_nodes: 12 | 0 -> 2|1 -> 5|2 -> 6|3 -> 3|4 -> 4|5 -> 1|6 -> 0| +execution time of: 4.3557e-04s: Index: 4770 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 6|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1|6 -> 2| +execution time of: 4.3558e-04s: Index: 4223 | Max_nodes: 65 | Active_nodes: 11 | 0 -> 5|1 -> 6|2 -> 0|3 -> 4|4 -> 3|5 -> 2|6 -> 1| +execution time of: 4.3560e-04s: Index: 2013 | Max_nodes: 54 | Active_nodes: 12 | 0 -> 2|1 -> 5|2 -> 4|3 -> 6|4 -> 1|5 -> 3|6 -> 0| +execution time of: 4.3564e-04s: Index: 5009 | Max_nodes: 49 | Active_nodes: 10 | 0 -> 6|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1|6 -> 0| +execution time of: 4.3565e-04s: Index: 59 | Max_nodes: 58 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 6|5 -> 5|6 -> 2| +execution time of: 4.3566e-04s: Index: 165 | Max_nodes: 58 | Active_nodes: 10 | 0 -> 0|1 -> 2|2 -> 3|3 -> 6|4 -> 4|5 -> 5|6 -> 1| +execution time of: 4.3570e-04s: Index: 3524 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 4|1 -> 6|2 -> 1|3 -> 5|4 -> 2|5 -> 0|6 -> 3| +execution time of: 4.3572e-04s: Index: 4429 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 4|6 -> 2| +execution time of: 4.3578e-04s: Index: 808 | Max_nodes: 54 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 6|5 -> 2|6 -> 3| +execution time of: 4.3581e-04s: Index: 424 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 6|5 -> 1|6 -> 2| +execution time of: 4.3596e-04s: Index: 3401 | Max_nodes: 55 | Active_nodes: 12 | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 6|5 -> 2|6 -> 0| +execution time of: 4.3597e-04s: Index: 3557 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 4|1 -> 6|2 -> 3|3 -> 0|4 -> 5|5 -> 2|6 -> 1| +execution time of: 4.3597e-04s: Index: 4554 | Max_nodes: 62 | Active_nodes: 12 | 0 -> 6|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2|6 -> 3| +execution time of: 4.3598e-04s: Index: 4428 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2|6 -> 4| +execution time of: 4.3599e-04s: Index: 1528 | Max_nodes: 53 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 6|5 -> 1|6 -> 3| +execution time of: 4.3603e-04s: Index: 616 | Max_nodes: 68 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 1|3 -> 4|4 -> 5|5 -> 2|6 -> 3| +execution time of: 4.3604e-04s: Index: 4475 | Max_nodes: 51 | Active_nodes: 10 | 0 -> 6|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4|6 -> 0| +execution time of: 4.3605e-04s: Index: 3803 | Max_nodes: 53 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 6|5 -> 3|6 -> 0| +execution time of: 4.3608e-04s: Index: 2676 | Max_nodes: 68 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2|6 -> 6| +execution time of: 4.3609e-04s: Index: 2820 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 3|1 -> 6|2 -> 2|3 -> 4|4 -> 0|5 -> 1|6 -> 5| +execution time of: 4.3613e-04s: Index: 3834 | Max_nodes: 63 | Active_nodes: 13 | 0 -> 5|1 -> 1|2 -> 6|3 -> 4|4 -> 0|5 -> 2|6 -> 3| +execution time of: 4.3615e-04s: Index: 1510 | Max_nodes: 53 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 4|3 -> 6|4 -> 5|5 -> 1|6 -> 3| +execution time of: 4.3616e-04s: Index: 3426 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 2|3 -> 6|4 -> 0|5 -> 1|6 -> 3| +execution time of: 4.3618e-04s: Index: 2081 | Max_nodes: 58 | Active_nodes: 11 | 0 -> 2|1 -> 6|2 -> 1|3 -> 4|4 -> 5|5 -> 3|6 -> 0| +execution time of: 4.3623e-04s: Index: 4972 | Max_nodes: 61 | Active_nodes: 11 | 0 -> 6|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1|6 -> 3| +execution time of: 4.3624e-04s: Index: 3525 | Max_nodes: 61 | Active_nodes: 11 | 0 -> 4|1 -> 6|2 -> 1|3 -> 5|4 -> 2|5 -> 3|6 -> 0| +execution time of: 4.3627e-04s: Index: 3983 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 0|3 -> 6|4 -> 4|5 -> 2|6 -> 1| +execution time of: 4.3627e-04s: Index: 5006 | Max_nodes: 59 | Active_nodes: 10 | 0 -> 6|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0|6 -> 4| +execution time of: 4.3628e-04s: Index: 4048 | Max_nodes: 59 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 6|5 -> 0|6 -> 1| +execution time of: 4.3632e-04s: Index: 3715 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 5|1 -> 0|2 -> 6|3 -> 4|4 -> 1|5 -> 3|6 -> 2| 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| 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0|6 -> 6| +execution time of: 4.3642e-04s: Index: 3783 | Max_nodes: 53 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 6|6 -> 0| +execution time of: 4.3644e-04s: Index: 2512 | Max_nodes: 51 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 6|3 -> 4|4 -> 5|5 -> 0|6 -> 1| +execution time of: 4.3649e-04s: Index: 4550 | Max_nodes: 54 | Active_nodes: 12 | 0 -> 6|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0|6 -> 4| +execution time of: 4.3650e-04s: Index: 154 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 6|5 -> 1|6 -> 5| +execution time of: 4.3656e-04s: Index: 1527 | Max_nodes: 48 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 6|6 -> 1| +execution time of: 4.3656e-04s: Index: 1437 | Max_nodes: 51 | Active_nodes: 10 | 0 -> 1|1 -> 6|2 -> 5|3 -> 4|4 -> 2|5 -> 3|6 -> 0| +execution time of: 4.3657e-04s: Index: 309 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 4|3 -> 6|4 -> 2|5 -> 5|6 -> 1| +execution time of: 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-> 3|3 -> 4|4 -> 6|5 -> 1|6 -> 5| +execution time of: 4.3709e-04s: Index: 2493 | Max_nodes: 53 | Active_nodes: 12 | 0 -> 3|1 -> 2|2 -> 5|3 -> 6|4 -> 1|5 -> 4|6 -> 0| +execution time of: 4.3713e-04s: Index: 3714 | Max_nodes: 57 | Active_nodes: 12 | 0 -> 5|1 -> 0|2 -> 6|3 -> 4|4 -> 1|5 -> 2|6 -> 3| +execution time of: 4.3713e-04s: Index: 564 | Max_nodes: 58 | Active_nodes: 10 | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2|6 -> 6| +execution time of: 4.3714e-04s: Index: 2174 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2|6 -> 6| +execution time of: 4.3716e-04s: Index: 3251 | Max_nodes: 63 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 6|5 -> 5|6 -> 1| +execution time of: 4.3728e-04s: Index: 3428 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 2|3 -> 6|4 -> 1|5 -> 0|6 -> 3| +execution time of: 4.3731e-04s: Index: 1946 | Max_nodes: 61 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 3|6 -> 6| +execution time of: 4.3742e-04s: Index: 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-> 1|6 -> 0| +execution time of: 4.3773e-04s: Index: 2314 | Max_nodes: 57 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 6|5 -> 0|6 -> 5| +execution time of: 4.3775e-04s: Index: 4626 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1|6 -> 4| +execution time of: 4.3775e-04s: Index: 639 | Max_nodes: 65 | Active_nodes: 10 | 0 -> 0|1 -> 6|2 -> 2|3 -> 4|4 -> 3|5 -> 5|6 -> 1| +execution time of: 4.3776e-04s: Index: 4877 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 6|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2|6 -> 1| +execution time of: 4.3778e-04s: Index: 2708 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 3|1 -> 5|2 -> 2|3 -> 6|4 -> 1|5 -> 0|6 -> 4| +execution time of: 4.3782e-04s: Index: 4257 | Max_nodes: 54 | Active_nodes: 10 | 0 -> 5|1 -> 6|2 -> 2|3 -> 1|4 -> 3|5 -> 4|6 -> 0| +execution time of: 4.3783e-04s: Index: 4049 | Max_nodes: 54 | Active_nodes: 12 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 6|5 -> 1|6 -> 0| +execution time of: 4.3789e-04s: Index: 3448 | Max_nodes: 56 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 6|5 -> 0|6 -> 1| +execution time of: 4.3793e-04s: Index: 1594 | Max_nodes: 54 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 6|5 -> 0|6 -> 5| +execution time of: 4.3796e-04s: Index: 4941 | Max_nodes: 69 | Active_nodes: 11 | 0 -> 6|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3|6 -> 1| +execution time of: 4.3798e-04s: Index: 1376 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 1|1 -> 6|2 -> 3|3 -> 2|4 -> 4|5 -> 0|6 -> 5| +execution time of: 4.3798e-04s: Index: 2946 | Max_nodes: 56 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 3|3 -> 6|4 -> 1|5 -> 2|6 -> 5| +execution time of: 4.3801e-04s: Index: 2227 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 4|3 -> 6|4 -> 1|5 -> 5|6 -> 2| +execution time of: 4.3801e-04s: Index: 4523 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 6|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3|6 -> 0| +execution time of: 4.3803e-04s: Index: 4309 | Max_nodes: 69 | Active_nodes: 11 | 0 -> 5|1 -> 6|2 -> 4|3 -> 2|4 -> 0|5 -> 3|6 -> 1| +execution time of: 4.3806e-04s: Index: 2892 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3|6 -> 6| +execution time of: 4.3807e-04s: Index: 3666 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 5|1 -> 0|2 -> 3|3 -> 6|4 -> 1|5 -> 2|6 -> 4| +execution time of: 4.3807e-04s: Index: 2936 | Max_nodes: 54 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 1|6 -> 6| +execution time of: 4.3808e-04s: Index: 4906 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 6|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0|6 -> 2| +execution time of: 4.3810e-04s: Index: 1986 | Max_nodes: 63 | Active_nodes: 13 | 0 -> 2|1 -> 5|2 -> 3|3 -> 6|4 -> 0|5 -> 1|6 -> 4| +execution time of: 4.3810e-04s: Index: 3596 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 4|1 -> 6|2 -> 5|3 -> 3|4 -> 1|5 -> 0|6 -> 2| +execution time of: 4.3812e-04s: Index: 4244 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 5|1 -> 6|2 -> 1|3 -> 4|4 -> 2|5 -> 0|6 -> 3| +execution time of: 4.3814e-04s: Index: 3383 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 0|3 -> 6|4 -> 3|5 -> 2|6 -> 1| +execution time of: 4.3817e-04s: Index: 324 | Max_nodes: 56 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2|6 -> 6| +execution time of: 4.3817e-04s: Index: 1788 | Max_nodes: 58 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 6|3 -> 4|4 -> 0|5 -> 1|6 -> 5| +execution time of: 4.3817e-04s: Index: 3933 | Max_nodes: 55 | Active_nodes: 12 | 0 -> 5|1 -> 2|2 -> 4|3 -> 6|4 -> 1|5 -> 3|6 -> 0| +execution time of: 4.3818e-04s: Index: 420 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2|6 -> 6| +execution time of: 4.3820e-04s: Index: 905 | Max_nodes: 49 | Active_nodes: 10 | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 6|5 -> 3|6 -> 0| +execution time of: 4.3822e-04s: Index: 2826 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 3|1 -> 6|2 -> 2|3 -> 5|4 -> 0|5 -> 1|6 -> 4| +execution time of: 4.3824e-04s: Index: 1554 | Max_nodes: 53 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 6|3 -> 5|4 -> 1|5 -> 3|6 -> 4| +execution time of: 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-> 3|3 -> 2|4 -> 4|5 -> 0|6 -> 1| +execution time of: 4.3850e-04s: Index: 68 | Max_nodes: 54 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 4|3 -> 6|4 -> 3|5 -> 2|6 -> 5| +execution time of: 4.3850e-04s: Index: 663 | Max_nodes: 62 | Active_nodes: 10 | 0 -> 0|1 -> 6|2 -> 3|3 -> 4|4 -> 2|5 -> 5|6 -> 1| +execution time of: 4.3852e-04s: Index: 2035 | Max_nodes: 63 | Active_nodes: 13 | 0 -> 2|1 -> 5|2 -> 6|3 -> 4|4 -> 0|5 -> 3|6 -> 1| +execution time of: 4.3852e-04s: Index: 1889 | Max_nodes: 50 | Active_nodes: 12 | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 6|5 -> 1|6 -> 0| +execution time of: 4.3859e-04s: Index: 4912 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 6|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0|6 -> 1| +execution time of: 4.3861e-04s: Index: 2194 | Max_nodes: 55 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 6|5 -> 1|6 -> 5| +execution time of: 4.3863e-04s: Index: 2844 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 3|1 -> 6|2 -> 4|3 -> 2|4 -> 0|5 -> 1|6 -> 5| +execution time of: 4.3864e-04s: Index: 4407 | Max_nodes: 55 | Active_nodes: 10 | 0 -> 6|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5|6 -> 1| +execution time of: 4.3866e-04s: Index: 4661 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3|6 -> 1| +execution time of: 4.3868e-04s: Index: 2371 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 5|3 -> 6|4 -> 0|5 -> 4|6 -> 2| +execution time of: 4.3869e-04s: Index: 78 | Max_nodes: 54 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4|6 -> 6| +execution time of: 4.3871e-04s: Index: 3581 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 4|1 -> 6|2 -> 5|3 -> 0|4 -> 3|5 -> 2|6 -> 1| +execution time of: 4.3872e-04s: Index: 3071 | Max_nodes: 47 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 3|3 -> 6|4 -> 5|5 -> 2|6 -> 0| +execution time of: 4.3873e-04s: Index: 5026 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 6|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0|6 -> 2| +execution time of: 4.3874e-04s: Index: 3904 | Max_nodes: 54 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 6|5 -> 0|6 -> 1| +execution time of: 4.3876e-04s: Index: 1548 | Max_nodes: 53 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 6|3 -> 4|4 -> 1|5 -> 3|6 -> 5| +execution time of: 4.3876e-04s: Index: 4966 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 6|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0|6 -> 2| +execution time of: 4.3877e-04s: Index: 4029 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 5|1 -> 3|2 -> 2|3 -> 6|4 -> 1|5 -> 4|6 -> 0| +execution time of: 4.3880e-04s: Index: 3040 | Max_nodes: 61 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 6|5 -> 0|6 -> 3| +execution time of: 4.3880e-04s: Index: 3766 | Max_nodes: 61 | Active_nodes: 13 | 0 -> 5|1 -> 1|2 -> 2|3 -> 6|4 -> 4|5 -> 0|6 -> 3| +execution time of: 4.3880e-04s: Index: 1411 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 4|3 -> 5|4 -> 0|5 -> 3|6 -> 2| +execution time of: 4.3882e-04s: Index: 2939 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 6|5 -> 5|6 -> 1| +execution time of: 4.3883e-04s: Index: 3786 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 5|1 -> 1|2 -> 3|3 -> 6|4 -> 0|5 -> 2|6 -> 4| +execution time of: 4.3891e-04s: Index: 3310 | Max_nodes: 59 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 2|3 -> 6|4 -> 5|5 -> 0|6 -> 1| +execution time of: 4.3891e-04s: Index: 3802 | Max_nodes: 61 | Active_nodes: 13 | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 6|5 -> 0|6 -> 3| +execution time of: 4.3896e-04s: Index: 758 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2|6 -> 6| +execution time of: 4.3896e-04s: Index: 3533 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 4|1 -> 6|2 -> 2|3 -> 0|4 -> 5|5 -> 3|6 -> 1| +execution time of: 4.3900e-04s: Index: 4300 | Max_nodes: 67 | Active_nodes: 11 | 0 -> 5|1 -> 6|2 -> 4|3 -> 0|4 -> 3|5 -> 1|6 -> 2| +execution time of: 4.3902e-04s: Index: 544 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 6|5 -> 1|6 -> 2| +execution time of: 4.3902e-04s: Index: 2490 | Max_nodes: 57 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 5|3 -> 6|4 -> 0|5 -> 1|6 -> 4| +execution time of: 4.3902e-04s: Index: 781 | Max_nodes: 53 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 6|6 -> 3| +execution time of: 4.3903e-04s: Index: 2074 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 1|3 -> 3|4 -> 5|5 -> 0|6 -> 4| +execution time of: 4.3904e-04s: Index: 2508 | Max_nodes: 57 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 6|3 -> 4|4 -> 0|5 -> 1|6 -> 5| +execution time of: 4.3911e-04s: Index: 2915 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 6|5 -> 5|6 -> 1| +execution time of: 4.3912e-04s: Index: 886 | Max_nodes: 58 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 3|3 -> 6|4 -> 5|5 -> 0|6 -> 4| +execution time of: 4.3917e-04s: Index: 4890 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 6|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1|6 -> 2| +execution time of: 4.3922e-04s: Index: 3208 | Max_nodes: 54 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 6|5 -> 0|6 -> 1| +execution time of: 4.3925e-04s: Index: 4235 | Max_nodes: 50 | Active_nodes: 10 | 0 -> 5|1 -> 6|2 -> 1|3 -> 2|4 -> 4|5 -> 3|6 -> 0| +execution time of: 4.3926e-04s: Index: 452 | Max_nodes: 57 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 5|3 -> 6|4 -> 2|5 -> 1|6 -> 3| +execution time of: 4.3931e-04s: Index: 1136 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0|6 -> 6| +execution time of: 4.3932e-04s: Index: 4127 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 5|1 -> 4|2 -> 1|3 -> 6|4 -> 3|5 -> 2|6 -> 0| +execution time of: 4.3935e-04s: Index: 417 | Max_nodes: 66 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 6|6 -> 1| +execution time of: 4.3938e-04s: Index: 3371 | Max_nodes: 61 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 6|5 -> 3|6 -> 1| +execution time of: 4.3942e-04s: Index: 3281 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 6|5 -> 2|6 -> 0| +execution time of: 4.3949e-04s: Index: 1796 | Max_nodes: 54 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 6|3 -> 5|4 -> 1|5 -> 0|6 -> 4| +execution time of: 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-> 3|3 -> 2|4 -> 5|5 -> 0|6 -> 4| +execution time of: 4.3971e-04s: Index: 632 | Max_nodes: 59 | Active_nodes: 10 | 0 -> 0|1 -> 6|2 -> 2|3 -> 3|4 -> 4|5 -> 1|6 -> 5| +execution time of: 4.3972e-04s: Index: 2690 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1|6 -> 6| +execution time of: 4.3981e-04s: Index: 2269 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 6|3 -> 4|4 -> 1|5 -> 5|6 -> 2| +execution time of: 4.3982e-04s: Index: 1746 | Max_nodes: 58 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 4|3 -> 6|4 -> 0|5 -> 1|6 -> 5| +execution time of: 4.3982e-04s: Index: 1748 | Max_nodes: 54 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 4|3 -> 6|4 -> 1|5 -> 0|6 -> 5| +execution time of: 4.3993e-04s: Index: 1353 | Max_nodes: 58 | Active_nodes: 10 | 0 -> 1|1 -> 6|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 0| +execution time of: 4.3998e-04s: Index: 3032 | Max_nodes: 56 | Active_nodes: 12 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0|6 -> 6| +execution time of: 4.3999e-04s: Index: 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-> 0|6 -> 1| +execution time of: 4.4021e-04s: Index: 1414 | Max_nodes: 55 | Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 4|3 -> 5|4 -> 3|5 -> 0|6 -> 2| +execution time of: 4.4022e-04s: Index: 4858 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 6|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0|6 -> 3| +execution time of: 4.4023e-04s: Index: 1601 | Max_nodes: 47 | Active_nodes: 10 | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 6|5 -> 4|6 -> 0| +execution time of: 4.4024e-04s: Index: 4768 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 6|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0|6 -> 1| +execution time of: 4.4024e-04s: Index: 2346 | Max_nodes: 59 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 4|3 -> 6|4 -> 0|5 -> 2|6 -> 5| +execution time of: 4.4026e-04s: Index: 3492 | Max_nodes: 67 | Active_nodes: 10 | 0 -> 4|1 -> 6|2 -> 0|3 -> 3|4 -> 1|5 -> 2|6 -> 5| +execution time of: 4.4027e-04s: Index: 5010 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 6|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1|6 -> 2| +execution time of: 4.4027e-04s: Index: 4352 | Max_nodes: 53 | Active_nodes: 10 | 0 -> 6|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1|6 -> 5| +execution time of: 4.4031e-04s: Index: 4072 | Max_nodes: 59 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 6|3 -> 2|4 -> 4|5 -> 0|6 -> 1| +execution time of: 4.4031e-04s: Index: 2925 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 2|3 -> 6|4 -> 3|5 -> 5|6 -> 1| +execution time of: 4.4034e-04s: Index: 1769 | Max_nodes: 48 | Active_nodes: 12 | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 6|5 -> 1|6 -> 0| +execution time of: 4.4036e-04s: Index: 4361 | Max_nodes: 55 | Active_nodes: 10 | 0 -> 6|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3|6 -> 1| +execution time of: 4.4039e-04s: Index: 2914 | Max_nodes: 55 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 6|5 -> 1|6 -> 5| +execution time of: 4.4039e-04s: Index: 3832 | Max_nodes: 55 | Active_nodes: 13 | 0 -> 5|1 -> 1|2 -> 6|3 -> 3|4 -> 4|5 -> 0|6 -> 2| +execution time of: 4.4041e-04s: Index: 2829 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 3|1 -> 6|2 -> 2|3 -> 5|4 -> 1|5 -> 4|6 -> 0| 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| 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0|6 -> 6| +execution time of: 4.4061e-04s: Index: 1965 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 2|1 -> 5|2 -> 1|3 -> 6|4 -> 3|5 -> 4|6 -> 0| +execution time of: 4.4064e-04s: Index: 1870 | Max_nodes: 55 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 3|3 -> 6|4 -> 5|5 -> 0|6 -> 1| +execution time of: 4.4064e-04s: Index: 3506 | Max_nodes: 56 | Active_nodes: 10 | 0 -> 4|1 -> 6|2 -> 1|3 -> 0|4 -> 3|5 -> 2|6 -> 5| +execution time of: 4.4066e-04s: Index: 3410 | Max_nodes: 59 | Active_nodes: 10 | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1|6 -> 6| +execution time of: 4.4071e-04s: Index: 1404 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 1|1 -> 6|2 -> 4|3 -> 3|4 -> 0|5 -> 2|6 -> 5| +execution time of: 4.4078e-04s: Index: 1259 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 6|5 -> 4|6 -> 0| +execution time of: 4.4079e-04s: Index: 357 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 6|3 -> 5|4 -> 2|5 -> 4|6 -> 1| +execution time of: 4.4079e-04s: Index: 3537 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 4|1 -> 6|2 -> 2|3 -> 1|4 -> 3|5 -> 5|6 -> 0| +execution time of: 4.4086e-04s: Index: 4962 | Max_nodes: 72 | Active_nodes: 11 | 0 -> 6|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2|6 -> 3| +execution time of: 4.4089e-04s: Index: 2201 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 6|5 -> 4|6 -> 1| +execution time of: 4.4089e-04s: Index: 3764 | Max_nodes: 59 | Active_nodes: 13 | 0 -> 5|1 -> 1|2 -> 2|3 -> 6|4 -> 3|5 -> 0|6 -> 4| +execution time of: 4.4091e-04s: Index: 1740 | Max_nodes: 57 | Active_nodes: 12 | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1|6 -> 6| +execution time of: 4.4092e-04s: Index: 2447 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 3|1 -> 2|2 -> 1|3 -> 6|4 -> 5|5 -> 4|6 -> 0| +execution time of: 4.4093e-04s: Index: 4411 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3|6 -> 2| +execution time of: 4.4096e-04s: Index: 4508 | Max_nodes: 54 | Active_nodes: 12 | 0 -> 6|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0|6 -> 4| +execution time of: 4.4100e-04s: Index: 752 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2|6 -> 6| +execution time of: 4.4104e-04s: Index: 656 | Max_nodes: 59 | Active_nodes: 10 | 0 -> 0|1 -> 6|2 -> 3|3 -> 2|4 -> 4|5 -> 1|6 -> 5| +execution time of: 4.4106e-04s: Index: 4871 | Max_nodes: 53 | Active_nodes: 11 | 0 -> 6|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1|6 -> 0| +execution time of: 4.4108e-04s: Index: 332 | Max_nodes: 55 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 5|3 -> 6|4 -> 2|5 -> 1|6 -> 4| +execution time of: 4.4109e-04s: Index: 4136 | Max_nodes: 55 | Active_nodes: 10 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0|6 -> 6| +execution time of: 4.4111e-04s: Index: 2157 | Max_nodes: 53 | Active_nodes: 11 | 0 -> 2|1 -> 6|2 -> 5|3 -> 4|4 -> 1|5 -> 3|6 -> 0| +execution time of: 4.4115e-04s: Index: 1137 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 6|6 -> 0| +execution time of: 4.4119e-04s: Index: 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| Active_nodes: 10 | 0 -> 0|1 -> 6|2 -> 5|3 -> 4|4 -> 2|5 -> 3|6 -> 1| +execution time of: 4.4169e-04s: Index: 4192 | Max_nodes: 59 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 6|3 -> 2|4 -> 3|5 -> 0|6 -> 1| +execution time of: 4.4169e-04s: Index: 1484 | Max_nodes: 52 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 3|3 -> 6|4 -> 4|5 -> 1|6 -> 5| +execution time of: 4.4172e-04s: Index: 354 | Max_nodes: 57 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 6|3 -> 5|4 -> 1|5 -> 2|6 -> 4| +execution time of: 4.4174e-04s: Index: 4353 | Max_nodes: 54 | Active_nodes: 10 | 0 -> 6|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 1| +execution time of: 4.4174e-04s: Index: 3470 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 6|3 -> 2|4 -> 1|5 -> 0|6 -> 3| +execution time of: 4.4187e-04s: Index: 3368 | Max_nodes: 59 | Active_nodes: 10 | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1|6 -> 6| +execution time of: 4.4191e-04s: Index: 3014 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 2|6 -> 6| 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12 | 0 -> 1|1 -> 6|2 -> 5|3 -> 2|4 -> 4|5 -> 0|6 -> 3| +execution time of: 4.4231e-04s: Index: 227 | Max_nodes: 58 | Active_nodes: 10 | 0 -> 0|1 -> 2|2 -> 6|3 -> 3|4 -> 5|5 -> 4|6 -> 1| +execution time of: 4.4231e-04s: Index: 750 | Max_nodes: 48 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5|6 -> 6| +execution time of: 4.4232e-04s: Index: 4841 | Max_nodes: 54 | Active_nodes: 11 | 0 -> 6|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2|6 -> 0| +execution time of: 4.4232e-04s: Index: 4987 | Max_nodes: 69 | Active_nodes: 11 | 0 -> 6|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3|6 -> 1| +execution time of: 4.4234e-04s: Index: 691 | Max_nodes: 61 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 4|3 -> 5|4 -> 1|5 -> 3|6 -> 2| +execution time of: 4.4234e-04s: Index: 2189 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 6|5 -> 5|6 -> 4| +execution time of: 4.4238e-04s: Index: 884 | Max_nodes: 56 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 3|3 -> 6|4 -> 4|5 -> 0|6 -> 5| +execution time of: 4.4240e-04s: Index: 2395 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 6|3 -> 5|4 -> 0|5 -> 4|6 -> 2| +execution time of: 4.4241e-04s: Index: 2947 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 3|3 -> 6|4 -> 1|5 -> 5|6 -> 2| +execution time of: 4.4241e-04s: Index: 2566 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 1|3 -> 6|4 -> 5|5 -> 0|6 -> 2| +execution time of: 4.4243e-04s: Index: 3189 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 4|1 -> 2|2 -> 3|3 -> 6|4 -> 1|5 -> 5|6 -> 0| +execution time of: 4.4244e-04s: Index: 749 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 6|5 -> 5|6 -> 4| +execution time of: 4.4246e-04s: Index: 308 | Max_nodes: 55 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 4|3 -> 6|4 -> 2|5 -> 1|6 -> 5| +execution time of: 4.4247e-04s: Index: 1868 | Max_nodes: 57 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 3|3 -> 6|4 -> 1|5 -> 0|6 -> 5| +execution time of: 4.4249e-04s: Index: 798 | Max_nodes: 50 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 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| Max_nodes: 56 | Active_nodes: 10 | 0 -> 6|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2|6 -> 0| +execution time of: 4.4267e-04s: Index: 107 | Max_nodes: 58 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 6|3 -> 3|4 -> 5|5 -> 4|6 -> 2| +execution time of: 4.4278e-04s: Index: 4860 | Max_nodes: 61 | Active_nodes: 10 | 0 -> 6|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1|6 -> 5| +execution time of: 4.4279e-04s: Index: 12 | Max_nodes: 56 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4|6 -> 6| +execution time of: 4.4279e-04s: Index: 1521 | Max_nodes: 50 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 6|6 -> 1| +execution time of: 4.4280e-04s: Index: 4811 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 6|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3|6 -> 1| +execution time of: 4.4282e-04s: Index: 662 | Max_nodes: 56 | Active_nodes: 10 | 0 -> 0|1 -> 6|2 -> 3|3 -> 4|4 -> 2|5 -> 1|6 -> 5| +execution time of: 4.4283e-04s: Index: 1606 | Max_nodes: 56 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 3|3 -> 6|4 -> 5|5 -> 0|6 -> 4| +execution time of: 4.4286e-04s: Index: 2937 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 6|6 -> 1| +execution time of: 4.4288e-04s: Index: 609 | Max_nodes: 71 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 1|3 -> 3|4 -> 4|5 -> 5|6 -> 2| +execution time of: 4.4290e-04s: Index: 3280 | Max_nodes: 65 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 6|5 -> 0|6 -> 2| +execution time of: 4.4293e-04s: Index: 2271 | Max_nodes: 52 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 6|3 -> 4|4 -> 2|5 -> 5|6 -> 1| +execution time of: 4.4294e-04s: Index: 3785 | Max_nodes: 47 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 6|5 -> 2|6 -> 0| +execution time of: 4.4299e-04s: Index: 4766 | Max_nodes: 58 | Active_nodes: 11 | 0 -> 6|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0|6 -> 5| +execution time of: 4.4300e-04s: Index: 4258 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 5|1 -> 6|2 -> 2|3 -> 1|4 -> 4|5 -> 0|6 -> 3| +execution time of: 4.4301e-04s: Index: 2562 | Max_nodes: 70 | 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12 | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 6|5 -> 1|6 -> 2| +execution time of: 4.4337e-04s: Index: 711 | Max_nodes: 62 | Active_nodes: 10 | 0 -> 0|1 -> 6|2 -> 5|3 -> 3|4 -> 2|5 -> 4|6 -> 1| +execution time of: 4.4338e-04s: Index: 734 | Max_nodes: 53 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3|6 -> 6| +execution time of: 4.4340e-04s: Index: 5021 | Max_nodes: 65 | Active_nodes: 11 | 0 -> 6|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2|6 -> 1| +execution time of: 4.4341e-04s: Index: 536 | Max_nodes: 59 | Active_nodes: 10 | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1|6 -> 6| +execution time of: 4.4343e-04s: Index: 1361 | Max_nodes: 56 | Active_nodes: 10 | 0 -> 1|1 -> 6|2 -> 2|3 -> 4|4 -> 5|5 -> 3|6 -> 0| +execution time of: 4.4344e-04s: Index: 3543 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 4|1 -> 6|2 -> 2|3 -> 3|4 -> 1|5 -> 5|6 -> 0| +execution time of: 4.4344e-04s: Index: 2086 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 1|3 -> 5|4 -> 4|5 -> 0|6 -> 3| +execution time of: 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-> 5|3 -> 3|4 -> 6|5 -> 4|6 -> 0| +execution time of: 4.4358e-04s: Index: 909 | Max_nodes: 49 | Active_nodes: 10 | 0 -> 1|1 -> 2|2 -> 4|3 -> 6|4 -> 3|5 -> 5|6 -> 0| +execution time of: 4.4358e-04s: Index: 4387 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4|6 -> 2| +execution time of: 4.4361e-04s: Index: 1479 | Max_nodes: 50 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 6|6 -> 1| +execution time of: 4.4364e-04s: Index: 110 | Max_nodes: 54 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 6|3 -> 4|4 -> 3|5 -> 2|6 -> 5| +execution time of: 4.4364e-04s: Index: 4360 | Max_nodes: 58 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 1|6 -> 3| +execution time of: 4.4366e-04s: Index: 1076 | Max_nodes: 53 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 6|3 -> 5|4 -> 2|5 -> 0|6 -> 4| +execution time of: 4.4369e-04s: Index: 3500 | Max_nodes: 69 | Active_nodes: 12 | 0 -> 4|1 -> 6|2 -> 0|3 -> 5|4 -> 2|5 -> 1|6 -> 3| +execution time of: 4.4369e-04s: Index: 4484 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 6|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0|6 -> 4| +execution time of: 4.4372e-04s: Index: 2190 | Max_nodes: 56 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5|6 -> 6| +execution time of: 4.4374e-04s: Index: 4760 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 6|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0|6 -> 5| +execution time of: 4.4377e-04s: Index: 3640 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 6|5 -> 1|6 -> 3| +execution time of: 4.4378e-04s: Index: 3200 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0|6 -> 6| +execution time of: 4.4379e-04s: Index: 302 | Max_nodes: 54 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1|6 -> 6| +execution time of: 4.4384e-04s: Index: 4549 | Max_nodes: 69 | Active_nodes: 12 | 0 -> 6|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4|6 -> 2| +execution time of: 4.4385e-04s: Index: 1913 | Max_nodes: 50 | Active_nodes: 12 | 0 -> 2|1 -> 4|2 -> 6|3 -> 3|4 -> 5|5 -> 1|6 -> 0| +execution time of: 4.4387e-04s: Index: 835 | Max_nodes: 51 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 6|3 -> 5|4 -> 2|5 -> 4|6 -> 3| +execution time of: 4.4388e-04s: Index: 748 | Max_nodes: 53 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 6|5 -> 4|6 -> 5| +execution time of: 4.4389e-04s: Index: 166 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 3|3 -> 6|4 -> 5|5 -> 1|6 -> 4| +execution time of: 4.4390e-04s: Index: 721 | Max_nodes: 51 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 6|6 -> 5| +execution time of: 4.4392e-04s: Index: 2912 | Max_nodes: 54 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1|6 -> 6| +execution time of: 4.4402e-04s: Index: 1070 | Max_nodes: 53 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 6|3 -> 4|4 -> 2|5 -> 0|6 -> 5| +execution time of: 4.4405e-04s: Index: 1838 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0|6 -> 6| +execution time of: 4.4405e-04s: Index: 5004 | Max_nodes: 63 | Active_nodes: 10 | 0 -> 6|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1|6 -> 4| +execution time of: 4.4409e-04s: Index: 3711 | Max_nodes: 56 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 6|3 -> 3|4 -> 2|5 -> 4|6 -> 1| +execution time of: 4.4412e-04s: Index: 692 | Max_nodes: 58 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 4|3 -> 5|4 -> 2|5 -> 1|6 -> 3| +execution time of: 4.4414e-04s: Index: 2573 | Max_nodes: 65 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 6|5 -> 5|6 -> 1| +execution time of: 4.4415e-04s: Index: 4931 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 6|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3|6 -> 1| +execution time of: 4.4416e-04s: Index: 3158 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0|6 -> 6| +execution time of: 4.4417e-04s: Index: 1840 | Max_nodes: 65 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 6|5 -> 0|6 -> 3| +execution time of: 4.4418e-04s: Index: 3586 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 4|1 -> 6|2 -> 5|3 -> 1|4 -> 3|5 -> 0|6 -> 2| 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10 | 0 -> 5|1 -> 6|2 -> 4|3 -> 1|4 -> 3|5 -> 2|6 -> 0| +execution time of: 4.4436e-04s: Index: 994 | Max_nodes: 59 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 6|5 -> 0|6 -> 5| +execution time of: 4.4442e-04s: Index: 3590 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 4|1 -> 6|2 -> 5|3 -> 2|4 -> 1|5 -> 0|6 -> 3| +execution time of: 4.4444e-04s: Index: 1531 | Max_nodes: 55 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 5|3 -> 6|4 -> 1|5 -> 4|6 -> 3| +execution time of: 4.4444e-04s: Index: 4937 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 6|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2|6 -> 1| +execution time of: 4.4447e-04s: Index: 513 | Max_nodes: 66 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 6|6 -> 1| +execution time of: 4.4448e-04s: Index: 4253 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 5|1 -> 6|2 -> 2|3 -> 0|4 -> 4|5 -> 3|6 -> 1| +execution time of: 4.4452e-04s: Index: 4982 | Max_nodes: 59 | Active_nodes: 10 | 0 -> 6|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0|6 -> 4| +execution time of: 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| Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 6|5 -> 2|6 -> 1| +execution time of: 4.4515e-04s: Index: 4531 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 6|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3|6 -> 2| +execution time of: 4.4520e-04s: Index: 4836 | Max_nodes: 67 | Active_nodes: 10 | 0 -> 6|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2|6 -> 5| +execution time of: 4.4521e-04s: Index: 3595 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 4|1 -> 6|2 -> 5|3 -> 3|4 -> 0|5 -> 2|6 -> 1| +execution time of: 4.4521e-04s: Index: 4936 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 6|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 1|6 -> 2| +execution time of: 4.4522e-04s: Index: 2755 | Max_nodes: 61 | Active_nodes: 13 | 0 -> 3|1 -> 5|2 -> 6|3 -> 4|4 -> 0|5 -> 2|6 -> 1| +execution time of: 4.4523e-04s: Index: 3554 | Max_nodes: 63 | Active_nodes: 10 | 0 -> 4|1 -> 6|2 -> 3|3 -> 0|4 -> 2|5 -> 1|6 -> 5| +execution time of: 4.4524e-04s: Index: 5000 | Max_nodes: 61 | Active_nodes: 10 | 0 -> 6|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0|6 -> 4| 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| 0 -> 5|1 -> 4|2 -> 1|3 -> 6|4 -> 3|5 -> 0|6 -> 2| +execution time of: 4.4552e-04s: Index: 3286 | Max_nodes: 65 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 1|3 -> 6|4 -> 5|5 -> 0|6 -> 2| +execution time of: 4.4560e-04s: Index: 1196 | Max_nodes: 55 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 6|3 -> 5|4 -> 2|5 -> 0|6 -> 3| +execution time of: 4.4563e-04s: Index: 4870 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 6|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0|6 -> 1| +execution time of: 4.4570e-04s: Index: 2864 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 3|1 -> 6|2 -> 5|3 -> 1|4 -> 2|5 -> 0|6 -> 4| +execution time of: 4.4571e-04s: Index: 3503 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 4|1 -> 6|2 -> 0|3 -> 5|4 -> 3|5 -> 2|6 -> 1| +execution time of: 4.4575e-04s: Index: 645 | Max_nodes: 65 | Active_nodes: 10 | 0 -> 0|1 -> 6|2 -> 2|3 -> 5|4 -> 3|5 -> 4|6 -> 1| +execution time of: 4.4576e-04s: Index: 4721 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 6|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2|6 -> 0| +execution time of: 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-> 1|3 -> 6|4 -> 3|5 -> 2|6 -> 4| +execution time of: 4.4604e-04s: Index: 3143 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 0|3 -> 6|4 -> 5|5 -> 3|6 -> 1| +execution time of: 4.4607e-04s: Index: 3650 | Max_nodes: 59 | Active_nodes: 10 | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2|6 -> 6| +execution time of: 4.4610e-04s: Index: 2087 | Max_nodes: 58 | Active_nodes: 11 | 0 -> 2|1 -> 6|2 -> 1|3 -> 5|4 -> 4|5 -> 3|6 -> 0| +execution time of: 4.4615e-04s: Index: 3059 | Max_nodes: 52 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 6|5 -> 5|6 -> 0| +execution time of: 4.4619e-04s: Index: 594 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 0|1 -> 5|2 -> 6|3 -> 4|4 -> 1|5 -> 2|6 -> 3| +execution time of: 4.4621e-04s: Index: 787 | Max_nodes: 53 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 4|3 -> 6|4 -> 2|5 -> 5|6 -> 3| +execution time of: 4.4621e-04s: Index: 176 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1|6 -> 6| +execution time of: 4.4621e-04s: Index: 2735 | Max_nodes: 48 | Active_nodes: 12 | 0 -> 3|1 -> 5|2 -> 4|3 -> 6|4 -> 2|5 -> 1|6 -> 0| +execution time of: 4.4626e-04s: Index: 2460 | Max_nodes: 56 | Active_nodes: 12 | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1|6 -> 6| +execution time of: 4.4635e-04s: Index: 3950 | Max_nodes: 58 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 6|3 -> 3|4 -> 1|5 -> 0|6 -> 4| +execution time of: 4.4641e-04s: Index: 2196 | Max_nodes: 58 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 4|6 -> 6| +execution time of: 4.4642e-04s: Index: 1498 | Max_nodes: 52 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 6|5 -> 1|6 -> 5| +execution time of: 4.4642e-04s: Index: 1833 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 6|6 -> 0| +execution time of: 4.4642e-04s: Index: 4522 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 6|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0|6 -> 3| +execution time of: 4.4643e-04s: Index: 4583 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 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Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 6|3 -> 2|4 -> 3|5 -> 0|6 -> 1| +execution time of: 4.4676e-04s: Index: 1044 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 2|6 -> 6| +execution time of: 4.4678e-04s: Index: 3645 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 2|3 -> 6|4 -> 3|5 -> 4|6 -> 1| +execution time of: 4.4681e-04s: Index: 737 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 6|5 -> 4|6 -> 3| +execution time of: 4.4681e-04s: Index: 2657 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 6|5 -> 2|6 -> 1| +execution time of: 4.4681e-04s: Index: 4150 | Max_nodes: 59 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 2|3 -> 6|4 -> 3|5 -> 0|6 -> 1| +execution time of: 4.4685e-04s: Index: 2054 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 2|1 -> 6|2 -> 0|3 -> 4|4 -> 3|5 -> 1|6 -> 5| +execution time of: 4.4686e-04s: Index: 4016 | Max_nodes: 56 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0|6 -> 6| 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12 | 0 -> 4|1 -> 6|2 -> 2|3 -> 1|4 -> 5|5 -> 0|6 -> 3| +execution time of: 4.4712e-04s: Index: 4209 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 5|1 -> 6|2 -> 0|3 -> 2|4 -> 3|5 -> 4|6 -> 1| +execution time of: 4.4714e-04s: Index: 527 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 2|3 -> 6|4 -> 4|5 -> 3|6 -> 1| +execution time of: 4.4719e-04s: Index: 1049 | Max_nodes: 50 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 6|5 -> 2|6 -> 0| +execution time of: 4.4721e-04s: Index: 2184 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5|6 -> 6| +execution time of: 4.4723e-04s: Index: 3418 | Max_nodes: 59 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 6|5 -> 0|6 -> 3| +execution time of: 4.4724e-04s: Index: 947 | Max_nodes: 51 | Active_nodes: 10 | 0 -> 1|1 -> 2|2 -> 6|3 -> 3|4 -> 5|5 -> 4|6 -> 0| +execution time of: 4.4725e-04s: Index: 4028 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 2|3 -> 6|4 -> 1|5 -> 0|6 -> 4| +execution time of: 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-> 4|3 -> 6|4 -> 3|5 -> 2|6 -> 1| +execution time of: 4.4747e-04s: Index: 3209 | Max_nodes: 49 | Active_nodes: 12 | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 6|5 -> 1|6 -> 0| +execution time of: 4.4749e-04s: Index: 4200 | Max_nodes: 62 | Active_nodes: 10 | 0 -> 5|1 -> 6|2 -> 0|3 -> 1|4 -> 2|5 -> 3|6 -> 4| +execution time of: 4.4750e-04s: Index: 4202 | Max_nodes: 58 | Active_nodes: 10 | 0 -> 5|1 -> 6|2 -> 0|3 -> 1|4 -> 3|5 -> 2|6 -> 4| +execution time of: 4.4750e-04s: Index: 330 | Max_nodes: 57 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 5|3 -> 6|4 -> 1|5 -> 2|6 -> 4| +execution time of: 4.4751e-04s: Index: 2806 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 3|1 -> 6|2 -> 1|3 -> 5|4 -> 4|5 -> 0|6 -> 2| +execution time of: 4.4755e-04s: Index: 4973 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 6|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 3|6 -> 1| +execution time of: 4.4756e-04s: Index: 1284 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 2|6 -> 6| +execution time of: 4.4758e-04s: Index: 233 | Max_nodes: 56 | Active_nodes: 10 | 0 -> 0|1 -> 2|2 -> 6|3 -> 4|4 -> 5|5 -> 3|6 -> 1| +execution time of: 4.4760e-04s: Index: 3521 | Max_nodes: 54 | Active_nodes: 11 | 0 -> 4|1 -> 6|2 -> 1|3 -> 3|4 -> 5|5 -> 2|6 -> 0| +execution time of: 4.4761e-04s: Index: 660 | Max_nodes: 58 | Active_nodes: 10 | 0 -> 0|1 -> 6|2 -> 3|3 -> 4|4 -> 1|5 -> 2|6 -> 5| +execution time of: 4.4768e-04s: Index: 300 | Max_nodes: 56 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2|6 -> 6| +execution time of: 4.4778e-04s: Index: 3614 | Max_nodes: 59 | Active_nodes: 10 | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 2|6 -> 6| +execution time of: 4.4778e-04s: Index: 91 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 5|3 -> 6|4 -> 2|5 -> 4|6 -> 3| +execution time of: 4.4780e-04s: Index: 944 | Max_nodes: 56 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 6|3 -> 3|4 -> 4|5 -> 0|6 -> 5| +execution time of: 4.4781e-04s: Index: 4840 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 6|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0|6 -> 2| +execution time of: 4.4785e-04s: Index: 1486 | Max_nodes: 54 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 3|3 -> 6|4 -> 5|5 -> 1|6 -> 4| +execution time of: 4.4788e-04s: Index: 2391 | Max_nodes: 49 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 6|3 -> 4|4 -> 2|5 -> 5|6 -> 0| +execution time of: 4.4791e-04s: Index: 595 | Max_nodes: 62 | Active_nodes: 12 | 0 -> 0|1 -> 5|2 -> 6|3 -> 4|4 -> 1|5 -> 3|6 -> 2| +execution time of: 4.4797e-04s: Index: 1384 | Max_nodes: 57 | Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 3|3 -> 4|4 -> 5|5 -> 0|6 -> 2| +execution time of: 4.4799e-04s: Index: 1640 | Max_nodes: 53 | Active_nodes: 12 | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0|6 -> 6| +execution time of: 4.4802e-04s: Index: 4168 | Max_nodes: 56 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 6|5 -> 0|6 -> 1| +execution time of: 4.4803e-04s: Index: 362 | Max_nodes: 65 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3|6 -> 6| +execution time of: 4.4808e-04s: Index: 704 | Max_nodes: 62 | 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0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 6|6 -> 0| +execution time of: 4.4847e-04s: Index: 2654 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 1|6 -> 6| +execution time of: 4.4850e-04s: Index: 1884 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1|6 -> 6| +execution time of: 4.4854e-04s: Index: 2768 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 3|1 -> 6|2 -> 0|3 -> 2|4 -> 4|5 -> 1|6 -> 5| +execution time of: 4.4855e-04s: Index: 1955 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 6|5 -> 4|6 -> 0| +execution time of: 4.4857e-04s: Index: 726 | Max_nodes: 50 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5|6 -> 6| +execution time of: 4.4858e-04s: Index: 2195 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 6|5 -> 5|6 -> 1| +execution time of: 4.4859e-04s: Index: 2729 | Max_nodes: 53 | Active_nodes: 12 | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 6|5 -> 1|6 -> 0| +execution time of: 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Max_nodes: 57 | Active_nodes: 10 | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4|6 -> 6| +execution time of: 4.4900e-04s: Index: 4485 | Max_nodes: 53 | Active_nodes: 10 | 0 -> 6|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4|6 -> 0| +execution time of: 4.4903e-04s: Index: 4911 | Max_nodes: 61 | Active_nodes: 11 | 0 -> 6|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3|6 -> 0| +execution time of: 4.4907e-04s: Index: 3187 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 3|3 -> 6|4 -> 0|5 -> 5|6 -> 1| +execution time of: 4.4908e-04s: Index: 1871 | Max_nodes: 50 | Active_nodes: 12 | 0 -> 2|1 -> 4|2 -> 3|3 -> 6|4 -> 5|5 -> 1|6 -> 0| +execution time of: 4.4908e-04s: Index: 4869 | Max_nodes: 61 | Active_nodes: 11 | 0 -> 6|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3|6 -> 0| +execution time of: 4.4910e-04s: Index: 2900 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 1|3 -> 6|4 -> 3|5 -> 2|6 -> 5| +execution time of: 4.4911e-04s: Index: 4914 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 6|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 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| 0 -> 2|1 -> 4|2 -> 0|3 -> 6|4 -> 5|5 -> 3|6 -> 1| +execution time of: 4.4963e-04s: Index: 1260 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2|6 -> 6| +execution time of: 4.4964e-04s: Index: 2848 | Max_nodes: 57 | Active_nodes: 12 | 0 -> 3|1 -> 6|2 -> 4|3 -> 2|4 -> 5|5 -> 0|6 -> 1| +execution time of: 4.4968e-04s: Index: 101 | Max_nodes: 61 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 6|3 -> 2|4 -> 5|5 -> 4|6 -> 3| +execution time of: 4.4970e-04s: Index: 3760 | Max_nodes: 61 | Active_nodes: 13 | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 6|5 -> 0|6 -> 3| +execution time of: 4.4973e-04s: Index: 4835 | Max_nodes: 51 | Active_nodes: 11 | 0 -> 6|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3|6 -> 0| +execution time of: 4.4974e-04s: Index: 2423 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 0|3 -> 6|4 -> 5|5 -> 4|6 -> 1| +execution time of: 4.4975e-04s: Index: 2831 | Max_nodes: 52 | Active_nodes: 11 | 0 -> 3|1 -> 6|2 -> 2|3 -> 5|4 -> 4|5 -> 1|6 -> 0| +execution time of: 4.4976e-04s: Index: 1665 | Max_nodes: 47 | Active_nodes: 10 | 0 -> 2|1 -> 1|2 -> 6|3 -> 3|4 -> 4|5 -> 5|6 -> 0| +execution time of: 4.4977e-04s: Index: 3476 | Max_nodes: 60 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 6|3 -> 3|4 -> 1|5 -> 0|6 -> 2| +execution time of: 4.4979e-04s: Index: 3742 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 5|1 -> 1|2 -> 0|3 -> 6|4 -> 4|5 -> 2|6 -> 3| +execution time of: 4.4981e-04s: Index: 2039 | Max_nodes: 48 | Active_nodes: 12 | 0 -> 2|1 -> 5|2 -> 6|3 -> 4|4 -> 3|5 -> 1|6 -> 0| +execution time of: 4.4987e-04s: Index: 1545 | Max_nodes: 50 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 6|3 -> 3|4 -> 4|5 -> 5|6 -> 1| +execution time of: 4.4989e-04s: Index: 2894 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2|6 -> 6| +execution time of: 4.4994e-04s: Index: 4882 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 6|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0|6 -> 2| +execution time of: 4.4997e-04s: Index: 3863 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 5|1 -> 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-> 6| +execution time of: 4.5147e-04s: Index: 880 | Max_nodes: 58 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 6|5 -> 0|6 -> 4| +execution time of: 4.5150e-04s: Index: 3667 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 5|1 -> 0|2 -> 3|3 -> 6|4 -> 1|5 -> 4|6 -> 2| +execution time of: 4.5152e-04s: Index: 2240 | Max_nodes: 54 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1|6 -> 6| +execution time of: 4.5154e-04s: Index: 4146 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 2|3 -> 6|4 -> 0|5 -> 1|6 -> 3| +execution time of: 4.5157e-04s: Index: 1480 | Max_nodes: 54 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 6|5 -> 1|6 -> 4| +execution time of: 4.5160e-04s: Index: 1713 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 6|6 -> 0| +execution time of: 4.5162e-04s: Index: 1328 | Max_nodes: 66 | Active_nodes: 11 | 0 -> 1|1 -> 6|2 -> 0|3 -> 3|4 -> 4|5 -> 2|6 -> 5| +execution time of: 4.5163e-04s: Index: 2313 | Max_nodes: 52 | 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| 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 6|6 -> 1| +execution time of: 4.5205e-04s: Index: 4364 | Max_nodes: 56 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1|6 -> 4| +execution time of: 4.5207e-04s: Index: 1270 | Max_nodes: 58 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 3|3 -> 6|4 -> 4|5 -> 0|6 -> 2| +execution time of: 4.5210e-04s: Index: 1649 | Max_nodes: 45 | Active_nodes: 10 | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 6|5 -> 3|6 -> 0| +execution time of: 4.5211e-04s: Index: 602 | Max_nodes: 64 | Active_nodes: 10 | 0 -> 0|1 -> 6|2 -> 1|3 -> 2|4 -> 4|5 -> 3|6 -> 5| +execution time of: 4.5212e-04s: Index: 5002 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 6|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0|6 -> 2| +execution time of: 4.5213e-04s: Index: 4963 | Max_nodes: 75 | Active_nodes: 11 | 0 -> 6|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3|6 -> 2| +execution time of: 4.5214e-04s: Index: 3386 | Max_nodes: 56 | Active_nodes: 10 | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2|6 -> 6| +execution time of: 4.5216e-04s: Index: 3057 | Max_nodes: 52 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 6|6 -> 0| +execution time of: 4.5216e-04s: Index: 622 | Max_nodes: 68 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 1|3 -> 5|4 -> 4|5 -> 2|6 -> 3| +execution time of: 4.5217e-04s: Index: 21 | Max_nodes: 61 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 2|3 -> 6|4 -> 4|5 -> 5|6 -> 3| +execution time of: 4.5219e-04s: Index: 2969 | Max_nodes: 50 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 6|5 -> 2|6 -> 1| +execution time of: 4.5219e-04s: Index: 1616 | Max_nodes: 53 | Active_nodes: 12 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0|6 -> 6| +execution time of: 4.5223e-04s: Index: 4503 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 6|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5|6 -> 0| +execution time of: 4.5223e-04s: Index: 85 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 6|6 -> 3| +execution time of: 4.5223e-04s: Index: 1088 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 1|1 -> 4|2 -> 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-> 1|3 -> 4|4 -> 2|5 -> 3|6 -> 6| +execution time of: 4.5368e-04s: Index: 3948 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 6|3 -> 3|4 -> 0|5 -> 1|6 -> 4| +execution time of: 4.5377e-04s: Index: 2445 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 3|1 -> 2|2 -> 1|3 -> 6|4 -> 4|5 -> 5|6 -> 0| +execution time of: 4.5379e-04s: Index: 1114 | Max_nodes: 59 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 6|5 -> 0|6 -> 5| +execution time of: 4.5381e-04s: Index: 2868 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 3|1 -> 6|2 -> 5|3 -> 2|4 -> 0|5 -> 1|6 -> 4| +execution time of: 4.5382e-04s: Index: 4784 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 6|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0|6 -> 4| +execution time of: 4.5386e-04s: Index: 1359 | Max_nodes: 58 | Active_nodes: 10 | 0 -> 1|1 -> 6|2 -> 2|3 -> 4|4 -> 3|5 -> 5|6 -> 0| +execution time of: 4.5387e-04s: Index: 3473 | Max_nodes: 54 | Active_nodes: 12 | 0 -> 4|1 -> 5|2 -> 6|3 -> 2|4 -> 3|5 -> 1|6 -> 0| +execution time of: 4.5388e-04s: Index: 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-> 5|6 -> 3| +execution time of: 4.5401e-04s: Index: 2866 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 3|1 -> 6|2 -> 5|3 -> 1|4 -> 4|5 -> 0|6 -> 2| +execution time of: 4.5403e-04s: Index: 1940 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 2|1 -> 5|2 -> 0|3 -> 6|4 -> 3|5 -> 1|6 -> 4| +execution time of: 4.5405e-04s: Index: 2906 | Max_nodes: 58 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3|6 -> 6| +execution time of: 4.5408e-04s: Index: 3624 | Max_nodes: 56 | Active_nodes: 10 | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4|6 -> 6| +execution time of: 4.5410e-04s: Index: 1307 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 6|3 -> 2|4 -> 4|5 -> 3|6 -> 0| +execution time of: 4.5411e-04s: Index: 2849 | Max_nodes: 52 | Active_nodes: 11 | 0 -> 3|1 -> 6|2 -> 4|3 -> 2|4 -> 5|5 -> 1|6 -> 0| +execution time of: 4.5411e-04s: Index: 69 | Max_nodes: 56 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 4|3 -> 6|4 -> 3|5 -> 5|6 -> 2| +execution time of: 4.5412e-04s: Index: 450 | Max_nodes: 59 | 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5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0|6 -> 6| +execution time of: 4.5427e-04s: Index: 4344 | Max_nodes: 56 | Active_nodes: 10 | 0 -> 6|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4|6 -> 5| +execution time of: 4.5428e-04s: Index: 1169 | Max_nodes: 52 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 6|5 -> 2|6 -> 0| +execution time of: 4.5430e-04s: Index: 2223 | Max_nodes: 52 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 6|6 -> 1| +execution time of: 4.5437e-04s: Index: 1121 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 6|5 -> 3|6 -> 0| +execution time of: 4.5437e-04s: Index: 3136 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 6|5 -> 1|6 -> 3| +execution time of: 4.5439e-04s: Index: 3485 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 4|1 -> 6|2 -> 0|3 -> 1|4 -> 5|5 -> 3|6 -> 2| +execution time of: 4.5440e-04s: Index: 4960 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 6|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0|6 -> 2| +execution time of: 4.5440e-04s: Index: 1386 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 3|3 -> 5|4 -> 0|5 -> 2|6 -> 4| +execution time of: 4.5442e-04s: Index: 3884 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 1|3 -> 6|4 -> 3|5 -> 0|6 -> 4| +execution time of: 4.5443e-04s: Index: 2663 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 3|1 -> 5|2 -> 0|3 -> 6|4 -> 4|5 -> 2|6 -> 1| +execution time of: 4.5444e-04s: Index: 2525 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 6|5 -> 5|6 -> 2| +execution time of: 4.5450e-04s: Index: 4574 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 6|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1|6 -> 5| +execution time of: 4.5452e-04s: Index: 4610 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 6|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1|6 -> 5| +execution time of: 4.5452e-04s: Index: 1988 | Max_nodes: 59 | Active_nodes: 13 | 0 -> 2|1 -> 5|2 -> 3|3 -> 6|4 -> 1|5 -> 0|6 -> 4| +execution time of: 4.5453e-04s: Index: 4385 | Max_nodes: 49 | Active_nodes: 10 | 0 -> 6|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2|6 -> 1| +execution time of: 4.5457e-04s: Index: 4746 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 6|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1|6 -> 4| +execution time of: 4.5460e-04s: Index: 4472 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 6|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0|6 -> 5| +execution time of: 4.5465e-04s: Index: 744 | Max_nodes: 50 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5|6 -> 6| +execution time of: 4.5470e-04s: Index: 1211 | Max_nodes: 74 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 6|5 -> 4|6 -> 2| +execution time of: 4.5472e-04s: Index: 3396 | Max_nodes: 67 | Active_nodes: 10 | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2|6 -> 6| +execution time of: 4.5473e-04s: Index: 2931 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 6|6 -> 2| +execution time of: 4.5477e-04s: Index: 3272 | Max_nodes: 57 | Active_nodes: 12 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0|6 -> 6| +execution time of: 4.5477e-04s: Index: 2699 | Max_nodes: 56 | Active_nodes: 12 | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 6|5 -> 4|6 -> 0| +execution time of: 4.5477e-04s: Index: 83 | Max_nodes: 58 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 6|5 -> 4|6 -> 2| +execution time of: 4.5479e-04s: Index: 2648 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 1|6 -> 6| +execution time of: 4.5479e-04s: Index: 4229 | Max_nodes: 58 | Active_nodes: 11 | 0 -> 5|1 -> 6|2 -> 1|3 -> 0|4 -> 4|5 -> 3|6 -> 2| +execution time of: 4.5480e-04s: Index: 4888 | Max_nodes: 55 | Active_nodes: 12 | 0 -> 6|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0|6 -> 1| +execution time of: 4.5481e-04s: Index: 1023 | Max_nodes: 52 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 6|6 -> 0| +execution time of: 4.5482e-04s: Index: 4866 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 6|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1|6 -> 3| +execution time of: 4.5482e-04s: Index: 510 | Max_nodes: 60 | Active_nodes: 10 | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4|6 -> 6| +execution time of: 4.5484e-04s: Index: 2180 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 1|3 -> 6|4 -> 4|5 -> 2|6 -> 5| +execution time of: 4.5485e-04s: Index: 2084 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 1|3 -> 5|4 -> 3|5 -> 0|6 -> 4| +execution time of: 4.5485e-04s: Index: 3112 | Max_nodes: 55 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 6|3 -> 3|4 -> 5|5 -> 0|6 -> 2| +execution time of: 4.5487e-04s: Index: 2675 | Max_nodes: 56 | Active_nodes: 12 | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 6|5 -> 4|6 -> 0| +execution time of: 4.5488e-04s: Index: 2709 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 3|1 -> 5|2 -> 2|3 -> 6|4 -> 1|5 -> 4|6 -> 0| +execution time of: 4.5492e-04s: Index: 825 | Max_nodes: 54 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 6|3 -> 3|4 -> 4|5 -> 5|6 -> 2| +execution time of: 4.5494e-04s: Index: 2802 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 3|1 -> 6|2 -> 1|3 -> 5|4 -> 0|5 -> 2|6 -> 4| +execution time of: 4.5496e-04s: Index: 42 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 3|3 -> 6|4 -> 2|5 -> 4|6 -> 5| +execution time of: 4.5501e-04s: Index: 3427 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 2|3 -> 6|4 -> 0|5 -> 3|6 -> 1| +execution time of: 4.5502e-04s: Index: 4577 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3|6 -> 1| +execution time of: 4.5503e-04s: Index: 2434 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 6|5 -> 0|6 -> 5| +execution time of: 4.5504e-04s: Index: 296 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1|6 -> 6| +execution time of: 4.5506e-04s: Index: 1518 | Max_nodes: 54 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 4|6 -> 6| +execution time of: 4.5507e-04s: Index: 1354 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 2|3 -> 3|4 -> 5|5 -> 0|6 -> 4| +execution time of: 4.5511e-04s: Index: 3377 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 6|5 -> 2|6 -> 1| 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13 | 0 -> 4|1 -> 3|2 -> 6|3 -> 2|4 -> 1|5 -> 0|6 -> 5| +execution time of: 4.5540e-04s: Index: 4690 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 6|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1|6 -> 4| +execution time of: 4.5540e-04s: Index: 4042 | Max_nodes: 65 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 6|5 -> 0|6 -> 2| +execution time of: 4.5544e-04s: Index: 376 | Max_nodes: 69 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 6|5 -> 2|6 -> 3| +execution time of: 4.5544e-04s: Index: 4788 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 6|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1|6 -> 4| +execution time of: 4.5548e-04s: Index: 4994 | Max_nodes: 65 | Active_nodes: 10 | 0 -> 6|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1|6 -> 4| +execution time of: 4.5550e-04s: Index: 3400 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 6|5 -> 0|6 -> 2| +execution time of: 4.5551e-04s: Index: 1442 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4|6 -> 6| +execution time of: 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-> 2|3 -> 6|4 -> 3|5 -> 5|6 -> 0| +execution time of: 4.5573e-04s: Index: 1220 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 0|3 -> 6|4 -> 3|5 -> 2|6 -> 4| +execution time of: 4.5574e-04s: Index: 1283 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 6|5 -> 3|6 -> 0| +execution time of: 4.5577e-04s: Index: 897 | Max_nodes: 51 | Active_nodes: 10 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 6|6 -> 0| +execution time of: 4.5577e-04s: Index: 3465 | Max_nodes: 62 | Active_nodes: 12 | 0 -> 4|1 -> 5|2 -> 6|3 -> 1|4 -> 2|5 -> 3|6 -> 0| +execution time of: 4.5578e-04s: Index: 2805 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 3|1 -> 6|2 -> 1|3 -> 5|4 -> 2|5 -> 4|6 -> 0| +execution time of: 4.5579e-04s: Index: 4139 | Max_nodes: 52 | Active_nodes: 12 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 6|5 -> 3|6 -> 0| +execution time of: 4.5580e-04s: Index: 2610 | Max_nodes: 59 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 5|3 -> 6|4 -> 0|5 -> 1|6 -> 2| +execution time of: 4.5583e-04s: Index: 2682 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 3|1 -> 5|2 -> 1|3 -> 6|4 -> 0|5 -> 2|6 -> 4| +execution time of: 4.5584e-04s: Index: 878 | Max_nodes: 55 | Active_nodes: 12 | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0|6 -> 6| +execution time of: 4.5586e-04s: Index: 2202 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 2|3 -> 6|4 -> 1|5 -> 4|6 -> 5| +execution time of: 4.5588e-04s: Index: 1144 | Max_nodes: 58 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 6|5 -> 0|6 -> 2| +execution time of: 4.5588e-04s: Index: 1195 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 6|3 -> 5|4 -> 0|5 -> 3|6 -> 2| +execution time of: 4.5594e-04s: Index: 1245 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 2|3 -> 6|4 -> 3|5 -> 4|6 -> 0| +execution time of: 4.5595e-04s: Index: 3390 | Max_nodes: 67 | Active_nodes: 10 | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3|6 -> 6| +execution time of: 4.5596e-04s: Index: 117 | Max_nodes: 54 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 6|3 -> 5|4 -> 3|5 -> 4|6 -> 2| +execution time of: 4.5597e-04s: Index: 524 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 0|1 -> 5|2 -> 2|3 -> 6|4 -> 3|5 -> 1|6 -> 4| +execution time of: 4.5614e-04s: Index: 4158 | Max_nodes: 67 | Active_nodes: 10 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2|6 -> 6| +execution time of: 4.5615e-04s: Index: 1316 | Max_nodes: 57 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 6|3 -> 4|4 -> 2|5 -> 0|6 -> 3| +execution time of: 4.5617e-04s: Index: 4365 | Max_nodes: 56 | Active_nodes: 10 | 0 -> 6|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4|6 -> 1| +execution time of: 4.5622e-04s: Index: 3886 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 1|3 -> 6|4 -> 4|5 -> 0|6 -> 3| +execution time of: 4.5624e-04s: Index: 3561 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 4|1 -> 6|2 -> 3|3 -> 1|4 -> 2|5 -> 5|6 -> 0| +execution time of: 4.5626e-04s: Index: 3480 | Max_nodes: 60 | Active_nodes: 10 | 0 -> 4|1 -> 6|2 -> 0|3 -> 1|4 -> 2|5 -> 3|6 -> 5| +execution time of: 4.5629e-04s: Index: 814 | Max_nodes: 52 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 5|3 -> 6|4 -> 4|5 -> 2|6 -> 3| +execution time of: 4.5633e-04s: Index: 739 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 2|3 -> 6|4 -> 3|5 -> 5|6 -> 4| +execution time of: 4.5634e-04s: Index: 4506 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 6|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2|6 -> 4| +execution time of: 4.5638e-04s: Index: 4101 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 0|3 -> 6|4 -> 2|5 -> 3|6 -> 1| +execution time of: 4.5638e-04s: Index: 4187 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 5|1 -> 4|2 -> 6|3 -> 1|4 -> 3|5 -> 2|6 -> 0| +execution time of: 4.5646e-04s: Index: 281 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 6|5 -> 4|6 -> 1| +execution time of: 4.5648e-04s: Index: 1202 | Max_nodes: 66 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3|6 -> 6| +execution time of: 4.5648e-04s: Index: 2714 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1|6 -> 6| 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| 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0|6 -> 6| +execution time of: 4.5668e-04s: Index: 3231 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 4|1 -> 2|2 -> 6|3 -> 3|4 -> 1|5 -> 5|6 -> 0| +execution time of: 4.5672e-04s: Index: 1985 | Max_nodes: 50 | Active_nodes: 12 | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 6|5 -> 1|6 -> 0| +execution time of: 4.5674e-04s: Index: 4481 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 6|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3|6 -> 0| +execution time of: 4.5675e-04s: Index: 591 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 6|3 -> 3|4 -> 2|5 -> 4|6 -> 1| +execution time of: 4.5675e-04s: Index: 3842 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 3|6 -> 6| +execution time of: 4.5677e-04s: Index: 58 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 6|5 -> 2|6 -> 5| +execution time of: 4.5677e-04s: Index: 1976 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0|6 -> 6| +execution time of: 4.5680e-04s: Index: 732 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4|6 -> 6| +execution time of: 4.5684e-04s: Index: 708 | Max_nodes: 61 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 5|3 -> 3|4 -> 1|5 -> 2|6 -> 4| +execution time of: 4.5685e-04s: Index: 1931 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 6|5 -> 4|6 -> 1| +execution time of: 4.5688e-04s: Index: 3722 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3|6 -> 6| +execution time of: 4.5692e-04s: Index: 1428 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 5|3 -> 3|4 -> 0|5 -> 2|6 -> 4| +execution time of: 4.5693e-04s: Index: 4420 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2|6 -> 3| +execution time of: 4.5697e-04s: Index: 681 | Max_nodes: 65 | Active_nodes: 10 | 0 -> 0|1 -> 6|2 -> 4|3 -> 2|4 -> 3|5 -> 5|6 -> 1| +execution time of: 4.5699e-04s: Index: 4689 | Max_nodes: 62 | Active_nodes: 12 | 0 -> 6|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5|6 -> 1| +execution time of: 4.5700e-04s: Index: 1792 | Max_nodes: 53 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 6|3 -> 4|4 -> 5|5 -> 0|6 -> 1| +execution time of: 4.5701e-04s: Index: 766 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 3|3 -> 6|4 -> 5|5 -> 2|6 -> 4| +execution time of: 4.5702e-04s: Index: 3181 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 6|6 -> 1| +execution time of: 4.5703e-04s: Index: 627 | Max_nodes: 70 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 2|3 -> 1|4 -> 4|5 -> 5|6 -> 3| +execution time of: 4.5704e-04s: Index: 1961 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 6|5 -> 3|6 -> 0| +execution time of: 4.5706e-04s: Index: 2243 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 6|5 -> 4|6 -> 1| +execution time of: 4.5707e-04s: Index: 500 | Max_nodes: 68 | Active_nodes: 12 | 0 -> 0|1 -> 5|2 -> 1|3 -> 6|4 -> 3|5 -> 2|6 -> 4| +execution time of: 4.5709e-04s: Index: 2960 | Max_nodes: 54 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1|6 -> 6| +execution time of: 4.5709e-04s: Index: 2100 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 2|1 -> 6|2 -> 3|3 -> 4|4 -> 0|5 -> 1|6 -> 5| +execution time of: 4.5711e-04s: Index: 1190 | Max_nodes: 56 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 6|3 -> 3|4 -> 2|5 -> 0|6 -> 5| +execution time of: 4.5713e-04s: Index: 1989 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 2|1 -> 5|2 -> 3|3 -> 6|4 -> 1|5 -> 4|6 -> 0| +execution time of: 4.5716e-04s: Index: 572 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 0|1 -> 5|2 -> 4|3 -> 6|4 -> 2|5 -> 1|6 -> 3| +execution time of: 4.5717e-04s: Index: 278 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1|6 -> 6| +execution time of: 4.5718e-04s: Index: 3111 | Max_nodes: 53 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 6|3 -> 3|4 -> 2|5 -> 5|6 -> 0| +execution time of: 4.5722e-04s: Index: 4237 | Max_nodes: 76 | Active_nodes: 11 | 0 -> 5|1 -> 6|2 -> 1|3 -> 3|4 -> 0|5 -> 4|6 -> 2| +execution time of: 4.5723e-04s: Index: 275 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 6|5 -> 5|6 -> 1| +execution time of: 4.5728e-04s: Index: 590 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 0|1 -> 5|2 -> 6|3 -> 3|4 -> 2|5 -> 1|6 -> 4| +execution time of: 4.5729e-04s: Index: 178 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 6|5 -> 1|6 -> 5| +execution time of: 4.5730e-04s: Index: 4359 | Max_nodes: 56 | Active_nodes: 10 | 0 -> 6|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5|6 -> 1| +execution time of: 4.5730e-04s: Index: 3629 | Max_nodes: 62 | Active_nodes: 12 | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 6|5 -> 4|6 -> 3| +execution time of: 4.5731e-04s: Index: 4562 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 6|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 3|6 -> 5| +execution time of: 4.5732e-04s: Index: 538 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 6|5 -> 1|6 -> 4| +execution time of: 4.5735e-04s: Index: 4331 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4|6 -> 2| +execution time of: 4.5737e-04s: Index: 4930 | Max_nodes: 61 | Active_nodes: 11 | 0 -> 6|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 1|6 -> 3| +execution time of: 4.5737e-04s: Index: 1760 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0|6 -> 6| +execution time of: 4.5738e-04s: Index: 2315 | Max_nodes: 52 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 6|5 -> 5|6 -> 0| +execution time of: 4.5738e-04s: Index: 4505 | Max_nodes: 46 | Active_nodes: 10 | 0 -> 6|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2|6 -> 0| +execution time of: 4.5740e-04s: Index: 4763 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 6|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2|6 -> 0| +execution time of: 4.5743e-04s: Index: 2771 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 3|1 -> 6|2 -> 0|3 -> 2|4 -> 5|5 -> 4|6 -> 1| +execution time of: 4.5746e-04s: Index: 1932 | Max_nodes: 68 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3|6 -> 6| +execution time of: 4.5747e-04s: Index: 1542 | Max_nodes: 55 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 6|3 -> 3|4 -> 1|5 -> 4|6 -> 5| +execution time of: 4.5749e-04s: Index: 350 | Max_nodes: 55 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 6|3 -> 4|4 -> 2|5 -> 1|6 -> 5| +execution time of: 4.5751e-04s: Index: 4843 | Max_nodes: 76 | Active_nodes: 12 | 0 -> 6|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3|6 -> 2| +execution time of: 4.5756e-04s: Index: 4389 | Max_nodes: 55 | Active_nodes: 10 | 0 -> 6|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4|6 -> 1| +execution time of: 4.5760e-04s: Index: 597 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 6|3 -> 4|4 -> 2|5 -> 3|6 -> 1| +execution time of: 4.5760e-04s: Index: 1914 | Max_nodes: 60 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 6|3 -> 5|4 -> 0|5 -> 1|6 -> 3| +execution time of: 4.5761e-04s: Index: 3033 | Max_nodes: 52 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 6|6 -> 0| +execution time of: 4.5761e-04s: Index: 4125 | Max_nodes: 62 | Active_nodes: 12 | 0 -> 5|1 -> 4|2 -> 1|3 -> 6|4 -> 2|5 -> 3|6 -> 0| +execution time of: 4.5761e-04s: Index: 504 | Max_nodes: 63 | Active_nodes: 10 | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4|6 -> 6| +execution time of: 4.5763e-04s: Index: 2444 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 1|3 -> 6|4 -> 4|5 -> 0|6 -> 5| +execution time of: 4.5764e-04s: Index: 746 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4|6 -> 6| +execution time of: 4.5765e-04s: Index: 3405 | Max_nodes: 62 | Active_nodes: 12 | 0 -> 4|1 -> 5|2 -> 1|3 -> 6|4 -> 2|5 -> 3|6 -> 0| +execution time of: 4.5765e-04s: Index: 10 | Max_nodes: 58 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 6|5 -> 3|6 -> 5| +execution time of: 4.5766e-04s: Index: 245 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 6|5 -> 5|6 -> 4| +execution time of: 4.5773e-04s: Index: 927 | Max_nodes: 49 | Active_nodes: 10 | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 6|6 -> 0| +execution time of: 4.5773e-04s: Index: 4024 | Max_nodes: 59 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 6|5 -> 0|6 -> 1| +execution time of: 4.5775e-04s: Index: 3436 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 6|5 -> 1|6 -> 2| +execution time of: 4.5775e-04s: Index: 4004 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 1|3 -> 6|4 -> 2|5 -> 0|6 -> 4| +execution time of: 4.5779e-04s: Index: 3194 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1|6 -> 6| +execution time of: 4.5780e-04s: Index: 242 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4|6 -> 6| +execution time of: 4.5780e-04s: Index: 5025 | Max_nodes: 60 | Active_nodes: 10 | 0 -> 6|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3|6 -> 0| +execution time of: 4.5783e-04s: Index: 4348 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3|6 -> 4| +execution time of: 4.5783e-04s: Index: 1771 | Max_nodes: 61 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 5|3 -> 6|4 -> 0|5 -> 4|6 -> 1| +execution time of: 4.5786e-04s: Index: 4900 | Max_nodes: 68 | Active_nodes: 12 | 0 -> 6|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1|6 -> 2| +execution time of: 4.5788e-04s: Index: 2814 | Max_nodes: 67 | Active_nodes: 11 | 0 -> 3|1 -> 6|2 -> 2|3 -> 1|4 -> 0|5 -> 4|6 -> 5| +execution time of: 4.5791e-04s: Index: 1562 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4|6 -> 6| +execution time of: 4.5792e-04s: Index: 1667 | Max_nodes: 47 | Active_nodes: 10 | 0 -> 2|1 -> 1|2 -> 6|3 -> 3|4 -> 5|5 -> 4|6 -> 0| +execution time of: 4.5793e-04s: Index: 4130 | Max_nodes: 59 | Active_nodes: 10 | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1|6 -> 6| +execution time of: 4.5794e-04s: Index: 4068 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 6|3 -> 2|4 -> 0|5 -> 1|6 -> 4| +execution time of: 4.5797e-04s: Index: 1244 | Max_nodes: 61 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 2|3 -> 6|4 -> 3|5 -> 0|6 -> 4| +execution time of: 4.5804e-04s: Index: 2066 | Max_nodes: 61 | Active_nodes: 11 | 0 -> 2|1 -> 6|2 -> 1|3 -> 0|4 -> 4|5 -> 3|6 -> 5| +execution time of: 4.5809e-04s: Index: 3051 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 6|6 -> 2| +execution time of: 4.5811e-04s: Index: 743 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 2|3 -> 6|4 -> 5|5 -> 4|6 -> 3| +execution time of: 4.5811e-04s: Index: 4876 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 6|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1|6 -> 2| +execution time of: 4.5811e-04s: Index: 3995 | Max_nodes: 54 | Active_nodes: 12 | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 6|5 -> 4|6 -> 0| +execution time of: 4.5816e-04s: Index: 331 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 5|3 -> 6|4 -> 1|5 -> 4|6 -> 2| +execution time of: 4.5816e-04s: Index: 1858 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 6|5 -> 0|6 -> 5| +execution time of: 4.5817e-04s: Index: 3324 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1|6 -> 6| +execution time of: 4.5819e-04s: Index: 3364 | Max_nodes: 60 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 6|5 -> 2|6 -> 3| +execution time of: 4.5824e-04s: Index: 1724 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 1|3 -> 6|4 -> 4|5 -> 0|6 -> 5| +execution time of: 4.5829e-04s: Index: 1240 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 6|5 -> 0|6 -> 3| +execution time of: 4.5832e-04s: Index: 4427 | Max_nodes: 55 | Active_nodes: 10 | 0 -> 6|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3|6 -> 1| +execution time of: 4.5835e-04s: Index: 2840 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 3|1 -> 6|2 -> 4|3 -> 1|4 -> 2|5 -> 0|6 -> 5| +execution time of: 4.5837e-04s: Index: 762 | Max_nodes: 51 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 3|3 -> 6|4 -> 2|5 -> 4|6 -> 5| +execution time of: 4.5838e-04s: Index: 706 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 5|3 -> 2|4 -> 4|5 -> 1|6 -> 3| +execution time of: 4.5840e-04s: Index: 240 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5|6 -> 6| +execution time of: 4.5842e-04s: Index: 1184 | Max_nodes: 59 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 6|3 -> 2|4 -> 3|5 -> 0|6 -> 5| +execution time of: 4.5844e-04s: Index: 184 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 6|5 -> 1|6 -> 3| +execution time of: 4.5848e-04s: Index: 1312 | Max_nodes: 58 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 6|3 -> 3|4 -> 4|5 -> 0|6 -> 2| +execution time of: 4.5849e-04s: Index: 570 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 0|1 -> 5|2 -> 4|3 -> 6|4 -> 1|5 -> 2|6 -> 3| +execution time of: 4.5852e-04s: Index: 4867 | Max_nodes: 70 | Active_nodes: 12 | 0 -> 6|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3|6 -> 1| +execution time of: 4.5855e-04s: Index: 1458 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 1|3 -> 6|4 -> 3|5 -> 4|6 -> 5| +execution time of: 4.5860e-04s: Index: 4664 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0|6 -> 4| 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0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 6|5 -> 2|6 -> 5| +execution time of: 4.5887e-04s: Index: 1507 | Max_nodes: 57 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 4|3 -> 6|4 -> 1|5 -> 5|6 -> 3| +execution time of: 4.5888e-04s: Index: 3611 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 6|5 -> 4|6 -> 2| +execution time of: 4.5898e-04s: Index: 4814 | Max_nodes: 63 | Active_nodes: 10 | 0 -> 6|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1|6 -> 5| +execution time of: 4.5899e-04s: Index: 3787 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 5|1 -> 1|2 -> 3|3 -> 6|4 -> 0|5 -> 4|6 -> 2| +execution time of: 4.5899e-04s: Index: 993 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 6|6 -> 0| +execution time of: 4.5899e-04s: Index: 2730 | Max_nodes: 61 | Active_nodes: 13 | 0 -> 3|1 -> 5|2 -> 4|3 -> 6|4 -> 0|5 -> 1|6 -> 2| +execution time of: 4.5902e-04s: Index: 3565 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 4|1 -> 6|2 -> 3|3 -> 2|4 -> 0|5 -> 5|6 -> 1| +execution time of: 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-> 1|3 -> 0|4 -> 4|5 -> 2|6 -> 5| +execution time of: 4.5910e-04s: Index: 2000 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0|6 -> 6| +execution time of: 4.5913e-04s: Index: 5024 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 6|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0|6 -> 3| +execution time of: 4.5914e-04s: Index: 1311 | Max_nodes: 56 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 6|3 -> 3|4 -> 2|5 -> 4|6 -> 0| +execution time of: 4.5915e-04s: Index: 4254 | Max_nodes: 69 | Active_nodes: 10 | 0 -> 5|1 -> 6|2 -> 2|3 -> 1|4 -> 0|5 -> 3|6 -> 4| +execution time of: 4.5918e-04s: Index: 102 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 6|3 -> 3|4 -> 2|5 -> 4|6 -> 5| +execution time of: 4.5919e-04s: Index: 3466 | Max_nodes: 65 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 6|3 -> 1|4 -> 3|5 -> 0|6 -> 2| +execution time of: 4.5924e-04s: Index: 612 | Max_nodes: 64 | Active_nodes: 10 | 0 -> 0|1 -> 6|2 -> 1|3 -> 4|4 -> 2|5 -> 3|6 -> 5| +execution time of: 4.5929e-04s: Index: 2567 | Max_nodes: 57 | Active_nodes: 12 | 0 -> 3|1 -> 4|2 -> 1|3 -> 6|4 -> 5|5 -> 2|6 -> 0| +execution time of: 4.5930e-04s: Index: 4478 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 6|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0|6 -> 5| +execution time of: 4.5932e-04s: Index: 2461 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 6|6 -> 1| +execution time of: 4.5934e-04s: Index: 2048 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 2|1 -> 6|2 -> 0|3 -> 3|4 -> 4|5 -> 1|6 -> 5| +execution time of: 4.5935e-04s: Index: 46 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 3|3 -> 6|4 -> 5|5 -> 2|6 -> 4| +execution time of: 4.5936e-04s: Index: 4904 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 6|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0|6 -> 3| +execution time of: 4.5937e-04s: Index: 587 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 6|3 -> 2|4 -> 4|5 -> 3|6 -> 1| +execution time of: 4.5939e-04s: Index: 3107 | Max_nodes: 53 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 6|3 -> 2|4 -> 5|5 -> 3|6 -> 0| +execution time of: 4.5940e-04s: Index: 3848 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1|6 -> 6| +execution time of: 4.5944e-04s: Index: 4939 | Max_nodes: 75 | Active_nodes: 11 | 0 -> 6|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3|6 -> 2| +execution time of: 4.5944e-04s: Index: 53 | Max_nodes: 61 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 6|5 -> 5|6 -> 3| +execution time of: 4.5948e-04s: Index: 4214 | Max_nodes: 65 | Active_nodes: 10 | 0 -> 5|1 -> 6|2 -> 0|3 -> 3|4 -> 2|5 -> 1|6 -> 4| +execution time of: 4.5949e-04s: Index: 764 | Max_nodes: 53 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 3|3 -> 6|4 -> 4|5 -> 2|6 -> 5| +execution time of: 4.5953e-04s: Index: 3986 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2|6 -> 6| +execution time of: 4.5953e-04s: Index: 1959 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 6|6 -> 0| +execution time of: 4.5954e-04s: Index: 484 | Max_nodes: 68 | Active_nodes: 12 | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 6|5 -> 3|6 -> 4| +execution time of: 4.5954e-04s: Index: 1048 | Max_nodes: 56 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 6|5 -> 0|6 -> 2| +execution time of: 4.5959e-04s: Index: 3034 | Max_nodes: 57 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 6|5 -> 0|6 -> 5| +execution time of: 4.5965e-04s: Index: 2684 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 3|1 -> 5|2 -> 1|3 -> 6|4 -> 2|5 -> 0|6 -> 4| +execution time of: 4.5970e-04s: Index: 2151 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 2|1 -> 6|2 -> 5|3 -> 3|4 -> 1|5 -> 4|6 -> 0| +execution time of: 4.5970e-04s: Index: 4834 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 6|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0|6 -> 3| +execution time of: 4.5972e-04s: Index: 646 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 2|3 -> 5|4 -> 4|5 -> 1|6 -> 3| +execution time of: 4.5973e-04s: Index: 2182 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 1|3 -> 6|4 -> 5|5 -> 2|6 -> 4| 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| Max_nodes: 57 | Active_nodes: 12 | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 6|5 -> 2|6 -> 0| +execution time of: 4.6125e-04s: Index: 2037 | Max_nodes: 54 | Active_nodes: 12 | 0 -> 2|1 -> 5|2 -> 6|3 -> 4|4 -> 1|5 -> 3|6 -> 0| +execution time of: 4.6129e-04s: Index: 4097 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 6|5 -> 2|6 -> 1| +execution time of: 4.6129e-04s: Index: 1151 | Max_nodes: 52 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 3|3 -> 6|4 -> 5|5 -> 2|6 -> 0| +execution time of: 4.6130e-04s: Index: 1494 | Max_nodes: 52 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5|6 -> 6| +execution time of: 4.6136e-04s: Index: 1287 | Max_nodes: 56 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 6|6 -> 0| +execution time of: 4.6136e-04s: Index: 1170 | Max_nodes: 61 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 5|3 -> 6|4 -> 0|5 -> 2|6 -> 3| +execution time of: 4.6142e-04s: Index: 5 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 6|5 -> 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0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 6|6 -> 1| +execution time of: 4.6194e-04s: Index: 4527 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 6|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5|6 -> 0| +execution time of: 4.6195e-04s: Index: 1682 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4|6 -> 6| +execution time of: 4.6195e-04s: Index: 4791 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 6|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4|6 -> 0| +execution time of: 4.6196e-04s: Index: 678 | Max_nodes: 61 | Active_nodes: 10 | 0 -> 0|1 -> 6|2 -> 4|3 -> 2|4 -> 1|5 -> 3|6 -> 5| +execution time of: 4.6196e-04s: Index: 2324 | Max_nodes: 57 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 2|3 -> 6|4 -> 4|5 -> 0|6 -> 5| +execution time of: 4.6198e-04s: Index: 4064 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 6|3 -> 1|4 -> 2|5 -> 0|6 -> 4| +execution time of: 4.6204e-04s: Index: 2720 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0|6 -> 6| +execution time of: 4.6206e-04s: Index: 1647 | Max_nodes: 45 | Active_nodes: 10 | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 6|6 -> 0| +execution time of: 4.6208e-04s: Index: 261 | Max_nodes: 70 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 1|3 -> 6|4 -> 4|5 -> 5|6 -> 2| +execution time of: 4.6210e-04s: Index: 4482 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 6|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3|6 -> 4| +execution time of: 4.6213e-04s: Index: 105 | Max_nodes: 58 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 6|3 -> 3|4 -> 4|5 -> 5|6 -> 2| +execution time of: 4.6214e-04s: Index: 423 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 6|6 -> 1| +execution time of: 4.6216e-04s: Index: 2795 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 3|1 -> 6|2 -> 1|3 -> 2|4 -> 5|5 -> 4|6 -> 0| +execution time of: 4.6217e-04s: Index: 2686 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 3|1 -> 5|2 -> 1|3 -> 6|4 -> 4|5 -> 0|6 -> 2| +execution time of: 4.6217e-04s: Index: 1926 | Max_nodes: 67 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4|6 -> 6| +execution time of: 4.6218e-04s: Index: 603 | Max_nodes: 70 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 1|3 -> 2|4 -> 4|5 -> 5|6 -> 3| +execution time of: 4.6221e-04s: Index: 4220 | Max_nodes: 68 | Active_nodes: 11 | 0 -> 5|1 -> 6|2 -> 0|3 -> 4|4 -> 2|5 -> 1|6 -> 3| +execution time of: 4.6222e-04s: Index: 4239 | Max_nodes: 61 | Active_nodes: 10 | 0 -> 5|1 -> 6|2 -> 1|3 -> 3|4 -> 2|5 -> 4|6 -> 0| +execution time of: 4.6224e-04s: Index: 4454 | Max_nodes: 65 | Active_nodes: 11 | 0 -> 6|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2|6 -> 5| +execution time of: 4.6224e-04s: Index: 4856 | Max_nodes: 55 | Active_nodes: 10 | 0 -> 6|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0|6 -> 5| +execution time of: 4.6227e-04s: Index: 1315 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 6|3 -> 4|4 -> 0|5 -> 3|6 -> 2| +execution time of: 4.6228e-04s: Index: 2385 | Max_nodes: 52 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 6|3 -> 2|4 -> 4|5 -> 5|6 -> 0| +execution time of: 4.6229e-04s: Index: 2069 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 1|3 -> 0|4 -> 5|5 -> 4|6 -> 3| +execution time of: 4.6233e-04s: Index: 4951 | Max_nodes: 73 | Active_nodes: 11 | 0 -> 6|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4|6 -> 3| +execution time of: 4.6233e-04s: Index: 3254 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1|6 -> 6| +execution time of: 4.6233e-04s: Index: 873 | Max_nodes: 51 | Active_nodes: 10 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 6|6 -> 0| +execution time of: 4.6234e-04s: Index: 494 | Max_nodes: 64 | Active_nodes: 10 | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2|6 -> 6| +execution time of: 4.6238e-04s: Index: 464 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 6|3 -> 2|4 -> 3|5 -> 1|6 -> 5| +execution time of: 4.6238e-04s: Index: 4216 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 5|1 -> 6|2 -> 0|3 -> 3|4 -> 4|5 -> 1|6 -> 2| +execution time of: 4.6238e-04s: Index: 1072 | Max_nodes: 56 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 6|3 -> 4|4 -> 5|5 -> 0|6 -> 2| +execution time of: 4.6241e-04s: Index: 2916 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3|6 -> 6| +execution time of: 4.6244e-04s: Index: 2781 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 3|1 -> 6|2 -> 0|3 -> 5|4 -> 2|5 -> 4|6 -> 1| +execution time of: 4.6245e-04s: Index: 777 | Max_nodes: 54 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 6|6 -> 2| +execution time of: 4.6245e-04s: Index: 202 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 6|5 -> 1|6 -> 4| +execution time of: 4.6252e-04s: Index: 1747 | Max_nodes: 63 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 4|3 -> 6|4 -> 0|5 -> 5|6 -> 1| +execution time of: 4.6252e-04s: Index: 4215 | Max_nodes: 70 | Active_nodes: 11 | 0 -> 5|1 -> 6|2 -> 0|3 -> 3|4 -> 2|5 -> 4|6 -> 1| +execution time of: 4.6260e-04s: Index: 2774 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 3|1 -> 6|2 -> 0|3 -> 4|4 -> 2|5 -> 1|6 -> 5| +execution time of: 4.6260e-04s: Index: 33 | Max_nodes: 58 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 6|6 -> 2| +execution time of: 4.6261e-04s: Index: 4822 | Max_nodes: 68 | Active_nodes: 12 | 0 -> 6|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 1|6 -> 2| +execution time of: 4.6261e-04s: Index: 4712 | Max_nodes: 56 | Active_nodes: 11 | 0 -> 6|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0|6 -> 5| +execution time of: 4.6266e-04s: Index: 1602 | Max_nodes: 61 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 3|3 -> 6|4 -> 0|5 -> 4|6 -> 5| +execution time of: 4.6270e-04s: Index: 4780 | Max_nodes: 68 | Active_nodes: 12 | 0 -> 6|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1|6 -> 2| +execution time of: 4.6273e-04s: Index: 3520 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 4|1 -> 6|2 -> 1|3 -> 3|4 -> 5|5 -> 0|6 -> 2| +execution time of: 4.6276e-04s: Index: 1 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 6|6 -> 5| +execution time of: 4.6278e-04s: Index: 508 | Max_nodes: 68 | Active_nodes: 12 | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 6|5 -> 3|6 -> 4| +execution 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1|1 -> 6|2 -> 5|3 -> 2|4 -> 3|5 -> 0|6 -> 4| +execution time of: 4.6298e-04s: Index: 3140 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 0|3 -> 6|4 -> 3|5 -> 1|6 -> 5| +execution time of: 4.6298e-04s: Index: 2531 | Max_nodes: 65 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 6|5 -> 5|6 -> 1| +execution time of: 4.6298e-04s: Index: 284 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 2|3 -> 6|4 -> 4|5 -> 1|6 -> 5| +execution time of: 4.6301e-04s: Index: 2989 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 6|3 -> 3|4 -> 1|5 -> 5|6 -> 2| +execution time of: 4.6303e-04s: Index: 2949 | Max_nodes: 56 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 3|3 -> 6|4 -> 2|5 -> 5|6 -> 1| +execution time of: 4.6304e-04s: Index: 3366 | Max_nodes: 67 | Active_nodes: 10 | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3|6 -> 6| +execution time of: 4.6306e-04s: Index: 685 | Max_nodes: 65 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 4|3 -> 3|4 -> 1|5 -> 5|6 -> 2| +execution time of: 4.6307e-04s: Index: 396 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3|6 -> 6| +execution time of: 4.6313e-04s: Index: 1425 | Max_nodes: 58 | Active_nodes: 10 | 0 -> 1|1 -> 6|2 -> 5|3 -> 2|4 -> 3|5 -> 4|6 -> 0| +execution time of: 4.6313e-04s: Index: 4298 | Max_nodes: 68 | Active_nodes: 11 | 0 -> 5|1 -> 6|2 -> 4|3 -> 0|4 -> 2|5 -> 1|6 -> 3| +execution time of: 4.6316e-04s: Index: 3022 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 0|3 -> 6|4 -> 5|5 -> 2|6 -> 3| +execution time of: 4.6316e-04s: Index: 1051 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 5|3 -> 6|4 -> 0|5 -> 4|6 -> 2| +execution time of: 4.6319e-04s: Index: 2057 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 0|3 -> 4|4 -> 5|5 -> 3|6 -> 1| +execution time of: 4.6319e-04s: Index: 4198 | Max_nodes: 56 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 6|3 -> 3|4 -> 2|5 -> 0|6 -> 1| +execution time of: 4.6325e-04s: Index: 3923 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 6|5 -> 3|6 -> 0| +execution time of: 4.6325e-04s: Index: 472 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 6|3 -> 3|4 -> 5|5 -> 1|6 -> 2| +execution time of: 4.6326e-04s: Index: 2205 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 2|3 -> 6|4 -> 4|5 -> 5|6 -> 1| +execution time of: 4.6327e-04s: Index: 1721 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 6|5 -> 4|6 -> 0| +execution time of: 4.6327e-04s: Index: 4617 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 6|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5|6 -> 0| +execution time of: 4.6329e-04s: Index: 3445 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 6|6 -> 1| +execution time of: 4.6331e-04s: Index: 4722 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 6|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2|6 -> 4| +execution time of: 4.6333e-04s: Index: 2193 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 6|6 -> 1| +execution time of: 4.6335e-04s: Index: 1085 | Max_nodes: 73 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 6|5 -> 5|6 -> 3| +execution time of: 4.6338e-04s: Index: 4594 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0|6 -> 4| +execution time of: 4.6339e-04s: Index: 3016 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 6|5 -> 2|6 -> 3| +execution time of: 4.6345e-04s: Index: 4997 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 6|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2|6 -> 1| +execution time of: 4.6347e-04s: Index: 4701 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 6|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4|6 -> 1| +execution time of: 4.6347e-04s: Index: 3012 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 3|6 -> 6| +execution time of: 4.6347e-04s: Index: 2459 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 6|5 -> 5|6 -> 0| +execution time of: 4.6350e-04s: Index: 589 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 0|1 -> 5|2 -> 6|3 -> 3|4 -> 1|5 -> 4|6 -> 2| +execution time of: 4.6352e-04s: Index: 629 | Max_nodes: 70 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 2|3 -> 1|4 -> 5|5 -> 4|6 -> 3| +execution time of: 4.6360e-04s: Index: 4925 | Max_nodes: 58 | Active_nodes: 11 | 0 -> 6|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3|6 -> 2| +execution time of: 4.6361e-04s: Index: 650 | Max_nodes: 64 | Active_nodes: 10 | 0 -> 0|1 -> 6|2 -> 3|3 -> 1|4 -> 4|5 -> 2|6 -> 5| +execution time of: 4.6363e-04s: Index: 4785 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 6|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4|6 -> 0| +execution time of: 4.6364e-04s: Index: 1987 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 2|1 -> 5|2 -> 3|3 -> 6|4 -> 0|5 -> 4|6 -> 1| +execution time of: 4.6365e-04s: Index: 4823 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 6|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2|6 -> 1| +execution time of: 4.6367e-04s: Index: 4977 | Max_nodes: 54 | Active_nodes: 10 | 0 -> 6|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4|6 -> 0| +execution time of: 4.6370e-04s: Index: 2728 | Max_nodes: 58 | Active_nodes: 13 | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 6|5 -> 0|6 -> 1| +execution time of: 4.6371e-04s: Index: 1461 | Max_nodes: 62 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 1|3 -> 6|4 -> 4|5 -> 5|6 -> 3| +execution time of: 4.6374e-04s: Index: 731 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 6|5 -> 5|6 -> 3| +execution time of: 4.6376e-04s: Index: 1403 | Max_nodes: 56 | Active_nodes: 10 | 0 -> 1|1 -> 6|2 -> 4|3 -> 2|4 -> 5|5 -> 3|6 -> 0| +execution time of: 4.6380e-04s: Index: 1941 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 2|1 -> 5|2 -> 0|3 -> 6|4 -> 3|5 -> 4|6 -> 1| +execution time of: 4.6381e-04s: Index: 2662 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 3|1 -> 5|2 -> 0|3 -> 6|4 -> 4|5 -> 1|6 -> 2| +execution time of: 4.6381e-04s: Index: 756 | Max_nodes: 50 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4|6 -> 6| +execution time of: 4.6382e-04s: Index: 879 | Max_nodes: 51 | Active_nodes: 10 | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 6|6 -> 0| +execution 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-> 1|2 -> 0|3 -> 6|4 -> 5|5 -> 3|6 -> 2| +execution time of: 4.6392e-04s: Index: 3879 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 6|6 -> 0| +execution time of: 4.6393e-04s: Index: 2546 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2|6 -> 6| +execution time of: 4.6394e-04s: Index: 3365 | Max_nodes: 60 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 6|5 -> 3|6 -> 2| +execution time of: 4.6401e-04s: Index: 4787 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 6|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2|6 -> 0| +execution time of: 4.6403e-04s: Index: 2130 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 4|3 -> 5|4 -> 0|5 -> 1|6 -> 3| +execution time of: 4.6403e-04s: Index: 2175 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 6|6 -> 2| +execution time of: 4.6404e-04s: Index: 2199 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 6|6 -> 1| +execution time of: 4.6405e-04s: Index: 560 | Max_nodes: 59 | Active_nodes: 10 | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1|6 -> 6| +execution time of: 4.6406e-04s: Index: 4946 | Max_nodes: 58 | Active_nodes: 10 | 0 -> 6|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2|6 -> 4| +execution time of: 4.6407e-04s: Index: 2845 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 3|1 -> 6|2 -> 4|3 -> 2|4 -> 0|5 -> 5|6 -> 1| +execution time of: 4.6407e-04s: Index: 1749 | Max_nodes: 54 | Active_nodes: 12 | 0 -> 2|1 -> 3|2 -> 4|3 -> 6|4 -> 1|5 -> 5|6 -> 0| +execution time of: 4.6408e-04s: Index: 4222 | Max_nodes: 67 | Active_nodes: 11 | 0 -> 5|1 -> 6|2 -> 0|3 -> 4|4 -> 3|5 -> 1|6 -> 2| +execution time of: 4.6409e-04s: Index: 4902 | Max_nodes: 73 | Active_nodes: 12 | 0 -> 6|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2|6 -> 3| +execution time of: 4.6409e-04s: Index: 677 | Max_nodes: 69 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 4|3 -> 1|4 -> 5|5 -> 3|6 -> 2| +execution time of: 4.6413e-04s: Index: 4421 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3|6 -> 2| +execution time of: 4.6413e-04s: Index: 3767 | Max_nodes: 53 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 2|3 -> 6|4 -> 4|5 -> 3|6 -> 0| +execution time of: 4.6414e-04s: Index: 3654 | Max_nodes: 57 | Active_nodes: 10 | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4|6 -> 6| +execution time of: 4.6416e-04s: Index: 2005 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 6|6 -> 1| +execution time of: 4.6420e-04s: Index: 533 | Max_nodes: 72 | Active_nodes: 12 | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 6|5 -> 4|6 -> 2| +execution time of: 4.6421e-04s: Index: 3825 | Max_nodes: 54 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 6|3 -> 2|4 -> 3|5 -> 4|6 -> 0| +execution time of: 4.6422e-04s: Index: 4636 | Max_nodes: 69 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1|6 -> 3| +execution time of: 4.6423e-04s: Index: 3501 | Max_nodes: 70 | Active_nodes: 12 | 0 -> 4|1 -> 6|2 -> 0|3 -> 5|4 -> 2|5 -> 3|6 -> 1| +execution time of: 4.6423e-04s: Index: 2967 | Max_nodes: 56 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 6|6 -> 1| +execution time of: 4.6424e-04s: Index: 1320 | Max_nodes: 65 | Active_nodes: 11 | 0 -> 1|1 -> 6|2 -> 0|3 -> 2|4 -> 3|5 -> 4|6 -> 5| +execution time of: 4.6424e-04s: Index: 705 | Max_nodes: 65 | Active_nodes: 10 | 0 -> 0|1 -> 6|2 -> 5|3 -> 2|4 -> 3|5 -> 4|6 -> 1| +execution time of: 4.6425e-04s: Index: 386 | Max_nodes: 65 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3|6 -> 6| +execution time of: 4.6425e-04s: Index: 4070 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 6|3 -> 2|4 -> 1|5 -> 0|6 -> 4| +execution time of: 4.6427e-04s: Index: 1263 | Max_nodes: 56 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 6|6 -> 0| +execution time of: 4.6428e-04s: Index: 225 | Max_nodes: 58 | Active_nodes: 10 | 0 -> 0|1 -> 2|2 -> 6|3 -> 3|4 -> 4|5 -> 5|6 -> 1| +execution time of: 4.6428e-04s: Index: 4826 | Max_nodes: 56 | Active_nodes: 10 | 0 -> 6|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2|6 -> 5| 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10 | 0 -> 6|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 4|6 -> 0| +execution time of: 4.6448e-04s: Index: 4604 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0|6 -> 4| +execution time of: 4.6448e-04s: Index: 2083 | Max_nodes: 74 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 1|3 -> 5|4 -> 0|5 -> 4|6 -> 3| +execution time of: 4.6449e-04s: Index: 2917 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 6|6 -> 3| +execution time of: 4.6449e-04s: Index: 3627 | Max_nodes: 62 | Active_nodes: 12 | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 6|6 -> 3| +execution time of: 4.6449e-04s: Index: 1953 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 6|6 -> 0| +execution time of: 4.6450e-04s: Index: 3029 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 6|5 -> 5|6 -> 3| +execution time of: 4.6451e-04s: Index: 429 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 3|3 -> 6|4 -> 2|5 -> 5|6 -> 1| +execution time of: 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1|3 -> 2|4 -> 3|5 -> 4|6 -> 0| +execution time of: 4.6460e-04s: Index: 4838 | Max_nodes: 59 | Active_nodes: 10 | 0 -> 6|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0|6 -> 5| +execution time of: 4.6464e-04s: Index: 3732 | Max_nodes: 65 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 3|6 -> 6| +execution time of: 4.6464e-04s: Index: 4845 | Max_nodes: 61 | Active_nodes: 11 | 0 -> 6|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3|6 -> 0| +execution time of: 4.6465e-04s: Index: 1715 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 6|5 -> 5|6 -> 0| +execution time of: 4.6466e-04s: Index: 1751 | Max_nodes: 48 | Active_nodes: 12 | 0 -> 2|1 -> 3|2 -> 4|3 -> 6|4 -> 5|5 -> 1|6 -> 0| +execution time of: 4.6470e-04s: Index: 1329 | Max_nodes: 73 | Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 0|3 -> 3|4 -> 4|5 -> 5|6 -> 2| +execution time of: 4.6471e-04s: Index: 2880 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5|6 -> 6| +execution time of: 4.6472e-04s: Index: 18 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 2|3 -> 6|4 -> 3|5 -> 4|6 -> 5| +execution time of: 4.6472e-04s: Index: 614 | Max_nodes: 64 | Active_nodes: 10 | 0 -> 0|1 -> 6|2 -> 1|3 -> 4|4 -> 3|5 -> 2|6 -> 5| +execution time of: 4.6472e-04s: Index: 1367 | Max_nodes: 56 | Active_nodes: 10 | 0 -> 1|1 -> 6|2 -> 2|3 -> 5|4 -> 4|5 -> 3|6 -> 0| +execution time of: 4.6474e-04s: Index: 3896 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0|6 -> 6| +execution time of: 4.6474e-04s: Index: 1340 | Max_nodes: 69 | Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 0|3 -> 5|4 -> 3|5 -> 2|6 -> 4| +execution time of: 4.6474e-04s: Index: 3949 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 6|3 -> 3|4 -> 0|5 -> 4|6 -> 1| +execution time of: 4.6482e-04s: Index: 395 | Max_nodes: 66 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 6|5 -> 5|6 -> 1| +execution time of: 4.6483e-04s: Index: 4419 | Max_nodes: 65 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4|6 -> 2| +execution time of: 4.6486e-04s: Index: 1332 | Max_nodes: 66 | Active_nodes: 11 | 0 -> 1|1 -> 6|2 -> 0|3 -> 4|4 -> 2|5 -> 3|6 -> 5| +execution time of: 4.6488e-04s: Index: 3067 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 3|3 -> 6|4 -> 0|5 -> 5|6 -> 2| +execution time of: 4.6490e-04s: Index: 4954 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 6|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0|6 -> 3| +execution time of: 4.6490e-04s: Index: 896 | Max_nodes: 55 | Active_nodes: 12 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0|6 -> 6| +execution time of: 4.6493e-04s: Index: 4518 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 6|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3|6 -> 5| +execution time of: 4.6498e-04s: Index: 2291 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 6|5 -> 5|6 -> 2| +execution time of: 4.6501e-04s: Index: 1844 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 1|3 -> 6|4 -> 3|5 -> 0|6 -> 5| +execution time of: 4.6503e-04s: Index: 4634 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 6|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1|6 -> 5| +execution time of: 4.6506e-04s: Index: 40 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 6|5 -> 2|6 -> 4| +execution time of: 4.6511e-04s: Index: 1451 | Max_nodes: 62 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 6|5 -> 5|6 -> 3| +execution time of: 4.6518e-04s: Index: 4872 | Max_nodes: 67 | Active_nodes: 10 | 0 -> 6|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2|6 -> 5| +execution time of: 4.6519e-04s: Index: 3105 | Max_nodes: 54 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 6|3 -> 2|4 -> 3|5 -> 5|6 -> 0| +execution time of: 4.6519e-04s: Index: 4017 | Max_nodes: 54 | Active_nodes: 12 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 6|6 -> 0| +execution time of: 4.6520e-04s: Index: 2149 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 5|3 -> 3|4 -> 0|5 -> 4|6 -> 1| +execution time of: 4.6520e-04s: Index: 4162 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 6|5 -> 0|6 -> 2| 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11 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5|6 -> 6| +execution time of: 4.6537e-04s: Index: 3043 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 2|3 -> 6|4 -> 0|5 -> 5|6 -> 3| +execution time of: 4.6539e-04s: Index: 3826 | Max_nodes: 61 | Active_nodes: 13 | 0 -> 5|1 -> 1|2 -> 6|3 -> 2|4 -> 4|5 -> 0|6 -> 3| +execution time of: 4.6539e-04s: Index: 2528 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1|6 -> 6| +execution time of: 4.6540e-04s: Index: 449 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 6|5 -> 2|6 -> 1| +execution time of: 4.6542e-04s: Index: 391 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 6|6 -> 5| +execution time of: 4.6542e-04s: Index: 468 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 6|3 -> 3|4 -> 1|5 -> 2|6 -> 5| +execution time of: 4.6543e-04s: Index: 3899 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 6|5 -> 4|6 -> 0| +execution time of: 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0|2 -> 2|3 -> 5|4 -> 3|5 -> 6|6 -> 1| +execution time of: 4.6558e-04s: Index: 2093 | Max_nodes: 69 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 3|3 -> 0|4 -> 5|5 -> 4|6 -> 1| +execution time of: 4.6559e-04s: Index: 390 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5|6 -> 6| +execution time of: 4.6559e-04s: Index: 794 | Max_nodes: 53 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3|6 -> 6| +execution time of: 4.6560e-04s: Index: 738 | Max_nodes: 53 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 2|3 -> 6|4 -> 3|5 -> 4|6 -> 5| +execution time of: 4.6569e-04s: Index: 418 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 6|5 -> 1|6 -> 5| +execution time of: 4.6572e-04s: Index: 3471 | Max_nodes: 62 | Active_nodes: 12 | 0 -> 4|1 -> 5|2 -> 6|3 -> 2|4 -> 1|5 -> 3|6 -> 0| +execution time of: 4.6575e-04s: Index: 3972 | Max_nodes: 68 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2|6 -> 6| +execution time of: 4.6576e-04s: Index: 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3|5 -> 2|6 -> 5| +execution time of: 4.6597e-04s: Index: 3763 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 5|1 -> 1|2 -> 2|3 -> 6|4 -> 0|5 -> 4|6 -> 3| +execution time of: 4.6597e-04s: Index: 1745 | Max_nodes: 48 | Active_nodes: 12 | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 6|5 -> 1|6 -> 0| +execution time of: 4.6598e-04s: Index: 3699 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 5|1 -> 0|2 -> 6|3 -> 1|4 -> 3|5 -> 4|6 -> 2| +execution time of: 4.6599e-04s: Index: 1445 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 6|5 -> 5|6 -> 4| +execution time of: 4.6599e-04s: Index: 3066 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 3|3 -> 6|4 -> 0|5 -> 2|6 -> 5| +execution time of: 4.6599e-04s: Index: 2899 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 1|3 -> 6|4 -> 2|5 -> 5|6 -> 3| +execution time of: 4.6604e-04s: Index: 2651 | Max_nodes: 65 | Active_nodes: 13 | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 6|5 -> 4|6 -> 1| +execution time of: 4.6605e-04s: Index: 487 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 6|6 -> 4| +execution time of: 4.6605e-04s: Index: 3461 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 6|3 -> 0|4 -> 3|5 -> 2|6 -> 1| +execution time of: 4.6615e-04s: Index: 4299 | Max_nodes: 69 | Active_nodes: 11 | 0 -> 5|1 -> 6|2 -> 4|3 -> 0|4 -> 2|5 -> 3|6 -> 1| +execution time of: 4.6616e-04s: Index: 3395 | Max_nodes: 52 | Active_nodes: 12 | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 6|5 -> 3|6 -> 0| +execution time of: 4.6616e-04s: Index: 2754 | Max_nodes: 61 | Active_nodes: 13 | 0 -> 3|1 -> 5|2 -> 6|3 -> 4|4 -> 0|5 -> 1|6 -> 2| +execution time of: 4.6617e-04s: Index: 3419 | Max_nodes: 52 | Active_nodes: 12 | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 6|5 -> 3|6 -> 0| +execution time of: 4.6620e-04s: Index: 3801 | Max_nodes: 54 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 6|6 -> 0| +execution time of: 4.6622e-04s: Index: 440 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1|6 -> 6| 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11 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 6|6 -> 3| +execution time of: 4.6638e-04s: Index: 2219 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 6|5 -> 5|6 -> 1| +execution time of: 4.6640e-04s: Index: 2131 | Max_nodes: 62 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 4|3 -> 5|4 -> 0|5 -> 3|6 -> 1| +execution time of: 4.6645e-04s: Index: 4397 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3|6 -> 2| +execution time of: 4.6646e-04s: Index: 4908 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 6|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1|6 -> 3| +execution time of: 4.6647e-04s: Index: 4514 | Max_nodes: 65 | Active_nodes: 11 | 0 -> 6|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2|6 -> 5| +execution time of: 4.6648e-04s: Index: 1826 | Max_nodes: 62 | Active_nodes: 12 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 3|6 -> 6| +execution time of: 4.6650e-04s: Index: 1446 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5|6 -> 6| +execution time of: 4.6650e-04s: Index: 2747 | Max_nodes: 57 | Active_nodes: 12 | 0 -> 3|1 -> 5|2 -> 6|3 -> 1|4 -> 4|5 -> 2|6 -> 0| +execution time of: 4.6653e-04s: Index: 2408 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 1|6 -> 6| +execution time of: 4.6657e-04s: Index: 2537 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 6|5 -> 2|6 -> 1| +execution time of: 4.6664e-04s: Index: 2316 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4|6 -> 6| +execution time of: 4.6665e-04s: Index: 960 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5|6 -> 6| +execution time of: 4.6665e-04s: Index: 4616 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 6|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0|6 -> 5| +execution time of: 4.6667e-04s: Index: 4320 | Max_nodes: 56 | Active_nodes: 10 | 0 -> 6|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4|6 -> 5| +execution time of: 4.6668e-04s: Index: 2656 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 6|5 -> 1|6 -> 2| +execution time of: 4.6672e-04s: Index: 2388 | Max_nodes: 59 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 6|3 -> 4|4 -> 0|5 -> 2|6 -> 5| +execution time of: 4.6672e-04s: Index: 961 | Max_nodes: 65 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 6|6 -> 5| +execution time of: 4.6673e-04s: Index: 3761 | Max_nodes: 53 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 6|5 -> 3|6 -> 0| +execution time of: 4.6676e-04s: Index: 252 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4|6 -> 6| +execution time of: 4.6678e-04s: Index: 640 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 2|3 -> 4|4 -> 5|5 -> 1|6 -> 3| +execution time of: 4.6679e-04s: Index: 4330 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2|6 -> 4| +execution time of: 4.6679e-04s: Index: 473 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 6|3 -> 3|4 -> 5|5 -> 2|6 -> 1| +execution time of: 4.6680e-04s: Index: 2162 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4|6 -> 6| +execution time of: 4.6680e-04s: Index: 2109 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 2|1 -> 6|2 -> 3|3 -> 5|4 -> 1|5 -> 4|6 -> 0| +execution time of: 4.6681e-04s: Index: 4422 | Max_nodes: 61 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 3|6 -> 4| +execution time of: 4.6681e-04s: Index: 4218 | Max_nodes: 72 | Active_nodes: 11 | 0 -> 5|1 -> 6|2 -> 0|3 -> 4|4 -> 1|5 -> 2|6 -> 3| +execution time of: 4.6681e-04s: Index: 1082 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3|6 -> 6| +execution time of: 4.6685e-04s: Index: 1911 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 2|1 -> 4|2 -> 6|3 -> 3|4 -> 1|5 -> 5|6 -> 0| +execution time of: 4.6685e-04s: Index: 4034 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1|6 -> 6| +execution time of: 4.6690e-04s: Index: 757 | Max_nodes: 53 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 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Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 5|3 -> 3|4 -> 0|5 -> 4|6 -> 2| +execution time of: 4.6697e-04s: Index: 1675 | Max_nodes: 61 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 6|3 -> 5|4 -> 0|5 -> 4|6 -> 3| +execution time of: 4.6698e-04s: Index: 2583 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 6|6 -> 0| +execution time of: 4.6699e-04s: Index: 2289 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 6|6 -> 2| +execution time of: 4.6701e-04s: Index: 4816 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 6|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1|6 -> 2| +execution time of: 4.6703e-04s: Index: 3594 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 4|1 -> 6|2 -> 5|3 -> 3|4 -> 0|5 -> 1|6 -> 2| +execution time of: 4.6703e-04s: Index: 2577 | Max_nodes: 56 | Active_nodes: 12 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 6|6 -> 0| +execution time of: 4.6705e-04s: Index: 2847 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 3|1 -> 6|2 -> 4|3 -> 2|4 -> 1|5 -> 5|6 -> 0| 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-> 2|3 -> 3|4 -> 1|5 -> 5|6 -> 6| +execution time of: 4.6776e-04s: Index: 1789 | Max_nodes: 63 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 6|3 -> 4|4 -> 0|5 -> 5|6 -> 1| +execution time of: 4.6778e-04s: Index: 23 | Max_nodes: 61 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 2|3 -> 6|4 -> 5|5 -> 4|6 -> 3| +execution time of: 4.6780e-04s: Index: 2096 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 2|1 -> 6|2 -> 3|3 -> 1|4 -> 4|5 -> 0|6 -> 5| +execution time of: 4.6784e-04s: Index: 802 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 6|5 -> 2|6 -> 4| +execution time of: 4.6784e-04s: Index: 4416 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3|6 -> 4| +execution time of: 4.6785e-04s: Index: 1250 | Max_nodes: 66 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2|6 -> 6| +execution time of: 4.6786e-04s: Index: 4281 | Max_nodes: 61 | Active_nodes: 10 | 0 -> 5|1 -> 6|2 -> 3|3 -> 1|4 -> 2|5 -> 4|6 -> 0| +execution time of: 4.6787e-04s: Index: 51 | 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-> 1| +execution time of: 4.6800e-04s: Index: 4599 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 6|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5|6 -> 0| +execution time of: 4.6802e-04s: Index: 4301 | Max_nodes: 65 | Active_nodes: 11 | 0 -> 5|1 -> 6|2 -> 4|3 -> 0|4 -> 3|5 -> 2|6 -> 1| +execution time of: 4.6804e-04s: Index: 3403 | Max_nodes: 77 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 1|3 -> 6|4 -> 0|5 -> 3|6 -> 2| +execution time of: 4.6807e-04s: Index: 2387 | Max_nodes: 52 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 6|3 -> 2|4 -> 5|5 -> 4|6 -> 0| +execution time of: 4.6807e-04s: Index: 348 | Max_nodes: 57 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 6|3 -> 4|4 -> 1|5 -> 2|6 -> 5| +execution time of: 4.6809e-04s: Index: 4716 | Max_nodes: 68 | Active_nodes: 11 | 0 -> 6|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2|6 -> 5| +execution time of: 4.6813e-04s: Index: 624 | Max_nodes: 63 | Active_nodes: 10 | 0 -> 0|1 -> 6|2 -> 2|3 -> 1|4 -> 3|5 -> 4|6 -> 5| +execution time of: 4.6817e-04s: Index: 694 | Max_nodes: 57 | 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12 | 0 -> 6|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1|6 -> 3| +execution time of: 4.6847e-04s: Index: 968 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2|6 -> 6| +execution time of: 4.6847e-04s: Index: 4355 | Max_nodes: 54 | Active_nodes: 10 | 0 -> 6|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4|6 -> 1| +execution time of: 4.6849e-04s: Index: 2188 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 6|5 -> 4|6 -> 5| +execution time of: 4.6861e-04s: Index: 4493 | Max_nodes: 69 | Active_nodes: 12 | 0 -> 6|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4|6 -> 2| +execution time of: 4.6864e-04s: Index: 3531 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 4|1 -> 6|2 -> 2|3 -> 0|4 -> 3|5 -> 5|6 -> 1| +execution time of: 4.6864e-04s: Index: 3897 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 6|6 -> 0| +execution time of: 4.6864e-04s: Index: 3746 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 3|6 -> 6| +execution time of: 4.6866e-04s: Index: 4381 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5|6 -> 2| +execution time of: 4.6868e-04s: Index: 183 | Max_nodes: 56 | Active_nodes: 10 | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 6|6 -> 1| +execution time of: 4.6868e-04s: Index: 664 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 3|3 -> 4|4 -> 5|5 -> 1|6 -> 2| +execution time of: 4.6870e-04s: Index: 4600 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0|6 -> 3| +execution time of: 4.6872e-04s: Index: 1304 | Max_nodes: 61 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 6|3 -> 2|4 -> 3|5 -> 0|6 -> 4| +execution time of: 4.6872e-04s: Index: 1795 | Max_nodes: 61 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 6|3 -> 5|4 -> 0|5 -> 4|6 -> 1| +execution time of: 4.6873e-04s: Index: 3257 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 6|5 -> 2|6 -> 1| +execution time of: 4.6874e-04s: Index: 4184 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 6|3 -> 1|4 -> 2|5 -> 0|6 -> 3| +execution time of: 4.6877e-04s: Index: 2799 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 3|1 -> 6|2 -> 1|3 -> 4|4 -> 2|5 -> 5|6 -> 0| +execution time of: 4.6878e-04s: Index: 4091 | Max_nodes: 61 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 6|5 -> 3|6 -> 1| +execution time of: 4.6878e-04s: Index: 2085 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 2|1 -> 6|2 -> 1|3 -> 5|4 -> 3|5 -> 4|6 -> 0| +execution time of: 4.6879e-04s: Index: 768 | Max_nodes: 50 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5|6 -> 6| +execution time of: 4.6887e-04s: Index: 3021 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 0|3 -> 6|4 -> 3|5 -> 5|6 -> 2| +execution time of: 4.6889e-04s: Index: 607 | Max_nodes: 66 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 1|3 -> 3|4 -> 2|5 -> 5|6 -> 4| +execution time of: 4.6889e-04s: Index: 2668 | Max_nodes: 61 | Active_nodes: 13 | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 6|5 -> 2|6 -> 4| +execution time of: 4.6894e-04s: Index: 2650 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 6|5 -> 1|6 -> 4| +execution time of: 4.6895e-04s: Index: 4188 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 6|3 -> 2|4 -> 0|5 -> 1|6 -> 3| +execution time of: 4.6895e-04s: Index: 3519 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 4|1 -> 6|2 -> 1|3 -> 3|4 -> 2|5 -> 5|6 -> 0| +execution time of: 4.6897e-04s: Index: 1258 | Max_nodes: 61 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 6|5 -> 0|6 -> 4| +execution time of: 4.6899e-04s: Index: 4669 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4|6 -> 1| +execution time of: 4.6900e-04s: Index: 4570 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1|6 -> 4| +execution time of: 4.6902e-04s: Index: 4688 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 6|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1|6 -> 5| +execution time of: 4.6904e-04s: Index: 3939 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 6|3 -> 0|4 -> 3|5 -> 4|6 -> 1| +execution time of: 4.6907e-04s: Index: 4322 | Max_nodes: 57 | Active_nodes: 10 | 0 -> 6|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3|6 -> 5| +execution time of: 4.6910e-04s: Index: 2932 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 6|5 -> 2|6 -> 5| +execution time of: 4.6915e-04s: Index: 4903 | Max_nodes: 76 | Active_nodes: 12 | 0 -> 6|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3|6 -> 2| +execution time of: 4.6916e-04s: Index: 2788 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 3|1 -> 6|2 -> 1|3 -> 0|4 -> 5|5 -> 2|6 -> 4| +execution time of: 4.6918e-04s: Index: 2384 | Max_nodes: 57 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 6|3 -> 2|4 -> 4|5 -> 0|6 -> 5| +execution time of: 4.6919e-04s: Index: 1440 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +execution time of: 4.6919e-04s: Index: 4820 | Max_nodes: 69 | Active_nodes: 12 | 0 -> 6|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 1|6 -> 3| +execution time of: 4.6920e-04s: Index: 2011 | Max_nodes: 63 | Active_nodes: 13 | 0 -> 2|1 -> 5|2 -> 4|3 -> 6|4 -> 0|5 -> 3|6 -> 1| +execution time of: 4.6920e-04s: Index: 1074 | Max_nodes: 59 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 6|3 -> 5|4 -> 0|5 -> 2|6 -> 4| +execution time of: 4.6920e-04s: Index: 4786 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 6|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0|6 -> 2| +execution time of: 4.6924e-04s: Index: 4341 | Max_nodes: 65 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4|6 -> 2| +execution time of: 4.6925e-04s: Index: 3170 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1|6 -> 6| +execution time of: 4.6926e-04s: Index: 1866 | Max_nodes: 61 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 3|3 -> 6|4 -> 0|5 -> 1|6 -> 5| +execution time of: 4.6926e-04s: Index: 3921 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 6|6 -> 0| +execution time of: 4.6927e-04s: Index: 28 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 6|5 -> 4|6 -> 5| 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| 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4|6 -> 6| +execution time of: 4.6936e-04s: Index: 4812 | Max_nodes: 67 | Active_nodes: 10 | 0 -> 6|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 2|6 -> 5| +execution time of: 4.6936e-04s: Index: 1812 | Max_nodes: 69 | Active_nodes: 12 | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3|6 -> 6| +execution time of: 4.6937e-04s: Index: 4691 | Max_nodes: 62 | Active_nodes: 12 | 0 -> 6|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4|6 -> 1| +execution time of: 4.6938e-04s: Index: 2679 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 6|6 -> 0| +execution time of: 4.6939e-04s: Index: 486 | Max_nodes: 63 | Active_nodes: 10 | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4|6 -> 6| +execution time of: 4.6942e-04s: Index: 3726 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4|6 -> 6| +execution time of: 4.6945e-04s: Index: 699 | Max_nodes: 71 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 5|3 -> 1|4 -> 3|5 -> 4|6 -> 2| +execution time of: 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-> 2|3 -> 5|4 -> 4|5 -> 0|6 -> 3| +execution time of: 4.6966e-04s: Index: 137 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 6|5 -> 4|6 -> 3| +execution time of: 4.6967e-04s: Index: 1206 | Max_nodes: 65 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4|6 -> 6| +execution time of: 4.6967e-04s: Index: 1149 | Max_nodes: 56 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 3|3 -> 6|4 -> 2|5 -> 5|6 -> 0| +execution time of: 4.6969e-04s: Index: 1590 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5|6 -> 6| +execution time of: 4.6970e-04s: Index: 670 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 3|3 -> 5|4 -> 4|5 -> 1|6 -> 2| +execution time of: 4.6977e-04s: Index: 1949 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 6|5 -> 4|6 -> 3| +execution time of: 4.6980e-04s: Index: 2790 | Max_nodes: 67 | Active_nodes: 11 | 0 -> 3|1 -> 6|2 -> 1|3 -> 2|4 -> 0|5 -> 4|6 -> 5| +execution time of: 4.6981e-04s: Index: 2122 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 4|3 -> 1|4 -> 5|5 -> 0|6 -> 3| +execution time of: 4.6983e-04s: Index: 4976 | Max_nodes: 57 | Active_nodes: 10 | 0 -> 6|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0|6 -> 4| +execution time of: 4.6984e-04s: Index: 2068 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 1|3 -> 0|4 -> 5|5 -> 3|6 -> 4| +execution time of: 4.6985e-04s: Index: 3018 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 0|3 -> 6|4 -> 2|5 -> 3|6 -> 5| +execution time of: 4.6989e-04s: Index: 3539 | Max_nodes: 51 | Active_nodes: 11 | 0 -> 4|1 -> 6|2 -> 2|3 -> 1|4 -> 5|5 -> 3|6 -> 0| +execution time of: 4.6989e-04s: Index: 2090 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 2|1 -> 6|2 -> 3|3 -> 0|4 -> 4|5 -> 1|6 -> 5| +execution time of: 4.6993e-04s: Index: 822 | Max_nodes: 51 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 6|3 -> 3|4 -> 2|5 -> 4|6 -> 5| +execution time of: 4.6995e-04s: Index: 2522 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 2|6 -> 6| +execution time of: 4.6995e-04s: Index: 4123 | Max_nodes: 77 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 1|3 -> 6|4 -> 0|5 -> 3|6 -> 2| +execution time of: 4.6998e-04s: Index: 519 | Max_nodes: 66 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 6|6 -> 1| +execution time of: 4.6999e-04s: Index: 4682 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 6|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2|6 -> 5| +execution time of: 4.7001e-04s: Index: 3708 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 5|1 -> 0|2 -> 6|3 -> 3|4 -> 1|5 -> 2|6 -> 4| +execution time of: 4.7006e-04s: Index: 4276 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 5|1 -> 6|2 -> 3|3 -> 0|4 -> 4|5 -> 1|6 -> 2| +execution time of: 4.7007e-04s: Index: 1126 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 2|3 -> 6|4 -> 5|5 -> 0|6 -> 3| +execution time of: 4.7007e-04s: Index: 2509 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 6|3 -> 4|4 -> 0|5 -> 5|6 -> 1| +execution time of: 4.7008e-04s: Index: 4102 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 0|3 -> 6|4 -> 3|5 -> 1|6 -> 2| +execution time of: 4.7010e-04s: Index: 404 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 2|3 -> 6|4 -> 3|5 -> 1|6 -> 5| +execution time of: 4.7013e-04s: Index: 232 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 6|3 -> 4|4 -> 5|5 -> 1|6 -> 3| +execution time of: 4.7014e-04s: Index: 4305 | Max_nodes: 60 | Active_nodes: 10 | 0 -> 5|1 -> 6|2 -> 4|3 -> 1|4 -> 2|5 -> 3|6 -> 0| +execution time of: 4.7021e-04s: Index: 3887 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 5|1 -> 2|2 -> 1|3 -> 6|4 -> 4|5 -> 3|6 -> 0| +execution time of: 4.7021e-04s: Index: 1146 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 3|3 -> 6|4 -> 0|5 -> 2|6 -> 5| +execution time of: 4.7023e-04s: Index: 630 | Max_nodes: 60 | Active_nodes: 10 | 0 -> 0|1 -> 6|2 -> 2|3 -> 3|4 -> 1|5 -> 4|6 -> 5| +execution time of: 4.7024e-04s: Index: 1150 | Max_nodes: 58 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 3|3 -> 6|4 -> 5|5 -> 0|6 -> 2| +execution 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1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 6|6 -> 0| +execution time of: 4.7037e-04s: Index: 3510 | Max_nodes: 67 | Active_nodes: 10 | 0 -> 4|1 -> 6|2 -> 1|3 -> 2|4 -> 0|5 -> 3|6 -> 5| +execution time of: 4.7037e-04s: Index: 2933 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 6|5 -> 5|6 -> 2| +execution time of: 4.7041e-04s: Index: 2267 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 6|3 -> 2|4 -> 5|5 -> 4|6 -> 1| +execution time of: 4.7045e-04s: Index: 1443 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 6|6 -> 4| +execution time of: 4.7047e-04s: Index: 3494 | Max_nodes: 63 | Active_nodes: 10 | 0 -> 4|1 -> 6|2 -> 0|3 -> 3|4 -> 2|5 -> 1|6 -> 5| +execution time of: 4.7048e-04s: Index: 3338 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 6|3 -> 0|4 -> 2|5 -> 1|6 -> 5| +execution time of: 4.7048e-04s: Index: 2664 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 4|6 -> 6| +execution time of: 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5|2 -> 0|3 -> 2|4 -> 6|5 -> 1|6 -> 3| +execution time of: 4.7065e-04s: Index: 481 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 6|6 -> 4| +execution time of: 4.7065e-04s: Index: 3179 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 6|5 -> 5|6 -> 0| +execution time of: 4.7067e-04s: Index: 3618 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 5|1 -> 0|2 -> 1|3 -> 6|4 -> 2|5 -> 3|6 -> 4| +execution time of: 4.7067e-04s: Index: 613 | Max_nodes: 70 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 1|3 -> 4|4 -> 2|5 -> 5|6 -> 3| +execution time of: 4.7068e-04s: Index: 1124 | Max_nodes: 59 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 2|3 -> 6|4 -> 3|5 -> 0|6 -> 5| +execution time of: 4.7070e-04s: Index: 1994 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1|6 -> 6| +execution time of: 4.7074e-04s: Index: 3039 | Max_nodes: 54 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 6|6 -> 0| +execution time of: 4.7075e-04s: Index: 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-> 6|6 -> 3| +execution time of: 4.7093e-04s: Index: 1725 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 2|1 -> 3|2 -> 1|3 -> 6|4 -> 4|5 -> 5|6 -> 0| +execution time of: 4.7093e-04s: Index: 3285 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 4|1 -> 3|2 -> 1|3 -> 6|4 -> 2|5 -> 5|6 -> 0| +execution time of: 4.7101e-04s: Index: 3260 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 0|3 -> 6|4 -> 2|5 -> 1|6 -> 5| +execution time of: 4.7104e-04s: Index: 3703 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 5|1 -> 0|2 -> 6|3 -> 2|4 -> 1|5 -> 4|6 -> 3| +execution time of: 4.7116e-04s: Index: 3918 | Max_nodes: 68 | Active_nodes: 11 | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3|6 -> 6| +execution time of: 4.7118e-04s: Index: 3475 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 6|3 -> 3|4 -> 0|5 -> 2|6 -> 1| +execution time of: 4.7118e-04s: Index: 74 | Max_nodes: 57 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3|6 -> 6| +execution time of: 4.7118e-04s: Index: 1483 | Max_nodes: 57 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 3|3 -> 6|4 -> 1|5 -> 5|6 -> 4| +execution time of: 4.7119e-04s: Index: 1108 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 6|5 -> 3|6 -> 5| +execution time of: 4.7119e-04s: Index: 374 | Max_nodes: 65 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2|6 -> 6| +execution time of: 4.7119e-04s: Index: 1950 | Max_nodes: 67 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4|6 -> 6| +execution time of: 4.7121e-04s: Index: 674 | Max_nodes: 64 | Active_nodes: 10 | 0 -> 0|1 -> 6|2 -> 4|3 -> 1|4 -> 3|5 -> 2|6 -> 5| +execution time of: 4.7126e-04s: Index: 4399 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 5|6 -> 3| +execution time of: 4.7129e-04s: Index: 4342 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2|6 -> 3| +execution time of: 4.7131e-04s: Index: 360 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5|6 -> 6| +execution 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-> 6|2 -> 4|3 -> 2|4 -> 5|5 -> 3|6 -> 1| +execution time of: 4.7148e-04s: Index: 3245 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 6|5 -> 5|6 -> 2| +execution time of: 4.7151e-04s: Index: 3507 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 4|1 -> 6|2 -> 1|3 -> 0|4 -> 3|5 -> 5|6 -> 2| +execution time of: 4.7152e-04s: Index: 4781 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 6|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2|6 -> 1| +execution time of: 4.7153e-04s: Index: 276 | Max_nodes: 61 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4|6 -> 6| +execution time of: 4.7156e-04s: Index: 1547 | Max_nodes: 50 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 6|3 -> 3|4 -> 5|5 -> 4|6 -> 1| +execution time of: 4.7156e-04s: Index: 3204 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1|6 -> 6| +execution time of: 4.7165e-04s: Index: 4971 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 6|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4|6 -> 1| +execution time of: 4.7171e-04s: Index: 3993 | Max_nodes: 54 | Active_nodes: 12 | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 6|6 -> 0| +execution time of: 4.7172e-04s: Index: 2456 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0|6 -> 6| +execution time of: 4.7172e-04s: Index: 4637 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3|6 -> 1| +execution time of: 4.7173e-04s: Index: 3250 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 6|5 -> 1|6 -> 5| +execution time of: 4.7175e-04s: Index: 4948 | Max_nodes: 58 | Active_nodes: 11 | 0 -> 6|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 2|6 -> 3| +execution time of: 4.7180e-04s: Index: 1834 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 6|5 -> 0|6 -> 5| +execution time of: 4.7181e-04s: Index: 4935 | Max_nodes: 70 | Active_nodes: 11 | 0 -> 6|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4|6 -> 1| +execution time of: 4.7181e-04s: Index: 2540 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 0|3 -> 6|4 -> 2|5 -> 1|6 -> 5| +execution time of: 4.7182e-04s: Index: 4685 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 6|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4|6 -> 2| +execution time of: 4.7182e-04s: Index: 3965 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 6|5 -> 4|6 -> 2| +execution time of: 4.7184e-04s: Index: 4398 | Max_nodes: 58 | Active_nodes: 10 | 0 -> 6|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3|6 -> 5| +execution time of: 4.7184e-04s: Index: 48 | Max_nodes: 54 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5|6 -> 6| +execution time of: 4.7185e-04s: Index: 2658 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 3|1 -> 5|2 -> 0|3 -> 6|4 -> 1|5 -> 2|6 -> 4| +execution time of: 4.7188e-04s: Index: 1171 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 5|3 -> 6|4 -> 0|5 -> 3|6 -> 2| +execution time of: 4.7189e-04s: Index: 4442 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 6|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3|6 -> 5| +execution time of: 4.7189e-04s: Index: 1638 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4|6 -> 6| +execution time of: 4.7190e-04s: Index: 2561 | Max_nodes: 57 | Active_nodes: 12 | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 6|5 -> 2|6 -> 0| +execution time of: 4.7190e-04s: Index: 4394 | Max_nodes: 59 | Active_nodes: 10 | 0 -> 6|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2|6 -> 5| +execution time of: 4.7191e-04s: Index: 4185 | Max_nodes: 62 | Active_nodes: 12 | 0 -> 5|1 -> 4|2 -> 6|3 -> 1|4 -> 2|5 -> 3|6 -> 0| +execution time of: 4.7191e-04s: Index: 3513 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 4|1 -> 6|2 -> 1|3 -> 2|4 -> 3|5 -> 5|6 -> 0| +execution time of: 4.7194e-04s: Index: 438 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3|6 -> 6| +execution time of: 4.7201e-04s: Index: 999 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 6|6 -> 0| +execution time of: 4.7201e-04s: Index: 4144 | Max_nodes: 56 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 6|5 -> 0|6 -> 1| +execution time of: 4.7205e-04s: Index: 2409 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 6|6 -> 1| +execution time of: 4.7206e-04s: Index: 4944 | Max_nodes: 62 | Active_nodes: 10 | 0 -> 6|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3|6 -> 4| +execution time of: 4.7208e-04s: Index: 546 | Max_nodes: 62 | Active_nodes: 12 | 0 -> 0|1 -> 5|2 -> 3|3 -> 6|4 -> 1|5 -> 2|6 -> 4| +execution time of: 4.7208e-04s: Index: 345 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 6|3 -> 2|4 -> 4|5 -> 5|6 -> 1| +execution time of: 4.7208e-04s: Index: 2669 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 6|5 -> 4|6 -> 2| +execution time of: 4.7209e-04s: Index: 1380 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 1|1 -> 6|2 -> 3|3 -> 4|4 -> 0|5 -> 2|6 -> 5| +execution time of: 4.7210e-04s: Index: 1246 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 2|3 -> 6|4 -> 4|5 -> 0|6 -> 3| +execution time of: 4.7211e-04s: Index: 3159 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 6|6 -> 0| +execution time of: 4.7212e-04s: Index: 2417 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 6|5 -> 4|6 -> 1| +execution time of: 4.7213e-04s: Index: 3820 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 5|1 -> 1|2 -> 6|3 -> 0|4 -> 4|5 -> 2|6 -> 3| +execution time of: 4.7214e-04s: Index: 2722 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 6|5 -> 0|6 -> 2| +execution time of: 4.7218e-04s: Index: 4328 | Max_nodes: 59 | Active_nodes: 10 | 0 -> 6|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2|6 -> 5| +execution time of: 4.7221e-04s: Index: 3392 | Max_nodes: 55 | Active_nodes: 10 | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0|6 -> 6| +execution time of: 4.7226e-04s: Index: 3309 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 4|1 -> 3|2 -> 2|3 -> 6|4 -> 1|5 -> 5|6 -> 0| +execution time of: 4.7227e-04s: Index: 111 | Max_nodes: 56 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 6|3 -> 4|4 -> 3|5 -> 5|6 -> 2| 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12 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 6|6 -> 3| +execution time of: 4.7259e-04s: Index: 667 | Max_nodes: 65 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 3|3 -> 5|4 -> 1|5 -> 4|6 -> 2| +execution time of: 4.7262e-04s: Index: 3604 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 6|5 -> 3|6 -> 4| +execution time of: 4.7263e-04s: Index: 2570 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1|6 -> 6| +execution time of: 4.7265e-04s: Index: 3218 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 6|3 -> 0|4 -> 3|5 -> 1|6 -> 5| +execution time of: 4.7268e-04s: Index: 3765 | Max_nodes: 54 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 2|3 -> 6|4 -> 3|5 -> 4|6 -> 0| +execution time of: 4.7269e-04s: Index: 3643 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 5|1 -> 0|2 -> 2|3 -> 6|4 -> 1|5 -> 4|6 -> 3| +execution time of: 4.7270e-04s: Index: 3498 | Max_nodes: 73 | Active_nodes: 12 | 0 -> 4|1 -> 6|2 -> 0|3 -> 5|4 -> 1|5 -> 2|6 -> 3| +execution time of: 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-> 1|3 -> 4|4 -> 0|5 -> 2|6 -> 6| +execution time of: 4.7291e-04s: Index: 16 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 6|5 -> 3|6 -> 4| +execution time of: 4.7294e-04s: Index: 714 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 5|3 -> 4|4 -> 1|5 -> 2|6 -> 3| +execution time of: 4.7295e-04s: Index: 285 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 2|3 -> 6|4 -> 4|5 -> 5|6 -> 1| +execution time of: 4.7296e-04s: Index: 2264 | Max_nodes: 55 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 6|3 -> 2|4 -> 4|5 -> 1|6 -> 5| +execution time of: 4.7298e-04s: Index: 1254 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4|6 -> 6| +execution time of: 4.7300e-04s: Index: 4219 | Max_nodes: 75 | Active_nodes: 11 | 0 -> 5|1 -> 6|2 -> 0|3 -> 4|4 -> 1|5 -> 3|6 -> 2| +execution time of: 4.7300e-04s: Index: 523 | Max_nodes: 68 | Active_nodes: 12 | 0 -> 0|1 -> 5|2 -> 2|3 -> 6|4 -> 1|5 -> 4|6 -> 3| +execution time of: 4.7305e-04s: Index: 801 | Max_nodes: 54 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 6|6 -> 2| +execution time of: 4.7305e-04s: Index: 4133 | Max_nodes: 61 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 6|5 -> 3|6 -> 1| +execution time of: 4.7309e-04s: Index: 2320 | Max_nodes: 59 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 6|5 -> 0|6 -> 4| +execution time of: 4.7315e-04s: Index: 1194 | Max_nodes: 61 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 6|3 -> 5|4 -> 0|5 -> 2|6 -> 3| +execution time of: 4.7318e-04s: Index: 290 | Max_nodes: 65 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2|6 -> 6| +execution time of: 4.7319e-04s: Index: 4038 | Max_nodes: 68 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2|6 -> 6| +execution time of: 4.7319e-04s: Index: 2082 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 1|3 -> 5|4 -> 0|5 -> 3|6 -> 4| +execution time of: 4.7320e-04s: Index: 4210 | Max_nodes: 61 | Active_nodes: 11 | 0 -> 5|1 -> 6|2 -> 0|3 -> 2|4 -> 4|5 -> 1|6 -> 3| +execution time of: 4.7322e-04s: Index: 514 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 6|5 -> 1|6 -> 4| +execution time of: 4.7322e-04s: Index: 2587 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 2|3 -> 6|4 -> 0|5 -> 5|6 -> 1| +execution time of: 4.7329e-04s: Index: 249 | Max_nodes: 70 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 6|6 -> 2| +execution time of: 4.7331e-04s: Index: 3628 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 6|5 -> 3|6 -> 4| +execution time of: 4.7332e-04s: Index: 2245 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 6|6 -> 2| +execution time of: 4.7336e-04s: Index: 2905 | Max_nodes: 56 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 6|6 -> 5| +execution time of: 4.7336e-04s: Index: 2200 | Max_nodes: 57 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 6|5 -> 1|6 -> 4| +execution time of: 4.7339e-04s: Index: 2670 | Max_nodes: 67 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4|6 -> 6| +execution time of: 4.7340e-04s: Index: 3591 | Max_nodes: 61 | Active_nodes: 11 | 0 -> 4|1 -> 6|2 -> 5|3 -> 2|4 -> 1|5 -> 3|6 -> 0| +execution time of: 4.7349e-04s: Index: 918 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4|6 -> 6| +execution time of: 4.7349e-04s: Index: 4950 | Max_nodes: 69 | Active_nodes: 10 | 0 -> 6|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3|6 -> 4| +execution time of: 4.7351e-04s: Index: 1672 | Max_nodes: 55 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 6|3 -> 4|4 -> 5|5 -> 0|6 -> 3| +execution time of: 4.7352e-04s: Index: 1668 | Max_nodes: 59 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 6|3 -> 4|4 -> 0|5 -> 3|6 -> 5| +execution time of: 4.7355e-04s: Index: 2935 | Max_nodes: 57 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 6|6 -> 5| +execution time of: 4.7358e-04s: Index: 4561 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5|6 -> 4| 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10 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 6|6 -> 1| +execution time of: 4.7370e-04s: Index: 352 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 6|3 -> 4|4 -> 5|5 -> 1|6 -> 2| +execution time of: 4.7371e-04s: Index: 3639 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 6|6 -> 1| +execution time of: 4.7371e-04s: Index: 2457 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 6|6 -> 0| +execution time of: 4.7372e-04s: Index: 946 | Max_nodes: 58 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 6|3 -> 3|4 -> 5|5 -> 0|6 -> 4| +execution time of: 4.7372e-04s: Index: 3945 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 5|1 -> 2|2 -> 6|3 -> 1|4 -> 3|5 -> 4|6 -> 0| +execution time of: 4.7374e-04s: Index: 400 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 6|5 -> 1|6 -> 3| +execution time of: 4.7375e-04s: Index: 1205 | Max_nodes: 73 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 6|5 -> 4|6 -> 3| +execution time of: 4.7375e-04s: Index: 4998 | Max_nodes: 69 | Active_nodes: 10 | 0 -> 6|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2|6 -> 4| +execution time of: 4.7377e-04s: Index: 1362 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 2|3 -> 5|4 -> 0|5 -> 3|6 -> 4| +execution time of: 4.7378e-04s: Index: 1662 | Max_nodes: 61 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 6|3 -> 3|4 -> 0|5 -> 4|6 -> 5| +execution time of: 4.7378e-04s: Index: 4501 | Max_nodes: 69 | Active_nodes: 12 | 0 -> 6|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5|6 -> 2| +execution time of: 4.7382e-04s: Index: 1363 | Max_nodes: 69 | Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 2|3 -> 5|4 -> 0|5 -> 4|6 -> 3| +execution time of: 4.7382e-04s: Index: 143 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 1|3 -> 6|4 -> 5|5 -> 4|6 -> 3| +execution time of: 4.7382e-04s: Index: 807 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 6|6 -> 2| +execution time of: 4.7384e-04s: Index: 2440 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 6|5 -> 0|6 -> 4| +execution time of: 4.7386e-04s: Index: 995 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 6|5 -> 5|6 -> 0| +execution time of: 4.7388e-04s: Index: 2422 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 0|3 -> 6|4 -> 5|5 -> 1|6 -> 4| +execution time of: 4.7391e-04s: Index: 3680 | Max_nodes: 53 | Active_nodes: 10 | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1|6 -> 6| +execution time of: 4.7391e-04s: Index: 2652 | Max_nodes: 68 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 2|6 -> 6| +execution time of: 4.7395e-04s: Index: 11 | Max_nodes: 61 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 6|5 -> 5|6 -> 3| +execution time of: 4.7398e-04s: Index: 3149 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 6|5 -> 5|6 -> 3| +execution time of: 4.7399e-04s: Index: 1581 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 0|3 -> 6|4 -> 4|5 -> 5|6 -> 3| +execution time of: 4.7405e-04s: Index: 1704 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5|6 -> 6| +execution time of: 4.7406e-04s: Index: 3329 | Max_nodes: 54 | Active_nodes: 12 | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 6|5 -> 1|6 -> 0| +execution time of: 4.7407e-04s: Index: 2776 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 3|1 -> 6|2 -> 0|3 -> 4|4 -> 5|5 -> 1|6 -> 2| +execution time of: 4.7427e-04s: Index: 4665 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 6|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4|6 -> 0| +execution time of: 4.7428e-04s: Index: 120 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +execution time of: 4.7430e-04s: Index: 4357 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5|6 -> 3| +execution time of: 4.7435e-04s: Index: 2442 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 1|3 -> 6|4 -> 0|5 -> 4|6 -> 5| +execution time of: 4.7436e-04s: Index: 4984 | Max_nodes: 54 | Active_nodes: 11 | 0 -> 6|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0|6 -> 1| +execution time of: 4.7437e-04s: Index: 1842 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 1|3 -> 6|4 -> 0|5 -> 3|6 -> 5| +execution time of: 4.7437e-04s: Index: 2360 | Max_nodes: 56 | Active_nodes: 12 | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0|6 -> 6| +execution time of: 4.7441e-04s: Index: 3824 | Max_nodes: 59 | Active_nodes: 13 | 0 -> 5|1 -> 1|2 -> 6|3 -> 2|4 -> 3|5 -> 0|6 -> 4| +execution time of: 4.7448e-04s: Index: 4981 | Max_nodes: 70 | Active_nodes: 11 | 0 -> 6|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4|6 -> 1| +execution time of: 4.7452e-04s: Index: 4204 | Max_nodes: 58 | Active_nodes: 11 | 0 -> 5|1 -> 6|2 -> 0|3 -> 1|4 -> 4|5 -> 2|6 -> 3| +execution time of: 4.7458e-04s: Index: 9 | Max_nodes: 61 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 6|6 -> 3| +execution time of: 4.7459e-04s: Index: 1579 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 0|3 -> 6|4 -> 3|5 -> 5|6 -> 4| +execution time of: 4.7461e-04s: Index: 3411 | Max_nodes: 65 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 6|6 -> 1| +execution time of: 4.7462e-04s: Index: 2365 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 6|6 -> 2| +execution time of: 4.7466e-04s: Index: 1214 | Max_nodes: 66 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2|6 -> 6| +execution time of: 4.7467e-04s: Index: 4709 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 6|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 4|6 -> 2| +execution time of: 4.7470e-04s: Index: 4445 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 6|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4|6 -> 3| +execution time of: 4.7472e-04s: Index: 2211 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 6|6 -> 2| +execution time of: 4.7474e-04s: Index: 727 | Max_nodes: 51 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 6|6 -> 5| +execution time of: 4.7475e-04s: Index: 971 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 6|5 -> 5|6 -> 2| 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12 | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 6|5 -> 2|6 -> 4| +execution time of: 4.7492e-04s: Index: 3178 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 6|5 -> 0|6 -> 5| +execution time of: 4.7494e-04s: Index: 2411 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 6|5 -> 5|6 -> 1| +execution time of: 4.7494e-04s: Index: 39 | Max_nodes: 58 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 6|6 -> 2| +execution time of: 4.7498e-04s: Index: 2815 | Max_nodes: 70 | Active_nodes: 12 | 0 -> 3|1 -> 6|2 -> 2|3 -> 1|4 -> 0|5 -> 5|6 -> 4| +execution time of: 4.7498e-04s: Index: 1810 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 6|5 -> 1|6 -> 5| +execution time of: 4.7498e-04s: Index: 4203 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 5|1 -> 6|2 -> 0|3 -> 1|4 -> 3|5 -> 4|6 -> 2| +execution time of: 4.7500e-04s: Index: 2697 | Max_nodes: 56 | Active_nodes: 12 | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 6|6 -> 0| +execution time of: 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-> 0|3 -> 5|4 -> 4|5 -> 2|6 -> 6| +execution time of: 4.7510e-04s: Index: 2218 | Max_nodes: 55 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 6|5 -> 1|6 -> 5| +execution time of: 4.7515e-04s: Index: 3698 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 5|1 -> 0|2 -> 6|3 -> 1|4 -> 3|5 -> 2|6 -> 4| +execution time of: 4.7517e-04s: Index: 3203 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 6|5 -> 3|6 -> 0| +execution time of: 4.7523e-04s: Index: 3647 | Max_nodes: 56 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 2|3 -> 6|4 -> 4|5 -> 3|6 -> 1| +execution time of: 4.7524e-04s: Index: 1880 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0|6 -> 6| +execution time of: 4.7525e-04s: Index: 611 | Max_nodes: 71 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 1|3 -> 3|4 -> 5|5 -> 4|6 -> 2| +execution time of: 4.7525e-04s: Index: 4332 | Max_nodes: 59 | Active_nodes: 10 | 0 -> 6|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3|6 -> 5| +execution time of: 4.7528e-04s: Index: 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-> 3|6 -> 4| +execution time of: 4.7545e-04s: Index: 3992 | Max_nodes: 56 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0|6 -> 6| +execution time of: 4.7548e-04s: Index: 3862 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 0|3 -> 6|4 -> 4|5 -> 1|6 -> 3| +execution time of: 4.7549e-04s: Index: 1920 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4|6 -> 6| +execution time of: 4.7551e-04s: Index: 3261 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 0|3 -> 6|4 -> 2|5 -> 5|6 -> 1| +execution time of: 4.7552e-04s: Index: 1390 | Max_nodes: 57 | Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 3|3 -> 5|4 -> 4|5 -> 0|6 -> 2| +execution time of: 4.7552e-04s: Index: 3612 | Max_nodes: 59 | Active_nodes: 10 | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3|6 -> 6| +execution time of: 4.7552e-04s: Index: 3081 | Max_nodes: 54 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 6|6 -> 0| +execution time of: 4.7556e-04s: Index: 347 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 6|3 -> 2|4 -> 5|5 -> 4|6 -> 1| +execution time of: 4.7557e-04s: Index: 2588 | Max_nodes: 60 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 2|3 -> 6|4 -> 1|5 -> 0|6 -> 5| +execution time of: 4.7558e-04s: Index: 1351 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 2|3 -> 3|4 -> 0|5 -> 5|6 -> 4| +execution time of: 4.7559e-04s: Index: 3128 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1|6 -> 6| +execution time of: 4.7563e-04s: Index: 2542 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 0|3 -> 6|4 -> 5|5 -> 1|6 -> 2| +execution time of: 4.7568e-04s: Index: 2410 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 6|5 -> 1|6 -> 5| +execution time of: 4.7571e-04s: Index: 4321 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5|6 -> 4| +execution time of: 4.7574e-04s: Index: 761 | Max_nodes: 54 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 6|5 -> 4|6 -> 2| 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12 | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 6|6 -> 0| +execution time of: 4.7590e-04s: Index: 1808 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1|6 -> 6| +execution time of: 4.7592e-04s: Index: 2922 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 2|3 -> 6|4 -> 1|5 -> 3|6 -> 5| +execution time of: 4.7593e-04s: Index: 870 | Max_nodes: 57 | Active_nodes: 12 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5|6 -> 6| +execution time of: 4.7595e-04s: Index: 2572 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 6|5 -> 1|6 -> 5| +execution time of: 4.7595e-04s: Index: 4128 | Max_nodes: 67 | Active_nodes: 10 | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3|6 -> 6| +execution time of: 4.7599e-04s: Index: 2534 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 1|6 -> 6| +execution time of: 4.7600e-04s: Index: 2886 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5|6 -> 6| +execution time of: 4.7602e-04s: Index: 2487 | Max_nodes: 55 | Active_nodes: 12 | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 6|6 -> 0| +execution time of: 4.7602e-04s: Index: 4221 | Max_nodes: 69 | Active_nodes: 11 | 0 -> 5|1 -> 6|2 -> 0|3 -> 4|4 -> 2|5 -> 3|6 -> 1| +execution time of: 4.7613e-04s: Index: 3262 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 0|3 -> 6|4 -> 5|5 -> 1|6 -> 2| +execution time of: 4.7615e-04s: Index: 4519 | Max_nodes: 70 | Active_nodes: 12 | 0 -> 6|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5|6 -> 3| +execution time of: 4.7615e-04s: Index: 3299 | Max_nodes: 54 | Active_nodes: 12 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 6|5 -> 5|6 -> 0| +execution time of: 4.7620e-04s: Index: 5003 | Max_nodes: 53 | Active_nodes: 10 | 0 -> 6|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2|6 -> 0| +execution time of: 4.7623e-04s: Index: 549 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 3|3 -> 6|4 -> 2|5 -> 4|6 -> 1| +execution time of: 4.7624e-04s: Index: 2644 | Max_nodes: 61 | Active_nodes: 13 | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 6|5 -> 2|6 -> 4| +execution time of: 4.7625e-04s: Index: 1236 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3|6 -> 6| +execution time of: 4.7625e-04s: Index: 666 | Max_nodes: 61 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 3|3 -> 5|4 -> 1|5 -> 2|6 -> 4| +execution time of: 4.7625e-04s: Index: 972 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4|6 -> 6| +execution time of: 4.7625e-04s: Index: 900 | Max_nodes: 57 | Active_nodes: 12 | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3|6 -> 6| +execution time of: 4.7626e-04s: Index: 3269 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 6|5 -> 5|6 -> 2| +execution time of: 4.7626e-04s: Index: 4584 | Max_nodes: 58 | Active_nodes: 11 | 0 -> 6|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4|6 -> 5| +execution time of: 4.7631e-04s: Index: 4805 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 6|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3|6 -> 2| +execution time of: 4.7631e-04s: Index: 1018 | Max_nodes: 59 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 6|5 -> 0|6 -> 5| +execution time of: 4.7631e-04s: Index: 4426 | Max_nodes: 58 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1|6 -> 3| +execution time of: 4.7637e-04s: Index: 1802 | Max_nodes: 62 | Active_nodes: 12 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3|6 -> 6| +execution time of: 4.7642e-04s: Index: 1596 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4|6 -> 6| +execution time of: 4.7645e-04s: Index: 1859 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 6|5 -> 5|6 -> 0| +execution time of: 4.7646e-04s: Index: 2483 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 6|5 -> 4|6 -> 0| +execution time of: 4.7647e-04s: Index: 2838 | Max_nodes: 68 | Active_nodes: 11 | 0 -> 3|1 -> 6|2 -> 4|3 -> 1|4 -> 0|5 -> 2|6 -> 5| +execution time of: 4.7651e-04s: Index: 2680 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 6|5 -> 0|6 -> 2| +execution time of: 4.7652e-04s: Index: 4287 | Max_nodes: 61 | Active_nodes: 10 | 0 -> 5|1 -> 6|2 -> 3|3 -> 2|4 -> 1|5 -> 4|6 -> 0| +execution time of: 4.7652e-04s: Index: 974 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2|6 -> 6| +execution time of: 4.7653e-04s: Index: 1267 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 3|3 -> 6|4 -> 0|5 -> 4|6 -> 2| +execution time of: 4.7653e-04s: Index: 3941 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 6|3 -> 0|4 -> 4|5 -> 3|6 -> 1| +execution time of: 4.7657e-04s: Index: 3517 | Max_nodes: 77 | Active_nodes: 12 | 0 -> 4|1 -> 6|2 -> 1|3 -> 3|4 -> 0|5 -> 5|6 -> 2| +execution time of: 4.7657e-04s: Index: 320 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1|6 -> 6| +execution time of: 4.7658e-04s: Index: 405 | Max_nodes: 66 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 2|3 -> 6|4 -> 3|5 -> 5|6 -> 1| +execution time of: 4.7660e-04s: Index: 4212 | Max_nodes: 69 | Active_nodes: 10 | 0 -> 5|1 -> 6|2 -> 0|3 -> 3|4 -> 1|5 -> 2|6 -> 4| +execution time of: 4.7661e-04s: Index: 2421 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 0|3 -> 6|4 -> 4|5 -> 5|6 -> 1| +execution time of: 4.7664e-04s: Index: 520 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 6|5 -> 1|6 -> 3| +execution time of: 4.7667e-04s: Index: 2717 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 6|5 -> 2|6 -> 1| +execution time of: 4.7667e-04s: Index: 2908 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 6|5 -> 3|6 -> 5| +execution time of: 4.7670e-04s: Index: 3974 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1|6 -> 6| +execution time of: 4.7671e-04s: Index: 1841 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 6|5 -> 3|6 -> 0| +execution time of: 4.7672e-04s: Index: 1706 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 4|6 -> 6| +execution time of: 4.7673e-04s: Index: 144 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5|6 -> 6| +execution time of: 4.7673e-04s: Index: 1572 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4|6 -> 6| +execution time of: 4.7673e-04s: Index: 4824 | Max_nodes: 60 | Active_nodes: 10 | 0 -> 6|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3|6 -> 5| +execution time of: 4.7675e-04s: Index: 3162 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 1|3 -> 6|4 -> 0|5 -> 3|6 -> 5| +execution time of: 4.7678e-04s: Index: 1680 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5|6 -> 6| +execution time of: 4.7679e-04s: Index: 4660 | Max_nodes: 69 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 1|6 -> 3| +execution time of: 4.7681e-04s: Index: 3376 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 6|5 -> 1|6 -> 2| +execution time of: 4.7682e-04s: Index: 2985 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 6|3 -> 2|4 -> 3|5 -> 5|6 -> 1| +execution time of: 4.7686e-04s: Index: 1576 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 6|5 -> 3|6 -> 4| +execution time of: 4.7688e-04s: Index: 3054 | Max_nodes: 62 | Active_nodes: 12 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5|6 -> 6| +execution time of: 4.7688e-04s: Index: 5023 | Max_nodes: 75 | Active_nodes: 11 | 0 -> 6|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3|6 -> 2| +execution time of: 4.7689e-04s: Index: 1743 | Max_nodes: 54 | Active_nodes: 12 | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 6|6 -> 0| +execution time of: 4.7689e-04s: Index: 499 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 0|1 -> 5|2 -> 1|3 -> 6|4 -> 2|5 -> 4|6 -> 3| +execution time of: 4.7691e-04s: Index: 491 | Max_nodes: 72 | Active_nodes: 12 | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 6|5 -> 4|6 -> 2| +execution time of: 4.7693e-04s: Index: 3036 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3|6 -> 6| +execution time of: 4.7696e-04s: Index: 2883 | Max_nodes: 62 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 6|6 -> 3| +execution time of: 4.7699e-04s: Index: 3464 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 6|3 -> 1|4 -> 2|5 -> 0|6 -> 3| +execution time of: 4.7700e-04s: Index: 3323 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 6|5 -> 2|6 -> 0| +execution time of: 4.7700e-04s: Index: 1001 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 6|5 -> 4|6 -> 0| +execution time of: 4.7701e-04s: Index: 3780 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2|6 -> 6| +execution time of: 4.7701e-04s: Index: 1327 | Max_nodes: 68 | Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 0|3 -> 3|4 -> 2|5 -> 5|6 -> 4| +execution time of: 4.7701e-04s: Index: 122 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4|6 -> 6| +execution time of: 4.7702e-04s: Index: 3458 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 6|3 -> 0|4 -> 2|5 -> 1|6 -> 3| +execution time of: 4.7703e-04s: Index: 1570 | Max_nodes: 65 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 6|5 -> 3|6 -> 5| +execution time of: 4.7704e-04s: Index: 2163 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 6|6 -> 4| +execution time of: 4.7707e-04s: Index: 1462 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 1|3 -> 6|4 -> 5|5 -> 3|6 -> 4| +execution time of: 4.7708e-04s: Index: 2203 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 2|3 -> 6|4 -> 1|5 -> 5|6 -> 4| +execution time of: 4.7709e-04s: Index: 4037 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 6|5 -> 2|6 -> 1| +execution time of: 4.7710e-04s: Index: 2704 | Max_nodes: 58 | Active_nodes: 13 | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 6|5 -> 0|6 -> 1| +execution time of: 4.7712e-04s: Index: 4451 | Max_nodes: 69 | Active_nodes: 12 | 0 -> 6|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4|6 -> 2| +execution time of: 4.7712e-04s: Index: 4474 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 6|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0|6 -> 4| +execution time of: 4.7713e-04s: Index: 3917 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 6|5 -> 3|6 -> 1| +execution time of: 4.7714e-04s: Index: 2553 | Max_nodes: 56 | Active_nodes: 12 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 6|6 -> 0| +execution time of: 4.7715e-04s: Index: 26 | Max_nodes: 56 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4|6 -> 6| +execution time of: 4.7720e-04s: Index: 4010 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1|6 -> 6| +execution time of: 4.7721e-04s: Index: 654 | Max_nodes: 60 | Active_nodes: 10 | 0 -> 0|1 -> 6|2 -> 3|3 -> 2|4 -> 1|5 -> 4|6 -> 5| +execution time of: 4.7722e-04s: Index: 1710 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5|6 -> 6| +execution time of: 4.7726e-04s: Index: 581 | Max_nodes: 70 | Active_nodes: 12 | 0 -> 0|1 -> 5|2 -> 6|3 -> 1|4 -> 4|5 -> 3|6 -> 2| +execution time of: 4.7726e-04s: Index: 3154 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 6|5 -> 0|6 -> 5| +execution time of: 4.7727e-04s: Index: 1929 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 6|6 -> 1| +execution time of: 4.7728e-04s: Index: 4157 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 6|5 -> 2|6 -> 1| +execution time of: 4.7732e-04s: Index: 687 | Max_nodes: 62 | Active_nodes: 10 | 0 -> 0|1 -> 6|2 -> 4|3 -> 3|4 -> 2|5 -> 5|6 -> 1| +execution time of: 4.7733e-04s: Index: 4789 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 6|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 4|6 -> 1| +execution time of: 4.7733e-04s: Index: 4576 | Max_nodes: 69 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 1|6 -> 3| +execution time of: 4.7735e-04s: Index: 3867 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 6|6 -> 3| +execution time of: 4.7738e-04s: Index: 1645 | Max_nodes: 63 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 6|6 -> 3| +execution time of: 4.7740e-04s: Index: 4372 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2|6 -> 4| +execution time of: 4.7747e-04s: Index: 2705 | Max_nodes: 53 | Active_nodes: 12 | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 6|5 -> 1|6 -> 0| +execution time of: 4.7752e-04s: Index: 1954 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 6|5 -> 0|6 -> 4| +execution time of: 4.7755e-04s: Index: 4949 | Max_nodes: 58 | Active_nodes: 11 | 0 -> 6|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 3|6 -> 2| +execution time of: 4.7756e-04s: Index: 31 | Max_nodes: 53 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 6|6 -> 5| +execution time of: 4.7757e-04s: Index: 1398 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 1|1 -> 6|2 -> 4|3 -> 2|4 -> 0|5 -> 3|6 -> 5| +execution time of: 4.7758e-04s: Index: 4461 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 6|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4|6 -> 2| 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11 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 6|6 -> 4| +execution time of: 4.7783e-04s: Index: 402 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 2|3 -> 6|4 -> 1|5 -> 3|6 -> 5| +execution time of: 4.7784e-04s: Index: 3155 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 6|5 -> 5|6 -> 0| +execution time of: 4.7787e-04s: Index: 2622 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 6|3 -> 1|4 -> 0|5 -> 2|6 -> 5| +execution time of: 4.7788e-04s: Index: 378 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 1|3 -> 6|4 -> 2|5 -> 3|6 -> 5| +execution time of: 4.7789e-04s: Index: 3981 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 0|3 -> 6|4 -> 2|5 -> 4|6 -> 1| +execution time of: 4.7789e-04s: Index: 1402 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 4|3 -> 2|4 -> 5|5 -> 0|6 -> 3| +execution time of: 4.7790e-04s: Index: 1845 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 2|1 -> 4|2 -> 1|3 -> 6|4 -> 3|5 -> 5|6 -> 0| +execution time of: 4.7792e-04s: Index: 3946 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 6|3 -> 1|4 -> 4|5 -> 0|6 -> 3| +execution time of: 4.7793e-04s: Index: 2285 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 6|5 -> 5|6 -> 4| +execution time of: 4.7793e-04s: Index: 3977 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 6|5 -> 2|6 -> 1| +execution time of: 4.7795e-04s: Index: 3360 | Max_nodes: 60 | Active_nodes: 10 | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3|6 -> 6| +execution time of: 4.7795e-04s: Index: 2067 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 1|3 -> 0|4 -> 4|5 -> 5|6 -> 3| +execution time of: 4.7809e-04s: Index: 509 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 6|5 -> 4|6 -> 3| +execution time of: 4.7810e-04s: Index: 2692 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 6|5 -> 1|6 -> 4| +execution time of: 4.7810e-04s: Index: 2333 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 6|5 -> 5|6 -> 2| +execution time of: 4.7812e-04s: Index: 413 | Max_nodes: 72 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 6|5 -> 5|6 -> 2| +execution time of: 4.7814e-04s: Index: 4362 | Max_nodes: 61 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3|6 -> 4| +execution time of: 4.7816e-04s: Index: 2306 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4|6 -> 6| +execution time of: 4.7821e-04s: Index: 2070 | Max_nodes: 67 | Active_nodes: 11 | 0 -> 2|1 -> 6|2 -> 1|3 -> 3|4 -> 0|5 -> 4|6 -> 5| +execution time of: 4.7821e-04s: Index: 930 | Max_nodes: 58 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 5|3 -> 6|4 -> 0|5 -> 3|6 -> 4| +execution time of: 4.7826e-04s: Index: 1212 | Max_nodes: 66 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3|6 -> 6| +execution time of: 4.7826e-04s: Index: 57 | Max_nodes: 58 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 6|6 -> 2| +execution time of: 4.7826e-04s: Index: 24 | Max_nodes: 54 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5|6 -> 6| +execution time of: 4.7828e-04s: Index: 2859 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 3|1 -> 6|2 -> 5|3 -> 0|4 -> 2|5 -> 4|6 -> 1| +execution time of: 4.7836e-04s: Index: 3657 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 6|6 -> 1| +execution time of: 4.7840e-04s: Index: 1703 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 0|3 -> 6|4 -> 5|5 -> 4|6 -> 1| +execution time of: 4.7842e-04s: Index: 1280 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0|6 -> 6| +execution time of: 4.7844e-04s: Index: 3229 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 6|3 -> 3|4 -> 0|5 -> 5|6 -> 1| +execution time of: 4.7844e-04s: Index: 3152 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0|6 -> 6| +execution time of: 4.7845e-04s: Index: 3971 | Max_nodes: 63 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 6|5 -> 4|6 -> 1| +execution time of: 4.7848e-04s: Index: 4152 | Max_nodes: 67 | Active_nodes: 10 | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2|6 -> 6| +execution time of: 4.7849e-04s: Index: 3605 | Max_nodes: 62 | Active_nodes: 12 | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 6|5 -> 4|6 -> 3| +execution time of: 4.7851e-04s: Index: 2751 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 3|1 -> 5|2 -> 6|3 -> 2|4 -> 1|5 -> 4|6 -> 0| +execution time of: 4.7851e-04s: Index: 4190 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 6|3 -> 2|4 -> 1|5 -> 0|6 -> 3| +execution time of: 4.7852e-04s: Index: 1960 | Max_nodes: 65 | Active_nodes: 13 | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 6|5 -> 0|6 -> 3| +execution time of: 4.7852e-04s: Index: 1100 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 0|3 -> 6|4 -> 3|5 -> 2|6 -> 5| +execution time of: 4.7852e-04s: Index: 3556 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 4|1 -> 6|2 -> 3|3 -> 0|4 -> 5|5 -> 1|6 -> 2| +execution time of: 4.7855e-04s: Index: 1708 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 6|5 -> 4|6 -> 5| +execution time of: 4.7855e-04s: Index: 1043 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 6|5 -> 4|6 -> 0| +execution time of: 4.7861e-04s: Index: 2213 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 6|5 -> 5|6 -> 2| +execution time of: 4.7862e-04s: Index: 3861 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 0|3 -> 6|4 -> 3|5 -> 4|6 -> 1| +execution time of: 4.7863e-04s: Index: 3412 | Max_nodes: 63 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 6|5 -> 1|6 -> 3| +execution time of: 4.7864e-04s: Index: 1203 | Max_nodes: 73 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 6|6 -> 3| +execution time of: 4.7866e-04s: Index: 2524 | Max_nodes: 59 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 6|5 -> 2|6 -> 5| +execution time of: 4.7866e-04s: Index: 4338 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3|6 -> 4| +execution time of: 4.7869e-04s: Index: 174 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5|6 -> 6| +execution time of: 4.7869e-04s: Index: 3447 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 6|6 -> 0| +execution time of: 4.7869e-04s: Index: 759 | Max_nodes: 54 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 6|6 -> 2| +execution time of: 4.7872e-04s: Index: 2181 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 1|3 -> 6|4 -> 4|5 -> 5|6 -> 2| +execution time of: 4.7875e-04s: Index: 4875 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 6|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5|6 -> 1| +execution time of: 4.7876e-04s: Index: 3307 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 2|3 -> 6|4 -> 0|5 -> 5|6 -> 1| +execution time of: 4.7877e-04s: Index: 96 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 6|3 -> 2|4 -> 3|5 -> 4|6 -> 5| +execution time of: 4.7877e-04s: Index: 4586 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 6|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 3|6 -> 5| +execution time of: 4.7882e-04s: Index: 3087 | Max_nodes: 53 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 6|6 -> 0| +execution time of: 4.7882e-04s: Index: 2884 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 6|5 -> 3|6 -> 5| +execution time of: 4.7882e-04s: Index: 4564 | Max_nodes: 62 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3|6 -> 4| +execution time of: 4.7883e-04s: Index: 132 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4|6 -> 6| +execution time of: 4.7885e-04s: Index: 4765 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 6|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5|6 -> 1| +execution time of: 4.7889e-04s: Index: 4928 | Max_nodes: 61 | Active_nodes: 10 | 0 -> 6|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1|6 -> 4| +execution time of: 4.7890e-04s: Index: 4821 | Max_nodes: 70 | Active_nodes: 12 | 0 -> 6|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3|6 -> 1| +execution time of: 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-> 3|3 -> 1|4 -> 0|5 -> 4|6 -> 2| +execution time of: 4.7918e-04s: Index: 4560 | Max_nodes: 58 | Active_nodes: 11 | 0 -> 6|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4|6 -> 5| +execution time of: 4.7918e-04s: Index: 2092 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 3|3 -> 0|4 -> 5|5 -> 1|6 -> 4| +execution time of: 4.7920e-04s: Index: 1863 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 6|6 -> 0| +execution time of: 4.7921e-04s: Index: 2983 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 6|3 -> 2|4 -> 1|5 -> 5|6 -> 3| +execution time of: 4.7921e-04s: Index: 4740 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 6|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1|6 -> 5| +execution time of: 4.7922e-04s: Index: 2144 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 5|3 -> 1|4 -> 3|5 -> 0|6 -> 4| +execution time of: 4.7926e-04s: Index: 3388 | Max_nodes: 60 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 6|5 -> 2|6 -> 3| +execution time of: 4.7927e-04s: Index: 3276 | Max_nodes: 69 | Active_nodes: 12 | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2|6 -> 6| +execution time of: 4.7929e-04s: Index: 467 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 6|3 -> 2|4 -> 5|5 -> 3|6 -> 1| +execution time of: 4.7929e-04s: Index: 1974 | Max_nodes: 67 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4|6 -> 6| +execution time of: 4.7933e-04s: Index: 2685 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 3|1 -> 5|2 -> 1|3 -> 6|4 -> 2|5 -> 4|6 -> 0| +execution time of: 4.7934e-04s: Index: 3382 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 0|3 -> 6|4 -> 3|5 -> 1|6 -> 2| +execution time of: 4.7935e-04s: Index: 682 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 4|3 -> 2|4 -> 5|5 -> 1|6 -> 3| +execution time of: 4.7935e-04s: Index: 724 | Max_nodes: 53 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 6|5 -> 4|6 -> 5| +execution time of: 4.7936e-04s: Index: 410 | Max_nodes: 65 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2|6 -> 6| +execution time of: 4.7936e-04s: Index: 3912 | Max_nodes: 68 | Active_nodes: 11 | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3|6 -> 6| +execution time of: 4.7936e-04s: Index: 4612 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1|6 -> 4| +execution time of: 4.7941e-04s: Index: 1291 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 4|3 -> 6|4 -> 0|5 -> 3|6 -> 2| +execution time of: 4.7952e-04s: Index: 2439 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 6|6 -> 0| +execution time of: 4.7952e-04s: Index: 4336 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2|6 -> 3| +execution time of: 4.7955e-04s: Index: 604 | Max_nodes: 67 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 1|3 -> 2|4 -> 5|5 -> 3|6 -> 4| +execution time of: 4.7959e-04s: Index: 1741 | Max_nodes: 63 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 6|6 -> 1| +execution time of: 4.7962e-04s: Index: 2029 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 2|1 -> 5|2 -> 6|3 -> 3|4 -> 0|5 -> 4|6 -> 1| +execution time of: 4.7963e-04s: Index: 649 | Max_nodes: 66 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 3|3 -> 1|4 -> 2|5 -> 5|6 -> 4| +execution time of: 4.7964e-04s: Index: 4227 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 5|1 -> 6|2 -> 1|3 -> 0|4 -> 3|5 -> 4|6 -> 2| +execution time of: 4.7967e-04s: Index: 4897 | Max_nodes: 76 | Active_nodes: 12 | 0 -> 6|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3|6 -> 2| +execution time of: 4.7967e-04s: Index: 3600 | Max_nodes: 56 | Active_nodes: 10 | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4|6 -> 6| +execution time of: 4.7975e-04s: Index: 3616 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 6|5 -> 2|6 -> 3| +execution time of: 4.7978e-04s: Index: 3851 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 6|5 -> 4|6 -> 1| +execution time of: 4.7978e-04s: Index: 270 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5|6 -> 6| 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12 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0|6 -> 6| +execution time of: 4.7996e-04s: Index: 142 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 1|3 -> 6|4 -> 5|5 -> 3|6 -> 4| +execution time of: 4.7996e-04s: Index: 2761 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 3|1 -> 6|2 -> 0|3 -> 1|4 -> 2|5 -> 5|6 -> 4| +execution time of: 4.7999e-04s: Index: 2842 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 3|1 -> 6|2 -> 4|3 -> 1|4 -> 5|5 -> 0|6 -> 2| +execution time of: 4.7999e-04s: Index: 703 | Max_nodes: 67 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 5|3 -> 2|4 -> 1|5 -> 4|6 -> 3| +execution time of: 4.8000e-04s: Index: 2923 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 2|3 -> 6|4 -> 1|5 -> 5|6 -> 3| +execution time of: 4.8006e-04s: Index: 978 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 0|3 -> 6|4 -> 2|5 -> 4|6 -> 5| +execution time of: 4.8010e-04s: Index: 2987 | Max_nodes: 56 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 6|3 -> 2|4 -> 5|5 -> 3|6 -> 1| +execution time of: 4.8011e-04s: Index: 2887 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 6|6 -> 5| +execution time of: 4.8011e-04s: Index: 1936 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 6|5 -> 1|6 -> 3| +execution time of: 4.8012e-04s: Index: 3777 | Max_nodes: 52 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 6|6 -> 0| +execution time of: 4.8013e-04s: Index: 3005 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 6|5 -> 5|6 -> 3| +execution time of: 4.8015e-04s: Index: 2058 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 0|3 -> 5|4 -> 1|5 -> 3|6 -> 4| +execution time of: 4.8017e-04s: Index: 1669 | Max_nodes: 63 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 6|3 -> 4|4 -> 0|5 -> 5|6 -> 3| +execution time of: 4.8021e-04s: Index: 3852 | Max_nodes: 68 | Active_nodes: 11 | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3|6 -> 6| +execution time of: 4.8022e-04s: Index: 3467 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 4|1 -> 5|2 -> 6|3 -> 1|4 -> 3|5 -> 2|6 -> 0| +execution time of: 4.8022e-04s: Index: 2063 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 0|3 -> 5|4 -> 4|5 -> 3|6 -> 1| +execution time of: 4.8024e-04s: Index: 298 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 6|5 -> 1|6 -> 5| +execution time of: 4.8025e-04s: Index: 3171 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 6|6 -> 1| +execution time of: 4.8026e-04s: Index: 3050 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2|6 -> 6| +execution time of: 4.8027e-04s: Index: 3317 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 6|5 -> 2|6 -> 1| +execution time of: 4.8027e-04s: Index: 3860 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 0|3 -> 6|4 -> 3|5 -> 1|6 -> 4| +execution time of: 4.8034e-04s: Index: 1807 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 6|6 -> 5| +execution time of: 4.8034e-04s: Index: 637 | Max_nodes: 67 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 2|3 -> 4|4 -> 1|5 -> 5|6 -> 3| +execution time of: 4.8038e-04s: Index: 2813 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 3|1 -> 6|2 -> 2|3 -> 0|4 -> 5|5 -> 4|6 -> 1| +execution time of: 4.8043e-04s: Index: 805 | Max_nodes: 53 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 6|6 -> 3| +execution time of: 4.8044e-04s: Index: 2749 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 3|1 -> 5|2 -> 6|3 -> 2|4 -> 0|5 -> 4|6 -> 1| +execution time of: 4.8048e-04s: Index: 3674 | Max_nodes: 59 | Active_nodes: 10 | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2|6 -> 6| +execution time of: 4.8051e-04s: Index: 2065 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 1|3 -> 0|4 -> 3|5 -> 5|6 -> 4| +execution time of: 4.8052e-04s: Index: 2862 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 3|1 -> 6|2 -> 5|3 -> 1|4 -> 0|5 -> 2|6 -> 4| +execution time of: 4.8053e-04s: Index: 3876 | Max_nodes: 68 | Active_nodes: 11 | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3|6 -> 6| +execution time of: 4.8054e-04s: Index: 2061 | Max_nodes: 69 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 0|3 -> 5|4 -> 3|5 -> 4|6 -> 1| +execution time of: 4.8055e-04s: Index: 3144 | Max_nodes: 57 | Active_nodes: 12 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5|6 -> 6| +execution time of: 4.8055e-04s: Index: 3483 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 4|1 -> 6|2 -> 0|3 -> 1|4 -> 3|5 -> 5|6 -> 2| +execution time of: 4.8056e-04s: Index: 1130 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2|6 -> 6| +execution time of: 4.8056e-04s: Index: 1459 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 1|3 -> 6|4 -> 3|5 -> 5|6 -> 4| +execution time of: 4.8056e-04s: Index: 1563 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 6|6 -> 4| +execution time of: 4.8057e-04s: Index: 257 | Max_nodes: 70 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 6|5 -> 4|6 -> 2| +execution time of: 4.8067e-04s: Index: 1695 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 6|6 -> 1| +execution time of: 4.8069e-04s: Index: 1271 | Max_nodes: 52 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 3|3 -> 6|4 -> 4|5 -> 2|6 -> 0| +execution time of: 4.8072e-04s: Index: 466 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 6|3 -> 2|4 -> 5|5 -> 1|6 -> 3| +execution time of: 4.8072e-04s: Index: 2547 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 6|6 -> 2| +execution time of: 4.8073e-04s: Index: 148 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 6|5 -> 4|6 -> 5| +execution time of: 4.8077e-04s: Index: 2821 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 3|1 -> 6|2 -> 2|3 -> 4|4 -> 0|5 -> 5|6 -> 1| +execution time of: 4.8077e-04s: Index: 1691 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 6|5 -> 5|6 -> 1| +execution time of: 4.8077e-04s: Index: 962 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4|6 -> 6| +execution time of: 4.8077e-04s: Index: 4109 | Max_nodes: 60 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 6|5 -> 3|6 -> 2| +execution time of: 4.8078e-04s: Index: 2785 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 3|1 -> 6|2 -> 1|3 -> 0|4 -> 2|5 -> 5|6 -> 4| +execution time of: 4.8079e-04s: Index: 3353 | Max_nodes: 54 | Active_nodes: 12 | 0 -> 4|1 -> 3|2 -> 6|3 -> 2|4 -> 5|5 -> 1|6 -> 0| +execution time of: 4.8083e-04s: Index: 19 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 2|3 -> 6|4 -> 3|5 -> 5|6 -> 4| +execution time of: 4.8084e-04s: Index: 2712 | Max_nodes: 68 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2|6 -> 6| +execution time of: 4.8086e-04s: Index: 1973 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 6|5 -> 4|6 -> 1| +execution time of: 4.8087e-04s: Index: 2003 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 6|5 -> 3|6 -> 0| +execution time of: 4.8088e-04s: Index: 1042 | Max_nodes: 61 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 6|5 -> 0|6 -> 4| +execution time of: 4.8092e-04s: Index: 1323 | Max_nodes: 72 | Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 0|3 -> 2|4 -> 4|5 -> 5|6 -> 3| +execution time of: 4.8094e-04s: Index: 3098 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 6|3 -> 0|4 -> 3|5 -> 2|6 -> 5| +execution time of: 4.8095e-04s: Index: 4743 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 6|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5|6 -> 0| +execution time of: 4.8095e-04s: Index: 3459 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 6|3 -> 0|4 -> 2|5 -> 3|6 -> 1| +execution time of: 4.8097e-04s: Index: 3891 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 6|6 -> 1| +execution time of: 4.8097e-04s: Index: 3024 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5|6 -> 6| +execution time of: 4.8102e-04s: Index: 3819 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 5|1 -> 1|2 -> 6|3 -> 0|4 -> 3|5 -> 4|6 -> 2| +execution time of: 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1|2 -> 3|3 -> 0|4 -> 4|5 -> 2|6 -> 5| +execution time of: 4.8120e-04s: Index: 1709 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 6|5 -> 5|6 -> 4| +execution time of: 4.8120e-04s: Index: 3135 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 6|6 -> 1| +execution time of: 4.8124e-04s: Index: 4887 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 6|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5|6 -> 0| +execution time of: 4.8125e-04s: Index: 829 | Max_nodes: 53 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 6|3 -> 4|4 -> 2|5 -> 5|6 -> 3| +execution time of: 4.8125e-04s: Index: 2523 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 6|6 -> 2| +execution time of: 4.8128e-04s: Index: 448 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 6|5 -> 1|6 -> 2| +execution time of: 4.8129e-04s: Index: 268 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 6|5 -> 4|6 -> 5| +execution time of: 4.8131e-04s: Index: 3020 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 0|3 -> 6|4 -> 3|5 -> 2|6 -> 5| +execution time of: 4.8135e-04s: Index: 4938 | Max_nodes: 72 | Active_nodes: 11 | 0 -> 6|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 2|6 -> 3| +execution time of: 4.8136e-04s: Index: 2672 | Max_nodes: 56 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0|6 -> 6| +execution time of: 4.8137e-04s: Index: 3263 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 0|3 -> 6|4 -> 5|5 -> 2|6 -> 1| +execution time of: 4.8143e-04s: Index: 372 | Max_nodes: 65 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3|6 -> 6| +execution time of: 4.8146e-04s: Index: 4466 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 6|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 3|6 -> 5| +execution time of: 4.8146e-04s: Index: 3702 | Max_nodes: 62 | Active_nodes: 12 | 0 -> 5|1 -> 0|2 -> 6|3 -> 2|4 -> 1|5 -> 3|6 -> 4| +execution time of: 4.8147e-04s: Index: 4536 | Max_nodes: 68 | Active_nodes: 12 | 0 -> 6|1 -> 1|2 -> 5|3 -> 0|4 -> 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| Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 3|3 -> 6|4 -> 1|5 -> 5|6 -> 4| +execution time of: 4.8164e-04s: Index: 894 | Max_nodes: 57 | Active_nodes: 12 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5|6 -> 6| +execution time of: 4.8167e-04s: Index: 3037 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 6|6 -> 3| +execution time of: 4.8167e-04s: Index: 2965 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 6|6 -> 2| +execution time of: 4.8168e-04s: Index: 2217 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 6|6 -> 1| +execution time of: 4.8169e-04s: Index: 496 | Max_nodes: 69 | Active_nodes: 12 | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 6|5 -> 2|6 -> 3| +execution time of: 4.8170e-04s: Index: 280 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 6|5 -> 1|6 -> 4| +execution time of: 4.8171e-04s: Index: 1951 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 6|6 -> 4| 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-> 3|6 -> 6| +execution time of: 4.8241e-04s: Index: 17 | Max_nodes: 61 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 6|5 -> 4|6 -> 3| +execution time of: 4.8242e-04s: Index: 4752 | Max_nodes: 68 | Active_nodes: 11 | 0 -> 6|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2|6 -> 5| +execution time of: 4.8243e-04s: Index: 3173 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 6|5 -> 5|6 -> 1| +execution time of: 4.8244e-04s: Index: 3244 | Max_nodes: 59 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 6|5 -> 2|6 -> 5| +execution time of: 4.8248e-04s: Index: 426 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 3|3 -> 6|4 -> 1|5 -> 2|6 -> 5| +execution time of: 4.8250e-04s: Index: 4469 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 6|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4|6 -> 3| +execution time of: 4.8251e-04s: Index: 3576 | Max_nodes: 73 | Active_nodes: 12 | 0 -> 4|1 -> 6|2 -> 5|3 -> 0|4 -> 1|5 -> 2|6 -> 3| +execution time of: 4.8253e-04s: Index: 4036 | Max_nodes: 69 | 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4.8317e-04s: Index: 4003 | Max_nodes: 78 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 1|3 -> 6|4 -> 0|5 -> 4|6 -> 2| +execution time of: 4.8317e-04s: Index: 4861 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 6|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5|6 -> 1| +execution time of: 4.8319e-04s: Index: 2121 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 2|1 -> 6|2 -> 4|3 -> 1|4 -> 3|5 -> 5|6 -> 0| +execution time of: 4.8320e-04s: Index: 3756 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3|6 -> 6| +execution time of: 4.8323e-04s: Index: 4923 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 6|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4|6 -> 2| +execution time of: 4.8323e-04s: Index: 2895 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 6|6 -> 2| +execution time of: 4.8323e-04s: Index: 1930 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 6|5 -> 1|6 -> 4| +execution time of: 4.8328e-04s: Index: 4108 | Max_nodes: 60 | Active_nodes: 13 | 0 -> 5|1 -> 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Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 6|6 -> 2| +execution time of: 4.8389e-04s: Index: 4957 | Max_nodes: 76 | Active_nodes: 11 | 0 -> 6|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4|6 -> 2| +execution time of: 4.8391e-04s: Index: 3106 | Max_nodes: 61 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 6|3 -> 2|4 -> 5|5 -> 0|6 -> 3| +execution time of: 4.8392e-04s: Index: 3048 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5|6 -> 6| +execution time of: 4.8392e-04s: Index: 54 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5|6 -> 6| +execution time of: 4.8392e-04s: Index: 3685 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 6|6 -> 2| +execution time of: 4.8397e-04s: Index: 3273 | Max_nodes: 54 | Active_nodes: 12 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 6|6 -> 0| +execution time of: 4.8397e-04s: Index: 3153 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 6|6 -> 0| 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| 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 3|6 -> 6| +execution time of: 4.8415e-04s: Index: 4854 | Max_nodes: 67 | Active_nodes: 10 | 0 -> 6|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3|6 -> 5| +execution time of: 4.8416e-04s: Index: 339 | Max_nodes: 70 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 6|3 -> 1|4 -> 4|5 -> 5|6 -> 2| +execution time of: 4.8417e-04s: Index: 1321 | Max_nodes: 68 | Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 0|3 -> 2|4 -> 3|5 -> 5|6 -> 4| +execution time of: 4.8417e-04s: Index: 610 | Max_nodes: 67 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 1|3 -> 3|4 -> 5|5 -> 2|6 -> 4| +execution time of: 4.8420e-04s: Index: 4396 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 2|6 -> 3| +execution time of: 4.8420e-04s: Index: 4178 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 6|3 -> 0|4 -> 2|5 -> 1|6 -> 3| +execution time of: 4.8421e-04s: Index: 3893 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 6|5 -> 4|6 -> 1| +execution time of: 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| Active_nodes: 11 | 0 -> 1|1 -> 6|2 -> 2|3 -> 3|4 -> 0|5 -> 4|6 -> 5| +execution time of: 4.8493e-04s: Index: 3242 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2|6 -> 6| +execution time of: 4.8496e-04s: Index: 4460 | Max_nodes: 68 | Active_nodes: 12 | 0 -> 6|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 2|6 -> 4| +execution time of: 4.8497e-04s: Index: 4371 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5|6 -> 2| +execution time of: 4.8499e-04s: Index: 1019 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 6|5 -> 5|6 -> 0| +execution time of: 4.8501e-04s: Index: 2762 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 3|1 -> 6|2 -> 0|3 -> 1|4 -> 4|5 -> 2|6 -> 5| +execution time of: 4.8502e-04s: Index: 3009 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 6|6 -> 2| +execution time of: 4.8506e-04s: Index: 2930 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2|6 -> 6| 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11 | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 6|6 -> 0| +execution time of: 4.8523e-04s: Index: 643 | Max_nodes: 67 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 2|3 -> 5|4 -> 1|5 -> 4|6 -> 3| +execution time of: 4.8527e-04s: Index: 3843 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 6|6 -> 3| +execution time of: 4.8534e-04s: Index: 1209 | Max_nodes: 74 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 6|6 -> 2| +execution time of: 4.8535e-04s: Index: 3129 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 6|6 -> 1| +execution time of: 4.8537e-04s: Index: 4993 | Max_nodes: 76 | Active_nodes: 11 | 0 -> 6|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 4|6 -> 2| +execution time of: 4.8538e-04s: Index: 4777 | Max_nodes: 77 | Active_nodes: 12 | 0 -> 6|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4|6 -> 2| +execution time of: 4.8539e-04s: Index: 1488 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5|6 -> 6| +execution time of: 4.8539e-04s: Index: 2507 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 3|1 -> 2|2 -> 6|3 -> 1|4 -> 5|5 -> 4|6 -> 0| +execution time of: 4.8542e-04s: Index: 1131 | Max_nodes: 74 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 6|6 -> 2| +execution time of: 4.8546e-04s: Index: 4850 | Max_nodes: 59 | Active_nodes: 10 | 0 -> 6|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1|6 -> 5| +execution time of: 4.8548e-04s: Index: 1806 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5|6 -> 6| +execution time of: 4.8551e-04s: Index: 248 | Max_nodes: 65 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2|6 -> 6| +execution time of: 4.8552e-04s: Index: 792 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4|6 -> 6| +execution time of: 4.8558e-04s: Index: 4065 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 5|1 -> 3|2 -> 6|3 -> 1|4 -> 2|5 -> 4|6 -> 0| +execution time of: 4.8562e-04s: Index: 4525 | Max_nodes: 69 | Active_nodes: 12 | 0 -> 6|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5|6 -> 2| +execution time of: 4.8566e-04s: Index: 952 | Max_nodes: 57 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 6|3 -> 4|4 -> 5|5 -> 0|6 -> 3| +execution time of: 4.8566e-04s: Index: 2636 | Max_nodes: 55 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 6|3 -> 5|4 -> 1|5 -> 0|6 -> 2| +execution time of: 4.8570e-04s: Index: 3010 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 6|5 -> 2|6 -> 5| +execution time of: 4.8571e-04s: Index: 2688 | Max_nodes: 67 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4|6 -> 6| +execution time of: 4.8576e-04s: Index: 863 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 0|3 -> 6|4 -> 5|5 -> 4|6 -> 3| +execution time of: 4.8576e-04s: Index: 3880 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 6|5 -> 0|6 -> 3| +execution time of: 4.8577e-04s: Index: 2071 | Max_nodes: 70 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 1|3 -> 3|4 -> 0|5 -> 5|6 -> 4| +execution time of: 4.8577e-04s: Index: 4480 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 6|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0|6 -> 3| +execution time of: 4.8579e-04s: Index: 2262 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 6|3 -> 2|4 -> 1|5 -> 4|6 -> 5| +execution time of: 4.8580e-04s: Index: 3101 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 6|3 -> 0|4 -> 5|5 -> 3|6 -> 2| +execution time of: 4.8581e-04s: Index: 517 | Max_nodes: 68 | Active_nodes: 12 | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 6|6 -> 3| +execution time of: 4.8583e-04s: Index: 1264 | Max_nodes: 58 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 6|5 -> 0|6 -> 2| +execution time of: 4.8583e-04s: Index: 226 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 6|3 -> 3|4 -> 5|5 -> 1|6 -> 4| +execution time of: 4.8587e-04s: Index: 2736 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 3|1 -> 5|2 -> 6|3 -> 0|4 -> 1|5 -> 2|6 -> 4| +execution time of: 4.8587e-04s: Index: 282 | Max_nodes: 62 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 2|3 -> 6|4 -> 1|5 -> 4|6 -> 5| +execution time of: 4.8596e-04s: Index: 4086 | Max_nodes: 67 | Active_nodes: 10 | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3|6 -> 6| +execution time of: 4.8596e-04s: Index: 874 | Max_nodes: 56 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 6|5 -> 0|6 -> 5| +execution time of: 4.8596e-04s: Index: 3120 | Max_nodes: 57 | Active_nodes: 12 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5|6 -> 6| +execution time of: 4.8604e-04s: Index: 1330 | Max_nodes: 69 | Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 0|3 -> 3|4 -> 5|5 -> 2|6 -> 4| +execution time of: 4.8605e-04s: Index: 3606 | Max_nodes: 58 | Active_nodes: 10 | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 4|6 -> 6| +execution time of: 4.8606e-04s: Index: 3131 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 6|5 -> 5|6 -> 1| +execution time of: 4.8607e-04s: Index: 1303 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 6|3 -> 2|4 -> 0|5 -> 4|6 -> 3| +execution time of: 4.8609e-04s: Index: 4739 | Max_nodes: 53 | Active_nodes: 11 | 0 -> 6|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4|6 -> 0| +execution time of: 4.8611e-04s: Index: 3421 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 6|6 -> 1| +execution time of: 4.8612e-04s: Index: 2550 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5|6 -> 6| +execution time of: 4.8621e-04s: Index: 3729 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 6|6 -> 2| +execution time of: 4.8622e-04s: Index: 3731 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 6|5 -> 4|6 -> 2| +execution time of: 4.8622e-04s: Index: 1243 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 2|3 -> 6|4 -> 0|5 -> 4|6 -> 3| +execution time of: 4.8628e-04s: Index: 2787 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 3|1 -> 6|2 -> 1|3 -> 0|4 -> 4|5 -> 5|6 -> 2| +execution time of: 4.8628e-04s: Index: 2123 | Max_nodes: 58 | Active_nodes: 11 | 0 -> 2|1 -> 6|2 -> 4|3 -> 1|4 -> 5|5 -> 3|6 -> 0| 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12 | 0 -> 2|1 -> 3|2 -> 6|3 -> 4|4 -> 1|5 -> 5|6 -> 0| +execution time of: 4.8647e-04s: Index: 3347 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 4|1 -> 3|2 -> 6|3 -> 1|4 -> 5|5 -> 2|6 -> 0| +execution time of: 4.8647e-04s: Index: 2237 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 6|5 -> 4|6 -> 2| +execution time of: 4.8648e-04s: Index: 61 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 6|6 -> 3| +execution time of: 4.8649e-04s: Index: 2808 | Max_nodes: 67 | Active_nodes: 11 | 0 -> 3|1 -> 6|2 -> 2|3 -> 0|4 -> 1|5 -> 4|6 -> 5| +execution time of: 4.8651e-04s: Index: 82 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 6|5 -> 2|6 -> 4| +execution time of: 4.8652e-04s: Index: 840 | Max_nodes: 62 | Active_nodes: 12 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +execution time of: 4.8653e-04s: Index: 1326 | Max_nodes: 65 | Active_nodes: 11 | 0 -> 1|1 -> 6|2 -> 0|3 -> 3|4 -> 2|5 -> 4|6 -> 5| +execution time of: 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-> 1|3 -> 4|4 -> 3|5 -> 6|6 -> 2| +execution time of: 4.8678e-04s: Index: 127 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 6|6 -> 5| +execution time of: 4.8680e-04s: Index: 2673 | Max_nodes: 56 | Active_nodes: 12 | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 6|6 -> 0| +execution time of: 4.8681e-04s: Index: 1325 | Max_nodes: 72 | Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 0|3 -> 2|4 -> 5|5 -> 4|6 -> 3| +execution time of: 4.8683e-04s: Index: 234 | Max_nodes: 56 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 6|3 -> 5|4 -> 1|5 -> 3|6 -> 4| +execution time of: 4.8683e-04s: Index: 162 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 3|3 -> 6|4 -> 1|5 -> 4|6 -> 5| +execution time of: 4.8686e-04s: Index: 1309 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 6|3 -> 3|4 -> 0|5 -> 4|6 -> 2| +execution time of: 4.8687e-04s: Index: 379 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 1|3 -> 6|4 -> 2|5 -> 5|6 -> 3| +execution time of: 4.8689e-04s: Index: 4815 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 6|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5|6 -> 1| +execution time of: 4.8693e-04s: Index: 4569 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5|6 -> 1| +execution time of: 4.8699e-04s: Index: 1423 | Max_nodes: 69 | Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 5|3 -> 2|4 -> 0|5 -> 4|6 -> 3| +execution time of: 4.8703e-04s: Index: 2741 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 3|1 -> 5|2 -> 6|3 -> 0|4 -> 4|5 -> 2|6 -> 1| +execution time of: 4.8704e-04s: Index: 823 | Max_nodes: 53 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 6|3 -> 3|4 -> 2|5 -> 5|6 -> 4| +execution time of: 4.8705e-04s: Index: 2640 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4|6 -> 6| +execution time of: 4.8706e-04s: Index: 447 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 6|6 -> 1| +execution time of: 4.8709e-04s: Index: 2865 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 3|1 -> 6|2 -> 5|3 -> 1|4 -> 2|5 -> 4|6 -> 0| +execution time of: 4.8714e-04s: Index: 3342 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 6|3 -> 1|4 -> 0|5 -> 2|6 -> 5| +execution time of: 4.8716e-04s: Index: 4969 | Max_nodes: 73 | Active_nodes: 11 | 0 -> 6|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4|6 -> 3| +execution time of: 4.8719e-04s: Index: 1737 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 6|6 -> 0| +execution time of: 4.8720e-04s: Index: 2581 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 6|6 -> 1| +execution time of: 4.8722e-04s: Index: 1490 | Max_nodes: 58 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3|6 -> 6| +execution time of: 4.8725e-04s: Index: 1869 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 2|1 -> 4|2 -> 3|3 -> 6|4 -> 1|5 -> 5|6 -> 0| +execution time of: 4.8731e-04s: Index: 138 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 1|3 -> 6|4 -> 3|5 -> 4|6 -> 5| +execution time of: 4.8733e-04s: Index: 4899 | Max_nodes: 70 | Active_nodes: 12 | 0 -> 6|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3|6 -> 1| +execution time of: 4.8735e-04s: Index: 562 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 6|5 -> 1|6 -> 3| +execution time of: 4.8737e-04s: Index: 4069 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 6|3 -> 2|4 -> 0|5 -> 4|6 -> 1| +execution time of: 4.8737e-04s: Index: 966 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5|6 -> 6| +execution time of: 4.8738e-04s: Index: 1227 | Max_nodes: 73 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 6|6 -> 3| +execution time of: 4.8739e-04s: Index: 1333 | Max_nodes: 72 | Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 0|3 -> 4|4 -> 2|5 -> 5|6 -> 3| +execution time of: 4.8744e-04s: Index: 1477 | Max_nodes: 57 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 6|6 -> 4| +execution time of: 4.8744e-04s: Index: 2171 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 6|5 -> 5|6 -> 2| 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10 | 0 -> 6|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3|6 -> 4| +execution time of: 4.8777e-04s: Index: 4921 | Max_nodes: 66 | Active_nodes: 11 | 0 -> 6|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4|6 -> 3| +execution time of: 4.8778e-04s: Index: 1851 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 6|6 -> 1| +execution time of: 4.8779e-04s: Index: 4032 | Max_nodes: 68 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2|6 -> 6| +execution time of: 4.8780e-04s: Index: 1357 | Max_nodes: 69 | Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 2|3 -> 4|4 -> 0|5 -> 5|6 -> 3| +execution time of: 4.8780e-04s: Index: 3738 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 5|1 -> 1|2 -> 0|3 -> 6|4 -> 2|5 -> 3|6 -> 4| +execution time of: 4.8782e-04s: Index: 4346 | Max_nodes: 57 | Active_nodes: 10 | 0 -> 6|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3|6 -> 5| +execution time of: 4.8783e-04s: Index: 4602 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3|6 -> 4| +execution time of: 4.8783e-04s: Index: 274 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 6|5 -> 1|6 -> 5| +execution time of: 4.8785e-04s: Index: 7 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 6|6 -> 5| +execution time of: 4.8786e-04s: Index: 2738 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 3|1 -> 5|2 -> 6|3 -> 0|4 -> 2|5 -> 1|6 -> 4| +execution time of: 4.8789e-04s: Index: 2179 | Max_nodes: 62 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 1|3 -> 6|4 -> 2|5 -> 5|6 -> 4| +execution time of: 4.8789e-04s: Index: 25 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 6|6 -> 5| +execution time of: 4.8790e-04s: Index: 260 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 1|3 -> 6|4 -> 4|5 -> 2|6 -> 5| +execution time of: 4.8790e-04s: Index: 1962 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 2|1 -> 5|2 -> 1|3 -> 6|4 -> 0|5 -> 3|6 -> 4| +execution time of: 4.8791e-04s: Index: 3864 | Max_nodes: 58 | Active_nodes: 11 | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4|6 -> 6| +execution time of: 4.8791e-04s: Index: 2809 | Max_nodes: 70 | Active_nodes: 12 | 0 -> 3|1 -> 6|2 -> 2|3 -> 0|4 -> 1|5 -> 5|6 -> 4| +execution time of: 4.8795e-04s: Index: 4002 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 1|3 -> 6|4 -> 0|5 -> 2|6 -> 4| +execution time of: 4.8798e-04s: Index: 1163 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 6|5 -> 3|6 -> 0| +execution time of: 4.8804e-04s: Index: 1306 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 6|3 -> 2|4 -> 4|5 -> 0|6 -> 3| +execution time of: 4.8806e-04s: Index: 2478 | Max_nodes: 68 | Active_nodes: 12 | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4|6 -> 6| +execution time of: 4.8807e-04s: Index: 1867 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 3|3 -> 6|4 -> 0|5 -> 5|6 -> 1| +execution time of: 4.8809e-04s: Index: 3293 | Max_nodes: 63 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 6|5 -> 5|6 -> 1| +execution time of: 4.8809e-04s: Index: 2744 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 3|1 -> 5|2 -> 6|3 -> 1|4 -> 2|5 -> 0|6 -> 4| +execution time of: 4.8809e-04s: Index: 3580 | Max_nodes: 68 | Active_nodes: 12 | 0 -> 4|1 -> 6|2 -> 5|3 -> 0|4 -> 3|5 -> 1|6 -> 2| +execution time of: 4.8814e-04s: Index: 246 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5|6 -> 6| +execution time of: 4.8818e-04s: Index: 3849 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 6|6 -> 1| +execution time of: 4.8819e-04s: Index: 3124 | Max_nodes: 61 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 6|5 -> 3|6 -> 5| +execution time of: 4.8824e-04s: Index: 3859 | Max_nodes: 75 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 0|3 -> 6|4 -> 1|5 -> 4|6 -> 3| +execution time of: 4.8828e-04s: Index: 490 | Max_nodes: 68 | Active_nodes: 12 | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 6|5 -> 2|6 -> 4| +execution time of: 4.8831e-04s: Index: 4335 | Max_nodes: 65 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5|6 -> 2| +execution time of: 4.8835e-04s: Index: 4350 | Max_nodes: 57 | Active_nodes: 10 | 0 -> 6|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4|6 -> 5| +execution time of: 4.8840e-04s: Index: 2216 | Max_nodes: 54 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1|6 -> 6| +execution time of: 4.8840e-04s: Index: 2300 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 0|3 -> 6|4 -> 4|5 -> 2|6 -> 5| +execution time of: 4.8841e-04s: Index: 2626 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 6|3 -> 1|4 -> 5|5 -> 0|6 -> 2| +execution time of: 4.8846e-04s: Index: 2415 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 6|6 -> 1| +execution time of: 4.8846e-04s: Index: 3099 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 6|3 -> 0|4 -> 3|5 -> 5|6 -> 2| +execution time of: 4.8847e-04s: Index: 2405 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 6|5 -> 5|6 -> 4| +execution time of: 4.8848e-04s: Index: 584 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 0|1 -> 5|2 -> 6|3 -> 2|4 -> 3|5 -> 1|6 -> 4| +execution time of: 4.8850e-04s: Index: 2467 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 4|3 -> 6|4 -> 0|5 -> 5|6 -> 1| +execution time of: 4.8851e-04s: Index: 1308 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 6|3 -> 3|4 -> 0|5 -> 2|6 -> 4| +execution time of: 4.8856e-04s: Index: 1493 | Max_nodes: 62 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 6|5 -> 5|6 -> 3| +execution time of: 4.8859e-04s: Index: 5017 | Max_nodes: 75 | Active_nodes: 11 | 0 -> 6|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 3|6 -> 2| +execution time of: 4.8862e-04s: Index: 128 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3|6 -> 6| +execution time of: 4.8865e-04s: Index: 141 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 1|3 -> 6|4 -> 4|5 -> 5|6 -> 3| +execution time of: 4.8867e-04s: Index: 4959 | Max_nodes: 61 | Active_nodes: 10 | 0 -> 6|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4|6 -> 0| 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10 | 0 -> 5|1 -> 6|2 -> 2|3 -> 0|4 -> 1|5 -> 3|6 -> 4| +execution time of: 4.8885e-04s: Index: 1971 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 6|6 -> 1| +execution time of: 4.8886e-04s: Index: 3798 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3|6 -> 6| +execution time of: 4.8886e-04s: Index: 2763 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 3|1 -> 6|2 -> 0|3 -> 1|4 -> 4|5 -> 5|6 -> 2| +execution time of: 4.8889e-04s: Index: 4333 | Max_nodes: 65 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5|6 -> 3| +execution time of: 4.8889e-04s: Index: 1230 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4|6 -> 6| +execution time of: 4.8895e-04s: Index: 3869 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 6|5 -> 4|6 -> 3| +execution time of: 4.8900e-04s: Index: 2208 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5|6 -> 6| +execution time of: 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-> 6|3 -> 0|4 -> 5|5 -> 2|6 -> 1| +execution time of: 4.8921e-04s: Index: 2053 | Max_nodes: 74 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 0|3 -> 4|4 -> 1|5 -> 5|6 -> 3| +execution time of: 4.8922e-04s: Index: 861 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 0|3 -> 6|4 -> 4|5 -> 5|6 -> 3| +execution time of: 4.8924e-04s: Index: 661 | Max_nodes: 65 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 3|3 -> 4|4 -> 1|5 -> 5|6 -> 2| +execution time of: 4.8929e-04s: Index: 1228 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 6|5 -> 3|6 -> 4| +execution time of: 4.8930e-04s: Index: 1285 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 6|6 -> 2| +execution time of: 4.8932e-04s: Index: 2242 | Max_nodes: 57 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 6|5 -> 1|6 -> 4| +execution time of: 4.8933e-04s: Index: 4296 | Max_nodes: 72 | Active_nodes: 11 | 0 -> 5|1 -> 6|2 -> 4|3 -> 0|4 -> 1|5 -> 2|6 -> 3| +execution time of: 4.8934e-04s: Index: 3845 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 6|5 -> 4|6 -> 3| +execution time of: 4.8935e-04s: Index: 2857 | Max_nodes: 77 | Active_nodes: 12 | 0 -> 3|1 -> 6|2 -> 5|3 -> 0|4 -> 1|5 -> 4|6 -> 2| +execution time of: 4.8939e-04s: Index: 819 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 6|3 -> 2|4 -> 4|5 -> 5|6 -> 3| +execution time of: 4.8946e-04s: Index: 4879 | Max_nodes: 77 | Active_nodes: 12 | 0 -> 6|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5|6 -> 2| +execution time of: 4.8947e-04s: Index: 4641 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 6|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5|6 -> 0| +execution time of: 4.8948e-04s: Index: 4837 | Max_nodes: 77 | Active_nodes: 12 | 0 -> 6|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5|6 -> 2| +execution time of: 4.8952e-04s: Index: 3778 | Max_nodes: 59 | Active_nodes: 13 | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 6|5 -> 0|6 -> 4| +execution time of: 4.8953e-04s: Index: 1187 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 6|3 -> 2|4 -> 5|5 -> 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Active_nodes: 12 | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 6|6 -> 2| +execution time of: 4.8971e-04s: Index: 3268 | Max_nodes: 59 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 6|5 -> 2|6 -> 5| +execution time of: 4.8974e-04s: Index: 4543 | Max_nodes: 70 | Active_nodes: 12 | 0 -> 6|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4|6 -> 3| +execution time of: 4.8978e-04s: Index: 2323 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 2|3 -> 6|4 -> 0|5 -> 5|6 -> 4| +execution time of: 4.8979e-04s: Index: 3648 | Max_nodes: 58 | Active_nodes: 10 | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4|6 -> 6| +execution time of: 4.8980e-04s: Index: 601 | Max_nodes: 66 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 1|3 -> 2|4 -> 3|5 -> 5|6 -> 4| +execution time of: 4.8981e-04s: Index: 414 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5|6 -> 6| +execution time of: 4.8983e-04s: Index: 3389 | Max_nodes: 60 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 6|5 -> 3|6 -> 2| 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13 | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 6|5 -> 0|6 -> 3| +execution time of: 4.9014e-04s: Index: 1006 | Max_nodes: 61 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 2|3 -> 6|4 -> 5|5 -> 0|6 -> 4| +execution time of: 4.9014e-04s: Index: 1471 | Max_nodes: 53 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 6|6 -> 5| +execution time of: 4.9014e-04s: Index: 3894 | Max_nodes: 67 | Active_nodes: 11 | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4|6 -> 6| +execution time of: 4.9017e-04s: Index: 4975 | Max_nodes: 73 | Active_nodes: 11 | 0 -> 6|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4|6 -> 3| +execution time of: 4.9018e-04s: Index: 99 | Max_nodes: 61 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 6|3 -> 2|4 -> 4|5 -> 5|6 -> 3| +execution time of: 4.9019e-04s: Index: 314 | Max_nodes: 65 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2|6 -> 6| +execution time of: 4.9023e-04s: Index: 2458 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 6|5 -> 0|6 -> 5| +execution time of: 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-> 4|3 -> 1|4 -> 3|5 -> 5|6 -> 2| +execution time of: 4.9046e-04s: Index: 511 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 6|6 -> 4| +execution time of: 4.9048e-04s: Index: 4759 | Max_nodes: 77 | Active_nodes: 12 | 0 -> 6|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5|6 -> 2| +execution time of: 4.9048e-04s: Index: 2298 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 0|3 -> 6|4 -> 2|5 -> 4|6 -> 5| +execution time of: 4.9049e-04s: Index: 1577 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 6|5 -> 4|6 -> 3| +execution time of: 4.9058e-04s: Index: 377 | Max_nodes: 70 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 6|5 -> 3|6 -> 2| +execution time of: 4.9059e-04s: Index: 4585 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5|6 -> 4| +execution time of: 4.9060e-04s: Index: 2362 | Max_nodes: 59 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 6|5 -> 0|6 -> 4| +execution time of: 4.9063e-04s: Index: 2045 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 0|3 -> 1|4 -> 5|5 -> 4|6 -> 3| +execution time of: 4.9065e-04s: Index: 4992 | Max_nodes: 69 | Active_nodes: 10 | 0 -> 6|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2|6 -> 4| +execution time of: 4.9067e-04s: Index: 3883 | Max_nodes: 75 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 1|3 -> 6|4 -> 0|5 -> 4|6 -> 3| +execution time of: 4.9069e-04s: Index: 2389 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 6|3 -> 4|4 -> 0|5 -> 5|6 -> 2| +execution time of: 4.9070e-04s: Index: 3198 | Max_nodes: 69 | Active_nodes: 12 | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3|6 -> 6| +execution time of: 4.9072e-04s: Index: 3031 | Max_nodes: 63 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 6|6 -> 5| +execution time of: 4.9075e-04s: Index: 986 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4|6 -> 6| +execution time of: 4.9077e-04s: Index: 3121 | Max_nodes: 58 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 6|6 -> 5| +execution time of: 4.9086e-04s: Index: 146 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4|6 -> 6| +execution time of: 4.9093e-04s: Index: 1375 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 3|3 -> 2|4 -> 0|5 -> 5|6 -> 4| +execution time of: 4.9101e-04s: Index: 1972 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 6|5 -> 1|6 -> 4| +execution time of: 4.9103e-04s: Index: 2311 | Max_nodes: 63 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 6|6 -> 5| +execution time of: 4.9103e-04s: Index: 4356 | Max_nodes: 58 | Active_nodes: 10 | 0 -> 6|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 3|6 -> 5| +execution time of: 4.9110e-04s: Index: 1690 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 6|5 -> 1|6 -> 5| +execution time of: 4.9112e-04s: Index: 3984 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4|6 -> 6| +execution time of: 4.9113e-04s: Index: 2530 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 6|5 -> 1|6 -> 5| +execution time of: 4.9114e-04s: Index: 1217 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 6|5 -> 3|6 -> 2| +execution time of: 4.9115e-04s: Index: 3753 | Max_nodes: 52 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 6|6 -> 0| +execution time of: 4.9116e-04s: Index: 730 | Max_nodes: 54 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 6|5 -> 3|6 -> 5| +execution time of: 4.9118e-04s: Index: 2078 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 2|1 -> 6|2 -> 1|3 -> 4|4 -> 3|5 -> 0|6 -> 5| +execution time of: 4.9121e-04s: Index: 2767 | Max_nodes: 70 | Active_nodes: 12 | 0 -> 3|1 -> 6|2 -> 0|3 -> 2|4 -> 1|5 -> 5|6 -> 4| +execution time of: 4.9125e-04s: Index: 990 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5|6 -> 6| +execution time of: 4.9129e-04s: Index: 541 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 6|6 -> 2| +execution 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-> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 6|6 -> 3| +execution time of: 4.9155e-04s: Index: 364 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 6|5 -> 3|6 -> 5| +execution time of: 4.9158e-04s: Index: 1754 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1|6 -> 6| +execution time of: 4.9159e-04s: Index: 2295 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 6|6 -> 2| +execution time of: 4.9159e-04s: Index: 679 | Max_nodes: 67 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 4|3 -> 2|4 -> 1|5 -> 5|6 -> 3| +execution time of: 4.9161e-04s: Index: 4846 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 6|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0|6 -> 2| +execution time of: 4.9161e-04s: Index: 2044 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 0|3 -> 1|4 -> 5|5 -> 3|6 -> 4| +execution time of: 4.9163e-04s: Index: 4116 | Max_nodes: 67 | Active_nodes: 10 | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2|6 -> 6| +execution time of: 4.9165e-04s: Index: 4041 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 6|6 -> 0| +execution time of: 4.9166e-04s: Index: 3266 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 2|6 -> 6| +execution time of: 4.9168e-04s: Index: 2169 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 6|6 -> 2| +execution time of: 4.9169e-04s: Index: 4092 | Max_nodes: 67 | Active_nodes: 10 | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 2|6 -> 6| +execution time of: 4.9171e-04s: Index: 851 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 6|5 -> 5|6 -> 3| +execution time of: 4.9173e-04s: Index: 1110 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5|6 -> 6| +execution time of: 4.9173e-04s: Index: 4827 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 6|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 5|6 -> 2| +execution time of: 4.9174e-04s: Index: 701 | Max_nodes: 69 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 5|3 -> 1|4 -> 4|5 -> 3|6 -> 2| +execution time of: 4.9175e-04s: Index: 2858 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 3|1 -> 6|2 -> 5|3 -> 0|4 -> 2|5 -> 1|6 -> 4| +execution time of: 4.9175e-04s: Index: 4402 | Max_nodes: 58 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1|6 -> 3| +execution time of: 4.9180e-04s: Index: 4809 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 6|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5|6 -> 1| +execution time of: 4.9183e-04s: Index: 307 | Max_nodes: 62 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 4|3 -> 6|4 -> 1|5 -> 5|6 -> 2| +execution time of: 4.9184e-04s: Index: 2957 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 6|5 -> 3|6 -> 2| +execution time of: 4.9185e-04s: Index: 3577 | Max_nodes: 76 | Active_nodes: 12 | 0 -> 4|1 -> 6|2 -> 5|3 -> 0|4 -> 1|5 -> 3|6 -> 2| +execution time of: 4.9188e-04s: Index: 1580 | Max_nodes: 65 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 0|3 -> 6|4 -> 4|5 -> 3|6 -> 5| +execution time of: 4.9196e-04s: Index: 4462 | Max_nodes: 70 | Active_nodes: 12 | 0 -> 6|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2|6 -> 3| +execution time of: 4.9198e-04s: Index: 736 | Max_nodes: 56 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 6|5 -> 3|6 -> 4| +execution time of: 4.9205e-04s: Index: 292 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 6|5 -> 2|6 -> 5| +execution time of: 4.9206e-04s: Index: 3402 | Max_nodes: 74 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 1|3 -> 6|4 -> 0|5 -> 2|6 -> 3| +execution time of: 4.9206e-04s: Index: 1087 | Max_nodes: 65 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 6|6 -> 5| +execution time of: 4.9207e-04s: Index: 1970 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1|6 -> 6| +execution time of: 4.9213e-04s: Index: 2047 | Max_nodes: 70 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 0|3 -> 3|4 -> 1|5 -> 5|6 -> 4| +execution time of: 4.9215e-04s: Index: 1689 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 6|6 -> 1| 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13 | 0 -> 3|1 -> 1|2 -> 6|3 -> 2|4 -> 5|5 -> 0|6 -> 4| +execution time of: 4.9250e-04s: Index: 4589 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4|6 -> 3| +execution time of: 4.9255e-04s: Index: 1762 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 6|5 -> 0|6 -> 4| +execution time of: 4.9255e-04s: Index: 338 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 6|3 -> 1|4 -> 4|5 -> 2|6 -> 5| +execution time of: 4.9261e-04s: Index: 2024 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 2|1 -> 5|2 -> 6|3 -> 1|4 -> 3|5 -> 0|6 -> 4| +execution time of: 4.9268e-04s: Index: 37 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 6|6 -> 4| +execution time of: 4.9271e-04s: Index: 970 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 6|5 -> 2|6 -> 5| +execution time of: 4.9274e-04s: Index: 4597 | Max_nodes: 74 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5|6 -> 3| +execution time of: 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-> 2|3 -> 0|4 -> 3|5 -> 4|6 -> 6| +execution time of: 4.9291e-04s: Index: 964 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 6|5 -> 4|6 -> 5| +execution time of: 4.9292e-04s: Index: 370 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 6|5 -> 2|6 -> 5| +execution time of: 4.9293e-04s: Index: 55 | Max_nodes: 53 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 6|6 -> 5| +execution time of: 4.9296e-04s: Index: 250 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 6|5 -> 2|6 -> 5| +execution time of: 4.9298e-04s: Index: 4727 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 6|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2|6 -> 0| +execution time of: 4.9298e-04s: Index: 1688 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1|6 -> 6| +execution time of: 4.9299e-04s: Index: 3259 | Max_nodes: 78 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 0|3 -> 6|4 -> 1|5 -> 5|6 -> 2| +execution time of: 4.9299e-04s: Index: 3607 | Max_nodes: 62 | Active_nodes: 12 | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 6|6 -> 4| +execution time of: 4.9299e-04s: Index: 1125 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 2|3 -> 6|4 -> 3|5 -> 5|6 -> 0| +execution time of: 4.9304e-04s: Index: 3964 | Max_nodes: 61 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 6|5 -> 2|6 -> 4| +execution time of: 4.9304e-04s: Index: 1349 | Max_nodes: 72 | Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 2|3 -> 0|4 -> 5|5 -> 4|6 -> 3| +execution time of: 4.9305e-04s: Index: 846 | Max_nodes: 62 | Active_nodes: 12 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5|6 -> 6| +execution time of: 4.9312e-04s: Index: 2077 | Max_nodes: 74 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 1|3 -> 4|4 -> 0|5 -> 5|6 -> 3| +execution time of: 4.9312e-04s: Index: 2453 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 6|5 -> 5|6 -> 1| +execution time of: 4.9313e-04s: Index: 996 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4|6 -> 6| +execution time of: 4.9315e-04s: Index: 1394 | Max_nodes: 66 | Active_nodes: 11 | 0 -> 1|1 -> 6|2 -> 4|3 -> 0|4 -> 3|5 -> 2|6 -> 5| +execution time of: 4.9315e-04s: Index: 4085 | Max_nodes: 60 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 6|5 -> 3|6 -> 2| +execution time of: 4.9318e-04s: Index: 27 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 6|6 -> 4| +execution time of: 4.9319e-04s: Index: 49 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 6|6 -> 5| +execution time of: 4.9323e-04s: Index: 3944 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 6|3 -> 1|4 -> 3|5 -> 0|6 -> 4| +execution time of: 4.9325e-04s: Index: 3172 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 6|5 -> 1|6 -> 5| +execution time of: 4.9325e-04s: Index: 3363 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 6|6 -> 2| +execution time of: 4.9328e-04s: Index: 1038 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 4|6 -> 6| +execution time of: 4.9329e-04s: Index: 2520 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5|6 -> 6| +execution time of: 4.9336e-04s: Index: 799 | Max_nodes: 53 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 6|6 -> 4| +execution time of: 4.9337e-04s: Index: 1621 | Max_nodes: 63 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 6|6 -> 3| +execution time of: 4.9337e-04s: Index: 2114 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 2|1 -> 6|2 -> 4|3 -> 0|4 -> 3|5 -> 1|6 -> 5| +execution time of: 4.9341e-04s: Index: 1102 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 0|3 -> 6|4 -> 5|5 -> 2|6 -> 3| +execution time of: 4.9342e-04s: Index: 4926 | Max_nodes: 69 | Active_nodes: 10 | 0 -> 6|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3|6 -> 4| +execution time of: 4.9343e-04s: Index: 655 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 3|3 -> 2|4 -> 1|5 -> 5|6 -> 4| 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11 | 0 -> 6|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5|6 -> 0| +execution time of: 4.9362e-04s: Index: 2958 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 3|6 -> 6| +execution time of: 4.9362e-04s: Index: 135 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 6|6 -> 3| +execution time of: 4.9367e-04s: Index: 3821 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 5|1 -> 1|2 -> 6|3 -> 0|4 -> 4|5 -> 3|6 -> 2| +execution time of: 4.9372e-04s: Index: 989 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 6|5 -> 5|6 -> 4| +execution time of: 4.9377e-04s: Index: 3146 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 3|6 -> 6| +execution time of: 4.9382e-04s: Index: 2080 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 1|3 -> 4|4 -> 5|5 -> 0|6 -> 3| +execution time of: 4.9382e-04s: Index: 3163 | Max_nodes: 75 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 1|3 -> 6|4 -> 0|5 -> 5|6 -> 3| +execution time of: 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-> 2|3 -> 1|4 -> 4|5 -> 6|6 -> 5| +execution time of: 4.9399e-04s: Index: 4012 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 6|5 -> 1|6 -> 4| +execution time of: 4.9403e-04s: Index: 2618 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 6|3 -> 0|4 -> 2|5 -> 1|6 -> 5| +execution time of: 4.9408e-04s: Index: 2551 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 6|6 -> 5| +execution time of: 4.9408e-04s: Index: 2521 | Max_nodes: 60 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 6|6 -> 5| +execution time of: 4.9412e-04s: Index: 2621 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 6|3 -> 0|4 -> 5|5 -> 2|6 -> 1| +execution time of: 4.9414e-04s: Index: 772 | Max_nodes: 54 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 6|5 -> 3|6 -> 5| +execution time of: 4.9415e-04s: Index: 253 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 6|6 -> 4| +execution time of: 4.9430e-04s: Index: 293 | Max_nodes: 70 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 6|5 -> 5|6 -> 2| +execution time of: 4.9430e-04s: Index: 2140 | Max_nodes: 68 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 5|3 -> 0|4 -> 4|5 -> 1|6 -> 3| +execution time of: 4.9432e-04s: Index: 2633 | Max_nodes: 53 | Active_nodes: 12 | 0 -> 3|1 -> 4|2 -> 6|3 -> 2|4 -> 5|5 -> 1|6 -> 0| +execution time of: 4.9432e-04s: Index: 2308 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 6|5 -> 4|6 -> 5| +execution time of: 4.9438e-04s: Index: 672 | Max_nodes: 64 | Active_nodes: 10 | 0 -> 0|1 -> 6|2 -> 4|3 -> 1|4 -> 2|5 -> 3|6 -> 5| +execution time of: 4.9439e-04s: Index: 241 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 6|6 -> 5| +execution time of: 4.9440e-04s: Index: 1092 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3|6 -> 6| +execution time of: 4.9440e-04s: Index: 3915 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 6|6 -> 1| +execution time of: 4.9441e-04s: Index: 3873 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 6|6 -> 0| +execution time of: 4.9442e-04s: Index: 3406 | Max_nodes: 65 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 1|3 -> 6|4 -> 3|5 -> 0|6 -> 2| +execution time of: 4.9446e-04s: Index: 205 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 6|6 -> 3| +execution time of: 4.9453e-04s: Index: 465 | Max_nodes: 66 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 6|3 -> 2|4 -> 3|5 -> 5|6 -> 1| +execution time of: 4.9457e-04s: Index: 3762 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 5|1 -> 1|2 -> 2|3 -> 6|4 -> 0|5 -> 3|6 -> 4| +execution time of: 4.9459e-04s: Index: 2094 | Max_nodes: 67 | Active_nodes: 11 | 0 -> 2|1 -> 6|2 -> 3|3 -> 1|4 -> 0|5 -> 4|6 -> 5| +execution time of: 4.9460e-04s: Index: 340 | Max_nodes: 68 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 6|3 -> 1|4 -> 5|5 -> 2|6 -> 4| +execution time of: 4.9465e-04s: Index: 1697 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 6|5 -> 4|6 -> 1| +execution time of: 4.9466e-04s: Index: 4839 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 6|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5|6 -> 0| +execution time of: 4.9466e-04s: Index: 2592 | Max_nodes: 69 | Active_nodes: 12 | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2|6 -> 6| +execution time of: 4.9466e-04s: Index: 2382 | Max_nodes: 65 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 6|3 -> 2|4 -> 0|5 -> 4|6 -> 5| +execution time of: 4.9467e-04s: Index: 2837 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 3|1 -> 6|2 -> 4|3 -> 0|4 -> 5|5 -> 2|6 -> 1| +execution time of: 4.9468e-04s: Index: 4326 | Max_nodes: 58 | Active_nodes: 10 | 0 -> 6|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 4|6 -> 5| +execution time of: 4.9468e-04s: Index: 3344 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 6|3 -> 1|4 -> 2|5 -> 0|6 -> 5| +execution time of: 4.9472e-04s: Index: 136 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 6|5 -> 3|6 -> 4| 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13 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 6|5 -> 5|6 -> 3| +execution time of: 4.9493e-04s: Index: 139 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 1|3 -> 6|4 -> 3|5 -> 5|6 -> 4| +execution time of: 4.9493e-04s: Index: 3255 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 6|6 -> 1| +execution time of: 4.9494e-04s: Index: 1185 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 6|3 -> 2|4 -> 3|5 -> 5|6 -> 0| +execution time of: 4.9500e-04s: Index: 3739 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 5|1 -> 1|2 -> 0|3 -> 6|4 -> 2|5 -> 4|6 -> 3| +execution time of: 4.9513e-04s: Index: 403 | Max_nodes: 68 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 2|3 -> 6|4 -> 1|5 -> 5|6 -> 3| +execution time of: 4.9515e-04s: Index: 1681 | Max_nodes: 60 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 6|6 -> 5| +execution time of: 4.9520e-04s: Index: 3102 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 6|3 -> 2|4 -> 0|5 -> 3|6 -> 5| +execution time of: 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-> 4|3 -> 2|4 -> 1|5 -> 6|6 -> 3| +execution time of: 4.9551e-04s: Index: 2545 | Max_nodes: 60 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 6|6 -> 5| +execution time of: 4.9555e-04s: Index: 4833 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 6|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5|6 -> 0| +execution time of: 4.9555e-04s: Index: 4927 | Max_nodes: 73 | Active_nodes: 11 | 0 -> 6|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4|6 -> 3| +execution time of: 4.9558e-04s: Index: 988 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 6|5 -> 4|6 -> 5| +execution time of: 4.9561e-04s: Index: 4183 | Max_nodes: 77 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 6|3 -> 1|4 -> 0|5 -> 3|6 -> 2| +execution time of: 4.9563e-04s: Index: 1957 | Max_nodes: 75 | Active_nodes: 13 | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 6|6 -> 3| +execution time of: 4.9564e-04s: Index: 816 | Max_nodes: 53 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 6|3 -> 2|4 -> 3|5 -> 4|6 -> 5| +execution time of: 4.9566e-04s: Index: 2173 | Max_nodes: 62 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 6|6 -> 4| +execution time of: 4.9567e-04s: Index: 1119 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 6|6 -> 0| +execution time of: 4.9578e-04s: Index: 1852 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 6|5 -> 1|6 -> 5| +execution time of: 4.9581e-04s: Index: 1186 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 6|3 -> 2|4 -> 5|5 -> 0|6 -> 3| +execution time of: 4.9581e-04s: Index: 4138 | Max_nodes: 59 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 6|5 -> 0|6 -> 3| +execution time of: 4.9586e-04s: Index: 3085 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 6|6 -> 2| +execution time of: 4.9590e-04s: Index: 882 | Max_nodes: 60 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 3|3 -> 6|4 -> 0|5 -> 4|6 -> 5| +execution time of: 4.9594e-04s: Index: 3925 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 6|6 -> 1| +execution time of: 4.9594e-04s: Index: 2616 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 6|3 -> 0|4 -> 1|5 -> 2|6 -> 5| +execution time of: 4.9600e-04s: Index: 1642 | Max_nodes: 56 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 6|5 -> 0|6 -> 4| +execution time of: 4.9600e-04s: Index: 4181 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 6|3 -> 0|4 -> 3|5 -> 2|6 -> 1| +execution time of: 4.9602e-04s: Index: 651 | Max_nodes: 71 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 3|3 -> 1|4 -> 4|5 -> 5|6 -> 2| +execution time of: 4.9603e-04s: Index: 507 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 6|6 -> 3| +execution time of: 4.9608e-04s: Index: 2214 | Max_nodes: 56 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 5|6 -> 6| +execution time of: 4.9617e-04s: Index: 2505 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 3|1 -> 2|2 -> 6|3 -> 1|4 -> 4|5 -> 5|6 -> 0| +execution time of: 4.9628e-04s: Index: 3881 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 6|5 -> 3|6 -> 0| +execution time of: 4.9628e-04s: Index: 3822 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 5|1 -> 1|2 -> 6|3 -> 2|4 -> 0|5 -> 3|6 -> 4| +execution time of: 4.9634e-04s: Index: 4468 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 6|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 3|6 -> 4| +execution time of: 4.9634e-04s: Index: 2040 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 2|1 -> 6|2 -> 0|3 -> 1|4 -> 3|5 -> 4|6 -> 5| +execution time of: 4.9635e-04s: Index: 3369 | Max_nodes: 65 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 6|6 -> 1| +execution time of: 4.9641e-04s: Index: 3892 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 6|5 -> 1|6 -> 4| +execution time of: 4.9645e-04s: Index: 4711 | Max_nodes: 70 | Active_nodes: 12 | 0 -> 6|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5|6 -> 4| +execution time of: 4.9654e-04s: Index: 2574 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5|6 -> 6| 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| 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 6|6 -> 4| +execution time of: 4.9675e-04s: Index: 1765 | Max_nodes: 63 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 6|6 -> 1| +execution time of: 4.9680e-04s: Index: 4807 | Max_nodes: 74 | Active_nodes: 12 | 0 -> 6|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5|6 -> 3| +execution time of: 4.9681e-04s: Index: 3495 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 4|1 -> 6|2 -> 0|3 -> 3|4 -> 2|5 -> 5|6 -> 1| +execution time of: 4.9683e-04s: Index: 4457 | Max_nodes: 70 | Active_nodes: 12 | 0 -> 6|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3|6 -> 2| +execution time of: 4.9685e-04s: Index: 187 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 4|3 -> 6|4 -> 1|5 -> 5|6 -> 3| +execution time of: 4.9685e-04s: Index: 4167 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 6|6 -> 0| +execution time of: 4.9689e-04s: Index: 3487 | Max_nodes: 74 | Active_nodes: 12 | 0 -> 4|1 -> 6|2 -> 0|3 -> 2|4 -> 1|5 -> 5|6 -> 3| +execution time of: 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-> 6|3 -> 3|4 -> 0|5 -> 5|6 -> 1| +execution time of: 4.9723e-04s: Index: 4339 | Max_nodes: 65 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4|6 -> 3| +execution time of: 4.9725e-04s: Index: 4573 | Max_nodes: 74 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5|6 -> 3| +execution time of: 4.9730e-04s: Index: 617 | Max_nodes: 69 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 1|3 -> 4|4 -> 5|5 -> 3|6 -> 2| +execution time of: 4.9730e-04s: Index: 1850 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1|6 -> 6| +execution time of: 4.9736e-04s: Index: 441 | Max_nodes: 66 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 6|6 -> 1| +execution time of: 4.9748e-04s: Index: 437 | Max_nodes: 70 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 6|5 -> 3|6 -> 2| +execution time of: 4.9748e-04s: Index: 1237 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 6|6 -> 3| +execution time of: 4.9751e-04s: Index: 648 | Max_nodes: 63 | Active_nodes: 10 | 0 -> 0|1 -> 6|2 -> 3|3 -> 1|4 -> 2|5 -> 4|6 -> 5| +execution time of: 4.9755e-04s: Index: 501 | Max_nodes: 72 | Active_nodes: 12 | 0 -> 0|1 -> 5|2 -> 1|3 -> 6|4 -> 3|5 -> 4|6 -> 2| +execution time of: 4.9755e-04s: Index: 445 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 6|6 -> 2| +execution time of: 4.9757e-04s: Index: 4517 | Max_nodes: 70 | Active_nodes: 12 | 0 -> 6|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3|6 -> 2| +execution time of: 4.9760e-04s: Index: 2538 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 0|3 -> 6|4 -> 1|5 -> 2|6 -> 5| +execution time of: 4.9762e-04s: Index: 4021 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 6|6 -> 1| +execution time of: 4.9766e-04s: Index: 1571 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 6|5 -> 5|6 -> 3| +execution time of: 4.9769e-04s: Index: 1763 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 6|5 -> 4|6 -> 0| +execution time of: 4.9771e-04s: Index: 4662 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3|6 -> 4| +execution time of: 4.9773e-04s: Index: 3874 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 6|5 -> 0|6 -> 4| +execution time of: 4.9775e-04s: Index: 3579 | Max_nodes: 70 | Active_nodes: 12 | 0 -> 4|1 -> 6|2 -> 5|3 -> 0|4 -> 2|5 -> 3|6 -> 1| +execution time of: 4.9777e-04s: Index: 4351 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5|6 -> 4| +execution time of: 4.9780e-04s: Index: 2056 | Max_nodes: 68 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 0|3 -> 4|4 -> 5|5 -> 1|6 -> 3| +execution time of: 4.9782e-04s: Index: 4579 | Max_nodes: 74 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4|6 -> 3| +execution time of: 4.9787e-04s: Index: 1371 | Max_nodes: 73 | Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 3|3 -> 0|4 -> 4|5 -> 5|6 -> 2| +execution time of: 4.9788e-04s: Index: 1583 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 0|3 -> 6|4 -> 5|5 -> 4|6 -> 3| +execution time of: 4.9788e-04s: Index: 79 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 6|6 -> 4| +execution time of: 4.9793e-04s: Index: 3749 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 6|5 -> 4|6 -> 3| +execution time of: 4.9797e-04s: Index: 13 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 6|6 -> 4| +execution time of: 4.9799e-04s: Index: 4018 | Max_nodes: 60 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 6|5 -> 0|6 -> 4| +execution time of: 4.9803e-04s: Index: 1223 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 0|3 -> 6|4 -> 4|5 -> 3|6 -> 2| +execution time of: 4.9812e-04s: Index: 2667 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 6|6 -> 2| +execution time of: 4.9815e-04s: Index: 3697 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 5|1 -> 0|2 -> 6|3 -> 1|4 -> 2|5 -> 4|6 -> 3| +execution 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2|1 -> 4|2 -> 5|3 -> 1|4 -> 6|5 -> 0|6 -> 3| +execution time of: 4.9828e-04s: Index: 98 | Max_nodes: 58 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 6|3 -> 2|4 -> 4|5 -> 3|6 -> 5| +execution time of: 4.9829e-04s: Index: 2649 | Max_nodes: 65 | Active_nodes: 13 | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 6|6 -> 1| +execution time of: 4.9834e-04s: Index: 4063 | Max_nodes: 78 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 6|3 -> 1|4 -> 0|5 -> 4|6 -> 2| +execution time of: 4.9849e-04s: Index: 2979 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 6|3 -> 1|4 -> 3|5 -> 5|6 -> 2| +execution time of: 4.9852e-04s: Index: 621 | Max_nodes: 71 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 1|3 -> 5|4 -> 3|5 -> 4|6 -> 2| +execution time of: 4.9864e-04s: Index: 1878 | Max_nodes: 69 | Active_nodes: 12 | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3|6 -> 6| +execution time of: 4.9866e-04s: Index: 5016 | Max_nodes: 72 | Active_nodes: 11 | 0 -> 6|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2|6 -> 3| +execution time of: 4.9866e-04s: Index: 1335 | Max_nodes: 73 | Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 0|3 -> 4|4 -> 3|5 -> 5|6 -> 2| +execution time of: 4.9867e-04s: Index: 4783 | Max_nodes: 77 | Active_nodes: 12 | 0 -> 6|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4|6 -> 2| +execution time of: 4.9868e-04s: Index: 2256 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 6|3 -> 1|4 -> 2|5 -> 4|6 -> 5| +execution time of: 4.9873e-04s: Index: 2739 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 3|1 -> 5|2 -> 6|3 -> 0|4 -> 2|5 -> 4|6 -> 1| +execution time of: 4.9875e-04s: Index: 1491 | Max_nodes: 62 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 6|6 -> 3| +execution time of: 4.9878e-04s: Index: 3979 | Max_nodes: 78 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 0|3 -> 6|4 -> 1|5 -> 4|6 -> 2| +execution time of: 4.9879e-04s: Index: 2363 | Max_nodes: 52 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 6|5 -> 4|6 -> 0| +execution time of: 4.9883e-04s: Index: 2746 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 3|1 -> 5|2 -> 6|3 -> 1|4 -> 4|5 -> 0|6 -> 2| +execution time of: 4.9887e-04s: Index: 4725 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 6|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4|6 -> 0| +execution time of: 4.9888e-04s: Index: 244 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 6|5 -> 4|6 -> 5| +execution time of: 4.9888e-04s: Index: 434 | Max_nodes: 65 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2|6 -> 6| +execution time of: 4.9891e-04s: Index: 1065 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 6|3 -> 2|4 -> 4|5 -> 5|6 -> 0| +execution time of: 4.9892e-04s: Index: 877 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 6|6 -> 4| +execution time of: 4.9894e-04s: Index: 3850 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 6|5 -> 1|6 -> 4| +execution time of: 4.9894e-04s: Index: 1758 | Max_nodes: 68 | Active_nodes: 12 | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4|6 -> 6| +execution time of: 4.9905e-04s: Index: 3947 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 5|1 -> 2|2 -> 6|3 -> 1|4 -> 4|5 -> 3|6 -> 0| +execution time of: 4.9908e-04s: Index: 322 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 6|5 -> 1|6 -> 4| +execution time of: 4.9908e-04s: Index: 979 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 0|3 -> 6|4 -> 2|5 -> 5|6 -> 4| +execution time of: 4.9911e-04s: Index: 4572 | Max_nodes: 68 | Active_nodes: 11 | 0 -> 6|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3|6 -> 5| +execution time of: 4.9913e-04s: Index: 483 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 6|6 -> 3| +execution time of: 4.9915e-04s: Index: 3027 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 6|6 -> 3| +execution time of: 4.9917e-04s: Index: 1701 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 0|3 -> 6|4 -> 4|5 -> 5|6 -> 1| +execution time of: 4.9918e-04s: Index: 1162 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 6|5 -> 0|6 -> 3| +execution time of: 4.9918e-04s: Index: 850 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 6|5 -> 3|6 -> 5| +execution time of: 4.9922e-04s: Index: 4563 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5|6 -> 3| +execution time of: 4.9922e-04s: Index: 4885 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 6|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5|6 -> 1| +execution time of: 4.9924e-04s: Index: 1222 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 0|3 -> 6|4 -> 4|5 -> 2|6 -> 3| +execution time of: 4.9926e-04s: Index: 623 | Max_nodes: 69 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 1|3 -> 5|4 -> 4|5 -> 3|6 -> 2| +execution time of: 4.9926e-04s: Index: 4692 | Max_nodes: 68 | Active_nodes: 11 | 0 -> 6|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2|6 -> 5| +execution time of: 4.9927e-04s: Index: 1904 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 6|3 -> 1|4 -> 3|5 -> 0|6 -> 5| +execution time of: 4.9929e-04s: Index: 3583 | Max_nodes: 76 | Active_nodes: 12 | 0 -> 4|1 -> 6|2 -> 5|3 -> 1|4 -> 0|5 -> 3|6 -> 2| +execution time of: 4.9929e-04s: Index: 3529 | Max_nodes: 74 | Active_nodes: 12 | 0 -> 4|1 -> 6|2 -> 2|3 -> 0|4 -> 1|5 -> 5|6 -> 3| +execution time of: 4.9931e-04s: Index: 3076 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 6|5 -> 2|6 -> 3| +execution time of: 4.9932e-04s: Index: 3226 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 6|3 -> 1|4 -> 5|5 -> 0|6 -> 3| +execution time of: 4.9936e-04s: Index: 4449 | Max_nodes: 69 | Active_nodes: 12 | 0 -> 6|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5|6 -> 2| +execution time of: 4.9937e-04s: Index: 3249 | Max_nodes: 63 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 6|6 -> 1| +execution time of: 4.9937e-04s: Index: 4113 | Max_nodes: 56 | Active_nodes: 12 | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 6|6 -> 0| +execution time of: 4.9937e-04s: Index: 1083 | Max_nodes: 73 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 6|6 -> 3| 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13 | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 6|5 -> 1|6 -> 2| +execution time of: 4.9976e-04s: Index: 2427 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 6|6 -> 4| +execution time of: 4.9976e-04s: Index: 2683 | Max_nodes: 78 | Active_nodes: 13 | 0 -> 3|1 -> 5|2 -> 1|3 -> 6|4 -> 0|5 -> 4|6 -> 2| +execution time of: 4.9976e-04s: Index: 497 | Max_nodes: 70 | Active_nodes: 12 | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 6|5 -> 3|6 -> 2| +execution time of: 4.9983e-04s: Index: 2443 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 1|3 -> 6|4 -> 0|5 -> 5|6 -> 4| +execution time of: 4.9985e-04s: Index: 3301 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 6|6 -> 1| +execution time of: 4.9992e-04s: Index: 4165 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 6|6 -> 1| +execution time of: 4.9995e-04s: Index: 793 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 6|6 -> 4| +execution time of: 4.9996e-04s: Index: 987 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 6|6 -> 4| +execution time of: 4.9999e-04s: Index: 2976 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 6|3 -> 1|4 -> 2|5 -> 3|6 -> 5| +execution time of: 5.0000e-04s: Index: 2026 | Max_nodes: 65 | Active_nodes: 13 | 0 -> 2|1 -> 5|2 -> 6|3 -> 1|4 -> 4|5 -> 0|6 -> 3| +execution time of: 5.0001e-04s: Index: 3394 | Max_nodes: 59 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 6|5 -> 0|6 -> 3| +execution time of: 5.0004e-04s: Index: 3675 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 6|6 -> 2| +execution time of: 5.0008e-04s: Index: 3028 | Max_nodes: 65 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 6|5 -> 3|6 -> 5| +execution time of: 5.0011e-04s: Index: 4707 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 6|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5|6 -> 2| +execution time of: 5.0012e-04s: Index: 4723 | Max_nodes: 77 | Active_nodes: 12 | 0 -> 6|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4|6 -> 2| +execution time of: 5.0012e-04s: Index: 3435 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 6|6 -> 1| +execution time of: 5.0014e-04s: Index: 1089 | Max_nodes: 74 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 6|6 -> 2| +execution time of: 5.0015e-04s: Index: 4933 | Max_nodes: 76 | Active_nodes: 11 | 0 -> 6|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4|6 -> 2| +execution time of: 5.0016e-04s: Index: 1739 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 6|5 -> 5|6 -> 0| +execution time of: 5.0017e-04s: Index: 4831 | Max_nodes: 74 | Active_nodes: 12 | 0 -> 6|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5|6 -> 3| +execution time of: 5.0021e-04s: Index: 3192 | Max_nodes: 69 | Active_nodes: 12 | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3|6 -> 6| +execution time of: 5.0023e-04s: Index: 2475 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 6|6 -> 1| +execution time of: 5.0026e-04s: Index: 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3|5 -> 5|6 -> 6| +execution time of: 5.0052e-04s: Index: 171 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 6|6 -> 3| +execution time of: 5.0054e-04s: Index: 4851 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 6|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5|6 -> 1| +execution time of: 5.0056e-04s: Index: 535 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 6|6 -> 4| +execution time of: 5.0059e-04s: Index: 4206 | Max_nodes: 69 | Active_nodes: 10 | 0 -> 5|1 -> 6|2 -> 0|3 -> 2|4 -> 1|5 -> 3|6 -> 4| +execution time of: 5.0064e-04s: Index: 3077 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 6|5 -> 3|6 -> 2| +execution time of: 5.0064e-04s: Index: 1470 | Max_nodes: 52 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5|6 -> 6| +execution time of: 5.0065e-04s: Index: 4753 | Max_nodes: 77 | Active_nodes: 12 | 0 -> 6|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5|6 -> 2| +execution time of: 5.0072e-04s: Index: 408 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5|6 -> 6| +execution time of: 5.0072e-04s: Index: 495 | Max_nodes: 72 | Active_nodes: 12 | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 6|6 -> 2| +execution time of: 5.0075e-04s: Index: 4446 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 6|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4|6 -> 5| +execution time of: 5.0077e-04s: Index: 893 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 6|5 -> 5|6 -> 3| +execution time of: 5.0078e-04s: Index: 1686 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5|6 -> 6| +execution time of: 5.0083e-04s: Index: 1512 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4|6 -> 6| +execution time of: 5.0089e-04s: Index: 1003 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 2|3 -> 6|4 -> 0|5 -> 5|6 -> 4| +execution time of: 5.0091e-04s: Index: 3015 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 6|6 -> 2| 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12 | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 6|6 -> 0| +execution time of: 5.0125e-04s: Index: 267 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 6|6 -> 4| +execution time of: 5.0129e-04s: Index: 3264 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5|6 -> 6| +execution time of: 5.0132e-04s: Index: 3966 | Max_nodes: 67 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4|6 -> 6| +execution time of: 5.0135e-04s: Index: 2412 | Max_nodes: 68 | Active_nodes: 12 | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4|6 -> 6| +execution time of: 5.0139e-04s: Index: 3940 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 6|3 -> 0|4 -> 4|5 -> 1|6 -> 3| +execution time of: 5.0142e-04s: Index: 1978 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 6|5 -> 0|6 -> 4| +execution time of: 5.0146e-04s: Index: 1707 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 6|6 -> 4| +execution time of: 5.0148e-04s: Index: 3296 | Max_nodes: 57 | Active_nodes: 12 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0|6 -> 6| +execution time of: 5.0164e-04s: Index: 4327 | Max_nodes: 61 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5|6 -> 4| +execution time of: 5.0166e-04s: Index: 1337 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 0|3 -> 4|4 -> 5|5 -> 3|6 -> 2| +execution time of: 5.0168e-04s: Index: 3201 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 6|6 -> 0| +execution time of: 5.0169e-04s: Index: 4588 | Max_nodes: 62 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 3|6 -> 4| +execution time of: 5.0170e-04s: Index: 1188 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 6|3 -> 3|4 -> 0|5 -> 2|6 -> 5| +execution time of: 5.0172e-04s: Index: 3938 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 6|3 -> 0|4 -> 3|5 -> 1|6 -> 4| +execution time of: 5.0173e-04s: Index: 4968 | Max_nodes: 69 | Active_nodes: 10 | 0 -> 6|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3|6 -> 4| +execution time of: 5.0173e-04s: Index: 866 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4|6 -> 6| +execution time of: 5.0187e-04s: Index: 2740 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 3|1 -> 5|2 -> 6|3 -> 0|4 -> 4|5 -> 1|6 -> 2| +execution time of: 5.0194e-04s: Index: 1846 | Max_nodes: 65 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 1|3 -> 6|4 -> 5|5 -> 0|6 -> 3| +execution time of: 5.0194e-04s: Index: 170 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3|6 -> 6| +execution time of: 5.0195e-04s: Index: 149 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 6|5 -> 5|6 -> 4| +execution time of: 5.0195e-04s: Index: 442 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 6|5 -> 1|6 -> 3| +execution time of: 5.0196e-04s: Index: 3625 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 6|6 -> 4| +execution time of: 5.0206e-04s: Index: 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2|5 -> 6|6 -> 3| +execution time of: 5.0227e-04s: Index: 229 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 6|3 -> 4|4 -> 1|5 -> 5|6 -> 3| +execution time of: 5.0228e-04s: Index: 901 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 6|6 -> 3| +execution time of: 5.0234e-04s: Index: 965 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 6|5 -> 5|6 -> 4| +execution time of: 5.0243e-04s: Index: 201 | Max_nodes: 58 | Active_nodes: 10 | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 6|6 -> 1| +execution time of: 5.0243e-04s: Index: 4999 | Max_nodes: 76 | Active_nodes: 11 | 0 -> 6|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4|6 -> 2| +execution time of: 5.0244e-04s: Index: 3145 | Max_nodes: 58 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 6|6 -> 5| +execution time of: 5.0247e-04s: Index: 3174 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5|6 -> 6| +execution time of: 5.0248e-04s: Index: 1086 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5|6 -> 6| +execution time of: 5.0253e-04s: Index: 1639 | Max_nodes: 63 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 6|6 -> 4| +execution time of: 5.0260e-04s: Index: 1591 | Max_nodes: 59 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 6|6 -> 5| +execution time of: 5.0262e-04s: Index: 1132 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 6|5 -> 2|6 -> 5| +execution time of: 5.0262e-04s: Index: 2477 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 6|5 -> 4|6 -> 1| +execution time of: 5.0264e-04s: Index: 4483 | Max_nodes: 70 | Active_nodes: 12 | 0 -> 6|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4|6 -> 3| +execution time of: 5.0265e-04s: Index: 1733 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 6|5 -> 5|6 -> 1| +execution time of: 5.0270e-04s: Index: 195 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 6|6 -> 3| 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13 | 0 -> 3|1 -> 4|2 -> 0|3 -> 6|4 -> 2|5 -> 5|6 -> 1| +execution time of: 5.0303e-04s: Index: 1997 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 6|5 -> 3|6 -> 1| +execution time of: 5.0309e-04s: Index: 4575 | Max_nodes: 68 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5|6 -> 1| +execution time of: 5.0310e-04s: Index: 976 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 6|5 -> 2|6 -> 4| +execution time of: 5.0312e-04s: Index: 2352 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 4|6 -> 6| +execution time of: 5.0313e-04s: Index: 2212 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 6|5 -> 2|6 -> 5| +execution time of: 5.0313e-04s: Index: 2239 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 6|6 -> 4| +execution time of: 5.0313e-04s: Index: 3220 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 6|3 -> 0|4 -> 5|5 -> 1|6 -> 3| +execution time of: 5.0316e-04s: Index: 2025 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 2|1 -> 5|2 -> 6|3 -> 1|4 -> 3|5 -> 4|6 -> 0| +execution time of: 5.0321e-04s: Index: 382 | Max_nodes: 69 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 1|3 -> 6|4 -> 5|5 -> 2|6 -> 3| +execution time of: 5.0325e-04s: Index: 3399 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 6|6 -> 0| +execution time of: 5.0327e-04s: Index: 2099 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 2|1 -> 6|2 -> 3|3 -> 1|4 -> 5|5 -> 4|6 -> 0| +execution time of: 5.0332e-04s: Index: 3568 | Max_nodes: 55 | Active_nodes: 12 | 0 -> 4|1 -> 6|2 -> 3|3 -> 2|4 -> 5|5 -> 0|6 -> 1| +execution time of: 5.0346e-04s: Index: 1218 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 0|3 -> 6|4 -> 2|5 -> 3|6 -> 4| +execution time of: 5.0352e-04s: Index: 1467 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 6|6 -> 4| +execution time of: 5.0357e-04s: Index: 1821 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 0|3 -> 6|4 -> 3|5 -> 5|6 -> 1| +execution time of: 5.0359e-04s: Index: 1822 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 0|3 -> 6|4 -> 5|5 -> 1|6 -> 3| +execution time of: 5.0362e-04s: Index: 2646 | Max_nodes: 67 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4|6 -> 6| +execution time of: 5.0362e-04s: Index: 3096 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 6|3 -> 0|4 -> 2|5 -> 3|6 -> 5| +execution time of: 5.0368e-04s: Index: 1925 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 6|5 -> 4|6 -> 3| +execution time of: 5.0370e-04s: Index: 2773 | Max_nodes: 77 | Active_nodes: 12 | 0 -> 3|1 -> 6|2 -> 0|3 -> 4|4 -> 1|5 -> 5|6 -> 2| +execution time of: 5.0371e-04s: Index: 2137 | Max_nodes: 74 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 5|3 -> 0|4 -> 1|5 -> 4|6 -> 3| +execution time of: 5.0372e-04s: Index: 258 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 1|3 -> 6|4 -> 2|5 -> 4|6 -> 5| +execution time of: 5.0377e-04s: Index: 315 | Max_nodes: 70 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 6|6 -> 2| +execution time of: 5.0377e-04s: Index: 3327 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 6|6 -> 0| +execution time of: 5.0381e-04s: Index: 493 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 6|6 -> 3| +execution time of: 5.0384e-04s: Index: 2559 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 6|6 -> 0| +execution time of: 5.0389e-04s: Index: 725 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 6|5 -> 5|6 -> 4| +execution time of: 5.0392e-04s: Index: 1143 | Max_nodes: 56 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 6|6 -> 0| +execution time of: 5.0396e-04s: Index: 967 | Max_nodes: 65 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 6|6 -> 5| +execution time of: 5.0399e-04s: Index: 1035 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 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Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 1|3 -> 6|4 -> 2|5 -> 0|6 -> 5| +execution time of: 5.0429e-04s: Index: 1201 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 6|6 -> 4| +execution time of: 5.0440e-04s: Index: 3074 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2|6 -> 6| +execution time of: 5.0442e-04s: Index: 2904 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5|6 -> 6| +execution time of: 5.0448e-04s: Index: 3270 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5|6 -> 6| +execution time of: 5.0448e-04s: Index: 462 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 6|3 -> 2|4 -> 1|5 -> 3|6 -> 5| +execution time of: 5.0452e-04s: Index: 1519 | Max_nodes: 57 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 6|6 -> 4| +execution time of: 5.0453e-04s: Index: 1543 | Max_nodes: 57 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 6|3 -> 3|4 -> 1|5 -> 5|6 -> 4| 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11 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5|6 -> 6| +execution time of: 5.0486e-04s: Index: 2331 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 6|6 -> 2| +execution time of: 5.0489e-04s: Index: 1907 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 2|1 -> 4|2 -> 6|3 -> 1|4 -> 5|5 -> 3|6 -> 0| +execution time of: 5.0496e-04s: Index: 4062 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 6|3 -> 1|4 -> 0|5 -> 2|6 -> 4| +execution time of: 5.0501e-04s: Index: 3100 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 6|3 -> 0|4 -> 5|5 -> 2|6 -> 3| +execution time of: 5.0502e-04s: Index: 3148 | Max_nodes: 61 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 6|5 -> 3|6 -> 5| +execution time of: 5.0505e-04s: Index: 381 | Max_nodes: 72 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 1|3 -> 6|4 -> 3|5 -> 5|6 -> 2| +execution time of: 5.0519e-04s: Index: 346 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 6|3 -> 2|4 -> 5|5 -> 1|6 -> 4| +execution time of: 5.0521e-04s: Index: 3963 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 6|6 -> 2| +execution time of: 5.0526e-04s: Index: 222 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 6|3 -> 3|4 -> 1|5 -> 4|6 -> 5| +execution time of: 5.0531e-04s: Index: 1182 | Max_nodes: 65 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 6|3 -> 2|4 -> 0|5 -> 3|6 -> 5| +execution time of: 5.0532e-04s: Index: 3696 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 5|1 -> 0|2 -> 6|3 -> 1|4 -> 2|5 -> 3|6 -> 4| +execution time of: 5.0545e-04s: Index: 1615 | Max_nodes: 59 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 6|6 -> 5| +execution time of: 5.0548e-04s: Index: 2336 | Max_nodes: 56 | Active_nodes: 12 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0|6 -> 6| +execution time of: 5.0548e-04s: Index: 369 | Max_nodes: 72 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 6|6 -> 2| +execution time of: 5.0557e-04s: Index: 3559 | Max_nodes: 77 | Active_nodes: 12 | 0 -> 4|1 -> 6|2 -> 3|3 -> 1|4 -> 0|5 -> 5|6 -> 2| +execution time of: 5.0560e-04s: Index: 742 | Max_nodes: 56 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 2|3 -> 6|4 -> 5|5 -> 3|6 -> 4| +execution time of: 5.0564e-04s: Index: 673 | Max_nodes: 70 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 4|3 -> 1|4 -> 2|5 -> 5|6 -> 3| +execution time of: 5.0568e-04s: Index: 2426 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4|6 -> 6| +execution time of: 5.0570e-04s: Index: 2112 | Max_nodes: 68 | Active_nodes: 11 | 0 -> 2|1 -> 6|2 -> 4|3 -> 0|4 -> 1|5 -> 3|6 -> 5| +execution time of: 5.0571e-04s: Index: 1339 | Max_nodes: 72 | Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 0|3 -> 5|4 -> 2|5 -> 4|6 -> 3| +execution time of: 5.0574e-04s: Index: 1761 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 6|6 -> 0| +execution time of: 5.0581e-04s: Index: 3588 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 4|1 -> 6|2 -> 5|3 -> 2|4 -> 0|5 -> 1|6 -> 3| +execution time of: 5.0583e-04s: Index: 2354 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2|6 -> 6| +execution time of: 5.0587e-04s: Index: 1885 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 6|6 -> 1| +execution time of: 5.0590e-04s: Index: 4207 | Max_nodes: 73 | Active_nodes: 11 | 0 -> 5|1 -> 6|2 -> 0|3 -> 2|4 -> 1|5 -> 4|6 -> 3| +execution time of: 5.0594e-04s: Index: 619 | Max_nodes: 70 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 1|3 -> 5|4 -> 2|5 -> 4|6 -> 3| +execution time of: 5.0597e-04s: Index: 380 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 1|3 -> 6|4 -> 3|5 -> 2|6 -> 5| +execution time of: 5.0597e-04s: Index: 97 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 6|3 -> 2|4 -> 3|5 -> 5|6 -> 4| +execution time of: 5.0599e-04s: Index: 4302 | Max_nodes: 72 | Active_nodes: 11 | 0 -> 5|1 -> 6|2 -> 4|3 -> 1|4 -> 0|5 -> 2|6 -> 3| +execution time of: 5.0607e-04s: Index: 323 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 6|5 -> 4|6 -> 1| +execution time of: 5.0611e-04s: Index: 769 | Max_nodes: 51 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 6|6 -> 5| +execution time of: 5.0613e-04s: Index: 528 | Max_nodes: 63 | Active_nodes: 10 | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4|6 -> 6| +execution time of: 5.0613e-04s: Index: 2955 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 6|6 -> 2| +execution time of: 5.0626e-04s: Index: 2117 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 4|3 -> 0|4 -> 5|5 -> 3|6 -> 1| +execution time of: 5.0628e-04s: Index: 3239 | Max_nodes: 44 | Active_nodes: 12 | 0 -> 4|1 -> 2|2 -> 6|3 -> 5|4 -> 3|5 -> 1|6 -> 0| +execution time of: 5.0633e-04s: Index: 2108 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 3|3 -> 5|4 -> 1|5 -> 0|6 -> 4| +execution time of: 5.0635e-04s: Index: 1874 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1|6 -> 6| +execution time of: 5.0636e-04s: Index: 4104 | Max_nodes: 60 | Active_nodes: 10 | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3|6 -> 6| +execution time of: 5.0638e-04s: Index: 4186 | Max_nodes: 65 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 6|3 -> 1|4 -> 3|5 -> 0|6 -> 2| +execution time of: 5.0640e-04s: Index: 3770 | Max_nodes: 65 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 2|6 -> 6| +execution time of: 5.0644e-04s: Index: 4375 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5|6 -> 4| +execution time of: 5.0648e-04s: Index: 4731 | Max_nodes: 62 | Active_nodes: 12 | 0 -> 6|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5|6 -> 1| +execution time of: 5.0650e-04s: Index: 2378 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 6|3 -> 0|4 -> 4|5 -> 2|6 -> 5| +execution time of: 5.0661e-04s: Index: 1449 | Max_nodes: 62 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 6|6 -> 3| +execution time of: 5.0684e-04s: Index: 2569 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 6|6 -> 5| +execution time of: 5.0686e-04s: Index: 173 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 6|5 -> 5|6 -> 3| +execution time of: 5.0688e-04s: Index: 460 | Max_nodes: 69 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 6|3 -> 1|4 -> 5|5 -> 2|6 -> 3| +execution time of: 5.0695e-04s: Index: 3025 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 6|6 -> 5| +execution time of: 5.0696e-04s: Index: 4638 | Max_nodes: 68 | Active_nodes: 11 | 0 -> 6|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3|6 -> 5| +execution time of: 5.0696e-04s: Index: 2265 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 6|3 -> 2|4 -> 4|5 -> 5|6 -> 1| +execution time of: 5.0699e-04s: Index: 2745 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 3|1 -> 5|2 -> 6|3 -> 1|4 -> 2|5 -> 4|6 -> 0| +execution time of: 5.0700e-04s: Index: 1021 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 6|6 -> 2| +execution time of: 5.0700e-04s: Index: 1801 | Max_nodes: 60 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 6|6 -> 5| +execution time of: 5.0707e-04s: Index: 2357 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 6|5 -> 4|6 -> 2| +execution time of: 5.0710e-04s: Index: 2088 | Max_nodes: 67 | Active_nodes: 11 | 0 -> 2|1 -> 6|2 -> 3|3 -> 0|4 -> 1|5 -> 4|6 -> 5| +execution time of: 5.0711e-04s: Index: 1133 | Max_nodes: 74 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 6|5 -> 5|6 -> 2| +execution time of: 5.0715e-04s: Index: 1168 | Max_nodes: 58 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 6|5 -> 0|6 -> 2| +execution time of: 5.0716e-04s: Index: 1272 | Max_nodes: 66 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 3|6 -> 6| +execution time of: 5.0716e-04s: Index: 700 | Max_nodes: 68 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 5|3 -> 1|4 -> 4|5 -> 2|6 -> 3| +execution time of: 5.0718e-04s: Index: 3222 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 6|3 -> 1|4 -> 0|5 -> 3|6 -> 5| +execution time of: 5.0723e-04s: Index: 982 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 0|3 -> 6|4 -> 5|5 -> 2|6 -> 4| +execution time of: 5.0725e-04s: Index: 2055 | Max_nodes: 69 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 0|3 -> 4|4 -> 3|5 -> 5|6 -> 1| +execution time of: 5.0726e-04s: Index: 4635 | Max_nodes: 68 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5|6 -> 1| +execution time of: 5.0728e-04s: Index: 2575 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 6|6 -> 5| +execution time of: 5.0733e-04s: Index: 4057 | Max_nodes: 78 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 6|3 -> 0|4 -> 1|5 -> 4|6 -> 2| +execution time of: 5.0734e-04s: Index: 297 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 6|6 -> 1| +execution time of: 5.0740e-04s: Index: 1002 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 2|3 -> 6|4 -> 0|5 -> 4|6 -> 5| +execution time of: 5.0741e-04s: Index: 134 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3|6 -> 6| +execution time of: 5.0744e-04s: Index: 2715 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 6|6 -> 1| +execution time of: 5.0749e-04s: Index: 2143 | Max_nodes: 74 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 5|3 -> 1|4 -> 0|5 -> 4|6 -> 3| +execution time of: 5.0751e-04s: Index: 3274 | Max_nodes: 58 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 6|5 -> 0|6 -> 5| +execution time of: 5.0752e-04s: Index: 4363 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 4|6 -> 3| +execution time of: 5.0755e-04s: Index: 2305 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 6|6 -> 5| +execution time of: 5.0763e-04s: Index: 1278 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3|6 -> 6| +execution time of: 5.0764e-04s: Index: 1178 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 6|3 -> 0|4 -> 3|5 -> 2|6 -> 5| +execution time of: 5.0780e-04s: Index: 973 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 6|6 -> 4| +execution time of: 5.0783e-04s: Index: 3943 | Max_nodes: 75 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 6|3 -> 1|4 -> 0|5 -> 4|6 -> 3| +execution time of: 5.0785e-04s: Index: 1514 | Max_nodes: 58 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3|6 -> 6| +execution time of: 5.0786e-04s: Index: 1582 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 0|3 -> 6|4 -> 5|5 -> 3|6 -> 4| +execution time of: 5.0787e-04s: Index: 1896 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 6|3 -> 0|4 -> 1|5 -> 3|6 -> 5| +execution time of: 5.0797e-04s: Index: 394 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 6|5 -> 1|6 -> 5| +execution time of: 5.0798e-04s: Index: 2620 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 6|3 -> 0|4 -> 5|5 -> 1|6 -> 2| +execution time of: 5.0799e-04s: Index: 1901 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 6|3 -> 0|4 -> 5|5 -> 3|6 -> 1| +execution time of: 5.0805e-04s: Index: 156 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4|6 -> 6| +execution time of: 5.0806e-04s: Index: 312 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4|6 -> 6| +execution time of: 5.0808e-04s: Index: 2258 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 6|3 -> 1|4 -> 4|5 -> 2|6 -> 5| +execution time of: 5.0811e-04s: Index: 1447 | Max_nodes: 56 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 6|6 -> 5| +execution time of: 5.0814e-04s: Index: 1141 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 6|6 -> 2| +execution time of: 5.0814e-04s: Index: 4340 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2|6 -> 4| +execution time of: 5.0817e-04s: Index: 1723 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 1|3 -> 6|4 -> 0|5 -> 5|6 -> 4| +execution time of: 5.0818e-04s: Index: 4083 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 6|6 -> 2| +execution time of: 5.0825e-04s: Index: 1778 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 6|3 -> 0|4 -> 4|5 -> 1|6 -> 5| +execution time of: 5.0831e-04s: Index: 561 | Max_nodes: 66 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 6|6 -> 1| +execution time of: 5.0832e-04s: Index: 2977 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 6|3 -> 1|4 -> 2|5 -> 5|6 -> 3| +execution time of: 5.0835e-04s: Index: 1705 | Max_nodes: 60 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 6|6 -> 5| +execution time of: 5.0835e-04s: Index: 3463 | Max_nodes: 77 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 6|3 -> 1|4 -> 0|5 -> 3|6 -> 2| +execution time of: 5.0840e-04s: Index: 4143 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 6|6 -> 0| +execution time of: 5.0843e-04s: Index: 2797 | Max_nodes: 77 | Active_nodes: 12 | 0 -> 3|1 -> 6|2 -> 1|3 -> 4|4 -> 0|5 -> 5|6 -> 2| +execution time of: 5.0845e-04s: Index: 1453 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 6|6 -> 4| +execution time of: 5.0846e-04s: Index: 2236 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 6|5 -> 2|6 -> 4| +execution time of: 5.0846e-04s: Index: 2455 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 6|6 -> 5| +execution time of: 5.0848e-04s: Index: 555 | Max_nodes: 72 | Active_nodes: 12 | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 6|6 -> 2| +execution time of: 5.0850e-04s: Index: 4161 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 6|6 -> 0| +execution time of: 5.0851e-04s: Index: 4970 | Max_nodes: 61 | Active_nodes: 10 | 0 -> 6|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1|6 -> 4| +execution time of: 5.0855e-04s: Index: 2504 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 6|3 -> 1|4 -> 4|5 -> 0|6 -> 5| +execution time of: 5.0864e-04s: Index: 4683 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 6|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5|6 -> 2| +execution time of: 5.0879e-04s: Index: 4084 | Max_nodes: 60 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 6|5 -> 2|6 -> 3| +execution time of: 5.0882e-04s: Index: 471 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 6|3 -> 3|4 -> 2|5 -> 5|6 -> 1| +execution time of: 5.0887e-04s: Index: 4656 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3|6 -> 4| +execution time of: 5.0889e-04s: Index: 4565 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4|6 -> 3| +execution time of: 5.0890e-04s: Index: 797 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 6|5 -> 4|6 -> 3| +execution time of: 5.0891e-04s: Index: 1015 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 6|6 -> 5| +execution time of: 5.0891e-04s: Index: 3340 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 6|3 -> 0|4 -> 5|5 -> 1|6 -> 2| +execution time of: 5.0892e-04s: Index: 4492 | Max_nodes: 68 | Active_nodes: 12 | 0 -> 6|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2|6 -> 4| +execution time of: 5.0900e-04s: Index: 2655 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 6|6 -> 1| +execution time of: 5.0904e-04s: Index: 4450 | Max_nodes: 68 | Active_nodes: 12 | 0 -> 6|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 2|6 -> 4| +execution time of: 5.0904e-04s: Index: 3258 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 0|3 -> 6|4 -> 1|5 -> 2|6 -> 5| +execution time of: 5.0906e-04s: Index: 1255 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 6|6 -> 4| +execution time of: 5.0907e-04s: Index: 3750 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4|6 -> 6| +execution time of: 5.0908e-04s: Index: 3221 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 6|3 -> 0|4 -> 5|5 -> 3|6 -> 1| +execution time of: 5.0914e-04s: Index: 3138 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 0|3 -> 6|4 -> 1|5 -> 3|6 -> 5| +execution time of: 5.0915e-04s: Index: 892 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 6|5 -> 3|6 -> 5| +execution time of: 5.0919e-04s: Index: 129 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 6|6 -> 3| +execution time of: 5.0922e-04s: Index: 821 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 6|3 -> 2|4 -> 5|5 -> 4|6 -> 3| +execution time of: 5.0933e-04s: Index: 1786 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 6|3 -> 1|4 -> 5|5 -> 0|6 -> 4| +execution time of: 5.0934e-04s: Index: 2257 | Max_nodes: 62 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 6|3 -> 1|4 -> 2|5 -> 5|6 -> 4| +execution time of: 5.0940e-04s: Index: 3457 | Max_nodes: 77 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 6|3 -> 0|4 -> 1|5 -> 3|6 -> 2| +execution time of: 5.0940e-04s: Index: 615 | Max_nodes: 71 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 1|3 -> 4|4 -> 3|5 -> 5|6 -> 2| +execution time of: 5.0942e-04s: Index: 2322 | Max_nodes: 65 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 2|3 -> 6|4 -> 0|5 -> 4|6 -> 5| +execution time of: 5.0946e-04s: Index: 2021 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 2|1 -> 5|2 -> 6|3 -> 0|4 -> 4|5 -> 3|6 -> 1| +execution time of: 5.0947e-04s: Index: 1213 | Max_nodes: 73 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 6|6 -> 3| +execution time of: 5.0952e-04s: Index: 1815 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 6|6 -> 1| +execution time of: 5.0963e-04s: Index: 2450 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1|6 -> 6| +execution time of: 5.0963e-04s: Index: 50 | Max_nodes: 57 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3|6 -> 6| +execution time of: 5.0966e-04s: Index: 1848 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5|6 -> 6| +execution time of: 5.0975e-04s: Index: 2474 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 1|6 -> 6| +execution time of: 5.0978e-04s: Index: 3103 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 6|3 -> 2|4 -> 0|5 -> 5|6 -> 3| +execution time of: 5.0980e-04s: Index: 3730 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 6|5 -> 2|6 -> 4| +execution time of: 5.0980e-04s: Index: 2020 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 2|1 -> 5|2 -> 6|3 -> 0|4 -> 4|5 -> 1|6 -> 3| +execution time of: 5.0982e-04s: Index: 4180 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 6|3 -> 0|4 -> 3|5 -> 1|6 -> 2| +execution time of: 5.0984e-04s: Index: 2603 | Max_nodes: 57 | Active_nodes: 12 | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 6|5 -> 2|6 -> 0| +execution time of: 5.0991e-04s: Index: 2139 | Max_nodes: 69 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 5|3 -> 0|4 -> 3|5 -> 4|6 -> 1| +execution time of: 5.0995e-04s: Index: 3792 | Max_nodes: 65 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3|6 -> 6| +execution time of: 5.0996e-04s: Index: 4810 | Max_nodes: 62 | Active_nodes: 12 | 0 -> 6|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1|6 -> 3| +execution time of: 5.0998e-04s: Index: 3387 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 6|6 -> 2| +execution time of: 5.1004e-04s: Index: 1784 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 6|3 -> 1|4 -> 4|5 -> 0|6 -> 5| +execution time of: 5.1004e-04s: Index: 1698 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 0|3 -> 6|4 -> 1|5 -> 4|6 -> 5| +execution time of: 5.1005e-04s: Index: 1785 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 2|1 -> 3|2 -> 6|3 -> 1|4 -> 4|5 -> 5|6 -> 0| +execution time of: 5.1008e-04s: Index: 1097 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 6|5 -> 3|6 -> 2| +execution time of: 5.1010e-04s: Index: 853 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 6|6 -> 4| +execution time of: 5.1010e-04s: Index: 4418 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2|6 -> 4| +execution time of: 5.1012e-04s: Index: 2856 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 3|1 -> 6|2 -> 5|3 -> 0|4 -> 1|5 -> 2|6 -> 4| +execution time of: 5.1015e-04s: Index: 1883 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 6|5 -> 3|6 -> 0| +execution time of: 5.1016e-04s: Index: 3733 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 6|6 -> 3| +execution time of: 5.1018e-04s: Index: 3817 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 5|1 -> 1|2 -> 6|3 -> 0|4 -> 2|5 -> 4|6 -> 3| +execution time of: 5.1018e-04s: Index: 3799 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 6|6 -> 3| +execution time of: 5.1021e-04s: Index: 1034 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2|6 -> 6| +execution time of: 5.1021e-04s: Index: 2677 | Max_nodes: 78 | Active_nodes: 13 | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 6|6 -> 2| +execution time of: 5.1021e-04s: Index: 2498 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 6|3 -> 0|4 -> 4|5 -> 1|6 -> 5| +execution time of: 5.1024e-04s: Index: 3942 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 6|3 -> 1|4 -> 0|5 -> 3|6 -> 4| +execution time of: 5.1035e-04s: Index: 1603 | Max_nodes: 63 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 3|3 -> 6|4 -> 0|5 -> 5|6 -> 4| +execution time of: 5.1039e-04s: Index: 2499 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 6|3 -> 0|4 -> 4|5 -> 5|6 -> 1| +execution time of: 5.1042e-04s: Index: 3745 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 6|6 -> 4| +execution time of: 5.1044e-04s: Index: 2142 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 5|3 -> 1|4 -> 0|5 -> 3|6 -> 4| +execution time of: 5.1045e-04s: Index: 2379 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 6|3 -> 0|4 -> 4|5 -> 5|6 -> 2| +execution time of: 5.1049e-04s: Index: 4393 | Max_nodes: 65 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5|6 -> 3| +execution time of: 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-> 1|3 -> 3|4 -> 0|5 -> 5|6 -> 4| +execution time of: 5.1083e-04s: Index: 1176 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 6|3 -> 0|4 -> 2|5 -> 3|6 -> 5| +execution time of: 5.1091e-04s: Index: 3216 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 6|3 -> 0|4 -> 1|5 -> 3|6 -> 5| +execution time of: 5.1094e-04s: Index: 175 | Max_nodes: 56 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 6|6 -> 5| +execution time of: 5.1094e-04s: Index: 271 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 6|6 -> 5| +execution time of: 5.1099e-04s: Index: 1717 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 6|6 -> 4| +execution time of: 5.1103e-04s: Index: 1780 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 6|3 -> 0|4 -> 5|5 -> 1|6 -> 4| +execution time of: 5.1107e-04s: Index: 2630 | Max_nodes: 60 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 6|3 -> 2|4 -> 1|5 -> 0|6 -> 5| +execution time of: 5.1111e-04s: Index: 1370 | Max_nodes: 66 | Active_nodes: 11 | 0 -> 1|1 -> 6|2 -> 3|3 -> 0|4 -> 4|5 -> 2|6 -> 5| +execution time of: 5.1113e-04s: Index: 3846 | Max_nodes: 67 | Active_nodes: 11 | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4|6 -> 6| +execution time of: 5.1114e-04s: Index: 2835 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 3|1 -> 6|2 -> 4|3 -> 0|4 -> 2|5 -> 5|6 -> 1| +execution time of: 5.1117e-04s: Index: 193 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 6|6 -> 4| +execution time of: 5.1122e-04s: Index: 4695 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 6|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5|6 -> 1| +execution time of: 5.1129e-04s: Index: 3868 | Max_nodes: 63 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 6|5 -> 3|6 -> 4| +execution time of: 5.1132e-04s: Index: 4182 | Max_nodes: 74 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 6|3 -> 1|4 -> 0|5 -> 2|6 -> 3| +execution time of: 5.1132e-04s: Index: 1927 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 6|6 -> 4| +execution time of: 5.1133e-04s: Index: 1164 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 2|6 -> 6| +execution time of: 5.1154e-04s: Index: 1597 | Max_nodes: 63 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 6|6 -> 4| +execution time of: 5.1156e-04s: Index: 3079 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 6|6 -> 3| +execution time of: 5.1158e-04s: Index: 2695 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 6|6 -> 4| +execution time of: 5.1160e-04s: Index: 3818 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 5|1 -> 1|2 -> 6|3 -> 0|4 -> 3|5 -> 2|6 -> 4| +execution time of: 5.1163e-04s: Index: 4883 | Max_nodes: 54 | Active_nodes: 11 | 0 -> 6|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2|6 -> 0| +execution time of: 5.1171e-04s: Index: 2725 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 6|6 -> 1| +execution time of: 5.1173e-04s: Index: 1887 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 6|6 -> 0| +execution time of: 5.1175e-04s: Index: 3772 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 6|5 -> 2|6 -> 4| +execution time of: 5.1179e-04s: Index: 259 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 1|3 -> 6|4 -> 2|5 -> 5|6 -> 4| +execution time of: 5.1179e-04s: Index: 977 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 6|5 -> 4|6 -> 2| +execution time of: 5.1181e-04s: Index: 2167 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 6|6 -> 5| +execution time of: 5.1186e-04s: Index: 579 | Max_nodes: 72 | Active_nodes: 12 | 0 -> 0|1 -> 5|2 -> 6|3 -> 1|4 -> 3|5 -> 4|6 -> 2| +execution time of: 5.1187e-04s: Index: 2141 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 5|3 -> 0|4 -> 4|5 -> 3|6 -> 1| +execution time of: 5.1192e-04s: Index: 1902 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 6|3 -> 1|4 -> 0|5 -> 3|6 -> 5| +execution time of: 5.1202e-04s: Index: 841 | Max_nodes: 63 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 6|6 -> 5| +execution time of: 5.1208e-04s: Index: 702 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 5|3 -> 2|4 -> 1|5 -> 3|6 -> 4| +execution time of: 5.1217e-04s: Index: 1898 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 6|3 -> 0|4 -> 3|5 -> 1|6 -> 5| +execution time of: 5.1218e-04s: Index: 2836 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 3|1 -> 6|2 -> 4|3 -> 0|4 -> 5|5 -> 1|6 -> 2| +execution time of: 5.1229e-04s: Index: 1014 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5|6 -> 6| +execution time of: 5.1230e-04s: Index: 1081 | Max_nodes: 65 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 6|6 -> 5| +execution time of: 5.1231e-04s: Index: 1107 | Max_nodes: 73 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 6|6 -> 3| +execution time of: 5.1234e-04s: Index: 775 | Max_nodes: 49 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 6|6 -> 5| +execution time of: 5.1235e-04s: Index: 1734 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5|6 -> 6| +execution time of: 5.1236e-04s: Index: 503 | Max_nodes: 70 | Active_nodes: 12 | 0 -> 0|1 -> 5|2 -> 1|3 -> 6|4 -> 4|5 -> 3|6 -> 2| +execution time of: 5.1236e-04s: Index: 2380 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 6|3 -> 0|4 -> 5|5 -> 2|6 -> 4| +execution time of: 5.1237e-04s: Index: 4567 | Max_nodes: 70 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5|6 -> 4| +execution time of: 5.1242e-04s: Index: 2002 | Max_nodes: 65 | Active_nodes: 13 | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 6|5 -> 0|6 -> 3| +execution time of: 5.1251e-04s: Index: 3888 | Max_nodes: 67 | Active_nodes: 11 | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4|6 -> 6| +execution time of: 5.1254e-04s: Index: 820 | Max_nodes: 56 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 6|3 -> 2|4 -> 5|5 -> 3|6 -> 4| +execution time of: 5.1263e-04s: Index: 3075 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 6|6 -> 2| +execution time of: 5.1264e-04s: Index: 2452 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 6|5 -> 1|6 -> 5| +execution time of: 5.1267e-04s: Index: 890 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3|6 -> 6| +execution time of: 5.1270e-04s: Index: 2027 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 2|1 -> 5|2 -> 6|3 -> 1|4 -> 4|5 -> 3|6 -> 0| +execution time of: 5.1272e-04s: Index: 1933 | Max_nodes: 75 | Active_nodes: 13 | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 6|6 -> 3| +execution time of: 5.1274e-04s: Index: 1231 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 6|6 -> 4| +execution time of: 5.1275e-04s: Index: 4453 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 6|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5|6 -> 3| +execution time of: 5.1276e-04s: Index: 1855 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 6|6 -> 5| +execution time of: 5.1277e-04s: Index: 1096 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 6|5 -> 2|6 -> 3| +execution time of: 5.1280e-04s: Index: 1026 | Max_nodes: 59 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 4|3 -> 6|4 -> 0|5 -> 2|6 -> 5| +execution time of: 5.1297e-04s: Index: 860 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 0|3 -> 6|4 -> 4|5 -> 3|6 -> 5| +execution time of: 5.1302e-04s: Index: 4803 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 6|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5|6 -> 2| +execution time of: 5.1305e-04s: Index: 871 | Max_nodes: 58 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 6|6 -> 5| +execution time of: 5.1319e-04s: Index: 317 | Max_nodes: 70 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 6|5 -> 4|6 -> 2| +execution time of: 5.1319e-04s: Index: 3759 | Max_nodes: 54 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 6|6 -> 0| +execution time of: 5.1323e-04s: Index: 294 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5|6 -> 6| +execution time of: 5.1334e-04s: Index: 2428 | Max_nodes: 60 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 6|5 -> 4|6 -> 5| +execution time of: 5.1342e-04s: Index: 2833 | Max_nodes: 77 | Active_nodes: 12 | 0 -> 3|1 -> 6|2 -> 4|3 -> 0|4 -> 1|5 -> 5|6 -> 2| +execution time of: 5.1346e-04s: Index: 2284 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 6|5 -> 4|6 -> 5| +execution time of: 5.1350e-04s: Index: 3523 | Max_nodes: 76 | Active_nodes: 12 | 0 -> 4|1 -> 6|2 -> 1|3 -> 5|4 -> 0|5 -> 3|6 -> 2| +execution time of: 5.1360e-04s: Index: 3882 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 1|3 -> 6|4 -> 0|5 -> 3|6 -> 4| +execution time of: 5.1363e-04s: Index: 4374 | Max_nodes: 57 | Active_nodes: 10 | 0 -> 6|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4|6 -> 5| +execution time of: 5.1363e-04s: Index: 985 | Max_nodes: 65 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 6|6 -> 5| +execution time of: 5.1364e-04s: Index: 2007 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 6|6 -> 0| +execution time of: 5.1382e-04s: Index: 914 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3|6 -> 6| +execution time of: 5.1384e-04s: Index: 4855 | Max_nodes: 74 | Active_nodes: 12 | 0 -> 6|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5|6 -> 3| +execution time of: 5.1385e-04s: Index: 2719 | Max_nodes: 78 | Active_nodes: 13 | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 6|6 -> 2| +execution time of: 5.1388e-04s: Index: 2605 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 6|6 -> 1| +execution time of: 5.1400e-04s: Index: 4848 | Max_nodes: 67 | Active_nodes: 10 | 0 -> 6|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3|6 -> 5| +execution time of: 5.1401e-04s: Index: 2482 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 6|5 -> 0|6 -> 4| +execution time of: 5.1402e-04s: Index: 4137 | Max_nodes: 56 | Active_nodes: 12 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 6|6 -> 0| +execution time of: 5.1406e-04s: Index: 4011 | Max_nodes: 63 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 6|6 -> 1| +execution time of: 5.1412e-04s: Index: 4249 | Max_nodes: 73 | Active_nodes: 11 | 0 -> 5|1 -> 6|2 -> 2|3 -> 0|4 -> 1|5 -> 4|6 -> 3| +execution time of: 5.1416e-04s: Index: 2760 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 3|1 -> 6|2 -> 0|3 -> 1|4 -> 2|5 -> 4|6 -> 5| +execution time of: 5.1421e-04s: Index: 1134 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5|6 -> 6| +execution time of: 5.1443e-04s: Index: 849 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 6|6 -> 3| +execution time of: 5.1448e-04s: Index: 865 | Max_nodes: 63 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 6|6 -> 5| +execution time of: 5.1452e-04s: Index: 264 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5|6 -> 6| +execution 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2|1 -> 1|2 -> 6|3 -> 3|4 -> 0|5 -> 5|6 -> 4| +execution time of: 5.1500e-04s: Index: 577 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 0|1 -> 5|2 -> 6|3 -> 1|4 -> 2|5 -> 4|6 -> 3| +execution time of: 5.1501e-04s: Index: 130 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 6|5 -> 3|6 -> 5| +execution time of: 5.1501e-04s: Index: 3147 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 6|6 -> 3| +execution time of: 5.1505e-04s: Index: 3001 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 6|6 -> 5| +execution time of: 5.1507e-04s: Index: 2209 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 6|6 -> 5| +execution time of: 5.1507e-04s: Index: 367 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 6|6 -> 5| +execution time of: 5.1509e-04s: Index: 4730 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 6|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1|6 -> 5| +execution time of: 5.1513e-04s: Index: 1090 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 6|5 -> 2|6 -> 5| +execution time of: 5.1515e-04s: Index: 4813 | Max_nodes: 77 | Active_nodes: 12 | 0 -> 6|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5|6 -> 2| +execution time of: 5.1515e-04s: Index: 2259 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 6|3 -> 1|4 -> 4|5 -> 5|6 -> 2| +execution time of: 5.1517e-04s: Index: 4732 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 6|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1|6 -> 4| +execution time of: 5.1520e-04s: Index: 3499 | Max_nodes: 76 | Active_nodes: 12 | 0 -> 4|1 -> 6|2 -> 0|3 -> 5|4 -> 1|5 -> 3|6 -> 2| +execution time of: 5.1521e-04s: Index: 172 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 6|5 -> 3|6 -> 5| +execution time of: 5.1521e-04s: Index: 4733 | Max_nodes: 62 | Active_nodes: 12 | 0 -> 6|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4|6 -> 1| +execution time of: 5.1526e-04s: Index: 2721 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 3|1 -> 5|2 -> 4|3 -> 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Max_nodes: 59 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 6|6 -> 0| +execution time of: 5.1545e-04s: Index: 4717 | Max_nodes: 77 | Active_nodes: 12 | 0 -> 6|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5|6 -> 2| +execution time of: 5.1549e-04s: Index: 2533 | Max_nodes: 78 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 6|6 -> 2| +execution time of: 5.1551e-04s: Index: 864 | Max_nodes: 62 | Active_nodes: 12 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5|6 -> 6| +execution time of: 5.1554e-04s: Index: 955 | Max_nodes: 60 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 6|3 -> 5|4 -> 0|5 -> 4|6 -> 3| +execution time of: 5.1560e-04s: Index: 3052 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 6|5 -> 2|6 -> 5| +execution time of: 5.1562e-04s: Index: 1261 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 6|6 -> 2| +execution time of: 5.1564e-04s: Index: 3267 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 6|6 -> 2| +execution time of: 5.1566e-04s: Index: 1421 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 5|3 -> 0|4 -> 4|5 -> 3|6 -> 2| +execution time of: 5.1580e-04s: Index: 2438 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0|6 -> 6| +execution time of: 5.1595e-04s: Index: 1921 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 6|6 -> 4| +execution time of: 5.1599e-04s: Index: 4632 | Max_nodes: 68 | Active_nodes: 11 | 0 -> 6|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3|6 -> 5| +execution time of: 5.1602e-04s: Index: 1538 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 6|3 -> 1|4 -> 4|5 -> 3|6 -> 5| +execution time of: 5.1607e-04s: Index: 197 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 6|5 -> 4|6 -> 3| +execution time of: 5.1618e-04s: Index: 4747 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 6|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4|6 -> 1| +execution time of: 5.1622e-04s: Index: 4495 | Max_nodes: 66 | 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5.1728e-04s: Index: 321 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 6|6 -> 1| +execution time of: 5.1728e-04s: Index: 4441 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 6|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 5|6 -> 4| +execution time of: 5.1733e-04s: Index: 4163 | Max_nodes: 55 | Active_nodes: 12 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 6|5 -> 2|6 -> 0| +execution time of: 5.1737e-04s: Index: 4488 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 6|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4|6 -> 5| +execution time of: 5.1741e-04s: Index: 3844 | Max_nodes: 63 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 6|5 -> 3|6 -> 4| +execution time of: 5.1743e-04s: Index: 319 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 6|6 -> 4| +execution time of: 5.1748e-04s: Index: 373 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 6|6 -> 3| +execution time of: 5.1750e-04s: Index: 991 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 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-> 0| +execution time of: 5.1824e-04s: Index: 1656 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 6|3 -> 0|4 -> 3|5 -> 4|6 -> 5| +execution time of: 5.1834e-04s: Index: 2568 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5|6 -> 6| +execution time of: 5.1835e-04s: Index: 848 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3|6 -> 6| +execution time of: 5.1843e-04s: Index: 942 | Max_nodes: 60 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 6|3 -> 3|4 -> 0|5 -> 4|6 -> 5| +execution time of: 5.1843e-04s: Index: 3073 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 6|6 -> 3| +execution time of: 5.1844e-04s: Index: 2978 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 6|3 -> 1|4 -> 3|5 -> 2|6 -> 5| +execution time of: 5.1848e-04s: Index: 4491 | Max_nodes: 69 | Active_nodes: 12 | 0 -> 6|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5|6 -> 2| +execution time of: 5.1852e-04s: Index: 557 | Max_nodes: 70 | 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12 | 0 -> 4|1 -> 6|2 -> 3|3 -> 0|4 -> 2|5 -> 5|6 -> 1| +execution time of: 5.1940e-04s: Index: 4095 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 6|6 -> 1| +execution time of: 5.1945e-04s: Index: 576 | Max_nodes: 68 | Active_nodes: 12 | 0 -> 0|1 -> 5|2 -> 6|3 -> 1|4 -> 2|5 -> 3|6 -> 4| +execution time of: 5.1948e-04s: Index: 4849 | Max_nodes: 74 | Active_nodes: 12 | 0 -> 6|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5|6 -> 3| +execution time of: 5.1963e-04s: Index: 4471 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 6|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5|6 -> 4| +execution time of: 5.1974e-04s: Index: 4654 | Max_nodes: 50 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0|6 -> 1| +execution time of: 5.1975e-04s: Index: 1302 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 6|3 -> 2|4 -> 0|5 -> 3|6 -> 4| +execution time of: 5.1976e-04s: Index: 4710 | Max_nodes: 67 | Active_nodes: 11 | 0 -> 6|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4|6 -> 5| +execution time of: 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-> 5|3 -> 3|4 -> 2|5 -> 6|6 -> 0| +execution time of: 5.2017e-04s: Index: 2041 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 0|3 -> 1|4 -> 3|5 -> 5|6 -> 4| +execution time of: 5.2017e-04s: Index: 1395 | Max_nodes: 73 | Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 4|3 -> 0|4 -> 3|5 -> 5|6 -> 2| +execution time of: 5.2022e-04s: Index: 1219 | Max_nodes: 73 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 0|3 -> 6|4 -> 2|5 -> 4|6 -> 3| +execution time of: 5.2029e-04s: Index: 283 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 2|3 -> 6|4 -> 1|5 -> 5|6 -> 4| +execution time of: 5.2037e-04s: Index: 1854 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5|6 -> 6| +execution time of: 5.2046e-04s: Index: 3990 | Max_nodes: 67 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4|6 -> 6| +execution time of: 5.2055e-04s: Index: 3097 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 6|3 -> 0|4 -> 2|5 -> 5|6 -> 3| +execution time of: 5.2055e-04s: Index: 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1|5 -> 5|6 -> 4| +execution time of: 5.2077e-04s: Index: 855 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 6|6 -> 3| +execution time of: 5.2083e-04s: Index: 963 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 6|6 -> 4| +execution time of: 5.2085e-04s: Index: 1637 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 6|5 -> 4|6 -> 3| +execution time of: 5.2102e-04s: Index: 4537 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 6|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 4|6 -> 3| +execution time of: 5.2105e-04s: Index: 1464 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5|6 -> 6| +execution time of: 5.2108e-04s: Index: 3865 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 6|6 -> 4| +execution time of: 5.2109e-04s: Index: 2557 | Max_nodes: 78 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 6|6 -> 2| +execution time of: 5.2113e-04s: Index: 3587 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 4|1 -> 6|2 -> 5|3 -> 1|4 -> 3|5 -> 2|6 -> 0| +execution time of: 5.2114e-04s: Index: 4782 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 6|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2|6 -> 4| +execution time of: 5.2117e-04s: Index: 3055 | Max_nodes: 63 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 6|6 -> 5| +execution time of: 5.2124e-04s: Index: 1731 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 6|6 -> 1| +execution time of: 5.2129e-04s: Index: 2448 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5|6 -> 6| +execution time of: 5.2129e-04s: Index: 3157 | Max_nodes: 75 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 6|6 -> 3| +execution time of: 5.2135e-04s: Index: 1756 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 6|5 -> 1|6 -> 4| +execution time of: 5.2138e-04s: Index: 2595 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 6|6 -> 1| 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| 0 -> 1|1 -> 4|2 -> 6|3 -> 3|4 -> 0|5 -> 5|6 -> 2| +execution time of: 5.2172e-04s: Index: 1348 | Max_nodes: 69 | Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 2|3 -> 0|4 -> 5|5 -> 3|6 -> 4| +execution time of: 5.2174e-04s: Index: 343 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 6|3 -> 2|4 -> 1|5 -> 5|6 -> 4| +execution time of: 5.2176e-04s: Index: 2043 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 0|3 -> 1|4 -> 4|5 -> 5|6 -> 3| +execution time of: 5.2181e-04s: Index: 2304 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5|6 -> 6| +execution time of: 5.2182e-04s: Index: 1711 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 6|6 -> 5| +execution time of: 5.2184e-04s: Index: 103 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 6|3 -> 3|4 -> 2|5 -> 5|6 -> 4| +execution time of: 5.2186e-04s: Index: 1252 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 6|5 -> 2|6 -> 4| +execution time of: 5.2187e-04s: Index: 1036 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 6|5 -> 2|6 -> 4| +execution time of: 5.2190e-04s: Index: 2136 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 5|3 -> 0|4 -> 1|5 -> 3|6 -> 4| +execution time of: 5.2192e-04s: Index: 1154 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 2|6 -> 6| +execution time of: 5.2198e-04s: Index: 1613 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 6|5 -> 5|6 -> 3| +execution time of: 5.2202e-04s: Index: 1539 | Max_nodes: 62 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 6|3 -> 1|4 -> 4|5 -> 5|6 -> 3| +execution time of: 5.2205e-04s: Index: 1540 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 6|3 -> 1|4 -> 5|5 -> 3|6 -> 4| +execution time of: 5.2208e-04s: Index: 2653 | Max_nodes: 78 | Active_nodes: 13 | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 6|6 -> 2| +execution time of: 5.2212e-04s: Index: 1995 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 2|1 -> 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13 | 0 -> 1|1 -> 2|2 -> 6|3 -> 0|4 -> 4|5 -> 3|6 -> 5| +execution time of: 5.2494e-04s: Index: 1013 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 6|5 -> 5|6 -> 2| +execution time of: 5.2500e-04s: Index: 3658 | Max_nodes: 57 | Active_nodes: 12 | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 6|5 -> 1|6 -> 4| +execution time of: 5.2508e-04s: Index: 1996 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 6|5 -> 1|6 -> 3| +execution time of: 5.2517e-04s: Index: 3652 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 6|5 -> 2|6 -> 4| +execution time of: 5.2532e-04s: Index: 1290 | Max_nodes: 63 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 4|3 -> 6|4 -> 0|5 -> 2|6 -> 3| +execution time of: 5.2533e-04s: Index: 1248 | Max_nodes: 65 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 4|6 -> 6| +execution time of: 5.2542e-04s: Index: 3175 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 6|6 -> 5| +execution time of: 5.2545e-04s: Index: 415 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 6|6 -> 5| +execution time of: 5.2546e-04s: Index: 2625 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 3|1 -> 4|2 -> 6|3 -> 1|4 -> 2|5 -> 5|6 -> 0| +execution time of: 5.2549e-04s: Index: 2401 | Max_nodes: 58 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 6|6 -> 5| +execution time of: 5.2550e-04s: Index: 2016 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 2|1 -> 5|2 -> 6|3 -> 0|4 -> 1|5 -> 3|6 -> 4| +execution time of: 5.2550e-04s: Index: 4735 | Max_nodes: 70 | Active_nodes: 12 | 0 -> 6|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5|6 -> 4| +execution time of: 5.2566e-04s: Index: 2431 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 6|6 -> 5| +execution time of: 5.2574e-04s: Index: 1726 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 1|3 -> 6|4 -> 5|5 -> 0|6 -> 4| +execution time of: 5.2576e-04s: Index: 3969 | Max_nodes: 63 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 6|6 -> 1| +execution time of: 5.2577e-04s: Index: 4603 | Max_nodes: 74 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4|6 -> 3| +execution time of: 5.2578e-04s: Index: 1101 | Max_nodes: 74 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 0|3 -> 6|4 -> 3|5 -> 5|6 -> 2| +execution time of: 5.2596e-04s: Index: 2496 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 6|3 -> 0|4 -> 1|5 -> 4|6 -> 5| +execution time of: 5.2605e-04s: Index: 997 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 6|6 -> 4| +execution time of: 5.2607e-04s: Index: 196 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 6|5 -> 3|6 -> 4| +execution time of: 5.2611e-04s: Index: 4035 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 6|6 -> 1| +execution time of: 5.2621e-04s: Index: 3853 | Max_nodes: 75 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 6|6 -> 3| +execution time of: 5.2634e-04s: Index: 1999 | Max_nodes: 75 | Active_nodes: 13 | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 6|6 -> 3| +execution time of: 5.2648e-04s: Index: 2563 | Max_nodes: 78 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 1|3 -> 6|4 -> 0|5 -> 5|6 -> 2| +execution time of: 5.2657e-04s: Index: 3337 | Max_nodes: 78 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 6|3 -> 0|4 -> 1|5 -> 5|6 -> 2| +execution time of: 5.2673e-04s: Index: 3049 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 6|6 -> 5| +execution time of: 5.2674e-04s: Index: 1573 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 6|6 -> 4| +execution time of: 5.2679e-04s: Index: 1420 | Max_nodes: 70 | Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 5|3 -> 0|4 -> 4|5 -> 2|6 -> 3| +execution time of: 5.2694e-04s: Index: 3373 | Max_nodes: 78 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 6|6 -> 2| +execution time of: 5.2696e-04s: Index: 582 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 0|1 -> 5|2 -> 6|3 -> 2|4 -> 1|5 -> 3|6 -> 4| +execution time of: 5.2697e-04s: Index: 4512 | Max_nodes: 65 | Active_nodes: 11 | 0 -> 6|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3|6 -> 5| +execution time of: 5.2699e-04s: Index: 3351 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 4|1 -> 3|2 -> 6|3 -> 2|4 -> 1|5 -> 5|6 -> 0| +execution time of: 5.2703e-04s: Index: 3325 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 6|6 -> 1| +execution time of: 5.2715e-04s: Index: 917 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 6|5 -> 4|6 -> 3| +execution time of: 5.2727e-04s: Index: 1066 | Max_nodes: 61 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 6|3 -> 2|4 -> 5|5 -> 0|6 -> 4| +execution time of: 5.2728e-04s: Index: 3007 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 6|6 -> 5| +execution time of: 5.2730e-04s: Index: 199 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 6|6 -> 4| +execution time of: 5.2750e-04s: Index: 3439 | Max_nodes: 78 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 6|6 -> 2| +execution time of: 5.2751e-04s: Index: 3169 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 6|6 -> 5| +execution time of: 5.2765e-04s: Index: 4105 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 6|6 -> 3| +execution time of: 5.2770e-04s: Index: 3994 | Max_nodes: 60 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 6|5 -> 0|6 -> 4| +execution time of: 5.2781e-04s: Index: 3196 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 6|5 -> 1|6 -> 3| +execution time of: 5.2782e-04s: Index: 221 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 6|3 -> 1|4 -> 5|5 -> 4|6 -> 3| +execution time of: 5.2783e-04s: Index: 2235 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 6|6 -> 2| +execution time of: 5.2787e-04s: Index: 1279 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 6|6 -> 3| 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13 | 0 -> 1|1 -> 2|2 -> 6|3 -> 3|4 -> 0|5 -> 5|6 -> 4| +execution time of: 5.2876e-04s: Index: 73 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 6|6 -> 4| +execution time of: 5.2886e-04s: Index: 1165 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 6|6 -> 2| +execution time of: 5.2887e-04s: Index: 3241 | Max_nodes: 60 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 6|6 -> 5| +execution time of: 5.2888e-04s: Index: 2359 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 6|6 -> 4| +execution time of: 5.2891e-04s: Index: 1658 | Max_nodes: 65 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 6|3 -> 0|4 -> 4|5 -> 3|6 -> 5| +execution time of: 5.2893e-04s: Index: 1585 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 6|6 -> 5| +execution time of: 5.2895e-04s: Index: 1728 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5|6 -> 6| +execution time of: 5.2896e-04s: Index: 433 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 6|6 -> 3| +execution time of: 5.2916e-04s: Index: 4459 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 6|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4|6 -> 3| +execution time of: 5.2919e-04s: Index: 2296 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 6|5 -> 2|6 -> 4| +execution time of: 5.2920e-04s: Index: 1567 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 6|6 -> 5| +execution time of: 5.2926e-04s: Index: 1587 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 6|6 -> 4| +execution time of: 5.2930e-04s: Index: 2019 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 2|1 -> 5|2 -> 6|3 -> 0|4 -> 3|5 -> 4|6 -> 1| +execution time of: 5.2931e-04s: Index: 2407 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 6|6 -> 5| +execution time of: 5.2937e-04s: Index: 2713 | Max_nodes: 78 | Active_nodes: 13 | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 6|6 -> 2| +execution time of: 5.2939e-04s: Index: 1813 | Max_nodes: 75 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 6|6 -> 3| +execution time of: 5.2948e-04s: Index: 3298 | Max_nodes: 58 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 6|5 -> 0|6 -> 5| +execution time of: 5.2968e-04s: Index: 4755 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 6|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5|6 -> 1| +execution time of: 5.2989e-04s: Index: 1612 | Max_nodes: 65 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 6|5 -> 3|6 -> 5| +execution time of: 5.3030e-04s: Index: 1899 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 6|3 -> 0|4 -> 3|5 -> 5|6 -> 1| +execution time of: 5.3030e-04s: Index: 3291 | Max_nodes: 63 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 6|6 -> 1| +execution time of: 5.3046e-04s: Index: 1633 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 6|6 -> 4| +execution time of: 5.3047e-04s: Index: 2335 | Max_nodes: 63 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 6|6 -> 5| +execution time of: 5.3064e-04s: Index: 2623 | Max_nodes: 78 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 6|3 -> 1|4 -> 0|5 -> 5|6 -> 2| +execution time of: 5.3068e-04s: Index: 427 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 3|3 -> 6|4 -> 1|5 -> 5|6 -> 2| +execution time of: 5.3069e-04s: Index: 313 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 6|6 -> 4| +execution time of: 5.3072e-04s: Index: 2472 | Max_nodes: 68 | Active_nodes: 12 | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4|6 -> 6| +execution time of: 5.3073e-04s: Index: 412 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 6|5 -> 2|6 -> 5| +execution time of: 5.3096e-04s: Index: 1466 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4|6 -> 6| +execution time of: 5.3106e-04s: Index: 580 | Max_nodes: 69 | Active_nodes: 12 | 0 -> 0|1 -> 5|2 -> 6|3 -> 1|4 -> 4|5 -> 2|6 -> 3| +execution time of: 5.3106e-04s: Index: 3277 | Max_nodes: 78 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 6|6 -> 2| +execution time of: 5.3111e-04s: Index: 4609 | Max_nodes: 70 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5|6 -> 4| +execution time of: 5.3121e-04s: Index: 1837 | Max_nodes: 75 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 6|6 -> 3| +execution time of: 5.3129e-04s: Index: 2454 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5|6 -> 6| +execution time of: 5.3141e-04s: Index: 1345 | Max_nodes: 68 | Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 2|3 -> 0|4 -> 3|5 -> 5|6 -> 4| +execution time of: 5.3144e-04s: Index: 1693 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 6|6 -> 4| +execution time of: 5.3158e-04s: Index: 1610 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3|6 -> 6| +execution time of: 5.3161e-04s: Index: 4135 | Max_nodes: 75 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 6|6 -> 3| +execution time of: 5.3166e-04s: Index: 397 | Max_nodes: 68 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 6|6 -> 3| +execution time of: 5.3173e-04s: Index: 1906 | Max_nodes: 65 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 6|3 -> 1|4 -> 5|5 -> 0|6 -> 3| +execution time of: 5.3180e-04s: Index: 2115 | Max_nodes: 69 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 4|3 -> 0|4 -> 3|5 -> 5|6 -> 1| +execution time of: 5.3188e-04s: Index: 3721 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 6|6 -> 4| +execution time of: 5.3190e-04s: Index: 4059 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 6|3 -> 0|4 -> 2|5 -> 4|6 -> 1| +execution time of: 5.3192e-04s: Index: 4761 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 6|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5|6 -> 0| +execution time of: 5.3197e-04s: Index: 3223 | Max_nodes: 75 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 6|3 -> 1|4 -> 0|5 -> 5|6 -> 3| +execution time of: 5.3214e-04s: Index: 2018 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 2|1 -> 5|2 -> 6|3 -> 0|4 -> 3|5 -> 1|6 -> 4| +execution time of: 5.3217e-04s: Index: 796 | Max_nodes: 56 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 6|5 -> 3|6 -> 4| +execution time of: 5.3224e-04s: Index: 4347 | Max_nodes: 61 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5|6 -> 3| +execution time of: 5.3228e-04s: Index: 3757 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 6|6 -> 3| +execution time of: 5.3229e-04s: Index: 1755 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 6|6 -> 1| +execution time of: 5.3234e-04s: Index: 1634 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3|6 -> 6| +execution time of: 5.3253e-04s: Index: 1396 | Max_nodes: 70 | Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 4|3 -> 0|4 -> 5|5 -> 2|6 -> 3| +execution time of: 5.3256e-04s: Index: 4686 | Max_nodes: 67 | Active_nodes: 11 | 0 -> 6|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4|6 -> 5| +execution time of: 5.3258e-04s: Index: 862 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 0|3 -> 6|4 -> 5|5 -> 3|6 -> 4| +execution time of: 5.3259e-04s: Index: 1123 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 2|3 -> 6|4 -> 0|5 -> 5|6 -> 3| +execution time of: 5.3259e-04s: Index: 2607 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 6|6 -> 0| +execution time of: 5.3263e-04s: Index: 2400 | Max_nodes: 57 | Active_nodes: 12 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5|6 -> 6| +execution time of: 5.3269e-04s: Index: 2500 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 6|3 -> 0|4 -> 5|5 -> 1|6 -> 4| +execution time of: 5.3291e-04s: Index: 1517 | Max_nodes: 62 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 6|5 -> 4|6 -> 3| +execution time of: 5.3303e-04s: Index: 1636 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 6|5 -> 3|6 -> 4| +execution time of: 5.3310e-04s: Index: 3585 | Max_nodes: 61 | Active_nodes: 11 | 0 -> 4|1 -> 6|2 -> 5|3 -> 1|4 -> 2|5 -> 3|6 -> 0| +execution time of: 5.3318e-04s: Index: 3433 | Max_nodes: 78 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 6|6 -> 2| +execution time of: 5.3355e-04s: Index: 4697 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 6|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2|6 -> 1| +execution time of: 5.3359e-04s: Index: 1093 | Max_nodes: 73 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 6|6 -> 3| +execution time of: 5.3364e-04s: Index: 2619 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 6|3 -> 0|4 -> 2|5 -> 5|6 -> 1| +execution time of: 5.3369e-04s: Index: 1608 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5|6 -> 6| +execution time of: 5.3384e-04s: Index: 2383 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 6|3 -> 2|4 -> 0|5 -> 5|6 -> 4| +execution time of: 5.3386e-04s: Index: 2329 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 6|6 -> 5| +execution time of: 5.3397e-04s: Index: 2432 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0|6 -> 6| +execution time of: 5.3399e-04s: Index: 3916 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 6|5 -> 1|6 -> 3| +execution time of: 5.3412e-04s: Index: 856 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 6|5 -> 3|6 -> 4| +execution time of: 5.3442e-04s: Index: 3592 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 4|1 -> 6|2 -> 5|3 -> 2|4 -> 3|5 -> 0|6 -> 1| +execution time of: 5.3466e-04s: Index: 3246 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5|6 -> 6| +execution time of: 5.3466e-04s: Index: 4713 | Max_nodes: 53 | Active_nodes: 11 | 0 -> 6|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5|6 -> 0| +execution time of: 5.3471e-04s: Index: 318 | Max_nodes: 61 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4|6 -> 6| +execution time of: 5.3475e-04s: Index: 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-> 5|6 -> 4| +execution time of: 5.3505e-04s: Index: 4681 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 6|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5|6 -> 4| +execution time of: 5.3517e-04s: Index: 859 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 0|3 -> 6|4 -> 3|5 -> 5|6 -> 4| +execution time of: 5.3544e-04s: Index: 1346 | Max_nodes: 66 | Active_nodes: 11 | 0 -> 1|1 -> 6|2 -> 2|3 -> 0|4 -> 4|5 -> 3|6 -> 5| +execution time of: 5.3552e-04s: Index: 1251 | Max_nodes: 74 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 6|6 -> 2| +execution time of: 5.3563e-04s: Index: 4687 | Max_nodes: 70 | Active_nodes: 12 | 0 -> 6|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5|6 -> 4| +execution time of: 5.3582e-04s: Index: 2376 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 6|3 -> 0|4 -> 2|5 -> 4|6 -> 5| +execution time of: 5.3583e-04s: Index: 912 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4|6 -> 6| +execution time of: 5.3603e-04s: Index: 3841 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 6|6 -> 4| +execution time of: 5.3611e-04s: Index: 4119 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 6|6 -> 0| +execution time of: 5.3612e-04s: Index: 1156 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 6|5 -> 2|6 -> 3| +execution time of: 5.3613e-04s: Index: 2665 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 6|6 -> 4| +execution time of: 5.3616e-04s: Index: 4349 | Max_nodes: 61 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4|6 -> 3| +execution time of: 5.3624e-04s: Index: 2353 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 6|6 -> 4| +execution time of: 5.3642e-04s: Index: 1661 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 6|3 -> 0|4 -> 5|5 -> 4|6 -> 3| +execution time of: 5.3647e-04s: Index: 1368 | Max_nodes: 65 | Active_nodes: 11 | 0 -> 1|1 -> 6|2 -> 3|3 -> 0|4 -> 2|5 -> 4|6 -> 5| 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12 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 6|6 -> 5| +execution time of: 5.3731e-04s: Index: 1117 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 6|6 -> 3| +execution time of: 5.3736e-04s: Index: 1800 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5|6 -> 6| +execution time of: 5.3748e-04s: Index: 1225 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 6|6 -> 4| +execution time of: 5.3749e-04s: Index: 2355 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 6|6 -> 2| +execution time of: 5.3770e-04s: Index: 1849 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 6|6 -> 5| +execution time of: 5.3771e-04s: Index: 457 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 6|3 -> 1|4 -> 2|5 -> 5|6 -> 3| +execution time of: 5.3778e-04s: Index: 1152 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3|6 -> 6| +execution time of: 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-> 0|3 -> 1|4 -> 2|5 -> 6|6 -> 4| +execution time of: 5.3863e-04s: Index: 4608 | Max_nodes: 67 | Active_nodes: 11 | 0 -> 6|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4|6 -> 5| +execution time of: 5.3870e-04s: Index: 4111 | Max_nodes: 75 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 6|6 -> 3| +execution time of: 5.3874e-04s: Index: 2356 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 6|5 -> 2|6 -> 4| +execution time of: 5.3885e-04s: Index: 3775 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 6|6 -> 4| +execution time of: 5.3888e-04s: Index: 2617 | Max_nodes: 78 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 6|3 -> 0|4 -> 1|5 -> 5|6 -> 2| +execution time of: 5.3889e-04s: Index: 3589 | Max_nodes: 70 | Active_nodes: 12 | 0 -> 4|1 -> 6|2 -> 5|3 -> 2|4 -> 0|5 -> 3|6 -> 1| +execution time of: 5.3903e-04s: Index: 3683 | Max_nodes: 56 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 6|5 -> 3|6 -> 1| +execution time of: 5.3904e-04s: Index: 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13 | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 6|6 -> 2| +execution time of: 5.4236e-04s: Index: 4489 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 6|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5|6 -> 4| +execution time of: 5.4243e-04s: Index: 262 | Max_nodes: 68 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 1|3 -> 6|4 -> 5|5 -> 2|6 -> 4| +execution time of: 5.4244e-04s: Index: 3973 | Max_nodes: 78 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 6|6 -> 2| +execution time of: 5.4245e-04s: Index: 2330 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 2|6 -> 6| +execution time of: 5.4252e-04s: Index: 4368 | Max_nodes: 58 | Active_nodes: 10 | 0 -> 6|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4|6 -> 5| +execution time of: 5.4259e-04s: Index: 1416 | Max_nodes: 69 | Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 5|3 -> 0|4 -> 2|5 -> 3|6 -> 4| +execution time of: 5.4267e-04s: Index: 3967 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 6|6 -> 4| +execution time of: 5.4277e-04s: Index: 1515 | Max_nodes: 62 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 6|6 -> 3| +execution time of: 5.4281e-04s: Index: 3978 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 0|3 -> 6|4 -> 1|5 -> 2|6 -> 4| +execution time of: 5.4350e-04s: Index: 4873 | Max_nodes: 77 | Active_nodes: 12 | 0 -> 6|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5|6 -> 2| +execution time of: 5.4350e-04s: Index: 578 | Max_nodes: 68 | Active_nodes: 12 | 0 -> 0|1 -> 5|2 -> 6|3 -> 1|4 -> 3|5 -> 2|6 -> 4| +execution time of: 5.4351e-04s: Index: 1536 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 6|3 -> 1|4 -> 3|5 -> 4|6 -> 5| +execution time of: 5.4357e-04s: Index: 4058 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 6|3 -> 0|4 -> 2|5 -> 1|6 -> 4| +execution time of: 5.4369e-04s: Index: 1147 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 3|3 -> 6|4 -> 0|5 -> 5|6 -> 2| +execution time of: 5.4373e-04s: Index: 3919 | Max_nodes: 75 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 6|6 -> 3| +execution time of: 5.4378e-04s: Index: 1923 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 6|6 -> 3| +execution time of: 5.4381e-04s: Index: 1180 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 6|3 -> 0|4 -> 5|5 -> 2|6 -> 3| +execution time of: 5.4386e-04s: Index: 1128 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5|6 -> 6| +execution time of: 5.4421e-04s: Index: 336 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 6|3 -> 1|4 -> 2|5 -> 4|6 -> 5| +execution time of: 5.4428e-04s: Index: 2338 | Max_nodes: 57 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 6|5 -> 0|6 -> 5| +execution time of: 5.4455e-04s: Index: 1566 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5|6 -> 6| +execution time of: 5.4461e-04s: Index: 459 | Max_nodes: 72 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 6|3 -> 1|4 -> 3|5 -> 5|6 -> 2| +execution time of: 5.4464e-04s: Index: 3409 | Max_nodes: 75 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 6|6 -> 3| +execution time of: 5.4489e-04s: Index: 3871 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 6|6 -> 4| +execution time of: 5.4516e-04s: Index: 2022 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 2|1 -> 5|2 -> 6|3 -> 1|4 -> 0|5 -> 3|6 -> 4| +execution time of: 5.4516e-04s: Index: 1181 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 6|3 -> 0|4 -> 5|5 -> 3|6 -> 2| +execution time of: 5.4517e-04s: Index: 2659 | Max_nodes: 78 | Active_nodes: 13 | 0 -> 3|1 -> 5|2 -> 0|3 -> 6|4 -> 1|5 -> 4|6 -> 2| +execution time of: 5.4539e-04s: Index: 463 | Max_nodes: 68 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 6|3 -> 2|4 -> 1|5 -> 5|6 -> 3| +execution time of: 5.4541e-04s: Index: 1589 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 6|5 -> 5|6 -> 4| +execution time of: 5.4544e-04s: Index: 1095 | Max_nodes: 74 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 6|6 -> 2| +execution time of: 5.4547e-04s: Index: 4741 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 6|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5|6 -> 1| +execution time of: 5.4548e-04s: Index: 439 | Max_nodes: 68 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 6|6 -> 3| +execution time of: 5.4551e-04s: Index: 1905 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 2|1 -> 4|2 -> 6|3 -> 1|4 -> 3|5 -> 5|6 -> 0| +execution time of: 5.4556e-04s: Index: 4129 | Max_nodes: 75 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 6|6 -> 3| +execution time of: 5.4576e-04s: Index: 3343 | Max_nodes: 78 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 6|3 -> 1|4 -> 0|5 -> 5|6 -> 2| +execution time of: 5.4596e-04s: Index: 3126 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5|6 -> 6| +execution time of: 5.4608e-04s: Index: 3217 | Max_nodes: 75 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 6|3 -> 0|4 -> 1|5 -> 5|6 -> 3| +execution time of: 5.4612e-04s: Index: 456 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 6|3 -> 1|4 -> 2|5 -> 3|6 -> 5| +execution time of: 5.4613e-04s: Index: 2601 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 6|6 -> 0| +execution time of: 5.4622e-04s: Index: 2497 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 6|3 -> 0|4 -> 1|5 -> 5|6 -> 4| +execution time of: 5.4629e-04s: Index: 1417 | Max_nodes: 72 | Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 5|3 -> 0|4 -> 2|5 -> 4|6 -> 3| +execution time of: 5.4636e-04s: Index: 3292 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 6|5 -> 1|6 -> 5| +execution time of: 5.4646e-04s: Index: 216 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 6|3 -> 1|4 -> 3|5 -> 4|6 -> 5| +execution time of: 5.4667e-04s: Index: 1900 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 6|3 -> 0|4 -> 5|5 -> 1|6 -> 3| +execution time of: 5.4671e-04s: Index: 4179 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 6|3 -> 0|4 -> 2|5 -> 3|6 -> 1| 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13 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 6|6 -> 5| +execution time of: 5.4814e-04s: Index: 2332 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 6|5 -> 2|6 -> 5| +execution time of: 5.4834e-04s: Index: 2119 | Max_nodes: 74 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 4|3 -> 1|4 -> 0|5 -> 5|6 -> 3| +execution time of: 5.4886e-04s: Index: 2097 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 2|1 -> 6|2 -> 3|3 -> 1|4 -> 4|5 -> 5|6 -> 0| +execution time of: 5.4891e-04s: Index: 1397 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 4|3 -> 0|4 -> 5|5 -> 3|6 -> 2| +execution time of: 5.4916e-04s: Index: 4737 | Max_nodes: 53 | Active_nodes: 11 | 0 -> 6|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5|6 -> 0| +execution time of: 5.4926e-04s: Index: 3288 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5|6 -> 6| +execution time of: 5.4932e-04s: Index: 888 | Max_nodes: 62 | Active_nodes: 12 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5|6 -> 6| +execution time of: 5.4968e-04s: Index: 867 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 6|6 -> 4| +execution time of: 5.5001e-04s: Index: 3985 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 6|6 -> 4| +execution time of: 5.5012e-04s: Index: 1702 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 0|3 -> 6|4 -> 5|5 -> 1|6 -> 4| +execution time of: 5.5016e-04s: Index: 3895 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 6|6 -> 4| +execution time of: 5.5027e-04s: Index: 3165 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 4|1 -> 2|2 -> 1|3 -> 6|4 -> 3|5 -> 5|6 -> 0| +execution time of: 5.5034e-04s: Index: 289 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 6|6 -> 5| +execution time of: 5.5038e-04s: Index: 4153 | Max_nodes: 78 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 6|6 -> 2| +execution time of: 5.5042e-04s: Index: 1489 | Max_nodes: 56 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 6|6 -> 5| +execution time of: 5.5082e-04s: Index: 843 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 6|6 -> 4| +execution time of: 5.5087e-04s: Index: 4009 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 6|6 -> 4| +execution time of: 5.5120e-04s: Index: 1853 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 6|5 -> 5|6 -> 1| +execution time of: 5.5145e-04s: Index: 2293 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 6|6 -> 4| +execution time of: 5.5152e-04s: Index: 1249 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 6|6 -> 4| +execution time of: 5.5152e-04s: Index: 4087 | Max_nodes: 75 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 6|6 -> 3| +execution time of: 5.5171e-04s: Index: 1969 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 6|6 -> 4| +execution time of: 5.5196e-04s: Index: 567 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 6|6 -> 1| +execution time of: 5.5206e-04s: Index: 192 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4|6 -> 6| +execution time of: 5.5210e-04s: Index: 3847 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 6|6 -> 4| +execution time of: 5.5226e-04s: Index: 337 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 6|3 -> 1|4 -> 2|5 -> 5|6 -> 4| +execution time of: 5.5231e-04s: Index: 3747 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 6|6 -> 3| +execution time of: 5.5246e-04s: Index: 1393 | Max_nodes: 72 | Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 4|3 -> 0|4 -> 2|5 -> 5|6 -> 3| +execution time of: 5.5252e-04s: Index: 4464 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 6|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4|6 -> 5| +execution time of: 5.5255e-04s: Index: 1298 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 6|3 -> 0|4 -> 3|5 -> 2|6 -> 4| +execution time of: 5.5267e-04s: Index: 1177 | Max_nodes: 73 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 6|3 -> 0|4 -> 2|5 -> 5|6 -> 3| +execution time of: 5.5278e-04s: Index: 4093 | Max_nodes: 78 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 6|6 -> 2| +execution time of: 5.5301e-04s: Index: 3889 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 6|6 -> 4| +execution time of: 5.5329e-04s: Index: 1759 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 6|6 -> 4| +execution time of: 5.5337e-04s: Index: 375 | Max_nodes: 72 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 6|6 -> 2| +execution time of: 5.5339e-04s: Index: 3289 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 6|6 -> 5| +execution time of: 5.5344e-04s: Index: 2302 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 0|3 -> 6|4 -> 5|5 -> 2|6 -> 4| +execution time of: 5.5345e-04s: Index: 3349 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 6|3 -> 2|4 -> 0|5 -> 5|6 -> 1| +execution time of: 5.5348e-04s: Index: 3769 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 6|6 -> 4| +execution time of: 5.5361e-04s: Index: 1513 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 6|6 -> 4| +execution time of: 5.5401e-04s: Index: 2503 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 6|3 -> 1|4 -> 0|5 -> 5|6 -> 4| +execution time of: 5.5401e-04s: Index: 3679 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 6|6 -> 3| +execution time of: 5.5475e-04s: Index: 2689 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 6|6 -> 4| +execution time of: 5.5481e-04s: Index: 553 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 6|6 -> 3| +execution time of: 5.5492e-04s: Index: 4704 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 6|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4|6 -> 5| 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13 | 0 -> 1|1 -> 5|2 -> 0|3 -> 6|4 -> 3|5 -> 4|6 -> 2| +execution time of: 5.5604e-04s: Index: 218 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 6|3 -> 1|4 -> 4|5 -> 3|6 -> 5| +execution time of: 5.5636e-04s: Index: 1729 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 6|6 -> 5| +execution time of: 5.5706e-04s: Index: 1881 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 6|6 -> 0| +execution time of: 5.5737e-04s: Index: 3816 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 5|1 -> 1|2 -> 6|3 -> 0|4 -> 2|5 -> 3|6 -> 4| +execution time of: 5.5745e-04s: Index: 3294 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5|6 -> 6| +execution time of: 5.5758e-04s: Index: 1495 | Max_nodes: 53 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 6|6 -> 5| +execution time of: 5.5760e-04s: Index: 1516 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 6|5 -> 3|6 -> 4| +execution time of: 5.5761e-04s: Index: 4477 | Max_nodes: 70 | Active_nodes: 12 | 0 -> 6|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5|6 -> 3| +execution time of: 5.5811e-04s: Index: 4232 | Max_nodes: 57 | Active_nodes: 10 | 0 -> 5|1 -> 6|2 -> 1|3 -> 2|4 -> 3|5 -> 0|6 -> 4| +execution time of: 5.5814e-04s: Index: 3488 | Max_nodes: 59 | Active_nodes: 10 | 0 -> 4|1 -> 6|2 -> 0|3 -> 2|4 -> 3|5 -> 1|6 -> 5| +execution time of: 5.5830e-04s: Index: 2170 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 6|5 -> 2|6 -> 5| +execution time of: 5.5860e-04s: Index: 2418 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 0|3 -> 6|4 -> 1|5 -> 4|6 -> 5| +execution time of: 5.5899e-04s: Index: 217 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 6|3 -> 1|4 -> 3|5 -> 5|6 -> 4| +execution time of: 5.5938e-04s: Index: 889 | Max_nodes: 63 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 6|6 -> 5| +execution time of: 5.5965e-04s: Index: 1700 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 0|3 -> 6|4 -> 4|5 -> 1|6 -> 5| +execution time of: 5.5980e-04s: Index: 2406 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5|6 -> 6| +execution time of: 5.5993e-04s: Index: 696 | Max_nodes: 67 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 5|3 -> 1|4 -> 2|5 -> 3|6 -> 4| +execution time of: 5.6091e-04s: Index: 4566 | Max_nodes: 67 | Active_nodes: 11 | 0 -> 6|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4|6 -> 5| +execution time of: 5.6182e-04s: Index: 1783 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 6|3 -> 1|4 -> 0|5 -> 5|6 -> 4| +execution time of: 5.6216e-04s: Index: 2402 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4|6 -> 6| +execution time of: 5.6262e-04s: Index: 1879 | Max_nodes: 75 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 6|6 -> 3| +execution time of: 5.6357e-04s: Index: 3582 | Max_nodes: 73 | Active_nodes: 12 | 0 -> 4|1 -> 6|2 -> 5|3 -> 1|4 -> 0|5 -> 2|6 -> 3| +execution time of: 5.6357e-04s: Index: 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2|5 -> 5|6 -> 6| +execution time of: 5.6530e-04s: Index: 1060 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 6|3 -> 0|4 -> 5|5 -> 2|6 -> 4| +execution time of: 5.6542e-04s: Index: 3290 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1|6 -> 6| +execution time of: 5.6550e-04s: Index: 1207 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 6|6 -> 4| +execution time of: 5.6584e-04s: Index: 915 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 6|6 -> 3| +execution time of: 5.6596e-04s: Index: 3751 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 6|6 -> 4| +execution time of: 5.6654e-04s: Index: 1039 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 6|6 -> 4| +execution time of: 5.6667e-04s: Index: 1369 | Max_nodes: 68 | Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 3|3 -> 0|4 -> 2|5 -> 5|6 -> 4| +execution time of: 5.6770e-04s: Index: 1660 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 6|3 -> 0|4 -> 5|5 -> 3|6 -> 4| +execution time of: 5.6779e-04s: Index: 937 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 6|3 -> 0|4 -> 3|5 -> 5|6 -> 4| +execution time of: 5.6828e-04s: Index: 3968 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1|6 -> 6| +execution time of: 5.6853e-04s: Index: 857 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 6|5 -> 4|6 -> 3| +execution time of: 5.6856e-04s: Index: 2307 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 6|6 -> 4| +execution time of: 5.6878e-04s: Index: 1465 | Max_nodes: 56 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 6|6 -> 5| +execution time of: 5.6880e-04s: Index: 2479 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 6|6 -> 4| +execution time of: 5.6895e-04s: Index: 1635 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 6|6 -> 3| +execution time of: 5.6935e-04s: Index: 1275 | Max_nodes: 74 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 6|6 -> 2| +execution time of: 5.6968e-04s: Index: 1210 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 6|5 -> 2|6 -> 4| +execution time of: 5.7033e-04s: Index: 1908 | Max_nodes: 61 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 6|3 -> 3|4 -> 0|5 -> 1|6 -> 5| +execution time of: 5.7040e-04s: Index: 1056 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 6|3 -> 0|4 -> 2|5 -> 4|6 -> 5| +execution time of: 5.7043e-04s: Index: 1657 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 6|3 -> 0|4 -> 3|5 -> 5|6 -> 4| +execution time of: 5.7083e-04s: Index: 1418 | Max_nodes: 69 | Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 5|3 -> 0|4 -> 3|5 -> 2|6 -> 4| +execution time of: 5.7117e-04s: Index: 3991 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 6|6 -> 4| +execution time of: 5.7167e-04s: Index: 1776 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 6|3 -> 0|4 -> 1|5 -> 4|6 -> 5| +execution time of: 5.7198e-04s: Index: 4447 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 6|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5|6 -> 4| +execution time of: 5.7277e-04s: Index: 133 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 6|6 -> 4| +execution time of: 5.7290e-04s: Index: 1273 | Max_nodes: 73 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 6|6 -> 3| +execution time of: 5.7304e-04s: Index: 3677 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 6|5 -> 3|6 -> 2| +execution time of: 5.7391e-04s: Index: 883 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 3|3 -> 6|4 -> 0|5 -> 5|6 -> 4| +execution time of: 5.7397e-04s: Index: 2473 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 6|6 -> 4| +execution time of: 5.7429e-04s: Index: 3567 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 4|1 -> 6|2 -> 3|3 -> 2|4 -> 1|5 -> 5|6 -> 0| +execution time of: 5.7453e-04s: Index: 3975 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 6|6 -> 1| +execution time of: 5.7457e-04s: Index: 1297 | Max_nodes: 73 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 6|3 -> 0|4 -> 2|5 -> 4|6 -> 3| +execution time of: 5.7479e-04s: Index: 2303 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 0|3 -> 6|4 -> 5|5 -> 4|6 -> 2| +execution time of: 5.7532e-04s: Index: 1009 | Max_nodes: 65 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 6|6 -> 5| +execution time of: 5.7563e-04s: Index: 845 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 6|5 -> 5|6 -> 4| +execution time of: 5.7618e-04s: Index: 940 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 6|3 -> 0|4 -> 5|5 -> 3|6 -> 4| +execution time of: 5.7723e-04s: Index: 3671 | Max_nodes: 50 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 3|3 -> 6|4 -> 4|5 -> 2|6 -> 1| +execution time of: 5.7835e-04s: Index: 1659 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 6|3 -> 0|4 -> 4|5 -> 5|6 -> 3| +execution time of: 5.7838e-04s: Index: 3673 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 6|6 -> 3| +execution time of: 5.7918e-04s: Index: 2834 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 3|1 -> 6|2 -> 4|3 -> 0|4 -> 2|5 -> 1|6 -> 5| +execution time of: 5.7993e-04s: Index: 1296 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 6|3 -> 0|4 -> 2|5 -> 3|6 -> 4| +execution time of: 5.8027e-04s: Index: 3248 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1|6 -> 6| +execution time of: 5.8146e-04s: Index: 1753 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 6|6 -> 4| +execution time of: 5.8199e-04s: Index: 4590 | Max_nodes: 67 | Active_nodes: 11 | 0 -> 6|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4|6 -> 5| +execution time of: 5.8301e-04s: Index: 2599 | Max_nodes: 78 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 6|6 -> 2| +execution time of: 5.8323e-04s: Index: 1993 | Max_nodes: 75 | Active_nodes: 13 | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 6|6 -> 3| +execution time of: 5.8366e-04s: Index: 3160 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 6|5 -> 0|6 -> 3| +execution time of: 5.8490e-04s: Index: 1873 | Max_nodes: 75 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 6|6 -> 3| +execution time of: 5.8660e-04s: Index: 2113 | Max_nodes: 74 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 4|3 -> 0|4 -> 1|5 -> 5|6 -> 3| +execution time of: 5.8709e-04s: Index: 3132 | Max_nodes: 69 | Active_nodes: 12 | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3|6 -> 6| +execution time of: 5.8857e-04s: Index: 913 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 6|6 -> 4| +execution time of: 5.8934e-04s: Index: 1903 | Max_nodes: 75 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 6|3 -> 1|4 -> 0|5 -> 5|6 -> 3| +execution time of: 5.9144e-04s: Index: 1033 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 6|6 -> 4| +execution time of: 5.9280e-04s: Index: 1155 | Max_nodes: 74 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 6|6 -> 2| +execution time of: 5.9461e-04s: Index: 4005 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 5|1 -> 3|2 -> 1|3 -> 6|4 -> 2|5 -> 4|6 -> 0| +execution time of: 5.9486e-04s: Index: 2297 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 6|5 -> 4|6 -> 2| +execution time of: 5.9498e-04s: Index: 2737 | Max_nodes: 78 | Active_nodes: 13 | 0 -> 3|1 -> 5|2 -> 6|3 -> 0|4 -> 1|5 -> 4|6 -> 2| +execution time of: 5.9840e-04s: Index: 4278 | Max_nodes: 69 | Active_nodes: 10 | 0 -> 5|1 -> 6|2 -> 3|3 -> 1|4 -> 0|5 -> 2|6 -> 4| +execution time of: 5.9965e-04s: Index: 2215 | Max_nodes: 57 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 6|6 -> 5| +execution time of: 6.0089e-04s: Index: 220 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 6|3 -> 1|4 -> 5|5 -> 3|6 -> 4| +execution time of: 6.0190e-04s: Index: 1153 | Max_nodes: 73 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 6|6 -> 3| +execution time of: 6.0353e-04s: Index: 3295 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 6|6 -> 5| +execution time of: 6.0658e-04s: Index: 2301 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 0|3 -> 6|4 -> 4|5 -> 5|6 -> 2| +execution time of: 6.1266e-04s: Index: 3408 | Max_nodes: 67 | Active_nodes: 10 | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3|6 -> 6| +execution time of: 6.1275e-04s: Index: 2309 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 6|5 -> 5|6 -> 4| +execution time of: 6.1351e-04s: Index: 939 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 6|3 -> 0|4 -> 4|5 -> 5|6 -> 3| +execution time of: 6.1383e-04s: Index: 4728 | Max_nodes: 67 | Active_nodes: 11 | 0 -> 6|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4|6 -> 5| +execution time of: 6.1531e-04s: Index: 1057 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 6|3 -> 0|4 -> 2|5 -> 5|6 -> 4| +execution time of: 6.1643e-04s: Index: 3130 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 6|5 -> 1|6 -> 5| +execution time of: 6.1765e-04s: Index: 4055 | Max_nodes: 48 | Active_nodes: 12 | 0 -> 5|1 -> 3|2 -> 4|3 -> 6|4 -> 2|5 -> 1|6 -> 0| +execution time of: 6.2012e-04s: Index: 1032 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4|6 -> 6| +execution time of: 6.2074e-04s: Index: 2146 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 5|3 -> 1|4 -> 4|5 -> 0|6 -> 3| +execution time of: 6.2285e-04s: Index: 4225 | Max_nodes: 66 | Active_nodes: 11 | 0 -> 5|1 -> 6|2 -> 1|3 -> 0|4 -> 2|5 -> 4|6 -> 3| +execution time of: 6.2442e-04s: Index: 4015 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 6|6 -> 4| +execution time of: 6.2452e-04s: Index: 4201 | Max_nodes: 66 | Active_nodes: 11 | 0 -> 5|1 -> 6|2 -> 0|3 -> 1|4 -> 2|5 -> 4|6 -> 3| +execution time of: 6.2743e-04s: Index: 2299 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 0|3 -> 6|4 -> 2|5 -> 5|6 -> 4| +execution time of: 6.2801e-04s: Index: 3083 | Max_nodes: 53 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 6|5 -> 3|6 -> 0| +execution time of: 6.2948e-04s: Index: 2971 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 5|3 -> 6|4 -> 1|5 -> 3|6 -> 2| +execution time of: 6.3093e-04s: Index: 2328 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5|6 -> 6| +execution time of: 6.3583e-04s: Index: 4729 | Max_nodes: 70 | Active_nodes: 12 | 0 -> 6|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5|6 -> 4| +execution time of: 6.3646e-04s: Index: 2963 | Max_nodes: 56 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 6|5 -> 3|6 -> 1| +execution time of: 6.3682e-04s: Index: 1399 | Max_nodes: 69 | Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 4|3 -> 2|4 -> 0|5 -> 5|6 -> 3| +execution time of: 6.4287e-04s: Index: 4154 | Max_nodes: 63 | Active_nodes: 10 | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1|6 -> 6| +execution time of: 6.4355e-04s: Index: 3681 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 6|6 -> 1| +execution time of: 6.4882e-04s: Index: 1007 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 2|3 -> 6|4 -> 5|5 -> 4|6 -> 0| +execution time of: 6.5040e-04s: Index: 3243 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 6|6 -> 2| +execution time of: 6.5384e-04s: Index: 4642 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0|6 -> 3| +execution time of: 6.6021e-04s: Index: 2350 | Max_nodes: 52 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 4|3 -> 6|4 -> 5|5 -> 0|6 -> 2| +execution time of: 6.6031e-04s: Index: 4272 | Max_nodes: 69 | Active_nodes: 10 | 0 -> 5|1 -> 6|2 -> 3|3 -> 0|4 -> 1|5 -> 2|6 -> 4| +execution time of: 6.6635e-04s: Index: 3672 | Max_nodes: 59 | Active_nodes: 10 | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3|6 -> 6| +execution time of: 6.8411e-04s: Index: 4639 | Max_nodes: 74 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5|6 -> 3| +execution time of: 7.2164e-04s: Index: 3740 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 5|1 -> 1|2 -> 0|3 -> 6|4 -> 3|5 -> 2|6 -> 4| +execution time of: 7.2594e-04s: Index: 3669 | Max_nodes: 56 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 3|3 -> 6|4 -> 2|5 -> 4|6 -> 1| +execution time of: 7.2678e-04s: Index: 3789 | Max_nodes: 53 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 3|3 -> 6|4 -> 2|5 -> 4|6 -> 0| +execution time of: 7.3141e-04s: Index: 4099 | Max_nodes: 77 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 0|3 -> 6|4 -> 1|5 -> 3|6 -> 2| +execution time of: 7.4718e-04s: Index: 4098 | Max_nodes: 74 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 0|3 -> 6|4 -> 1|5 -> 2|6 -> 3| +execution time of: 7.4990e-04s: Index: 4337 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3|6 -> 2| +execution time of: 7.7321e-04s: Index: 4528 | Max_nodes: 54 | Active_nodes: 12 | 0 -> 6|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0|6 -> 2| +execution time of: 8.0642e-04s: Index: 1338 | Max_nodes: 69 | Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 0|3 -> 5|4 -> 2|5 -> 3|6 -> 4| +execution time of: 8.5838e-04s: Index: 3670 | Max_nodes: 53 | Active_nodes: 12 | 0 -> 5|1 -> 0|2 -> 3|3 -> 6|4 -> 4|5 -> 1|6 -> 2| +execution time of: 8.5854e-04s: Index: 4538 | Max_nodes: 68 | Active_nodes: 12 | 0 -> 6|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2|6 -> 4| +execution time of: 9.7952e-04s: Index: 3744 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4|6 -> 6| +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/grover_controls.txt b/test/BenchmarkQuasm/results/grover_controls.txt new file mode 100644 index 00000000..bb0aa1a8 --- /dev/null +++ b/test/BenchmarkQuasm/results/grover_controls.txt @@ -0,0 +1,584 @@ +Start Simulation of grover_5__________________________________________________ + + i: 0 1 2 3 4 5 6 + 1: | | | | | | x + 2: | | h | | | | + 3: | | | h | | | + 4: | | | | h | | + 5: | | | | | h | + 6: | | | | | x | + 7: | | | x | | | + 8: | | x | | | | + 9: h | | | | | | + 10: | | t | | | | + 11: | | | t | | | + 12: t | | | | | | + 13: | | c x | | | + 14: x | | c | | | + 15: c | x | | | | + 16: | | tdg | | | | + 17: | | | tdg | | | + 18: t | | | | | | + 19: | | x c | | | + 20: | | tdg | | | | + 21: x | | c | | | + 22: c | x | | | | + 23: | | c x | | | + 24: h | | | | | | + 25: | h | | | | | + 26: t | | | | | | + 27: | | | | t | | + 28: | t | | | | | + 29: c | | | x | | + 30: | x | | c | | + 31: x c | | | | | + 32: tdg | | | | | | + 33: | | | | tdg | | + 34: | t | | | | | + 35: x | | | c | | + 36: tdg | | | | | | + 37: | x | | c | | + 38: x c | | | | | + 39: c | | | x | | + 40: | h | | | | | + 41: | t | | | | | + 42: | | | | | t | + 43: | | | | | | t + 44: | c | | | x | + 45: | | | | | c x + 46: | x | | | | c + 47: | tdg | | | | | + 48: | | | | | tdg | + 49: | | | | | | t + 50: | x | | | c | + 51: | tdg | | | | | + 52: | | | | | c x + 53: | x | | | | c + 54: | c | | | x | + 55: | h | | | | | + 56: t | | | | | | + 57: | | | | t | | + 58: | t | | | | | + 59: c | | | x | | + 60: | x | | c | | + 61: x c | | | | | + 62: tdg | | | | | | + 63: | | | | tdg | | + 64: | t | | | | | + 65: x | | | c | | + 66: tdg | | | | | | + 67: | x | | c | | + 68: x c | | | | | + 69: c | | | x | | + 70: h | | | | | | + 71: | | t | | | | + 72: | | | t | | | + 73: t | | | | | | + 74: | | c x | | | + 75: x | | c | | | + 76: c | x | | | | + 77: | | tdg | | | | + 78: | | | tdg | | | + 79: t | | | | | | + 80: | | x c | | | + 81: | | tdg | | | | + 82: x | | c | | | + 83: c | x | | | | + 84: | | c x | | | + 85: | | | | | x | + 86: | | | x | | | + 87: | | x | | | | + 88: | | h | | | | + 89: | | | h | | | + 90: | | | | h | | + 91: | | | | | h | + 92: | | x | | | | + 93: | | | x | | | + 94: | | | | x | | + 95: | | | | | x | + 96: | | t | | | | + 97: | | | t | | | + 98: t | | | | | | + 99: | | c x | | | +100: x | | c | | | +101: c | x | | | | +102: | | tdg | | | | +103: | | | tdg | | | +104: t | | | | | | +105: | | x c | | | +106: | | tdg | | | | +107: x | | c | | | +108: c | x | | | | +109: | | c x | | | +110: h | | | | | | +111: t | | | | | | +112: | | | | t | | +113: | | | | | t | +114: c | | | x | | +115: | | | | c x | +116: x | | | | c | +117: tdg | | | | | | +118: | | | | tdg | | +119: | | | | | t | +120: x | | | c | | +121: tdg | | | | | | +122: | | | | c x | +123: x | | | | c | +124: c | | | x | | +125: h | | | | | | +126: | | t | | | | +127: | | | t | | | +128: t | | | | | | +129: | | c x | | | +130: x | | c | | | +131: c | x | | | | +132: | | tdg | | | | +133: | | | tdg | | | +134: t | | | | | | +135: | | x c | | | +136: | | tdg | | | | +137: x | | c | | | +138: c | x | | | | +139: | | c x | | | +140: | | x | | | | +141: | | | x | | | +142: | | | | x | | +143: | | | | | x | +144: | | h | | | | +145: | | | h | | | +146: | | | | h | | +147: | | | | | h | +148: | | | | | x | +149: | | | x | | | +150: | | x | | | | +151: | | t | | | | +152: | | | t | | | +153: t | | | | | | +154: | | c x | | | +155: x | | c | | | +156: c | x | | | | +157: | | tdg | | | | +158: | | | tdg | | | +159: t | | | | | | +160: | | x c | | | +161: | | tdg | | | | +162: x | | c | | | +163: c | x | | | | +164: | | c x | | | +165: h | | | | | | +166: t | | | | | | +167: | | | | t | | +168: | t | | | | | +169: c | | | x | | +170: | x | | c | | +171: x c | | | | | +172: tdg | | | | | | +173: | | | | tdg | | +174: | t | | | | | +175: x | | | c | | +176: tdg | | | | | | +177: | x | | c | | +178: x c | | | | | +179: c | | | x | | +180: | h | | | | | +181: | t | | | | | +182: | | | | | t | +183: | | | | | | t +184: | c | | | x | +185: | | | | | c x +186: | x | | | | c +187: | tdg | | | | | +188: | | | | | tdg | +189: | | | | | | t +190: | x | | | c | +191: | tdg | | | | | +192: | | | | | c x +193: | x | | | | c +194: | c | | | x | +195: | h | | | | | +196: t | | | | | | +197: | | | | t | | +198: | t | | | | | +199: c | | | x | | +200: | x | | c | | +201: x c | | | | | +202: tdg | | | | | | +203: | | | | tdg | | +204: | t | | | | | +205: x | | | c | | +206: tdg | | | | | | +207: | x | | c | | +208: x c | | | | | +209: c | | | x | | +210: h | | | | | | +211: | | t | | | | +212: | | | t | | | +213: t | | | | | | +214: | | c x | | | +215: x | | c | | | +216: c | x | | | | +217: | | tdg | | | | +218: | | | tdg | | | +219: t | | | | | | +220: | | x c | | | +221: | | tdg | | | | +222: x | | c | | | +223: c | x | | | | +224: | | c x | | | +225: | | | | | x | +226: | | | x | | | +227: | | x | | | | +228: | | h | | | | +229: | | | h | | | +230: | | | | h | | +231: | | | | | h | +232: | | x | | | | +233: | | | x | | | +234: | | | | x | | +235: | | | | | x | +236: | | t | | | | +237: | | | t | | | +238: t | | | | | | +239: | | c x | | | +240: x | | c | | | +241: c | x | | | | +242: | | tdg | | | | +243: | | | tdg | | | +244: t | | | | | | +245: | | x c | | | +246: | | tdg | | | | +247: x | | c | | | +248: c | x | | | | +249: | | c x | | | +250: h | | | | | | +251: t | | | | | | +252: | | | | t | | +253: | | | | | t | +254: c | | | x | | +255: | | | | c x | +256: x | | | | c | +257: tdg | | | | | | +258: | | | | tdg | | +259: | | | | | t | +260: x | | | c | | +261: tdg | | | | | | +262: | | | | c x | +263: x | | | | c | +264: c | | | x | | +265: h | | | | | | +266: | | t | | | | +267: | | | t | | | +268: t | | | | | | +269: | | c x | | | +270: x | | c | | | +271: c | x | | | | +272: | | tdg | | | | +273: | | | tdg | | | +274: t | | | | | | +275: | | x c | | | +276: | | tdg | | | | +277: x | | c | | | +278: c | x | | | | +279: | | c x | | | +280: | | x | | | | +281: | | | x | | | +282: | | | | x | | +283: | | | | | x | +284: | | h | | | | +285: | | | h | | | +286: | | | | h | | +287: | | | | | h | +288: | | | | | x | +289: | | | x | | | +290: | | x | | | | +291: | | t | | | | +292: | | | t | | | +293: t | | | | | | +294: | | c x | | | +295: x | | c | | | +296: c | x | | | | +297: | | tdg | | | | +298: | | | tdg | | | +299: t | | | | | | +300: | | x c | | | +301: | | tdg | | | | +302: x | | c | | | +303: c | x | | | | +304: | | c x | | | +305: h | | | | | | +306: t | | | | | | +307: | | | | t | | +308: | t | | | | | +309: c | | | x | | +310: | x | | c | | +311: x c | | | | | +312: tdg | | | | | | +313: | | | | tdg | | +314: | t | | | | | +315: x | | | c | | +316: tdg | | | | | | +317: | x | | c | | +318: x c | | | | | +319: c | | | x | | +320: | h | | | | | +321: | t | | | | | +322: | | | | | t | +323: | | | | | | t +324: | c | | | x | +325: | | | | | c x +326: | x | | | | c +327: | tdg | | | | | +328: | | | | | tdg | +329: | | | | | | t +330: | x | | | c | +331: | tdg | | | | | +332: | | | | | c x +333: | x | | | | c +334: | c | | | x | +335: | h | | | | | +336: t | | | | | | +337: | | | | t | | +338: | t | | | | | +339: c | | | x | | +340: | x | | c | | +341: x c | | | | | +342: tdg | | | | | | +343: | | | | tdg | | +344: | t | | | | | +345: x | | | c | | +346: tdg | | | | | | +347: | x | | c | | +348: x c | | | | | +349: c | | | x | | +350: h | | | | | | +351: | | t | | | | +352: | | | t | | | +353: t | | | | | | +354: | | c x | | | +355: x | | c | | | +356: c | x | | | | +357: | | tdg | | | | +358: | | | tdg | | | +359: t | | | | | | +360: | | x c | | | +361: | | tdg | | | | +362: x | | c | | | +363: c | x | | | | +364: | | c x | | | +365: | | | | | x | +366: | | | x | | | +367: | | x | | | | +368: | | h | | | | +369: | | | h | | | +370: | | | | h | | +371: | | | | | h | +372: | | x | | | | +373: | | | x | | | +374: | | | | x | | +375: | | | | | x | +376: | | t | | | | +377: | | | t | | | +378: t | | | | | | +379: | | c x | | | +380: x | | c | | | +381: c | x | | | | +382: | | tdg | | | | +383: | | | tdg | | | +384: t | | | | | | +385: | | x c | | | +386: | | tdg | | | | +387: x | | c | | | +388: c | x | | | | +389: | | c x | | | +390: h | | | | | | +391: t | | | | | | +392: | | | | t | | +393: | | | | | t | +394: c | | | x | | +395: | | | | c x | +396: x | | | | c | +397: tdg | | | | | | +398: | | | | tdg | | +399: | | | | | t | +400: x | | | c | | +401: tdg | | | | | | +402: | | | | c x | +403: x | | | | c | +404: c | | | x | | +405: h | | | | | | +406: | | t | | | | +407: | | | t | | | +408: t | | | | | | +409: | | c x | | | +410: x | | c | | | +411: c | x | | | | +412: | | tdg | | | | +413: | | | tdg | | | +414: t | | | | | | +415: | | x c | | | +416: | | tdg | | | | +417: x | | c | | | +418: c | x | | | | +419: | | c x | | | +420: | | x | | | | +421: | | | x | | | +422: | | | | x | | +423: | | | | | x | +424: | | h | | | | +425: | | | h | | | +426: | | | | h | | +427: | | | | | h | +428: | | | | | x | +429: | | | x | | | +430: | | x | | | | +431: | | t | | | | +432: | | | t | | | +433: t | | | | | | +434: | | c x | | | +435: x | | c | | | +436: c | x | | | | +437: | | tdg | | | | +438: | | | tdg | | | +439: t | | | | | | +440: | | x c | | | +441: | | tdg | | | | +442: x | | c | | | +443: c | x | | | | +444: | | c x | | | +445: h | | | | | | +446: t | | | | | | +447: | | | | t | | +448: | t | | | | | +449: c | | | x | | +450: | x | | c | | +451: x c | | | | | +452: tdg | | | | | | +453: | | | | tdg | | +454: | t | | | | | +455: x | | | c | | +456: tdg | | | | | | +457: | x | | c | | +458: x c | | | | | +459: c | | | x | | +460: | h | | | | | +461: | t | | | | | +462: | | | | | t | +463: | | | | | | t +464: | c | | | x | +465: | | | | | c x +466: | x | | | | c +467: | tdg | | | | | +468: | | | | | tdg | +469: | | | | | | t +470: | x | | | c | +471: | tdg | | | | | +472: | | | | | c x +473: | x | | | | c +474: | c | | | x | +475: | h | | | | | +476: t | | | | | | +477: | | | | t | | +478: | t | | | | | +479: c | | | x | | +480: | x | | c | | +481: x c | | | | | +482: tdg | | | | | | +483: | | | | tdg | | +484: | t | | | | | +485: x | | | c | | +486: tdg | | | | | | +487: | x | | c | | +488: x c | | | | | +489: c | | | x | | +490: | h | | | | | +491: h | | | | | | +492: | | t | | | | +493: | | | t | | | +494: t | | | | | | +495: | | c x | | | +496: x | | c | | | +497: c | x | | | | +498: | | tdg | | | | +499: | | | tdg | | | +500: t | | | | | | +501: | | x c | | | +502: | | tdg | | | | +503: x | | c | | | +504: c | x | | | | +505: | | c x | | | +506: | | | | | x | +507: | | | x | | | +508: | | x | | | | +509: | | h | | | | +510: | | | h | | | +511: | | | | h | | +512: | | | | | h | +513: | | x | | | | +514: | | | x | | | +515: | | | | x | | +516: | | | | | x | +517: | | t | | | | +518: | | | t | | | +519: t | | | | | | +520: | | c x | | | +521: x | | c | | | +522: c | x | | | | +523: | | tdg | | | | +524: | | | tdg | | | +525: t | | | | | | +526: | | x c | | | +527: | | tdg | | | | +528: x | | c | | | +529: c | x | | | | +530: | | c x | | | +531: h | | | | | | +532: t | | | | | | +533: | | | | t | | +534: | | | | | t | +535: c | | | x | | +536: | | | | c x | +537: x | | | | c | +538: tdg | | | | | | +539: | | | | tdg | | +540: | | | | | t | +541: x | | | c | | +542: tdg | | | | | | +543: | | | | c x | +544: x | | | | c | +545: c | | | x | | +546: h | | | | | | +547: | | t | | | | +548: | | | t | | | +549: t | | | | | | +550: | | c x | | | +551: x | | c | | | +552: c | x | | | | +553: | | tdg | | | | +554: | | | tdg | | | +555: t | | | | | | +556: | | x c | | | +557: | | tdg | | | | +558: x | | c | | | +559: c | x | | | | +560: | | c x | | | +561: h | | | | | | +562: | | x | | | | +563: | | | x | | | +564: | | | | x | | +565: | | | | | x | +566: | | h | | | | +567: | | | h | | | +568: | | | | h | | +569: | | | | | h | + o: 0 1 2 3 4 5 6 +Q: 0 w: 4 | Q: 1 w: 6 | Q: 2 w: 3 | Q: 3 w: 6 | Q: 4 w: 8 | Q: 5 w: 8 | Q: 6 w: 7 | +Computed Permutation: 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 6|5 -> 4|6 -> 5| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Identity Duration: 4.5769e-04s............................. +Permuted Duration: 4.7602e-04s............................. +Identity active_nodes: 10 ...................................... +Permuted active_nodes: 12 ...................................... +Identity max_nodes: 54 ...................................... +Permuted max_nodes: 58 ...................................... +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/grover_gates.txt b/test/BenchmarkQuasm/results/grover_gates.txt new file mode 100644 index 00000000..3f7b3e5e --- /dev/null +++ b/test/BenchmarkQuasm/results/grover_gates.txt @@ -0,0 +1,583 @@ +Start Simulation of grover_5__________________________________________________ + + i: 0 1 2 3 4 5 6 + 1: | | | | | | x + 2: | | h | | | | + 3: | | | h | | | + 4: | | | | h | | + 5: | | | | | h | + 6: | | | | | x | + 7: | | | x | | | + 8: | | x | | | | + 9: h | | | | | | + 10: | | t | | | | + 11: | | | t | | | + 12: t | | | | | | + 13: | | c x | | | + 14: x | | c | | | + 15: c | x | | | | + 16: | | tdg | | | | + 17: | | | tdg | | | + 18: t | | | | | | + 19: | | x c | | | + 20: | | tdg | | | | + 21: x | | c | | | + 22: c | x | | | | + 23: | | c x | | | + 24: h | | | | | | + 25: | h | | | | | + 26: t | | | | | | + 27: | | | | t | | + 28: | t | | | | | + 29: c | | | x | | + 30: | x | | c | | + 31: x c | | | | | + 32: tdg | | | | | | + 33: | | | | tdg | | + 34: | t | | | | | + 35: x | | | c | | + 36: tdg | | | | | | + 37: | x | | c | | + 38: x c | | | | | + 39: c | | | x | | + 40: | h | | | | | + 41: | t | | | | | + 42: | | | | | t | + 43: | | | | | | t + 44: | c | | | x | + 45: | | | | | c x + 46: | x | | | | c + 47: | tdg | | | | | + 48: | | | | | tdg | + 49: | | | | | | t + 50: | x | | | c | + 51: | tdg | | | | | + 52: | | | | | c x + 53: | x | | | | c + 54: | c | | | x | + 55: | h | | | | | + 56: t | | | | | | + 57: | | | | t | | + 58: | t | | | | | + 59: c | | | x | | + 60: | x | | c | | + 61: x c | | | | | + 62: tdg | | | | | | + 63: | | | | tdg | | + 64: | t | | | | | + 65: x | | | c | | + 66: tdg | | | | | | + 67: | x | | c | | + 68: x c | | | | | + 69: c | | | x | | + 70: h | | | | | | + 71: | | t | | | | + 72: | | | t | | | + 73: t | | | | | | + 74: | | c x | | | + 75: x | | c | | | + 76: c | x | | | | + 77: | | tdg | | | | + 78: | | | tdg | | | + 79: t | | | | | | + 80: | | x c | | | + 81: | | tdg | | | | + 82: x | | c | | | + 83: c | x | | | | + 84: | | c x | | | + 85: | | | | | x | + 86: | | | x | | | + 87: | | x | | | | + 88: | | h | | | | + 89: | | | h | | | + 90: | | | | h | | + 91: | | | | | h | + 92: | | x | | | | + 93: | | | x | | | + 94: | | | | x | | + 95: | | | | | x | + 96: | | t | | | | + 97: | | | t | | | + 98: t | | | | | | + 99: | | c x | | | +100: x | | c | | | +101: c | x | | | | +102: | | tdg | | | | +103: | | | tdg | | | +104: t | | | | | | +105: | | x c | | | +106: | | tdg | | | | +107: x | | c | | | +108: c | x | | | | +109: | | c x | | | +110: h | | | | | | +111: t | | | | | | +112: | | | | t | | +113: | | | | | t | +114: c | | | x | | +115: | | | | c x | +116: x | | | | c | +117: tdg | | | | | | +118: | | | | tdg | | +119: | | | | | t | +120: x | | | c | | +121: tdg | | | | | | +122: | | | | c x | +123: x | | | | c | +124: c | | | x | | +125: h | | | | | | +126: | | t | | | | +127: | | | t | | | +128: t | | | | | | +129: | | c x | | | +130: x | | c | | | +131: c | x | | | | +132: | | tdg | | | | +133: | | | tdg | | | +134: t | | | | | | +135: | | x c | | | +136: | | tdg | | | | +137: x | | c | | | +138: c | x | | | | +139: | | c x | | | +140: | | x | | | | +141: | | | x | | | +142: | | | | x | | +143: | | | | | x | +144: | | h | | | | +145: | | | h | | | +146: | | | | h | | +147: | | | | | h | +148: | | | | | x | +149: | | | x | | | +150: | | x | | | | +151: | | t | | | | +152: | | | t | | | +153: t | | | | | | +154: | | c x | | | +155: x | | c | | | +156: c | x | | | | +157: | | tdg | | | | +158: | | | tdg | | | +159: t | | | | | | +160: | | x c | | | +161: | | tdg | | | | +162: x | | c | | | +163: c | x | | | | +164: | | c x | | | +165: h | | | | | | +166: t | | | | | | +167: | | | | t | | +168: | t | | | | | +169: c | | | x | | +170: | x | | c | | +171: x c | | | | | +172: tdg | | | | | | +173: | | | | tdg | | +174: | t | | | | | +175: x | | | c | | +176: tdg | | | | | | +177: | x | | c | | +178: x c | | | | | +179: c | | | x | | +180: | h | | | | | +181: | t | | | | | +182: | | | | | t | +183: | | | | | | t +184: | c | | | x | +185: | | | | | c x +186: | x | | | | c +187: | tdg | | | | | +188: | | | | | tdg | +189: | | | | | | t +190: | x | | | c | +191: | tdg | | | | | +192: | | | | | c x +193: | x | | | | c +194: | c | | | x | +195: | h | | | | | +196: t | | | | | | +197: | | | | t | | +198: | t | | | | | +199: c | | | x | | +200: | x | | c | | +201: x c | | | | | +202: tdg | | | | | | +203: | | | | tdg | | +204: | t | | | | | +205: x | | | c | | +206: tdg | | | | | | +207: | x | | c | | +208: x c | | | | | +209: c | | | x | | +210: h | | | | | | +211: | | t | | | | +212: | | | t | | | +213: t | | | | | | +214: | | c x | | | +215: x | | c | | | +216: c | x | | | | +217: | | tdg | | | | +218: | | | tdg | | | +219: t | | | | | | +220: | | x c | | | +221: | | tdg | | | | +222: x | | c | | | +223: c | x | | | | +224: | | c x | | | +225: | | | | | x | +226: | | | x | | | +227: | | x | | | | +228: | | h | | | | +229: | | | h | | | +230: | | | | h | | +231: | | | | | h | +232: | | x | | | | +233: | | | x | | | +234: | | | | x | | +235: | | | | | x | +236: | | t | | | | +237: | | | t | | | +238: t | | | | | | +239: | | c x | | | +240: x | | c | | | +241: c | x | | | | +242: | | tdg | | | | +243: | | | tdg | | | +244: t | | | | | | +245: | | x c | | | +246: | | tdg | | | | +247: x | | c | | | +248: c | x | | | | +249: | | c x | | | +250: h | | | | | | +251: t | | | | | | +252: | | | | t | | +253: | | | | | t | +254: c | | | x | | +255: | | | | c x | +256: x | | | | c | +257: tdg | | | | | | +258: | | | | tdg | | +259: | | | | | t | +260: x | | | c | | +261: tdg | | | | | | +262: | | | | c x | +263: x | | | | c | +264: c | | | x | | +265: h | | | | | | +266: | | t | | | | +267: | | | t | | | +268: t | | | | | | +269: | | c x | | | +270: x | | c | | | +271: c | x | | | | +272: | | tdg | | | | +273: | | | tdg | | | +274: t | | | | | | +275: | | x c | | | +276: | | tdg | | | | +277: x | | c | | | +278: c | x | | | | +279: | | c x | | | +280: | | x | | | | +281: | | | x | | | +282: | | | | x | | +283: | | | | | x | +284: | | h | | | | +285: | | | h | | | +286: | | | | h | | +287: | | | | | h | +288: | | | | | x | +289: | | | x | | | +290: | | x | | | | +291: | | t | | | | +292: | | | t | | | +293: t | | | | | | +294: | | c x | | | +295: x | | c | | | +296: c | x | | | | +297: | | tdg | | | | +298: | | | tdg | | | +299: t | | | | | | +300: | | x c | | | +301: | | tdg | | | | +302: x | | c | | | +303: c | x | | | | +304: | | c x | | | +305: h | | | | | | +306: t | | | | | | +307: | | | | t | | +308: | t | | | | | +309: c | | | x | | +310: | x | | c | | +311: x c | | | | | +312: tdg | | | | | | +313: | | | | tdg | | +314: | t | | | | | +315: x | | | c | | +316: tdg | | | | | | +317: | x | | c | | +318: x c | | | | | +319: c | | | x | | +320: | h | | | | | +321: | t | | | | | +322: | | | | | t | +323: | | | | | | t +324: | c | | | x | +325: | | | | | c x +326: | x | | | | c +327: | tdg | | | | | +328: | | | | | tdg | +329: | | | | | | t +330: | x | | | c | +331: | tdg | | | | | +332: | | | | | c x +333: | x | | | | c +334: | c | | | x | +335: | h | | | | | +336: t | | | | | | +337: | | | | t | | +338: | t | | | | | +339: c | | | x | | +340: | x | | c | | +341: x c | | | | | +342: tdg | | | | | | +343: | | | | tdg | | +344: | t | | | | | +345: x | | | c | | +346: tdg | | | | | | +347: | x | | c | | +348: x c | | | | | +349: c | | | x | | +350: h | | | | | | +351: | | t | | | | +352: | | | t | | | +353: t | | | | | | +354: | | c x | | | +355: x | | c | | | +356: c | x | | | | +357: | | tdg | | | | +358: | | | tdg | | | +359: t | | | | | | +360: | | x c | | | +361: | | tdg | | | | +362: x | | c | | | +363: c | x | | | | +364: | | c x | | | +365: | | | | | x | +366: | | | x | | | +367: | | x | | | | +368: | | h | | | | +369: | | | h | | | +370: | | | | h | | +371: | | | | | h | +372: | | x | | | | +373: | | | x | | | +374: | | | | x | | +375: | | | | | x | +376: | | t | | | | +377: | | | t | | | +378: t | | | | | | +379: | | c x | | | +380: x | | c | | | +381: c | x | | | | +382: | | tdg | | | | +383: | | | tdg | | | +384: t | | | | | | +385: | | x c | | | +386: | | tdg | | | | +387: x | | c | | | +388: c | x | | | | +389: | | c x | | | +390: h | | | | | | +391: t | | | | | | +392: | | | | t | | +393: | | | | | t | +394: c | | | x | | +395: | | | | c x | +396: x | | | | c | +397: tdg | | | | | | +398: | | | | tdg | | +399: | | | | | t | +400: x | | | c | | +401: tdg | | | | | | +402: | | | | c x | +403: x | | | | c | +404: c | | | x | | +405: h | | | | | | +406: | | t | | | | +407: | | | t | | | +408: t | | | | | | +409: | | c x | | | +410: x | | c | | | +411: c | x | | | | +412: | | tdg | | | | +413: | | | tdg | | | +414: t | | | | | | +415: | | x c | | | +416: | | tdg | | | | +417: x | | c | | | +418: c | x | | | | +419: | | c x | | | +420: | | x | | | | +421: | | | x | | | +422: | | | | x | | +423: | | | | | x | +424: | | h | | | | +425: | | | h | | | +426: | | | | h | | +427: | | | | | h | +428: | | | | | x | +429: | | | x | | | +430: | | x | | | | +431: | | t | | | | +432: | | | t | | | +433: t | | | | | | +434: | | c x | | | +435: x | | c | | | +436: c | x | | | | +437: | | tdg | | | | +438: | | | tdg | | | +439: t | | | | | | +440: | | x c | | | +441: | | tdg | | | | +442: x | | c | | | +443: c | x | | | | +444: | | c x | | | +445: h | | | | | | +446: t | | | | | | +447: | | | | t | | +448: | t | | | | | +449: c | | | x | | +450: | x | | c | | +451: x c | | | | | +452: tdg | | | | | | +453: | | | | tdg | | +454: | t | | | | | +455: x | | | c | | +456: tdg | | | | | | +457: | x | | c | | +458: x c | | | | | +459: c | | | x | | +460: | h | | | | | +461: | t | | | | | +462: | | | | | t | +463: | | | | | | t +464: | c | | | x | +465: | | | | | c x +466: | x | | | | c +467: | tdg | | | | | +468: | | | | | tdg | +469: | | | | | | t +470: | x | | | c | +471: | tdg | | | | | +472: | | | | | c x +473: | x | | | | c +474: | c | | | x | +475: | h | | | | | +476: t | | | | | | +477: | | | | t | | +478: | t | | | | | +479: c | | | x | | +480: | x | | c | | +481: x c | | | | | +482: tdg | | | | | | +483: | | | | tdg | | +484: | t | | | | | +485: x | | | c | | +486: tdg | | | | | | +487: | x | | c | | +488: x c | | | | | +489: c | | | x | | +490: | h | | | | | +491: h | | | | | | +492: | | t | | | | +493: | | | t | | | +494: t | | | | | | +495: | | c x | | | +496: x | | c | | | +497: c | x | | | | +498: | | tdg | | | | +499: | | | tdg | | | +500: t | | | | | | +501: | | x c | | | +502: | | tdg | | | | +503: x | | c | | | +504: c | x | | | | +505: | | c x | | | +506: | | | | | x | +507: | | | x | | | +508: | | x | | | | +509: | | h | | | | +510: | | | h | | | +511: | | | | h | | +512: | | | | | h | +513: | | x | | | | +514: | | | x | | | +515: | | | | x | | +516: | | | | | x | +517: | | t | | | | +518: | | | t | | | +519: t | | | | | | +520: | | c x | | | +521: x | | c | | | +522: c | x | | | | +523: | | tdg | | | | +524: | | | tdg | | | +525: t | | | | | | +526: | | x c | | | +527: | | tdg | | | | +528: x | | c | | | +529: c | x | | | | +530: | | c x | | | +531: h | | | | | | +532: t | | | | | | +533: | | | | t | | +534: | | | | | t | +535: c | | | x | | +536: | | | | c x | +537: x | | | | c | +538: tdg | | | | | | +539: | | | | tdg | | +540: | | | | | t | +541: x | | | c | | +542: tdg | | | | | | +543: | | | | c x | +544: x | | | | c | +545: c | | | x | | +546: h | | | | | | +547: | | t | | | | +548: | | | t | | | +549: t | | | | | | +550: | | c x | | | +551: x | | c | | | +552: c | x | | | | +553: | | tdg | | | | +554: | | | tdg | | | +555: t | | | | | | +556: | | x c | | | +557: | | tdg | | | | +558: x | | c | | | +559: c | x | | | | +560: | | c x | | | +561: h | | | | | | +562: | | x | | | | +563: | | | x | | | +564: | | | | x | | +565: | | | | | x | +566: | | h | | | | +567: | | | h | | | +568: | | | | h | | +569: | | | | | h | + o: 0 1 2 3 4 5 6 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Identity Duration: 4.4451e-04s............................. +Permuted Duration: 4.4697e-04s............................. +Identity active_nodes: 10 ...................................... +Permuted active_nodes: 10 ...................................... +Identity max_nodes: 54 ...................................... +Permuted max_nodes: 54 ...................................... +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/portfolioqaoa_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/portfolioqaoa_indep_qiskit_all.txt new file mode 100644 index 00000000..201093d8 --- /dev/null +++ b/test/BenchmarkQuasm/results/portfolioqaoa_indep_qiskit_all.txt @@ -0,0 +1,1542 @@ +Start Simulation of portfolioqaoa_indep_qiskit_3__________________________________________________ + + i: 0 1 2 + 1: u2 | | p: (-0.0866959) (-3.14159) + 2: | u2 | p: (-0.0867691) (-3.14159) + 3: rzz rzz | p: (0.0863372) + 4: | | u2 p: (-0.0866348) (-3.14159) + 5: rzz | rzz p: (0.0863159) + 6: u | | p: (2.27248) (-1.1733) (-1.5708) + 7: | rzz rzz p: (0.0863219) + 8: | u | p: (2.27248) (-1.17562) (-1.5708) + 9: rzz rzz | p: (2.73274) +10: | | u p: (2.27248) (-1.17137) (-1.5708) +11: rzz | rzz p: (2.73207) +12: u | | p: (1.61322) (1.56931) (1.5708) +13: | rzz rzz p: (2.73226) +14: | u | p: (1.61322) (1.57196) (1.5708) +15: rzz rzz | p: (-3.12711) +16: | | u p: (1.61322) (1.5671) (1.5708) +17: rzz | rzz p: (-3.12634) +18: rx | | p: (-10.0815) +19: | rzz rzz p: (-3.12656) +20: | rx | p: (-10.0815) +21: | | rx p: (-10.0815) +22:============ +23: 0 | | +24: | 1 | +25: | | 2 +26:============ +27: 3 | | +28: | 4 | +29: | | 5 + o: 0 1 2 +Total Permutations: 6 +Min time: 2.0245e-05s................. Permutation 4 : 0 -> 2|1 -> 0|2 -> 1| +Max time: 2.7245e-05s................. Permutation 1 : 0 -> 0|1 -> 2|2 -> 1| +Min active nodes: 6 nodes.................... Permutation 2 : 0 -> 1|1 -> 0|2 -> 2| +Min max nodes: 20 nodes.................... Permutation 2 : 0 -> 1|1 -> 0|2 -> 2| +Max active nodes: 12 nodes.................... Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| +Max max nodes: 25 nodes.................... Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| +________________________________________________________________________________________________ + +2 permutations have 6 active nodes. + +........................... +Average time: 2.3005e-05s + +2 permutations have 9 active nodes. + +........................... +Average time: 2.4323e-05s + +1 permutations have 11 active nodes. + +........................... +Average time: 2.7245e-05s + +1 permutations have 12 active nodes. + +........................... +Average time: 2.1015e-05s + +________________________________________________________________________________________________ + +3 permutations have 20 max nodes. + +........................... +Average time: 2.2789e-05s + +1 permutations have 23 max nodes. + +........................... +Average time: 2.6288e-05s + +1 permutations have 24 max nodes. + +........................... +Average time: 2.7245e-05s + +1 permutations have 25 max nodes. + +........................... +Average time: 2.1015e-05s + +________________________________________________________________________________________________ + +execution time of: 2.0245e-05s: Index: 4 | Max_nodes: 20 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 1| +execution time of: 2.1015e-05s: Index: 5 | Max_nodes: 25 | Active_nodes: 12 | 0 -> 2|1 -> 1|2 -> 0| +execution time of: 2.2358e-05s: Index: 3 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 0| +execution time of: 2.5765e-05s: Index: 2 | Max_nodes: 20 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 2| +execution time of: 2.6288e-05s: Index: 0 | Max_nodes: 23 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 2| +execution time of: 2.7245e-05s: Index: 1 | Max_nodes: 24 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1| +________________________________________________________________________________________________ + +Start Simulation of portfolioqaoa_indep_qiskit_4__________________________________________________ + +.i:...0...1...2...3 +.1:..u2...|...|...| p: (-7.9592e-02) (-3.1416e+00) +.2:...|..u2...|...| p: (-1.4045e-02) (-3.1416e+00) +.3:.rzz.rzz...|...| p: (7.0256e+00) +.4:...|...|..u2...| p: (-8.9335e-03) (-3.1416e+00) +.5:.rzz...|.rzz...| p: (7.0250e+00) +.6:...|.rzz.rzz...| p: (7.0255e+00) +.7:...|...|...|..u2 p: (3.7753e-02) (-3.1416e+00) +.8:.rzz...|...|.rzz p: (7.0264e+00) +.9:...u...|...|...| p: (2.8102e-01) (-1.5216e+00) (1.5708e+00) +10:...|.rzz...|.rzz p: (7.0255e+00) +11:...|...u...|...| p: (2.8102e-01) (-1.5621e+00) (1.5708e+00) +12:.rzz.rzz...|...| p: (-4.3431e+00) +13:...|...|.rzz.rzz p: (7.0262e+00) +14:...|...|...u...| p: (2.8102e-01) (-1.5653e+00) (1.5708e+00) +15:.rzz...|.rzz...| p: (-4.3427e+00) +16:...|.rzz.rzz...| p: (-4.3430e+00) +17:...|...|...|...u p: (2.8102e-01) (-1.5941e+00) (1.5708e+00) +18:.rzz...|...|.rzz p: (-4.3436e+00) +19:...u...|...|...| p: (2.5311e+00) (-1.5066e+00) (1.5708e+00) +20:...|.rzz...|.rzz p: (-4.3430e+00) +21:...|...u...|...| p: (2.5311e+00) (-1.5595e+00) (1.5708e+00) +22:.rzz.rzz...|...| p: (-5.6650e+00) +23:...|...|.rzz.rzz p: (-4.3435e+00) +24:...|...|...u...| p: (2.5311e+00) (-1.5636e+00) (1.5708e+00) +25:.rzz...|.rzz...| p: (-5.6645e+00) +26:...|.rzz.rzz...| p: (-5.6649e+00) +27:...|...|...|...u p: (2.5311e+00) (-1.6012e+00) (1.5708e+00) +28:.rzz...|...|.rzz p: (-5.6657e+00) +29:..rx...|...|...| p: (-3.1802e+00) +30:...|.rzz...|.rzz p: (-5.6649e+00) +31:...|..rx...|...| p: (-3.1802e+00) +32:...|...|.rzz.rzz p: (-5.6655e+00) +33:...|...|..rx...| p: (-3.1802e+00) +34:...|...|...|..rx p: (-3.1802e+00) +35:================ +36:...0...|...|...| +37:...|...1...|...| +38:...|...|...2...| +39:...|...|...|...3 +40:================ +41:...4...|...|...| +42:...|...5...|...| +43:...|...|...6...| +44:...|...|...|...7 +.o:...0...1...2...3 +Total Permutations: 24 +Min time: 4.3743e-05s................. Permutation 11 : 0 -> 1|1 -> 3|2 -> 2|3 -> 0| +Max time: 6.4428e-05s................. Permutation 18 : 0 -> 3|1 -> 0|2 -> 1|3 -> 2| +Min active nodes: 11 nodes.................... Permutation 2 : 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +Min max nodes: 40 nodes.................... Permutation 2 : 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +Max active nodes: 18 nodes.................... Permutation 19 : 0 -> 3|1 -> 0|2 -> 2|3 -> 1| +Max max nodes: 46 nodes.................... Permutation 7 : 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +________________________________________________________________________________________________ + +1 permutations have 11 active nodes. + +........................... +Average time: 4.4423e-05s + +9 permutations have 13 active nodes. + +........................... +Average time: 4.6461e-05s + +4 permutations have 14 active nodes. + +........................... +Average time: 4.5073e-05s + +4 permutations have 15 active nodes. + +........................... +Average time: 5.0366e-05s + +3 permutations have 16 active nodes. + +........................... +Average time: 4.6348e-05s + +2 permutations have 17 active nodes. + +........................... +Average time: 4.6608e-05s + +1 permutations have 18 active nodes. + +........................... +Average time: 4.5341e-05s + +________________________________________________________________________________________________ + +3 permutations have 40 max nodes. + +........................... +Average time: 4.5216e-05s + +2 permutations have 41 max nodes. + +........................... +Average time: 4.5454e-05s + +6 permutations have 43 max nodes. + +........................... +Average time: 4.6839e-05s + +7 permutations have 44 max nodes. + +........................... +Average time: 4.6082e-05s + +3 permutations have 45 max nodes. + +........................... +Average time: 5.1746e-05s + +3 permutations have 46 max nodes. + +........................... +Average time: 4.5507e-05s + +________________________________________________________________________________________________ + +execution time of: 4.3743e-05s: Index: 11 | Max_nodes: 41 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| +execution time of: 4.3903e-05s: Index: 21 | Max_nodes: 43 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| +execution time of: 4.4198e-05s: Index: 20 | Max_nodes: 44 | Active_nodes: 14 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +execution time of: 4.4423e-05s: Index: 2 | Max_nodes: 40 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +execution time of: 4.4630e-05s: Index: 15 | Max_nodes: 43 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +execution time of: 4.5023e-05s: Index: 23 | Max_nodes: 40 | Active_nodes: 14 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +execution time of: 4.5098e-05s: Index: 8 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| +execution time of: 4.5210e-05s: Index: 7 | Max_nodes: 46 | Active_nodes: 16 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +execution time of: 4.5341e-05s: Index: 19 | Max_nodes: 46 | Active_nodes: 18 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| +execution time of: 4.5398e-05s: Index: 14 | Max_nodes: 44 | Active_nodes: 14 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +execution time of: 4.5566e-05s: Index: 13 | Max_nodes: 43 | Active_nodes: 13 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +execution time of: 4.5673e-05s: Index: 6 | Max_nodes: 44 | Active_nodes: 14 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +execution time of: 4.5713e-05s: Index: 17 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +execution time of: 4.5971e-05s: Index: 22 | Max_nodes: 46 | Active_nodes: 16 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| +execution time of: 4.6131e-05s: Index: 4 | Max_nodes: 44 | Active_nodes: 17 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| +execution time of: 4.6203e-05s: Index: 10 | Max_nodes: 40 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +execution time of: 4.6223e-05s: Index: 16 | Max_nodes: 44 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| +execution time of: 4.6458e-05s: Index: 3 | Max_nodes: 43 | Active_nodes: 13 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +execution time of: 4.7086e-05s: Index: 12 | Max_nodes: 44 | Active_nodes: 17 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +execution time of: 4.7166e-05s: Index: 1 | Max_nodes: 41 | Active_nodes: 13 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +execution time of: 4.7758e-05s: Index: 0 | Max_nodes: 43 | Active_nodes: 13 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +execution time of: 4.7863e-05s: Index: 5 | Max_nodes: 44 | Active_nodes: 16 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +execution time of: 5.2721e-05s: Index: 9 | Max_nodes: 43 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +execution time of: 6.4428e-05s: Index: 18 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| +________________________________________________________________________________________________ + +Start Simulation of portfolioqaoa_indep_qiskit_5__________________________________________________ + +.i:...0...1...2...3...4 +.1:..u2...|...|...|...| p: (4.2880e-01) (-3.1416e+00) +.2:...|..u2...|...|...| p: (4.1371e-01) (-3.1416e+00) +.3:.rzz.rzz...|...|...| p: (5.8829e+00) +.4:...|...|..u2...|...| p: (3.6509e-01) (-3.1416e+00) +.5:.rzz...|.rzz...|...| p: (5.8836e+00) +.6:...|.rzz.rzz...|...| p: (5.8832e+00) +.7:...|...|...|..u2...| p: (4.0628e-01) (-3.1416e+00) +.8:.rzz...|...|.rzz...| p: (5.8834e+00) +.9:...|.rzz...|.rzz...| p: (5.8835e+00) +10:...|...|.rzz.rzz...| p: (5.8831e+00) +11:...|...|...|...|..u2 p: (3.7748e-01) (-3.1416e+00) +12:.rzz...|...|...|.rzz p: (5.8837e+00) +13:...u...|...|...|...| p: (1.8024e+00) (-2.8489e+00) (-1.5708e+00) +14:...|.rzz...|...|.rzz p: (5.8831e+00) +15:...|...u...|...|...| p: (1.8024e+00) (-2.8603e+00) (-1.5708e+00) +16:.rzz.rzz...|...|...| p: (4.4412e+00) +17:...|...|.rzz...|.rzz p: (5.8836e+00) +18:...|...|...u...|...| p: (1.8024e+00) (-2.8970e+00) (-1.5708e+00) +19:.rzz...|.rzz...|...| p: (4.4417e+00) +20:...|.rzz.rzz...|...| p: (4.4414e+00) +21:...|...|...|.rzz.rzz p: (5.8832e+00) +22:...|...|...|...u...| p: (1.8024e+00) (-2.8659e+00) (-1.5708e+00) +23:.rzz...|...|.rzz...| p: (4.4416e+00) +24:...|.rzz...|.rzz...| p: (4.4416e+00) +25:...|...|.rzz.rzz...| p: (4.4414e+00) +26:...|...|...|...|...u p: (1.8024e+00) (-2.8876e+00) (-1.5708e+00) +27:.rzz...|...|...|.rzz p: (4.4418e+00) +28:...u...|...|...|...| p: (1.0689e+00) (-2.4699e+00) (1.5708e+00) +29:...|.rzz...|...|.rzz p: (4.4414e+00) +30:...|...u...|...|...| p: (1.0689e+00) (-2.4884e+00) (1.5708e+00) +31:.rzz.rzz...|...|...| p: (7.2173e+00) +32:...|...|.rzz...|.rzz p: (4.4417e+00) +33:...|...|...u...|...| p: (1.0689e+00) (-2.5481e+00) (1.5708e+00) +34:.rzz...|.rzz...|...| p: (7.2182e+00) +35:...|.rzz.rzz...|...| p: (7.2177e+00) +36:...|...|...|.rzz.rzz p: (4.4414e+00) +37:...|...|...|...u...| p: (1.0689e+00) (-2.4976e+00) (1.5708e+00) +38:.rzz...|...|.rzz...| p: (7.2179e+00) +39:...|.rzz...|.rzz...| p: (7.2180e+00) +40:...|...|.rzz.rzz...| p: (7.2176e+00) +41:...|...|...|...|...u p: (1.0689e+00) (-2.5329e+00) (1.5708e+00) +42:.rzz...|...|...|.rzz p: (7.2182e+00) +43:..rx...|...|...|...| p: (8.7839e+00) +44:...|.rzz...|...|.rzz p: (7.2176e+00) +45:...|..rx...|...|...| p: (8.7839e+00) +46:...|...|.rzz...|.rzz p: (7.2182e+00) +47:...|...|..rx...|...| p: (8.7839e+00) +48:...|...|...|.rzz.rzz p: (7.2176e+00) +49:...|...|...|..rx...| p: (8.7839e+00) +50:...|...|...|...|..rx p: (8.7839e+00) +51:==================== +52:...0...|...|...|...| +53:...|...1...|...|...| +54:...|...|...2...|...| +55:...|...|...|...3...| +56:...|...|...|...|...4 +57:==================== +58:...5...|...|...|...| +59:...|...6...|...|...| +60:...|...|...7...|...| +61:...|...|...|...8...| +62:...|...|...|...|...9 +.o:...0...1...2...3...4 +Total Permutations: 120 +Min time: 9.3006e-05s................. Permutation 94 : 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +Max time: 1.2235e-04s................. Permutation 11 : 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +Min active nodes: 11 nodes.................... Permutation 71 : 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +Min max nodes: 72 nodes.................... Permutation 71 : 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +Max active nodes: 24 nodes.................... Permutation 2 : 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +Max max nodes: 83 nodes.................... Permutation 2 : 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +________________________________________________________________________________________________ + +1 permutations have 11 active nodes. + +........................... +Average time: 9.5876e-05s + +2 permutations have 13 active nodes. + +........................... +Average time: 9.9840e-05s + +4 permutations have 14 active nodes. + +........................... +Average time: 9.7821e-05s + +9 permutations have 15 active nodes. + +........................... +Average time: 9.8051e-05s + +7 permutations have 16 active nodes. + +........................... +Average time: 9.8944e-05s + +15 permutations have 17 active nodes. + +........................... +Average time: 9.8844e-05s + +13 permutations have 18 active nodes. + +........................... +Average time: 9.9279e-05s + +10 permutations have 19 active nodes. + +........................... +Average time: 1.0192e-04s + +15 permutations have 20 active nodes. + +........................... +Average time: 9.9127e-05s + +25 permutations have 21 active nodes. + +........................... +Average time: 9.9726e-05s + +9 permutations have 22 active nodes. + +........................... +Average time: 1.0331e-04s + +5 permutations have 23 active nodes. + +........................... +Average time: 1.0048e-04s + +5 permutations have 24 active nodes. + +........................... +Average time: 1.0173e-04s + +________________________________________________________________________________________________ + +1 permutations have 72 max nodes. + +........................... +Average time: 9.5876e-05s + +1 permutations have 73 max nodes. + +........................... +Average time: 9.5176e-05s + +3 permutations have 74 max nodes. + +........................... +Average time: 9.9554e-05s + +9 permutations have 75 max nodes. + +........................... +Average time: 9.8121e-05s + +10 permutations have 76 max nodes. + +........................... +Average time: 9.9412e-05s + +8 permutations have 77 max nodes. + +........................... +Average time: 9.7567e-05s + +13 permutations have 78 max nodes. + +........................... +Average time: 1.0033e-04s + +24 permutations have 79 max nodes. + +........................... +Average time: 9.9294e-05s + +17 permutations have 80 max nodes. + +........................... +Average time: 9.9960e-05s + +16 permutations have 81 max nodes. + +........................... +Average time: 1.0221e-04s + +12 permutations have 82 max nodes. + +........................... +Average time: 9.9995e-05s + +6 permutations have 83 max nodes. + +........................... +Average time: 1.0099e-04s + +________________________________________________________________________________________________ + +execution time of: 9.3006e-05s: Index: 94 | Max_nodes: 79 | Active_nodes: 17 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +execution time of: 9.3506e-05s: Index: 78 | Max_nodes: 75 | Active_nodes: 14 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +execution time of: 9.3939e-05s: Index: 91 | Max_nodes: 74 | Active_nodes: 17 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +execution time of: 9.4286e-05s: Index: 118 | Max_nodes: 78 | Active_nodes: 18 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +execution time of: 9.4456e-05s: Index: 115 | Max_nodes: 77 | Active_nodes: 15 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +execution time of: 9.4544e-05s: Index: 106 | Max_nodes: 77 | Active_nodes: 15 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +execution time of: 9.4826e-05s: Index: 86 | Max_nodes: 80 | Active_nodes: 18 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +execution time of: 9.5176e-05s: Index: 108 | Max_nodes: 73 | Active_nodes: 15 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +execution time of: 9.5229e-05s: Index: 116 | Max_nodes: 77 | Active_nodes: 17 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +execution time of: 9.5324e-05s: Index: 112 | Max_nodes: 83 | Active_nodes: 21 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +execution time of: 9.5411e-05s: Index: 88 | Max_nodes: 76 | Active_nodes: 16 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +execution time of: 9.5551e-05s: Index: 111 | Max_nodes: 79 | Active_nodes: 19 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +execution time of: 9.5649e-05s: Index: 119 | Max_nodes: 80 | Active_nodes: 21 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +execution time of: 9.5866e-05s: Index: 105 | Max_nodes: 77 | Active_nodes: 15 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +execution time of: 9.5876e-05s: Index: 71 | Max_nodes: 72 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +execution time of: 9.6036e-05s: Index: 104 | Max_nodes: 79 | Active_nodes: 20 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +execution time of: 9.6526e-05s: Index: 68 | Max_nodes: 79 | Active_nodes: 18 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +execution time of: 9.6569e-05s: Index: 69 | Max_nodes: 76 | Active_nodes: 17 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +execution time of: 9.6593e-05s: Index: 96 | Max_nodes: 82 | Active_nodes: 20 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +execution time of: 9.6596e-05s: Index: 93 | Max_nodes: 75 | Active_nodes: 16 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +execution time of: 9.6706e-05s: Index: 95 | Max_nodes: 80 | Active_nodes: 21 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +execution time of: 9.6739e-05s: Index: 101 | Max_nodes: 76 | Active_nodes: 14 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +execution time of: 9.6761e-05s: Index: 33 | Max_nodes: 78 | Active_nodes: 17 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +execution time of: 9.6834e-05s: Index: 110 | Max_nodes: 75 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +execution time of: 9.6866e-05s: Index: 84 | Max_nodes: 79 | Active_nodes: 21 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +execution time of: 9.6969e-05s: Index: 85 | Max_nodes: 81 | Active_nodes: 20 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +execution time of: 9.7176e-05s: Index: 109 | Max_nodes: 79 | Active_nodes: 21 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +execution time of: 9.7289e-05s: Index: 102 | Max_nodes: 79 | Active_nodes: 18 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +execution time of: 9.7323e-05s: Index: 54 | Max_nodes: 75 | Active_nodes: 16 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +execution time of: 9.7364e-05s: Index: 113 | Max_nodes: 80 | Active_nodes: 22 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +execution time of: 9.7391e-05s: Index: 92 | Max_nodes: 80 | Active_nodes: 20 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +execution time of: 9.7449e-05s: Index: 89 | Max_nodes: 77 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +execution time of: 9.7624e-05s: Index: 55 | Max_nodes: 79 | Active_nodes: 17 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +execution time of: 9.7721e-05s: Index: 64 | Max_nodes: 79 | Active_nodes: 21 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +execution time of: 9.7766e-05s: Index: 99 | Max_nodes: 79 | Active_nodes: 20 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +execution time of: 9.8111e-05s: Index: 80 | Max_nodes: 82 | Active_nodes: 21 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +execution time of: 9.8261e-05s: Index: 98 | Max_nodes: 82 | Active_nodes: 21 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +execution time of: 9.8296e-05s: Index: 56 | Max_nodes: 81 | Active_nodes: 20 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +execution time of: 9.8356e-05s: Index: 62 | Max_nodes: 79 | Active_nodes: 21 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +execution time of: 9.8401e-05s: Index: 37 | Max_nodes: 76 | Active_nodes: 18 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +execution time of: 9.8566e-05s: Index: 50 | Max_nodes: 78 | Active_nodes: 18 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +execution time of: 9.8574e-05s: Index: 114 | Max_nodes: 82 | Active_nodes: 24 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +execution time of: 9.8741e-05s: Index: 44 | Max_nodes: 81 | Active_nodes: 20 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +execution time of: 9.8801e-05s: Index: 29 | Max_nodes: 76 | Active_nodes: 17 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +execution time of: 9.8871e-05s: Index: 73 | Max_nodes: 77 | Active_nodes: 18 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +execution time of: 9.8929e-05s: Index: 24 | Max_nodes: 79 | Active_nodes: 19 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +execution time of: 9.9041e-05s: Index: 58 | Max_nodes: 80 | Active_nodes: 20 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +execution time of: 9.9046e-05s: Index: 48 | Max_nodes: 76 | Active_nodes: 19 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +execution time of: 9.9146e-05s: Index: 90 | Max_nodes: 80 | Active_nodes: 19 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +execution time of: 9.9164e-05s: Index: 26 | Max_nodes: 75 | Active_nodes: 14 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +execution time of: 9.9246e-05s: Index: 45 | Max_nodes: 78 | Active_nodes: 20 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +execution time of: 9.9264e-05s: Index: 81 | Max_nodes: 78 | Active_nodes: 17 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +execution time of: 9.9274e-05s: Index: 38 | Max_nodes: 82 | Active_nodes: 23 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +execution time of: 9.9299e-05s: Index: 61 | Max_nodes: 82 | Active_nodes: 22 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +execution time of: 9.9429e-05s: Index: 34 | Max_nodes: 75 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +execution time of: 9.9519e-05s: Index: 67 | Max_nodes: 80 | Active_nodes: 22 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +execution time of: 9.9636e-05s: Index: 70 | Max_nodes: 79 | Active_nodes: 20 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +execution time of: 9.9651e-05s: Index: 25 | Max_nodes: 82 | Active_nodes: 22 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +execution time of: 9.9749e-05s: Index: 30 | Max_nodes: 82 | Active_nodes: 23 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +execution time of: 9.9766e-05s: Index: 79 | Max_nodes: 83 | Active_nodes: 24 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +execution time of: 9.9769e-05s: Index: 59 | Max_nodes: 79 | Active_nodes: 21 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +execution time of: 9.9796e-05s: Index: 40 | Max_nodes: 83 | Active_nodes: 24 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +execution time of: 9.9839e-05s: Index: 66 | Max_nodes: 78 | Active_nodes: 16 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +execution time of: 9.9841e-05s: Index: 74 | Max_nodes: 81 | Active_nodes: 20 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +execution time of: 9.9929e-05s: Index: 27 | Max_nodes: 82 | Active_nodes: 21 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +execution time of: 1.0025e-04s: Index: 65 | Max_nodes: 81 | Active_nodes: 21 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +execution time of: 1.0026e-04s: Index: 87 | Max_nodes: 78 | Active_nodes: 21 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +execution time of: 1.0026e-04s: Index: 57 | Max_nodes: 79 | Active_nodes: 17 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +execution time of: 1.0027e-04s: Index: 72 | Max_nodes: 81 | Active_nodes: 23 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +execution time of: 1.0028e-04s: Index: 82 | Max_nodes: 79 | Active_nodes: 21 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +execution time of: 1.0036e-04s: Index: 75 | Max_nodes: 79 | Active_nodes: 18 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +execution time of: 1.0048e-04s: Index: 4 | Max_nodes: 80 | Active_nodes: 18 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +execution time of: 1.0052e-04s: Index: 41 | Max_nodes: 76 | Active_nodes: 16 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +execution time of: 1.0054e-04s: Index: 22 | Max_nodes: 83 | Active_nodes: 23 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +execution time of: 1.0064e-04s: Index: 52 | Max_nodes: 81 | Active_nodes: 21 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +execution time of: 1.0067e-04s: Index: 32 | Max_nodes: 80 | Active_nodes: 21 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +execution time of: 1.0070e-04s: Index: 60 | Max_nodes: 80 | Active_nodes: 21 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +execution time of: 1.0073e-04s: Index: 16 | Max_nodes: 76 | Active_nodes: 17 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +execution time of: 1.0074e-04s: Index: 31 | Max_nodes: 80 | Active_nodes: 22 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +execution time of: 1.0075e-04s: Index: 103 | Max_nodes: 79 | Active_nodes: 21 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +execution time of: 1.0085e-04s: Index: 6 | Max_nodes: 79 | Active_nodes: 19 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +execution time of: 1.0102e-04s: Index: 15 | Max_nodes: 78 | Active_nodes: 20 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +execution time of: 1.0121e-04s: Index: 46 | Max_nodes: 78 | Active_nodes: 16 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +execution time of: 1.0131e-04s: Index: 100 | Max_nodes: 77 | Active_nodes: 15 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +execution time of: 1.0135e-04s: Index: 43 | Max_nodes: 81 | Active_nodes: 21 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +execution time of: 1.0138e-04s: Index: 28 | Max_nodes: 79 | Active_nodes: 17 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +execution time of: 1.0143e-04s: Index: 51 | Max_nodes: 75 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +execution time of: 1.0148e-04s: Index: 35 | Max_nodes: 79 | Active_nodes: 17 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +execution time of: 1.0168e-04s: Index: 117 | Max_nodes: 80 | Active_nodes: 22 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +execution time of: 1.0170e-04s: Index: 39 | Max_nodes: 76 | Active_nodes: 16 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +execution time of: 1.0177e-04s: Index: 42 | Max_nodes: 83 | Active_nodes: 24 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +execution time of: 1.0188e-04s: Index: 5 | Max_nodes: 74 | Active_nodes: 14 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +execution time of: 1.0189e-04s: Index: 63 | Max_nodes: 80 | Active_nodes: 21 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +execution time of: 1.0192e-04s: Index: 107 | Max_nodes: 82 | Active_nodes: 20 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +execution time of: 1.0197e-04s: Index: 76 | Max_nodes: 78 | Active_nodes: 18 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +execution time of: 1.0214e-04s: Index: 1 | Max_nodes: 78 | Active_nodes: 19 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +execution time of: 1.0218e-04s: Index: 14 | Max_nodes: 81 | Active_nodes: 20 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +execution time of: 1.0222e-04s: Index: 12 | Max_nodes: 82 | Active_nodes: 20 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +execution time of: 1.0237e-04s: Index: 23 | Max_nodes: 79 | Active_nodes: 17 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +execution time of: 1.0259e-04s: Index: 36 | Max_nodes: 81 | Active_nodes: 23 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +execution time of: 1.0264e-04s: Index: 10 | Max_nodes: 80 | Active_nodes: 21 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +execution time of: 1.0281e-04s: Index: 0 | Max_nodes: 77 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +execution time of: 1.0281e-04s: Index: 3 | Max_nodes: 81 | Active_nodes: 22 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +execution time of: 1.0285e-04s: Index: 17 | Max_nodes: 74 | Active_nodes: 13 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +execution time of: 1.0300e-04s: Index: 77 | Max_nodes: 81 | Active_nodes: 21 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +execution time of: 1.0326e-04s: Index: 18 | Max_nodes: 79 | Active_nodes: 18 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +execution time of: 1.0359e-04s: Index: 8 | Max_nodes: 78 | Active_nodes: 19 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +execution time of: 1.0400e-04s: Index: 9 | Max_nodes: 81 | Active_nodes: 19 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +execution time of: 1.0484e-04s: Index: 21 | Max_nodes: 80 | Active_nodes: 21 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +execution time of: 1.0603e-04s: Index: 20 | Max_nodes: 80 | Active_nodes: 18 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +execution time of: 1.0614e-04s: Index: 19 | Max_nodes: 78 | Active_nodes: 19 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +execution time of: 1.0620e-04s: Index: 49 | Max_nodes: 76 | Active_nodes: 17 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +execution time of: 1.0635e-04s: Index: 13 | Max_nodes: 82 | Active_nodes: 22 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +execution time of: 1.0873e-04s: Index: 2 | Max_nodes: 83 | Active_nodes: 24 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +execution time of: 1.0982e-04s: Index: 7 | Max_nodes: 79 | Active_nodes: 19 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +execution time of: 1.2235e-04s: Index: 11 | Max_nodes: 81 | Active_nodes: 22 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +________________________________________________________________________________________________ + +Start Simulation of portfolioqaoa_indep_qiskit_6__________________________________________________ + +.i:...0...1...2...3...4...5 +.1:..u2...|...|...|...|...| p: (1.1594e-02) (-3.1416e+00) +.2:...|..u2...|...|...|...| p: (-2.6131e-03) (-3.1416e+00) +.3:.rzz.rzz...|...|...|...| p: (-5.1216e+00) +.4:...|...|..u2...|...|...| p: (1.3002e-02) (-3.1416e+00) +.5:.rzz...|.rzz...|...|...| p: (-5.1216e+00) +.6:...|.rzz.rzz...|...|...| p: (-5.1202e+00) +.7:...|...|...|..u2...|...| p: (-1.7560e-02) (-3.1416e+00) +.8:.rzz...|...|.rzz...|...| p: (-5.1215e+00) +.9:...|.rzz...|.rzz...|...| p: (-5.1219e+00) +10:...|...|.rzz.rzz...|...| p: (-5.1202e+00) +11:...|...|...|...|..u2...| p: (8.8311e-03) (-3.1416e+00) +12:.rzz...|...|...|.rzz...| p: (-5.1208e+00) +13:...|.rzz...|...|.rzz...| p: (-5.1215e+00) +14:...|...|.rzz...|.rzz...| p: (-5.1211e+00) +15:...|...|...|.rzz.rzz...| p: (-5.1212e+00) +16:...|...|...|...|...|..u2 p: (4.9904e-03) (-3.1416e+00) +17:.rzz...|...|...|...|.rzz p: (-5.1212e+00) +18:...u...|...|...|...|...| p: (3.8100e-01) (-1.5727e+00) (1.5708e+00) +19:...|.rzz...|...|...|.rzz p: (-5.1211e+00) +20:...|...u...|...|...|...| p: (3.8100e-01) (-1.5704e+00) (1.5708e+00) +21:.rzz.rzz...|...|...|...| p: (8.5724e-01) +22:...|...|.rzz...|...|.rzz p: (-5.1216e+00) +23:...|...|...u...|...|...| p: (3.8100e-01) (-1.5730e+00) (1.5708e+00) +24:.rzz...|.rzz...|...|...| p: (8.5724e-01) +25:...|.rzz.rzz...|...|...| p: (8.5700e-01) +26:...|...|...|.rzz...|.rzz p: (-5.1209e+00) +27:...|...|...|...u...|...| p: (3.8100e-01) (-1.5679e+00) (1.5708e+00) +28:.rzz...|...|.rzz...|...| p: (8.5721e-01) +29:...|.rzz...|.rzz...|...| p: (8.5728e-01) +30:...|...|.rzz.rzz...|...| p: (8.5700e-01) +31:...|...|...|...|.rzz.rzz p: (-5.1212e+00) +32:...|...|...|...|...u...| p: (3.8100e-01) (-1.5723e+00) (1.5708e+00) +33:.rzz...|...|...|.rzz...| p: (8.5710e-01) +34:...|.rzz...|...|.rzz...| p: (8.5721e-01) +35:...|...|.rzz...|.rzz...| p: (8.5715e-01) +36:...|...|...|.rzz.rzz...| p: (8.5716e-01) +37:...|...|...|...|...|...u p: (3.8100e-01) (-1.5716e+00) (1.5708e+00) +38:.rzz...|...|...|...|.rzz p: (8.5717e-01) +39:...u...|...|...|...|...| p: (2.5230e+00) (1.5772e+00) (-1.5708e+00) +40:...|.rzz...|...|...|.rzz p: (8.5716e-01) +41:...|...u...|...|...|...| p: (2.5230e+00) (1.5694e+00) (-1.5708e+00) +42:.rzz.rzz...|...|...|...| p: (-2.8263e+00) +43:...|...|.rzz...|...|.rzz p: (8.5723e-01) +44:...|...|...u...|...|...| p: (2.5230e+00) (1.5780e+00) (-1.5708e+00) +45:.rzz...|.rzz...|...|...| p: (-2.8263e+00) +46:...|.rzz.rzz...|...|...| p: (-2.8255e+00) +47:...|...|...|.rzz...|.rzz p: (8.5712e-01) +48:...|...|...|...u...|...| p: (2.5230e+00) (1.5611e+00) (-1.5708e+00) +49:.rzz...|...|.rzz...|...| p: (-2.8262e+00) +50:...|.rzz...|.rzz...|...| p: (-2.8264e+00) +51:...|...|.rzz.rzz...|...| p: (-2.8255e+00) +52:...|...|...|...|.rzz.rzz p: (8.5716e-01) +53:...|...|...|...|...u...| p: (2.5230e+00) (1.5757e+00) (-1.5708e+00) +54:.rzz...|...|...|.rzz...| p: (-2.8258e+00) +55:...|.rzz...|...|.rzz...| p: (-2.8262e+00) +56:...|...|.rzz...|.rzz...| p: (-2.8260e+00) +57:...|...|...|.rzz.rzz...| p: (-2.8260e+00) +58:...|...|...|...|...|...u p: (2.5230e+00) (1.5736e+00) (-1.5708e+00) +59:.rzz...|...|...|...|.rzz p: (-2.8261e+00) +60:..rx...|...|...|...|...| p: (6.3244e+00) +61:...|.rzz...|...|...|.rzz p: (-2.8260e+00) +62:...|..rx...|...|...|...| p: (6.3244e+00) +63:...|...|.rzz...|...|.rzz p: (-2.8262e+00) +64:...|...|..rx...|...|...| p: (6.3244e+00) +65:...|...|...|.rzz...|.rzz p: (-2.8259e+00) +66:...|...|...|..rx...|...| p: (6.3244e+00) +67:...|...|...|...|.rzz.rzz p: (-2.8260e+00) +68:...|...|...|...|..rx...| p: (6.3244e+00) +69:...|...|...|...|...|..rx p: (6.3244e+00) +70:======================== +71:...0...|...|...|...|...| +72:...|...1...|...|...|...| +73:...|...|...2...|...|...| +74:...|...|...|...3...|...| +75:...|...|...|...|...4...| +76:...|...|...|...|...|...5 +77:======================== +78:...6...|...|...|...|...| +79:...|...7...|...|...|...| +80:...|...|...8...|...|...| +81:...|...|...|...9...|...| +82:...|...|...|...|..10...| +83:...|...|...|...|...|..11 +.o:...0...1...2...3...4...5 +Total Permutations: 720 +Min time: 2.0003e-04s................. Permutation 716: 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +Max time: 4.2445e-04s................. Permutation 233: 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| +Min active nodes: 12 nodes.................... Permutation 330: 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| +Min max nodes: 137 nodes.................... Permutation 330: 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| +Max active nodes: 30 nodes.................... Permutation 21 : 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +Max max nodes: 152 nodes.................... Permutation 21 : 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +________________________________________________________________________________________________ + +1 permutations have 12 active nodes. + +........................... +Average time: 2.0707e-04s + +1 permutations have 13 active nodes. + +........................... +Average time: 2.0919e-04s + +2 permutations have 15 active nodes. + +........................... +Average time: 2.1309e-04s + +3 permutations have 16 active nodes. + +........................... +Average time: 2.1412e-04s + +2 permutations have 17 active nodes. + +........................... +Average time: 2.1758e-04s + +8 permutations have 18 active nodes. + +........................... +Average time: 2.1626e-04s + +13 permutations have 19 active nodes. + +........................... +Average time: 2.1812e-04s + +15 permutations have 20 active nodes. + +........................... +Average time: 2.1992e-04s + +24 permutations have 21 active nodes. + +........................... +Average time: 2.1879e-04s + +33 permutations have 22 active nodes. + +........................... +Average time: 2.1853e-04s + +52 permutations have 23 active nodes. + +........................... +Average time: 2.2132e-04s + +80 permutations have 24 active nodes. + +........................... +Average time: 2.1847e-04s + +83 permutations have 25 active nodes. + +........................... +Average time: 2.1923e-04s + +115 permutations have 26 active nodes. + +........................... +Average time: 2.1879e-04s + +84 permutations have 27 active nodes. + +........................... +Average time: 2.2019e-04s + +87 permutations have 28 active nodes. + +........................... +Average time: 2.2254e-04s + +81 permutations have 29 active nodes. + +........................... +Average time: 2.2119e-04s + +36 permutations have 30 active nodes. + +........................... +Average time: 2.2004e-04s + +________________________________________________________________________________________________ + +1 permutations have 137 max nodes. + +........................... +Average time: 2.0707e-04s + +1 permutations have 139 max nodes. + +........................... +Average time: 2.0919e-04s + +5 permutations have 140 max nodes. + +........................... +Average time: 2.1600e-04s + +8 permutations have 141 max nodes. + +........................... +Average time: 2.1562e-04s + +5 permutations have 142 max nodes. + +........................... +Average time: 2.1818e-04s + +22 permutations have 143 max nodes. + +........................... +Average time: 2.1920e-04s + +20 permutations have 144 max nodes. + +........................... +Average time: 2.2727e-04s + +41 permutations have 145 max nodes. + +........................... +Average time: 2.1906e-04s + +49 permutations have 146 max nodes. + +........................... +Average time: 2.1745e-04s + +98 permutations have 147 max nodes. + +........................... +Average time: 2.1939e-04s + +89 permutations have 148 max nodes. + +........................... +Average time: 2.1901e-04s + +81 permutations have 149 max nodes. + +........................... +Average time: 2.1898e-04s + +122 permutations have 150 max nodes. + +........................... +Average time: 2.1996e-04s + +93 permutations have 151 max nodes. + +........................... +Average time: 2.2201e-04s + +85 permutations have 152 max nodes. + +........................... +Average time: 2.2067e-04s + +________________________________________________________________________________________________ + +execution time of: 2.0003e-04s: Index: 716 | Max_nodes: 150 | Active_nodes: 24 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +execution time of: 2.0042e-04s: Index: 596 | Max_nodes: 141 | Active_nodes: 21 | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +execution time of: 2.0218e-04s: Index: 478 | Max_nodes: 147 | Active_nodes: 23 | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +execution time of: 2.0308e-04s: Index: 598 | Max_nodes: 150 | Active_nodes: 27 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +execution time of: 2.0337e-04s: Index: 718 | Max_nodes: 146 | Active_nodes: 24 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +execution time of: 2.0344e-04s: Index: 694 | Max_nodes: 146 | Active_nodes: 25 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +execution time of: 2.0433e-04s: Index: 574 | Max_nodes: 152 | Active_nodes: 30 | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +execution time of: 2.0445e-04s: Index: 452 | Max_nodes: 143 | Active_nodes: 23 | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| +execution time of: 2.0460e-04s: Index: 710 | Max_nodes: 148 | Active_nodes: 26 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +execution time of: 2.0476e-04s: Index: 352 | Max_nodes: 147 | Active_nodes: 21 | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| +execution time of: 2.0499e-04s: Index: 714 | Max_nodes: 151 | Active_nodes: 28 | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +execution time of: 2.0571e-04s: Index: 686 | Max_nodes: 152 | Active_nodes: 26 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +execution time of: 2.0576e-04s: Index: 450 | Max_nodes: 150 | Active_nodes: 28 | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| +execution time of: 2.0578e-04s: Index: 712 | Max_nodes: 149 | Active_nodes: 25 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +execution time of: 2.0587e-04s: Index: 592 | Max_nodes: 146 | Active_nodes: 24 | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +execution time of: 2.0625e-04s: Index: 594 | Max_nodes: 150 | Active_nodes: 24 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +execution time of: 2.0645e-04s: Index: 454 | Max_nodes: 147 | Active_nodes: 23 | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +execution time of: 2.0651e-04s: Index: 476 | Max_nodes: 152 | Active_nodes: 26 | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +execution time of: 2.0663e-04s: Index: 590 | Max_nodes: 150 | Active_nodes: 29 | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +execution time of: 2.0679e-04s: Index: 715 | Max_nodes: 150 | Active_nodes: 24 | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +execution time of: 2.0707e-04s: Index: 330 | Max_nodes: 137 | Active_nodes: 12 | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| +execution time of: 2.0717e-04s: Index: 708 | Max_nodes: 150 | Active_nodes: 29 | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| +execution time of: 2.0730e-04s: Index: 709 | Max_nodes: 149 | Active_nodes: 23 | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| +execution time of: 2.0740e-04s: Index: 692 | Max_nodes: 150 | Active_nodes: 29 | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +execution time of: 2.0754e-04s: Index: 356 | Max_nodes: 148 | Active_nodes: 24 | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| +execution time of: 2.0766e-04s: Index: 702 | Max_nodes: 149 | Active_nodes: 25 | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| +execution time of: 2.0773e-04s: Index: 358 | Max_nodes: 146 | Active_nodes: 24 | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| +execution time of: 2.0780e-04s: Index: 572 | Max_nodes: 143 | Active_nodes: 23 | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| +execution time of: 2.0784e-04s: Index: 595 | Max_nodes: 149 | Active_nodes: 23 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +execution time of: 2.0796e-04s: Index: 583 | Max_nodes: 152 | Active_nodes: 28 | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| +execution time of: 2.0814e-04s: Index: 550 | Max_nodes: 147 | Active_nodes: 24 | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| +execution time of: 2.0844e-04s: Index: 442 | Max_nodes: 143 | Active_nodes: 22 | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| +execution time of: 2.0845e-04s: Index: 684 | Max_nodes: 147 | Active_nodes: 26 | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| +execution time of: 2.0852e-04s: Index: 719 | Max_nodes: 150 | Active_nodes: 27 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +execution time of: 2.0856e-04s: Index: 588 | Max_nodes: 144 | Active_nodes: 18 | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| +execution time of: 2.0876e-04s: Index: 474 | Max_nodes: 150 | Active_nodes: 24 | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| +execution time of: 2.0884e-04s: Index: 430 | Max_nodes: 146 | Active_nodes: 23 | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| +execution time of: 2.0890e-04s: Index: 334 | Max_nodes: 151 | Active_nodes: 29 | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| +execution time of: 2.0894e-04s: Index: 446 | Max_nodes: 149 | Active_nodes: 26 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +execution time of: 2.0894e-04s: Index: 479 | Max_nodes: 146 | Active_nodes: 24 | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +execution time of: 2.0895e-04s: Index: 664 | Max_nodes: 141 | Active_nodes: 15 | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| +execution time of: 2.0895e-04s: Index: 703 | Max_nodes: 148 | Active_nodes: 26 | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| +execution time of: 2.0919e-04s: Index: 328 | Max_nodes: 139 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 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-> 0|3 -> 2|4 -> 1|5 -> 3| +execution time of: 2.0965e-04s: Index: 704 | Max_nodes: 146 | Active_nodes: 25 | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +execution time of: 2.0975e-04s: Index: 568 | Max_nodes: 145 | Active_nodes: 25 | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| +execution time of: 2.0990e-04s: Index: 306 | Max_nodes: 144 | Active_nodes: 18 | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| +execution time of: 2.0994e-04s: Index: 570 | Max_nodes: 151 | Active_nodes: 30 | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| +execution time of: 2.1002e-04s: Index: 212 | Max_nodes: 143 | Active_nodes: 20 | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| +execution time of: 2.1009e-04s: Index: 350 | Max_nodes: 145 | Active_nodes: 24 | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| +execution time of: 2.1011e-04s: Index: 688 | Max_nodes: 149 | Active_nodes: 27 | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| +execution time of: 2.1022e-04s: Index: 682 | Max_nodes: 148 | Active_nodes: 24 | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| +execution time of: 2.1025e-04s: Index: 451 | Max_nodes: 151 | Active_nodes: 30 | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| +execution time of: 2.1028e-04s: Index: 662 | Max_nodes: 147 | Active_nodes: 21 | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| +execution time of: 2.1032e-04s: Index: 690 | Max_nodes: 148 | Active_nodes: 27 | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| +execution time of: 2.1032e-04s: Index: 542 | Max_nodes: 152 | Active_nodes: 30 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| +execution time of: 2.1041e-04s: Index: 426 | Max_nodes: 148 | Active_nodes: 22 | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| +execution time of: 2.1046e-04s: Index: 536 | Max_nodes: 150 | Active_nodes: 24 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| +execution time of: 2.1053e-04s: Index: 696 | Max_nodes: 148 | Active_nodes: 26 | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 3| +execution time of: 2.1060e-04s: Index: 571 | Max_nodes: 149 | Active_nodes: 26 | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| +execution time of: 2.1061e-04s: Index: 678 | Max_nodes: 148 | Active_nodes: 25 | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| +execution time of: 2.1065e-04s: Index: 582 | Max_nodes: 150 | Active_nodes: 26 | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3| +execution time of: 2.1081e-04s: Index: 468 | Max_nodes: 149 | Active_nodes: 25 | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| +execution time of: 2.1085e-04s: Index: 713 | Max_nodes: 145 | Active_nodes: 19 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +execution time of: 2.1090e-04s: Index: 717 | Max_nodes: 146 | Active_nodes: 20 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +execution time of: 2.1090e-04s: Index: 597 | Max_nodes: 149 | Active_nodes: 27 | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +execution time of: 2.1109e-04s: Index: 589 | Max_nodes: 147 | Active_nodes: 23 | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| +execution time of: 2.1118e-04s: Index: 424 | Max_nodes: 149 | Active_nodes: 26 | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| +execution time of: 2.1120e-04s: Index: 526 | Max_nodes: 144 | Active_nodes: 22 | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 2| +execution time of: 2.1132e-04s: Index: 706 | Max_nodes: 152 | Active_nodes: 26 | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| +execution time of: 2.1135e-04s: Index: 544 | Max_nodes: 147 | Active_nodes: 25 | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| +execution time of: 2.1137e-04s: Index: 599 | Max_nodes: 149 | Active_nodes: 28 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +execution time of: 2.1140e-04s: Index: 324 | Max_nodes: 149 | Active_nodes: 26 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| +execution time of: 2.1150e-04s: Index: 640 | Max_nodes: 144 | Active_nodes: 23 | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| +execution time of: 2.1157e-04s: Index: 326 | Max_nodes: 143 | Active_nodes: 22 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| +execution time of: 2.1160e-04s: Index: 444 | Max_nodes: 147 | Active_nodes: 25 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +execution time of: 2.1164e-04s: Index: 475 | Max_nodes: 144 | Active_nodes: 23 | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| +execution time of: 2.1164e-04s: Index: 428 | Max_nodes: 148 | Active_nodes: 24 | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| +execution time of: 2.1169e-04s: Index: 431 | Max_nodes: 147 | Active_nodes: 23 | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| +execution time of: 2.1174e-04s: Index: 520 | Max_nodes: 148 | Active_nodes: 22 | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| +execution time of: 2.1184e-04s: Index: 540 | Max_nodes: 152 | Active_nodes: 30 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| +execution time of: 2.1188e-04s: Index: 679 | Max_nodes: 149 | Active_nodes: 26 | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| +execution time of: 2.1191e-04s: Index: 674 | Max_nodes: 152 | Active_nodes: 26 | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| +execution time of: 2.1204e-04s: Index: 593 | Max_nodes: 152 | Active_nodes: 28 | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +execution time of: 2.1204e-04s: Index: 711 | Max_nodes: 151 | Active_nodes: 25 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| +execution time of: 2.1206e-04s: Index: 472 | Max_nodes: 151 | Active_nodes: 29 | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| +execution time of: 2.1207e-04s: Index: 470 | Max_nodes: 148 | Active_nodes: 28 | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +execution time of: 2.1207e-04s: Index: 152 | Max_nodes: 143 | Active_nodes: 17 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| +execution time of: 2.1209e-04s: Index: 310 | Max_nodes: 146 | Active_nodes: 20 | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| +execution time of: 2.1212e-04s: Index: 466 | Max_nodes: 150 | Active_nodes: 28 | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| +execution time of: 2.1216e-04s: Index: 546 | Max_nodes: 147 | Active_nodes: 24 | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| +execution time of: 2.1216e-04s: Index: 406 | Max_nodes: 147 | Active_nodes: 21 | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| +execution time of: 2.1217e-04s: Index: 458 | Max_nodes: 152 | Active_nodes: 30 | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| +execution time of: 2.1218e-04s: Index: 308 | Max_nodes: 152 | Active_nodes: 28 | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| +execution time of: 2.1218e-04s: Index: 448 | Max_nodes: 148 | Active_nodes: 26 | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| +execution time of: 2.1222e-04s: Index: 348 | Max_nodes: 148 | Active_nodes: 24 | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 4| +execution time of: 2.1242e-04s: Index: 522 | Max_nodes: 150 | Active_nodes: 28 | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| +execution time of: 2.1262e-04s: Index: 695 | Max_nodes: 145 | Active_nodes: 25 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +execution time of: 2.1263e-04s: Index: 668 | Max_nodes: 151 | Active_nodes: 29 | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| +execution time of: 2.1267e-04s: Index: 301 | Max_nodes: 152 | Active_nodes: 26 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| +execution time of: 2.1267e-04s: Index: 445 | Max_nodes: 146 | Active_nodes: 25 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| +execution time of: 2.1271e-04s: Index: 660 | Max_nodes: 149 | Active_nodes: 28 | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| +execution time of: 2.1271e-04s: Index: 422 | Max_nodes: 152 | Active_nodes: 29 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| +execution time of: 2.1272e-04s: Index: 354 | Max_nodes: 151 | Active_nodes: 27 | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 3| +execution time of: 2.1280e-04s: Index: 455 | Max_nodes: 150 | Active_nodes: 27 | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +execution time of: 2.1286e-04s: Index: 670 | Max_nodes: 149 | Active_nodes: 28 | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| +execution time of: 2.1286e-04s: Index: 457 | Max_nodes: 151 | Active_nodes: 25 | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| +execution time of: 2.1295e-04s: Index: 344 | Max_nodes: 140 | Active_nodes: 18 | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| +execution time of: 2.1299e-04s: Index: 575 | Max_nodes: 150 | Active_nodes: 29 | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +execution time of: 2.1300e-04s: Index: 699 | Max_nodes: 149 | Active_nodes: 27 | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| +execution time of: 2.1300e-04s: Index: 514 | Max_nodes: 151 | Active_nodes: 25 | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| +execution time of: 2.1304e-04s: Index: 509 | Max_nodes: 140 | Active_nodes: 20 | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 2| +execution time of: 2.1311e-04s: Index: 304 | Max_nodes: 148 | Active_nodes: 25 | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| +execution time of: 2.1312e-04s: Index: 666 | Max_nodes: 144 | Active_nodes: 21 | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| +execution time of: 2.1320e-04s: Index: 553 | Max_nodes: 150 | Active_nodes: 26 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2| +execution time of: 2.1322e-04s: Index: 335 | Max_nodes: 145 | Active_nodes: 23 | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +execution time of: 2.1331e-04s: Index: 305 | Max_nodes: 148 | Active_nodes: 22 | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| +execution time of: 2.1334e-04s: Index: 462 | Max_nodes: 150 | Active_nodes: 29 | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 4| +execution time of: 2.1337e-04s: Index: 434 | Max_nodes: 148 | Active_nodes: 23 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| +execution time of: 2.1338e-04s: Index: 414 | Max_nodes: 147 | Active_nodes: 24 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| +execution time of: 2.1340e-04s: Index: 359 | Max_nodes: 146 | Active_nodes: 24 | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +execution time of: 2.1344e-04s: Index: 581 | Max_nodes: 147 | Active_nodes: 26 | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| +execution time of: 2.1345e-04s: Index: 534 | Max_nodes: 150 | Active_nodes: 28 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5| +execution time of: 2.1347e-04s: Index: 564 | Max_nodes: 150 | Active_nodes: 29 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +execution time of: 2.1347e-04s: Index: 453 | Max_nodes: 147 | Active_nodes: 25 | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +execution time of: 2.1347e-04s: Index: 166 | Max_nodes: 148 | Active_nodes: 26 | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 3| +execution time of: 2.1353e-04s: Index: 439 | Max_nodes: 148 | Active_nodes: 24 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2| +execution time of: 2.1353e-04s: Index: 18 | Max_nodes: 142 | Active_nodes: 16 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +execution time of: 2.1358e-04s: Index: 541 | Max_nodes: 150 | Active_nodes: 27 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| +execution time of: 2.1358e-04s: Index: 558 | Max_nodes: 147 | Active_nodes: 26 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| +execution time of: 2.1367e-04s: Index: 701 | Max_nodes: 142 | Active_nodes: 16 | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| +execution time of: 2.1369e-04s: Index: 573 | Max_nodes: 147 | Active_nodes: 26 | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +execution time of: 2.1369e-04s: Index: 464 | Max_nodes: 151 | Active_nodes: 30 | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| +execution time of: 2.1371e-04s: Index: 535 | Max_nodes: 150 | Active_nodes: 26 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 3| +execution time of: 2.1373e-04s: Index: 636 | Max_nodes: 150 | Active_nodes: 29 | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| +execution time of: 2.1380e-04s: Index: 355 | Max_nodes: 151 | Active_nodes: 27 | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| +execution time of: 2.1383e-04s: Index: 516 | Max_nodes: 147 | Active_nodes: 21 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| +execution time of: 2.1394e-04s: Index: 624 | Max_nodes: 147 | Active_nodes: 21 | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| +execution time of: 2.1398e-04s: Index: 673 | Max_nodes: 147 | Active_nodes: 21 | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| +execution time of: 2.1399e-04s: Index: 560 | Max_nodes: 147 | Active_nodes: 26 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| +execution time of: 2.1401e-04s: Index: 477 | Max_nodes: 152 | Active_nodes: 30 | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +execution time of: 2.1412e-04s: Index: 510 | Max_nodes: 146 | Active_nodes: 25 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| +execution time of: 2.1420e-04s: Index: 652 | Max_nodes: 144 | Active_nodes: 18 | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3| +execution time of: 2.1425e-04s: Index: 511 | Max_nodes: 152 | Active_nodes: 29 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 3| +execution time of: 2.1426e-04s: Index: 705 | Max_nodes: 143 | Active_nodes: 19 | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +execution time of: 2.1429e-04s: Index: 331 | Max_nodes: 150 | Active_nodes: 24 | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1| +execution time of: 2.1430e-04s: Index: 415 | Max_nodes: 148 | Active_nodes: 26 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| +execution time of: 2.1431e-04s: Index: 349 | Max_nodes: 147 | Active_nodes: 26 | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| +execution time of: 2.1432e-04s: Index: 552 | Max_nodes: 152 | Active_nodes: 27 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| +execution time of: 2.1444e-04s: Index: 206 | Max_nodes: 145 | Active_nodes: 22 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| +execution time of: 2.1461e-04s: Index: 562 | Max_nodes: 149 | Active_nodes: 23 | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| +execution time of: 2.1469e-04s: Index: 463 | Max_nodes: 151 | Active_nodes: 27 | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 2| +execution time of: 2.1470e-04s: Index: 518 | Max_nodes: 149 | Active_nodes: 26 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| +execution time of: 2.1471e-04s: Index: 698 | Max_nodes: 152 | Active_nodes: 30 | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| +execution time of: 2.1471e-04s: Index: 427 | Max_nodes: 149 | Active_nodes: 27 | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 1| +execution time of: 2.1475e-04s: Index: 236 | Max_nodes: 148 | Active_nodes: 26 | 0 -> 1|1 -> 5|2 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-> 0|3 -> 2|4 -> 4|5 -> 5| +execution time of: 2.1533e-04s: Index: 325 | Max_nodes: 148 | Active_nodes: 27 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1| +execution time of: 2.1536e-04s: Index: 644 | Max_nodes: 149 | Active_nodes: 27 | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| +execution time of: 2.1542e-04s: Index: 494 | Max_nodes: 147 | Active_nodes: 23 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| +execution time of: 2.1543e-04s: Index: 528 | Max_nodes: 146 | Active_nodes: 21 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| +execution time of: 2.1548e-04s: Index: 504 | Max_nodes: 148 | Active_nodes: 25 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 5| +execution time of: 2.1549e-04s: Index: 632 | Max_nodes: 148 | Active_nodes: 27 | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| +execution time of: 2.1549e-04s: Index: 648 | Max_nodes: 147 | Active_nodes: 26 | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| +execution time of: 2.1554e-04s: Index: 700 | Max_nodes: 152 | Active_nodes: 29 | 0 -> 5|1 -> 4|2 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-> 5|3 -> 0|4 -> 4|5 -> 1| +execution time of: 2.1575e-04s: Index: 438 | Max_nodes: 146 | Active_nodes: 26 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| +execution time of: 2.1577e-04s: Index: 384 | Max_nodes: 145 | Active_nodes: 19 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| +execution time of: 2.1581e-04s: Index: 707 | Max_nodes: 147 | Active_nodes: 26 | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +execution time of: 2.1589e-04s: Index: 420 | Max_nodes: 152 | Active_nodes: 30 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| +execution time of: 2.1591e-04s: Index: 530 | Max_nodes: 152 | Active_nodes: 30 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| +execution time of: 2.1591e-04s: Index: 642 | Max_nodes: 149 | Active_nodes: 26 | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| +execution time of: 2.1594e-04s: Index: 158 | Max_nodes: 147 | Active_nodes: 23 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| +execution time of: 2.1595e-04s: Index: 151 | Max_nodes: 148 | Active_nodes: 26 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| +execution time of: 2.1598e-04s: Index: 234 | Max_nodes: 149 | Active_nodes: 25 | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 3| +execution time of: 2.1598e-04s: Index: 545 | Max_nodes: 150 | Active_nodes: 29 | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| +execution time of: 2.1599e-04s: Index: 689 | Max_nodes: 149 | Active_nodes: 28 | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +execution time of: 2.1600e-04s: Index: 456 | Max_nodes: 150 | Active_nodes: 29 | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| +execution time of: 2.1603e-04s: Index: 378 | Max_nodes: 141 | Active_nodes: 20 | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 4| +execution time of: 2.1609e-04s: Index: 551 | Max_nodes: 145 | Active_nodes: 23 | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +execution time of: 2.1609e-04s: Index: 554 | Max_nodes: 151 | Active_nodes: 30 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| +execution time of: 2.1609e-04s: Index: 486 | Max_nodes: 151 | Active_nodes: 25 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +execution time of: 2.1614e-04s: Index: 88 | Max_nodes: 143 | Active_nodes: 20 | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| +execution time of: 2.1616e-04s: Index: 149 | Max_nodes: 146 | Active_nodes: 25 | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| +execution time of: 2.1619e-04s: Index: 421 | Max_nodes: 152 | Active_nodes: 30 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| +execution time of: 2.1619e-04s: Index: 687 | Max_nodes: 151 | Active_nodes: 29 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +execution time of: 2.1624e-04s: Index: 667 | Max_nodes: 147 | Active_nodes: 24 | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| +execution time of: 2.1627e-04s: Index: 461 | Max_nodes: 151 | Active_nodes: 29 | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 1| +execution time of: 2.1628e-04s: Index: 340 | Max_nodes: 149 | Active_nodes: 26 | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| +execution time of: 2.1630e-04s: Index: 135 | Max_nodes: 150 | Active_nodes: 28 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +execution time of: 2.1636e-04s: Index: 408 | Max_nodes: 147 | Active_nodes: 22 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| +execution time of: 2.1636e-04s: Index: 547 | Max_nodes: 146 | Active_nodes: 25 | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| +execution time of: 2.1638e-04s: Index: 160 | Max_nodes: 152 | Active_nodes: 28 | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| +execution time of: 2.1641e-04s: Index: 507 | Max_nodes: 147 | Active_nodes: 25 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 2| +execution time of: 2.1643e-04s: Index: 654 | Max_nodes: 147 | Active_nodes: 25 | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4| +execution time of: 2.1654e-04s: Index: 622 | Max_nodes: 145 | Active_nodes: 24 | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| +execution time of: 2.1655e-04s: Index: 309 | Max_nodes: 143 | Active_nodes: 22 | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| +execution time of: 2.1658e-04s: Index: 569 | Max_nodes: 151 | Active_nodes: 28 | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| +execution time of: 2.1660e-04s: Index: 320 | Max_nodes: 151 | Active_nodes: 29 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| +execution time of: 2.1665e-04s: Index: 697 | Max_nodes: 146 | Active_nodes: 22 | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| +execution time of: 2.1666e-04s: Index: 471 | Max_nodes: 150 | Active_nodes: 26 | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +execution time of: 2.1672e-04s: Index: 197 | Max_nodes: 147 | Active_nodes: 24 | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| +execution time of: 2.1675e-04s: Index: 145 | Max_nodes: 147 | Active_nodes: 23 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +execution time of: 2.1678e-04s: Index: 616 | Max_nodes: 151 | Active_nodes: 28 | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| +execution time of: 2.1678e-04s: Index: 319 | Max_nodes: 147 | Active_nodes: 26 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 3| +execution time of: 2.1682e-04s: Index: 322 | Max_nodes: 148 | Active_nodes: 26 | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| +execution time of: 2.1687e-04s: Index: 404 | Max_nodes: 148 | Active_nodes: 26 | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| +execution time of: 2.1691e-04s: Index: 467 | Max_nodes: 151 | Active_nodes: 25 | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| +execution time of: 2.1693e-04s: Index: 587 | Max_nodes: 150 | Active_nodes: 24 | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +execution time of: 2.1693e-04s: Index: 626 | Max_nodes: 145 | Active_nodes: 24 | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| +execution time of: 2.1699e-04s: Index: 238 | Max_nodes: 152 | Active_nodes: 29 | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 2| +execution time of: 2.1699e-04s: Index: 601 | Max_nodes: 148 | Active_nodes: 25 | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| +execution time of: 2.1702e-04s: Index: 416 | Max_nodes: 147 | Active_nodes: 25 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| +execution time of: 2.1703e-04s: Index: 579 | Max_nodes: 148 | Active_nodes: 26 | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1| +execution time of: 2.1705e-04s: Index: 549 | Max_nodes: 147 | Active_nodes: 26 | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| +execution time of: 2.1717e-04s: Index: 606 | Max_nodes: 145 | Active_nodes: 24 | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4| +execution time of: 2.1717e-04s: Index: 136 | Max_nodes: 150 | Active_nodes: 24 | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +execution time of: 2.1720e-04s: Index: 506 | Max_nodes: 150 | Active_nodes: 25 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| +execution time of: 2.1721e-04s: Index: 646 | Max_nodes: 150 | Active_nodes: 24 | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| +execution time of: 2.1721e-04s: Index: 196 | Max_nodes: 148 | Active_nodes: 26 | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| +execution time of: 2.1723e-04s: Index: 663 | Max_nodes: 141 | Active_nodes: 15 | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| +execution time of: 2.1723e-04s: Index: 499 | Max_nodes: 150 | Active_nodes: 24 | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| +execution time of: 2.1725e-04s: Index: 112 | Max_nodes: 150 | Active_nodes: 27 | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| +execution time of: 2.1725e-04s: Index: 219 | Max_nodes: 150 | Active_nodes: 26 | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| +execution time of: 2.1728e-04s: Index: 186 | Max_nodes: 148 | Active_nodes: 26 | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| +execution time of: 2.1729e-04s: Index: 655 | Max_nodes: 149 | Active_nodes: 28 | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 3| +execution time of: 2.1730e-04s: Index: 217 | Max_nodes: 144 | Active_nodes: 22 | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| +execution time of: 2.1730e-04s: Index: 676 | Max_nodes: 152 | Active_nodes: 27 | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| +execution time of: 2.1733e-04s: Index: 629 | Max_nodes: 148 | Active_nodes: 27 | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| +execution time of: 2.1733e-04s: Index: 353 | Max_nodes: 152 | Active_nodes: 29 | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| +execution time of: 2.1734e-04s: Index: 240 | Max_nodes: 147 | Active_nodes: 22 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +execution time of: 2.1735e-04s: Index: 265 | Max_nodes: 145 | Active_nodes: 19 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +execution time of: 2.1737e-04s: Index: 473 | Max_nodes: 147 | Active_nodes: 25 | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +execution time of: 2.1738e-04s: Index: 142 | Max_nodes: 149 | Active_nodes: 23 | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +execution time of: 2.1739e-04s: Index: 182 | Max_nodes: 146 | Active_nodes: 24 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| +execution time of: 2.1741e-04s: Index: 164 | Max_nodes: 144 | Active_nodes: 23 | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| +execution time of: 2.1745e-04s: Index: 139 | Max_nodes: 147 | Active_nodes: 24 | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +execution time of: 2.1745e-04s: Index: 658 | Max_nodes: 151 | Active_nodes: 26 | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| +execution time of: 2.1748e-04s: Index: 14 | Max_nodes: 144 | Active_nodes: 18 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +execution time of: 2.1750e-04s: Index: 605 | Max_nodes: 149 | Active_nodes: 25 | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 2| +execution time of: 2.1750e-04s: Index: 532 | Max_nodes: 151 | Active_nodes: 29 | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| +execution time of: 2.1755e-04s: Index: 131 | Max_nodes: 147 | Active_nodes: 26 | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +execution time of: 2.1755e-04s: Index: 198 | Max_nodes: 147 | Active_nodes: 26 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| +execution time of: 2.1758e-04s: Index: 346 | Max_nodes: 150 | Active_nodes: 27 | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| +execution time of: 2.1758e-04s: Index: 634 | Max_nodes: 150 | Active_nodes: 29 | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| +execution time of: 2.1760e-04s: Index: 246 | Max_nodes: 144 | Active_nodes: 21 | 0 -> 2|1 -> 0|2 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-> 2|3 -> 0|4 -> 4|5 -> 1| +execution time of: 2.1782e-04s: Index: 192 | Max_nodes: 152 | Active_nodes: 27 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| +execution time of: 2.1784e-04s: Index: 502 | Max_nodes: 152 | Active_nodes: 30 | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| +execution time of: 2.1790e-04s: Index: 333 | Max_nodes: 149 | Active_nodes: 27 | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| +execution time of: 2.1791e-04s: Index: 602 | Max_nodes: 150 | Active_nodes: 29 | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 4| +execution time of: 2.1793e-04s: Index: 503 | Max_nodes: 150 | Active_nodes: 29 | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1| +execution time of: 2.1793e-04s: Index: 557 | Max_nodes: 146 | Active_nodes: 25 | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| +execution time of: 2.1793e-04s: Index: 361 | Max_nodes: 149 | Active_nodes: 27 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +execution time of: 2.1793e-04s: Index: 449 | Max_nodes: 150 | Active_nodes: 28 | 0 -> 3|1 -> 4|2 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-> 1|4 -> 5|5 -> 4| +execution time of: 2.2019e-04s: Index: 272 | Max_nodes: 148 | Active_nodes: 23 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| +execution time of: 2.2022e-04s: Index: 525 | Max_nodes: 143 | Active_nodes: 23 | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| +execution time of: 2.2023e-04s: Index: 269 | Max_nodes: 148 | Active_nodes: 26 | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| +execution time of: 2.2025e-04s: Index: 144 | Max_nodes: 150 | Active_nodes: 25 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +execution time of: 2.2025e-04s: Index: 627 | Max_nodes: 152 | Active_nodes: 29 | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 2| +execution time of: 2.2026e-04s: Index: 130 | Max_nodes: 152 | Active_nodes: 26 | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +execution time of: 2.2029e-04s: Index: 529 | Max_nodes: 150 | Active_nodes: 28 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| +execution time of: 2.2029e-04s: Index: 104 | Max_nodes: 152 | Active_nodes: 26 | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| +execution time of: 2.2030e-04s: Index: 5 | Max_nodes: 146 | Active_nodes: 20 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +execution time of: 2.2033e-04s: Index: 336 | Max_nodes: 141 | Active_nodes: 19 | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| +execution time of: 2.2033e-04s: Index: 459 | Max_nodes: 146 | Active_nodes: 24 | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 1| +execution time of: 2.2035e-04s: Index: 342 | Max_nodes: 152 | Active_nodes: 30 | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 4| +execution time of: 2.2038e-04s: Index: 318 | Max_nodes: 147 | Active_nodes: 25 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 5| +execution time of: 2.2040e-04s: Index: 410 | Max_nodes: 148 | Active_nodes: 27 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| +execution time of: 2.2040e-04s: Index: 34 | Max_nodes: 147 | Active_nodes: 26 | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| +execution time of: 2.2040e-04s: Index: 188 | Max_nodes: 146 | Active_nodes: 25 | 0 -> 1|1 -> 3|2 -> 5|3 -> 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-> 5|5 -> 1| +execution time of: 2.2087e-04s: Index: 114 | Max_nodes: 152 | Active_nodes: 26 | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| +execution time of: 2.2088e-04s: Index: 290 | Max_nodes: 148 | Active_nodes: 22 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| +execution time of: 2.2089e-04s: Index: 0 | Max_nodes: 150 | Active_nodes: 24 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +execution time of: 2.2090e-04s: Index: 46 | Max_nodes: 145 | Active_nodes: 22 | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| +execution time of: 2.2091e-04s: Index: 665 | Max_nodes: 151 | Active_nodes: 29 | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| +execution time of: 2.2096e-04s: Index: 253 | Max_nodes: 150 | Active_nodes: 29 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| +execution time of: 2.2097e-04s: Index: 79 | Max_nodes: 142 | Active_nodes: 18 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| +execution time of: 2.2098e-04s: Index: 481 | Max_nodes: 152 | Active_nodes: 30 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 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-> 5| +execution time of: 2.2301e-04s: Index: 13 | Max_nodes: 151 | Active_nodes: 29 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +execution time of: 2.2302e-04s: Index: 60 | Max_nodes: 147 | Active_nodes: 23 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| +execution time of: 2.2303e-04s: Index: 539 | Max_nodes: 152 | Active_nodes: 28 | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| +execution time of: 2.2309e-04s: Index: 393 | Max_nodes: 143 | Active_nodes: 17 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| +execution time of: 2.2314e-04s: Index: 45 | Max_nodes: 147 | Active_nodes: 25 | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| +execution time of: 2.2317e-04s: Index: 314 | Max_nodes: 145 | Active_nodes: 19 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| +execution time of: 2.2319e-04s: Index: 641 | Max_nodes: 144 | Active_nodes: 24 | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| +execution time of: 2.2320e-04s: Index: 69 | Max_nodes: 140 | Active_nodes: 19 | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 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+________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/portfolioqaoa_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/portfolioqaoa_indep_qiskit_controls.txt new file mode 100644 index 00000000..cb28ccff --- /dev/null +++ b/test/BenchmarkQuasm/results/portfolioqaoa_indep_qiskit_controls.txt @@ -0,0 +1,400 @@ +Start Simulation of portfolioqaoa_indep_qiskit_3__________________________________________________ + + i: 0 1 2 + 1: u2 | | p: (-0.0866959) (-3.14159) + 2: | u2 | p: (-0.0867691) (-3.14159) + 3: rzz rzz | p: (0.0863372) + 4: | | u2 p: (-0.0866348) (-3.14159) + 5: rzz | rzz p: (0.0863159) + 6: u | | p: (2.27248) (-1.1733) (-1.5708) + 7: | rzz rzz p: (0.0863219) + 8: | u | p: (2.27248) (-1.17562) (-1.5708) + 9: rzz rzz | p: (2.73274) +10: | | u p: (2.27248) (-1.17137) (-1.5708) +11: rzz | rzz p: (2.73207) +12: u | | p: (1.61322) (1.56931) (1.5708) +13: | rzz rzz p: (2.73226) +14: | u | p: (1.61322) (1.57196) (1.5708) +15: rzz rzz | p: (-3.12711) +16: | | u p: (1.61322) (1.5671) (1.5708) +17: rzz | rzz p: (-3.12634) +18: rx | | p: (-10.0815) +19: | rzz rzz p: (-3.12656) +20: | rx | p: (-10.0815) +21: | | rx p: (-10.0815) +22:============ +23: 0 | | +24: | 1 | +25: | | 2 +26:============ +27: 3 | | +28: | 4 | +29: | | 5 + o: 0 1 2 +Q: 0 w: 1 | Q: 1 w: 1 | Q: 2 w: 1 | +Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Identity Duration: 2.2108e-05s............................. +Permuted Duration: 2.0795e-05s............................. +Identity active_nodes: 10 ...................................... +Permuted active_nodes: 7 ...................................... +Identity max_nodes: 24 ...................................... +Permuted max_nodes: 21 ...................................... +________________________________________________________________________________________________ + +Start Simulation of portfolioqaoa_indep_qiskit_4__________________________________________________ + +.i:...0...1...2...3 +.1:..u2...|...|...| p: (-7.9592e-02) (-3.1416e+00) +.2:...|..u2...|...| p: (-1.4045e-02) (-3.1416e+00) +.3:.rzz.rzz...|...| p: (7.0256e+00) +.4:...|...|..u2...| p: (-8.9335e-03) (-3.1416e+00) +.5:.rzz...|.rzz...| p: (7.0250e+00) +.6:...|.rzz.rzz...| p: (7.0255e+00) +.7:...|...|...|..u2 p: (3.7753e-02) (-3.1416e+00) +.8:.rzz...|...|.rzz p: (7.0264e+00) +.9:...u...|...|...| p: (2.8102e-01) (-1.5216e+00) (1.5708e+00) +10:...|.rzz...|.rzz p: (7.0255e+00) +11:...|...u...|...| p: (2.8102e-01) (-1.5621e+00) (1.5708e+00) +12:.rzz.rzz...|...| p: (-4.3431e+00) +13:...|...|.rzz.rzz p: (7.0262e+00) +14:...|...|...u...| p: (2.8102e-01) (-1.5653e+00) (1.5708e+00) +15:.rzz...|.rzz...| p: (-4.3427e+00) +16:...|.rzz.rzz...| p: (-4.3430e+00) +17:...|...|...|...u p: (2.8102e-01) (-1.5941e+00) (1.5708e+00) +18:.rzz...|...|.rzz p: (-4.3436e+00) +19:...u...|...|...| p: (2.5311e+00) (-1.5066e+00) (1.5708e+00) +20:...|.rzz...|.rzz p: (-4.3430e+00) +21:...|...u...|...| p: (2.5311e+00) (-1.5595e+00) (1.5708e+00) +22:.rzz.rzz...|...| p: (-5.6650e+00) +23:...|...|.rzz.rzz p: (-4.3435e+00) +24:...|...|...u...| p: (2.5311e+00) (-1.5636e+00) (1.5708e+00) +25:.rzz...|.rzz...| p: (-5.6645e+00) +26:...|.rzz.rzz...| p: (-5.6649e+00) +27:...|...|...|...u p: (2.5311e+00) (-1.6012e+00) (1.5708e+00) +28:.rzz...|...|.rzz p: (-5.6657e+00) +29:..rx...|...|...| p: (-3.1802e+00) +30:...|.rzz...|.rzz p: (-5.6649e+00) +31:...|..rx...|...| p: (-3.1802e+00) +32:...|...|.rzz.rzz p: (-5.6655e+00) +33:...|...|..rx...| p: (-3.1802e+00) +34:...|...|...|..rx p: (-3.1802e+00) +35:================ +36:...0...|...|...| +37:...|...1...|...| +38:...|...|...2...| +39:...|...|...|...3 +40:================ +41:...4...|...|...| +42:...|...5...|...| +43:...|...|...6...| +44:...|...|...|...7 +.o:...0...1...2...3 +Q: 0 w: 1 | Q: 1 w: 1 | Q: 2 w: 1 | Q: 3 w: 1 | +Computed Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Identity Duration: 4.6820e-05s............................. +Permuted Duration: 4.6858e-05s............................. +Identity active_nodes: 13 ...................................... +Permuted active_nodes: 15 ...................................... +Identity max_nodes: 41 ...................................... +Permuted max_nodes: 43 ...................................... +________________________________________________________________________________________________ + +Start Simulation of portfolioqaoa_indep_qiskit_5__________________________________________________ + +.i:...0...1...2...3...4 +.1:..u2...|...|...|...| p: (4.2880e-01) (-3.1416e+00) +.2:...|..u2...|...|...| p: (4.1371e-01) (-3.1416e+00) +.3:.rzz.rzz...|...|...| p: (5.8829e+00) +.4:...|...|..u2...|...| p: (3.6509e-01) (-3.1416e+00) +.5:.rzz...|.rzz...|...| p: (5.8836e+00) +.6:...|.rzz.rzz...|...| p: (5.8832e+00) +.7:...|...|...|..u2...| p: (4.0628e-01) (-3.1416e+00) +.8:.rzz...|...|.rzz...| p: (5.8834e+00) +.9:...|.rzz...|.rzz...| p: (5.8835e+00) +10:...|...|.rzz.rzz...| p: (5.8831e+00) +11:...|...|...|...|..u2 p: (3.7748e-01) (-3.1416e+00) +12:.rzz...|...|...|.rzz p: (5.8837e+00) +13:...u...|...|...|...| p: (1.8024e+00) (-2.8489e+00) (-1.5708e+00) +14:...|.rzz...|...|.rzz p: (5.8831e+00) +15:...|...u...|...|...| p: (1.8024e+00) (-2.8603e+00) (-1.5708e+00) +16:.rzz.rzz...|...|...| p: (4.4412e+00) +17:...|...|.rzz...|.rzz p: (5.8836e+00) +18:...|...|...u...|...| p: (1.8024e+00) (-2.8970e+00) (-1.5708e+00) +19:.rzz...|.rzz...|...| p: (4.4417e+00) +20:...|.rzz.rzz...|...| p: (4.4414e+00) +21:...|...|...|.rzz.rzz p: (5.8832e+00) +22:...|...|...|...u...| p: (1.8024e+00) (-2.8659e+00) (-1.5708e+00) +23:.rzz...|...|.rzz...| p: (4.4416e+00) +24:...|.rzz...|.rzz...| p: (4.4416e+00) +25:...|...|.rzz.rzz...| p: (4.4414e+00) +26:...|...|...|...|...u p: (1.8024e+00) (-2.8876e+00) (-1.5708e+00) +27:.rzz...|...|...|.rzz p: (4.4418e+00) +28:...u...|...|...|...| p: (1.0689e+00) (-2.4699e+00) (1.5708e+00) +29:...|.rzz...|...|.rzz p: (4.4414e+00) +30:...|...u...|...|...| p: (1.0689e+00) (-2.4884e+00) (1.5708e+00) +31:.rzz.rzz...|...|...| p: (7.2173e+00) +32:...|...|.rzz...|.rzz p: (4.4417e+00) +33:...|...|...u...|...| p: (1.0689e+00) (-2.5481e+00) (1.5708e+00) +34:.rzz...|.rzz...|...| p: (7.2182e+00) +35:...|.rzz.rzz...|...| p: (7.2177e+00) +36:...|...|...|.rzz.rzz p: (4.4414e+00) +37:...|...|...|...u...| p: (1.0689e+00) (-2.4976e+00) (1.5708e+00) +38:.rzz...|...|.rzz...| p: (7.2179e+00) +39:...|.rzz...|.rzz...| p: (7.2180e+00) +40:...|...|.rzz.rzz...| p: (7.2176e+00) +41:...|...|...|...|...u p: (1.0689e+00) (-2.5329e+00) (1.5708e+00) +42:.rzz...|...|...|.rzz p: (7.2182e+00) +43:..rx...|...|...|...| p: (8.7839e+00) +44:...|.rzz...|...|.rzz p: (7.2176e+00) +45:...|..rx...|...|...| p: (8.7839e+00) +46:...|...|.rzz...|.rzz p: (7.2182e+00) +47:...|...|..rx...|...| p: (8.7839e+00) +48:...|...|...|.rzz.rzz p: (7.2176e+00) +49:...|...|...|..rx...| p: (8.7839e+00) +50:...|...|...|...|..rx p: (8.7839e+00) +51:==================== +52:...0...|...|...|...| +53:...|...1...|...|...| +54:...|...|...2...|...| +55:...|...|...|...3...| +56:...|...|...|...|...4 +57:==================== +58:...5...|...|...|...| +59:...|...6...|...|...| +60:...|...|...7...|...| +61:...|...|...|...8...| +62:...|...|...|...|...9 +.o:...0...1...2...3...4 +Q: 0 w: 1 | Q: 1 w: 1 | Q: 2 w: 1 | Q: 3 w: 1 | Q: 4 w: 1 | +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Identity Duration: 9.9694e-05s............................. +Permuted Duration: 9.9767e-05s............................. +Identity active_nodes: 18 ...................................... +Permuted active_nodes: 19 ...................................... +Identity max_nodes: 77 ...................................... +Permuted max_nodes: 81 ...................................... +________________________________________________________________________________________________ + +Start Simulation of portfolioqaoa_indep_qiskit_6__________________________________________________ + +.i:...0...1...2...3...4...5 +.1:..u2...|...|...|...|...| p: (1.1594e-02) (-3.1416e+00) +.2:...|..u2...|...|...|...| p: (-2.6131e-03) (-3.1416e+00) +.3:.rzz.rzz...|...|...|...| p: (-5.1216e+00) +.4:...|...|..u2...|...|...| p: (1.3002e-02) (-3.1416e+00) +.5:.rzz...|.rzz...|...|...| p: (-5.1216e+00) +.6:...|.rzz.rzz...|...|...| p: (-5.1202e+00) +.7:...|...|...|..u2...|...| p: (-1.7560e-02) (-3.1416e+00) +.8:.rzz...|...|.rzz...|...| p: (-5.1215e+00) +.9:...|.rzz...|.rzz...|...| p: (-5.1219e+00) +10:...|...|.rzz.rzz...|...| p: (-5.1202e+00) +11:...|...|...|...|..u2...| p: (8.8311e-03) (-3.1416e+00) +12:.rzz...|...|...|.rzz...| p: (-5.1208e+00) +13:...|.rzz...|...|.rzz...| p: (-5.1215e+00) +14:...|...|.rzz...|.rzz...| p: (-5.1211e+00) +15:...|...|...|.rzz.rzz...| p: (-5.1212e+00) +16:...|...|...|...|...|..u2 p: (4.9904e-03) (-3.1416e+00) +17:.rzz...|...|...|...|.rzz p: (-5.1212e+00) +18:...u...|...|...|...|...| p: (3.8100e-01) (-1.5727e+00) (1.5708e+00) +19:...|.rzz...|...|...|.rzz p: (-5.1211e+00) +20:...|...u...|...|...|...| p: (3.8100e-01) (-1.5704e+00) (1.5708e+00) +21:.rzz.rzz...|...|...|...| p: (8.5724e-01) +22:...|...|.rzz...|...|.rzz p: (-5.1216e+00) +23:...|...|...u...|...|...| p: (3.8100e-01) (-1.5730e+00) (1.5708e+00) +24:.rzz...|.rzz...|...|...| p: (8.5724e-01) +25:...|.rzz.rzz...|...|...| p: (8.5700e-01) +26:...|...|...|.rzz...|.rzz p: (-5.1209e+00) +27:...|...|...|...u...|...| p: (3.8100e-01) (-1.5679e+00) (1.5708e+00) +28:.rzz...|...|.rzz...|...| p: (8.5721e-01) +29:...|.rzz...|.rzz...|...| p: (8.5728e-01) +30:...|...|.rzz.rzz...|...| p: (8.5700e-01) +31:...|...|...|...|.rzz.rzz p: (-5.1212e+00) +32:...|...|...|...|...u...| p: (3.8100e-01) (-1.5723e+00) (1.5708e+00) +33:.rzz...|...|...|.rzz...| p: (8.5710e-01) +34:...|.rzz...|...|.rzz...| p: (8.5721e-01) +35:...|...|.rzz...|.rzz...| p: (8.5715e-01) +36:...|...|...|.rzz.rzz...| p: (8.5716e-01) +37:...|...|...|...|...|...u p: (3.8100e-01) (-1.5716e+00) (1.5708e+00) +38:.rzz...|...|...|...|.rzz p: (8.5717e-01) +39:...u...|...|...|...|...| p: (2.5230e+00) (1.5772e+00) (-1.5708e+00) +40:...|.rzz...|...|...|.rzz p: (8.5716e-01) +41:...|...u...|...|...|...| p: (2.5230e+00) (1.5694e+00) (-1.5708e+00) +42:.rzz.rzz...|...|...|...| p: (-2.8263e+00) +43:...|...|.rzz...|...|.rzz p: (8.5723e-01) +44:...|...|...u...|...|...| p: (2.5230e+00) (1.5780e+00) (-1.5708e+00) +45:.rzz...|.rzz...|...|...| p: (-2.8263e+00) +46:...|.rzz.rzz...|...|...| p: (-2.8255e+00) +47:...|...|...|.rzz...|.rzz p: (8.5712e-01) +48:...|...|...|...u...|...| p: (2.5230e+00) (1.5611e+00) (-1.5708e+00) +49:.rzz...|...|.rzz...|...| p: (-2.8262e+00) +50:...|.rzz...|.rzz...|...| p: (-2.8264e+00) +51:...|...|.rzz.rzz...|...| p: (-2.8255e+00) +52:...|...|...|...|.rzz.rzz p: (8.5716e-01) +53:...|...|...|...|...u...| p: (2.5230e+00) (1.5757e+00) (-1.5708e+00) +54:.rzz...|...|...|.rzz...| p: (-2.8258e+00) +55:...|.rzz...|...|.rzz...| p: (-2.8262e+00) +56:...|...|.rzz...|.rzz...| p: (-2.8260e+00) +57:...|...|...|.rzz.rzz...| p: (-2.8260e+00) +58:...|...|...|...|...|...u p: (2.5230e+00) (1.5736e+00) (-1.5708e+00) +59:.rzz...|...|...|...|.rzz p: (-2.8261e+00) +60:..rx...|...|...|...|...| p: (6.3244e+00) +61:...|.rzz...|...|...|.rzz p: (-2.8260e+00) +62:...|..rx...|...|...|...| p: (6.3244e+00) +63:...|...|.rzz...|...|.rzz p: (-2.8262e+00) +64:...|...|..rx...|...|...| p: (6.3244e+00) +65:...|...|...|.rzz...|.rzz p: (-2.8259e+00) +66:...|...|...|..rx...|...| p: (6.3244e+00) +67:...|...|...|...|.rzz.rzz p: (-2.8260e+00) +68:...|...|...|...|..rx...| p: (6.3244e+00) +69:...|...|...|...|...|..rx p: (6.3244e+00) +70:======================== +71:...0...|...|...|...|...| +72:...|...1...|...|...|...| +73:...|...|...2...|...|...| +74:...|...|...|...3...|...| +75:...|...|...|...|...4...| +76:...|...|...|...|...|...5 +77:======================== +78:...6...|...|...|...|...| +79:...|...7...|...|...|...| +80:...|...|...8...|...|...| +81:...|...|...|...9...|...| +82:...|...|...|...|..10...| +83:...|...|...|...|...|..11 +.o:...0...1...2...3...4...5 +Q: 0 w: 1 | Q: 1 w: 1 | Q: 2 w: 1 | Q: 3 w: 1 | Q: 4 w: 1 | Q: 5 w: 1 | +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Identity Duration: 2.2667e-04s............................. +Permuted Duration: 2.2423e-04s............................. +Identity active_nodes: 25 ...................................... +Permuted active_nodes: 27 ...................................... +Identity max_nodes: 146...................................... +Permuted max_nodes: 150...................................... +________________________________________________________________________________________________ + +Start Simulation of portfolioqaoa_indep_qiskit_7__________________________________________________ + +..i:...0...1...2...3...4...5...6 +..1:..u2...|...|...|...|...|...| p: (-1.3108e+00) (-3.1416e+00) +..2:...|..u2...|...|...|...|...| p: (-1.2797e+00) (-3.1416e+00) +..3:.rzz.rzz...|...|...|...|...| p: (-4.9739e+00) +..4:...|...|..u2...|...|...|...| p: (-1.3167e+00) (-3.1416e+00) +..5:.rzz...|.rzz...|...|...|...| p: (-4.9738e+00) +..6:...|.rzz.rzz...|...|...|...| p: (-4.9739e+00) +..7:...|...|...|..u2...|...|...| p: (-8.2891e-01) (-3.1416e+00) +..8:.rzz...|...|.rzz...|...|...| p: (-4.9750e+00) +..9:...|.rzz...|.rzz...|...|...| p: (-4.9719e+00) +.10:...|...|.rzz.rzz...|...|...| p: (-4.9729e+00) +.11:...|...|...|...|..u2...|...| p: (-1.3367e+00) (-3.1416e+00) +.12:.rzz...|...|...|.rzz...|...| p: (-4.9742e+00) +.13:...|.rzz...|...|.rzz...|...| p: (-4.9740e+00) +.14:...|...|.rzz...|.rzz...|...| p: (-4.9735e+00) +.15:...|...|...|.rzz.rzz...|...| p: (-4.9713e+00) +.16:...|...|...|...|...|..u2...| p: (-1.3151e+00) (-3.1416e+00) +.17:.rzz...|...|...|...|.rzz...| p: (-4.9739e+00) +.18:...|.rzz...|...|...|.rzz...| p: (-4.9739e+00) +.19:...|...|.rzz...|...|.rzz...| p: (-4.9739e+00) +.20:...|...|...|.rzz...|.rzz...| p: (-4.9752e+00) +.21:...|...|...|...|.rzz.rzz...| p: (-4.9739e+00) +.22:...|...|...|...|...|...|..u2 p: (-1.3014e+00) (-3.1416e+00) +.23:.rzz...|...|...|...|...|.rzz p: (-4.9738e+00) +.24:...u...|...|...|...|...|...| p: (2.4652e+00) (3.0479e-01) (-1.5708e+00) +.25:...|.rzz...|...|...|...|.rzz p: (-4.9738e+00) +.26:...|...u...|...|...|...|...| p: (2.4652e+00) (3.3615e-01) (-1.5708e+00) +.27:.rzz.rzz...|...|...|...|...| p: (-5.0186e+00) +.28:...|...|.rzz...|...|...|.rzz p: (-4.9738e+00) +.29:...|...|...u...|...|...|...| p: (2.4652e+00) (2.9875e-01) (-1.5708e+00) +.30:.rzz...|.rzz...|...|...|...| p: (-5.0186e+00) +.31:...|.rzz.rzz...|...|...|...| p: (-5.0187e+00) +.32:...|...|...|.rzz...|...|.rzz p: (-4.9758e+00) +.33:...|...|...|...u...|...|...| p: (2.4652e+00) (7.9098e-01) (-1.5708e+00) +.34:.rzz...|...|.rzz...|...|...| p: (-5.0198e+00) +.35:...|.rzz...|.rzz...|...|...| p: (-5.0167e+00) +.36:...|...|.rzz.rzz...|...|...| p: (-5.0177e+00) +.37:...|...|...|...|.rzz...|.rzz p: (-4.9742e+00) +.38:...|...|...|...|...u...|...| p: (2.4652e+00) (2.7866e-01) (-1.5708e+00) +.39:.rzz...|...|...|.rzz...|...| p: (-5.0190e+00) +.40:...|.rzz...|...|.rzz...|...| p: (-5.0188e+00) +.41:...|...|.rzz...|.rzz...|...| p: (-5.0183e+00) +.42:...|...|...|.rzz.rzz...|...| p: (-5.0160e+00) +.43:...|...|...|...|...|.rzz.rzz p: (-4.9739e+00) +.44:...|...|...|...|...|...u...| p: (2.4652e+00) (3.0037e-01) (-1.5708e+00) +.45:.rzz...|...|...|...|.rzz...| p: (-5.0186e+00) +.46:...|.rzz...|...|...|.rzz...| p: (-5.0187e+00) +.47:...|...|.rzz...|...|.rzz...| p: (-5.0187e+00) +.48:...|...|...|.rzz...|.rzz...| p: (-5.0199e+00) +.49:...|...|...|...|.rzz.rzz...| p: (-5.0187e+00) +.50:...|...|...|...|...|...|...u p: (2.4652e+00) (3.1427e-01) (-1.5708e+00) +.51:.rzz...|...|...|...|...|.rzz p: (-5.0186e+00) +.52:...u...|...|...|...|...|...| p: (1.5825e+00) (2.9033e+00) (-1.5708e+00) +.53:...|.rzz...|...|...|...|.rzz p: (-5.0186e+00) +.54:...|...u...|...|...|...|...| p: (1.5825e+00) (2.8724e+00) (-1.5708e+00) +.55:.rzz.rzz...|...|...|...|...| p: (4.9521e+00) +.56:...|...|.rzz...|...|...|.rzz p: (-5.0186e+00) +.57:...|...|...u...|...|...|...| p: (1.5825e+00) (2.9093e+00) (-1.5708e+00) +.58:.rzz...|.rzz...|...|...|...| p: (4.9520e+00) +.59:...|.rzz.rzz...|...|...|...| p: (4.9522e+00) +.60:...|...|...|.rzz...|...|.rzz p: (-5.0206e+00) +.61:...|...|...|...u...|...|...| p: (1.5825e+00) (2.4236e+00) (-1.5708e+00) +.62:.rzz...|...|.rzz...|...|...| p: (4.9532e+00) +.63:...|.rzz...|.rzz...|...|...| p: (4.9502e+00) +.64:...|...|.rzz.rzz...|...|...| p: (4.9512e+00) +.65:...|...|...|...|.rzz...|.rzz p: (-5.0190e+00) +.66:...|...|...|...|...u...|...| p: (1.5825e+00) (2.9291e+00) (-1.5708e+00) +.67:.rzz...|...|...|.rzz...|...| p: (4.9525e+00) +.68:...|.rzz...|...|.rzz...|...| p: (4.9523e+00) +.69:...|...|.rzz...|.rzz...|...| p: (4.9518e+00) +.70:...|...|...|.rzz.rzz...|...| p: (4.9495e+00) +.71:...|...|...|...|...|.rzz.rzz p: (-5.0187e+00) +.72:...|...|...|...|...|...u...| p: (1.5825e+00) (2.9077e+00) (-1.5708e+00) +.73:.rzz...|...|...|...|.rzz...| p: (4.9521e+00) +.74:...|.rzz...|...|...|.rzz...| p: (4.9522e+00) +.75:...|...|.rzz...|...|.rzz...| p: (4.9521e+00) +.76:...|...|...|.rzz...|.rzz...| p: (4.9534e+00) +.77:...|...|...|...|.rzz.rzz...| p: (4.9521e+00) +.78:...|...|...|...|...|...|...u p: (1.5825e+00) (2.8939e+00) (-1.5708e+00) +.79:.rzz...|...|...|...|...|.rzz p: (4.9521e+00) +.80:..rx...|...|...|...|...|...| p: (-1.1545e+01) +.81:...|.rzz...|...|...|...|.rzz p: (4.9521e+00) +.82:...|..rx...|...|...|...|...| p: (-1.1545e+01) +.83:...|...|.rzz...|...|...|.rzz p: (4.9521e+00) +.84:...|...|..rx...|...|...|...| p: (-1.1545e+01) +.85:...|...|...|.rzz...|...|.rzz p: (4.9540e+00) +.86:...|...|...|..rx...|...|...| p: (-1.1545e+01) +.87:...|...|...|...|.rzz...|.rzz p: (4.9524e+00) +.88:...|...|...|...|..rx...|...| p: (-1.1545e+01) +.89:...|...|...|...|...|.rzz.rzz p: (4.9522e+00) +.90:...|...|...|...|...|..rx...| p: (-1.1545e+01) +.91:...|...|...|...|...|...|..rx p: (-1.1545e+01) +.92:============================ +.93:...0...|...|...|...|...|...| +.94:...|...1...|...|...|...|...| +.95:...|...|...2...|...|...|...| +.96:...|...|...|...3...|...|...| +.97:...|...|...|...|...4...|...| +.98:...|...|...|...|...|...5...| +.99:...|...|...|...|...|...|...6 +100:============================ +101:...7...|...|...|...|...|...| +102:...|...8...|...|...|...|...| +103:...|...|...9...|...|...|...| +104:...|...|...|..10...|...|...| +105:...|...|...|...|..11...|...| +106:...|...|...|...|...|..12...| +107:...|...|...|...|...|...|..13 +..o:...0...1...2...3...4...5...6 +Q: 0 w: 1 | Q: 1 w: 1 | Q: 2 w: 1 | Q: 3 w: 1 | Q: 4 w: 1 | Q: 5 w: 1 | Q: 6 w: 1 | +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Identity Duration: 4.9089e-04s............................. +Permuted Duration: 5.1702e-04s............................. +Identity active_nodes: 32 ...................................... +Permuted active_nodes: 30 ...................................... +Identity max_nodes: 282...................................... +Permuted max_nodes: 277...................................... +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/portfolioqaoa_indep_qiskit_gates.txt b/test/BenchmarkQuasm/results/portfolioqaoa_indep_qiskit_gates.txt new file mode 100644 index 00000000..1a32966e --- /dev/null +++ b/test/BenchmarkQuasm/results/portfolioqaoa_indep_qiskit_gates.txt @@ -0,0 +1,395 @@ +Start Simulation of portfolioqaoa_indep_qiskit_3__________________________________________________ + + i: 0 1 2 + 1: u2 | | p: (-0.0866959) (-3.14159) + 2: | u2 | p: (-0.0867691) (-3.14159) + 3: rzz rzz | p: (0.0863372) + 4: | | u2 p: (-0.0866348) (-3.14159) + 5: rzz | rzz p: (0.0863159) + 6: u | | p: (2.27248) (-1.1733) (-1.5708) + 7: | rzz rzz p: (0.0863219) + 8: | u | p: (2.27248) (-1.17562) (-1.5708) + 9: rzz rzz | p: (2.73274) +10: | | u p: (2.27248) (-1.17137) (-1.5708) +11: rzz | rzz p: (2.73207) +12: u | | p: (1.61322) (1.56931) (1.5708) +13: | rzz rzz p: (2.73226) +14: | u | p: (1.61322) (1.57196) (1.5708) +15: rzz rzz | p: (-3.12711) +16: | | u p: (1.61322) (1.5671) (1.5708) +17: rzz | rzz p: (-3.12634) +18: rx | | p: (-10.0815) +19: | rzz rzz p: (-3.12656) +20: | rx | p: (-10.0815) +21: | | rx p: (-10.0815) +22:============ +23: 0 | | +24: | 1 | +25: | | 2 +26:============ +27: 3 | | +28: | 4 | +29: | | 5 + o: 0 1 2 +Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Identity Duration: 2.4733e-05s............................. +Permuted Duration: 2.1138e-05s............................. +Identity active_nodes: 8 ...................................... +Permuted active_nodes: 10 ...................................... +Identity max_nodes: 21 ...................................... +Permuted max_nodes: 22 ...................................... +________________________________________________________________________________________________ + +Start Simulation of portfolioqaoa_indep_qiskit_4__________________________________________________ + +.i:...0...1...2...3 +.1:..u2...|...|...| p: (-7.9592e-02) (-3.1416e+00) +.2:...|..u2...|...| p: (-1.4045e-02) (-3.1416e+00) +.3:.rzz.rzz...|...| p: (7.0256e+00) +.4:...|...|..u2...| p: (-8.9335e-03) (-3.1416e+00) +.5:.rzz...|.rzz...| p: (7.0250e+00) +.6:...|.rzz.rzz...| p: (7.0255e+00) +.7:...|...|...|..u2 p: (3.7753e-02) (-3.1416e+00) +.8:.rzz...|...|.rzz p: (7.0264e+00) +.9:...u...|...|...| p: (2.8102e-01) (-1.5216e+00) (1.5708e+00) +10:...|.rzz...|.rzz p: (7.0255e+00) +11:...|...u...|...| p: (2.8102e-01) (-1.5621e+00) (1.5708e+00) +12:.rzz.rzz...|...| p: (-4.3431e+00) +13:...|...|.rzz.rzz p: (7.0262e+00) +14:...|...|...u...| p: (2.8102e-01) (-1.5653e+00) (1.5708e+00) +15:.rzz...|.rzz...| p: (-4.3427e+00) +16:...|.rzz.rzz...| p: (-4.3430e+00) +17:...|...|...|...u p: (2.8102e-01) (-1.5941e+00) (1.5708e+00) +18:.rzz...|...|.rzz p: (-4.3436e+00) +19:...u...|...|...| p: (2.5311e+00) (-1.5066e+00) (1.5708e+00) +20:...|.rzz...|.rzz p: (-4.3430e+00) +21:...|...u...|...| p: (2.5311e+00) (-1.5595e+00) (1.5708e+00) +22:.rzz.rzz...|...| p: (-5.6650e+00) +23:...|...|.rzz.rzz p: (-4.3435e+00) +24:...|...|...u...| p: (2.5311e+00) (-1.5636e+00) (1.5708e+00) +25:.rzz...|.rzz...| p: (-5.6645e+00) +26:...|.rzz.rzz...| p: (-5.6649e+00) +27:...|...|...|...u p: (2.5311e+00) (-1.6012e+00) (1.5708e+00) +28:.rzz...|...|.rzz p: (-5.6657e+00) +29:..rx...|...|...| p: (-3.1802e+00) +30:...|.rzz...|.rzz p: (-5.6649e+00) +31:...|..rx...|...| p: (-3.1802e+00) +32:...|...|.rzz.rzz p: (-5.6655e+00) +33:...|...|..rx...| p: (-3.1802e+00) +34:...|...|...|..rx p: (-3.1802e+00) +35:================ +36:...0...|...|...| +37:...|...1...|...| +38:...|...|...2...| +39:...|...|...|...3 +40:================ +41:...4...|...|...| +42:...|...5...|...| +43:...|...|...6...| +44:...|...|...|...7 +.o:...0...1...2...3 +Computed Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Identity Duration: 4.3440e-05s............................. +Permuted Duration: 4.7673e-05s............................. +Identity active_nodes: 10 ...................................... +Permuted active_nodes: 16 ...................................... +Identity max_nodes: 39 ...................................... +Permuted max_nodes: 46 ...................................... +________________________________________________________________________________________________ + +Start Simulation of portfolioqaoa_indep_qiskit_5__________________________________________________ + +.i:...0...1...2...3...4 +.1:..u2...|...|...|...| p: (4.2880e-01) (-3.1416e+00) +.2:...|..u2...|...|...| p: (4.1371e-01) (-3.1416e+00) +.3:.rzz.rzz...|...|...| p: (5.8829e+00) +.4:...|...|..u2...|...| p: (3.6509e-01) (-3.1416e+00) +.5:.rzz...|.rzz...|...| p: (5.8836e+00) +.6:...|.rzz.rzz...|...| p: (5.8832e+00) +.7:...|...|...|..u2...| p: (4.0628e-01) (-3.1416e+00) +.8:.rzz...|...|.rzz...| p: (5.8834e+00) +.9:...|.rzz...|.rzz...| p: (5.8835e+00) +10:...|...|.rzz.rzz...| p: (5.8831e+00) +11:...|...|...|...|..u2 p: (3.7748e-01) (-3.1416e+00) +12:.rzz...|...|...|.rzz p: (5.8837e+00) +13:...u...|...|...|...| p: (1.8024e+00) (-2.8489e+00) (-1.5708e+00) +14:...|.rzz...|...|.rzz p: (5.8831e+00) +15:...|...u...|...|...| p: (1.8024e+00) (-2.8603e+00) (-1.5708e+00) +16:.rzz.rzz...|...|...| p: (4.4412e+00) +17:...|...|.rzz...|.rzz p: (5.8836e+00) +18:...|...|...u...|...| p: (1.8024e+00) (-2.8970e+00) (-1.5708e+00) +19:.rzz...|.rzz...|...| p: (4.4417e+00) +20:...|.rzz.rzz...|...| p: (4.4414e+00) +21:...|...|...|.rzz.rzz p: (5.8832e+00) +22:...|...|...|...u...| p: (1.8024e+00) (-2.8659e+00) (-1.5708e+00) +23:.rzz...|...|.rzz...| p: (4.4416e+00) +24:...|.rzz...|.rzz...| p: (4.4416e+00) +25:...|...|.rzz.rzz...| p: (4.4414e+00) +26:...|...|...|...|...u p: (1.8024e+00) (-2.8876e+00) (-1.5708e+00) +27:.rzz...|...|...|.rzz p: (4.4418e+00) +28:...u...|...|...|...| p: (1.0689e+00) (-2.4699e+00) (1.5708e+00) +29:...|.rzz...|...|.rzz p: (4.4414e+00) +30:...|...u...|...|...| p: (1.0689e+00) (-2.4884e+00) (1.5708e+00) +31:.rzz.rzz...|...|...| p: (7.2173e+00) +32:...|...|.rzz...|.rzz p: (4.4417e+00) +33:...|...|...u...|...| p: (1.0689e+00) (-2.5481e+00) (1.5708e+00) +34:.rzz...|.rzz...|...| p: (7.2182e+00) +35:...|.rzz.rzz...|...| p: (7.2177e+00) +36:...|...|...|.rzz.rzz p: (4.4414e+00) +37:...|...|...|...u...| p: (1.0689e+00) (-2.4976e+00) (1.5708e+00) +38:.rzz...|...|.rzz...| p: (7.2179e+00) +39:...|.rzz...|.rzz...| p: (7.2180e+00) +40:...|...|.rzz.rzz...| p: (7.2176e+00) +41:...|...|...|...|...u p: (1.0689e+00) (-2.5329e+00) (1.5708e+00) +42:.rzz...|...|...|.rzz p: (7.2182e+00) +43:..rx...|...|...|...| p: (8.7839e+00) +44:...|.rzz...|...|.rzz p: (7.2176e+00) +45:...|..rx...|...|...| p: (8.7839e+00) +46:...|...|.rzz...|.rzz p: (7.2182e+00) +47:...|...|..rx...|...| p: (8.7839e+00) +48:...|...|...|.rzz.rzz p: (7.2176e+00) +49:...|...|...|..rx...| p: (8.7839e+00) +50:...|...|...|...|..rx p: (8.7839e+00) +51:==================== +52:...0...|...|...|...| +53:...|...1...|...|...| +54:...|...|...2...|...| +55:...|...|...|...3...| +56:...|...|...|...|...4 +57:==================== +58:...5...|...|...|...| +59:...|...6...|...|...| +60:...|...|...7...|...| +61:...|...|...|...8...| +62:...|...|...|...|...9 +.o:...0...1...2...3...4 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Identity Duration: 1.0116e-04s............................. +Permuted Duration: 9.8288e-05s............................. +Identity active_nodes: 17 ...................................... +Permuted active_nodes: 15 ...................................... +Identity max_nodes: 78 ...................................... +Permuted max_nodes: 76 ...................................... +________________________________________________________________________________________________ + +Start Simulation of portfolioqaoa_indep_qiskit_6__________________________________________________ + +.i:...0...1...2...3...4...5 +.1:..u2...|...|...|...|...| p: (1.1594e-02) (-3.1416e+00) +.2:...|..u2...|...|...|...| p: (-2.6131e-03) (-3.1416e+00) +.3:.rzz.rzz...|...|...|...| p: (-5.1216e+00) +.4:...|...|..u2...|...|...| p: (1.3002e-02) (-3.1416e+00) +.5:.rzz...|.rzz...|...|...| p: (-5.1216e+00) +.6:...|.rzz.rzz...|...|...| p: (-5.1202e+00) +.7:...|...|...|..u2...|...| p: (-1.7560e-02) (-3.1416e+00) +.8:.rzz...|...|.rzz...|...| p: (-5.1215e+00) +.9:...|.rzz...|.rzz...|...| p: (-5.1219e+00) +10:...|...|.rzz.rzz...|...| p: (-5.1202e+00) +11:...|...|...|...|..u2...| p: (8.8311e-03) (-3.1416e+00) +12:.rzz...|...|...|.rzz...| p: (-5.1208e+00) +13:...|.rzz...|...|.rzz...| p: (-5.1215e+00) +14:...|...|.rzz...|.rzz...| p: (-5.1211e+00) +15:...|...|...|.rzz.rzz...| p: (-5.1212e+00) +16:...|...|...|...|...|..u2 p: (4.9904e-03) (-3.1416e+00) +17:.rzz...|...|...|...|.rzz p: (-5.1212e+00) +18:...u...|...|...|...|...| p: (3.8100e-01) (-1.5727e+00) (1.5708e+00) +19:...|.rzz...|...|...|.rzz p: (-5.1211e+00) +20:...|...u...|...|...|...| p: (3.8100e-01) (-1.5704e+00) (1.5708e+00) +21:.rzz.rzz...|...|...|...| p: (8.5724e-01) +22:...|...|.rzz...|...|.rzz p: (-5.1216e+00) +23:...|...|...u...|...|...| p: (3.8100e-01) (-1.5730e+00) (1.5708e+00) +24:.rzz...|.rzz...|...|...| p: (8.5724e-01) +25:...|.rzz.rzz...|...|...| p: (8.5700e-01) +26:...|...|...|.rzz...|.rzz p: (-5.1209e+00) +27:...|...|...|...u...|...| p: (3.8100e-01) (-1.5679e+00) (1.5708e+00) +28:.rzz...|...|.rzz...|...| p: (8.5721e-01) +29:...|.rzz...|.rzz...|...| p: (8.5728e-01) +30:...|...|.rzz.rzz...|...| p: (8.5700e-01) +31:...|...|...|...|.rzz.rzz p: (-5.1212e+00) +32:...|...|...|...|...u...| p: (3.8100e-01) (-1.5723e+00) (1.5708e+00) +33:.rzz...|...|...|.rzz...| p: (8.5710e-01) +34:...|.rzz...|...|.rzz...| p: (8.5721e-01) +35:...|...|.rzz...|.rzz...| p: (8.5715e-01) +36:...|...|...|.rzz.rzz...| p: (8.5716e-01) +37:...|...|...|...|...|...u p: (3.8100e-01) (-1.5716e+00) (1.5708e+00) +38:.rzz...|...|...|...|.rzz p: (8.5717e-01) +39:...u...|...|...|...|...| p: (2.5230e+00) (1.5772e+00) (-1.5708e+00) +40:...|.rzz...|...|...|.rzz p: (8.5716e-01) +41:...|...u...|...|...|...| p: (2.5230e+00) (1.5694e+00) (-1.5708e+00) +42:.rzz.rzz...|...|...|...| p: (-2.8263e+00) +43:...|...|.rzz...|...|.rzz p: (8.5723e-01) +44:...|...|...u...|...|...| p: (2.5230e+00) (1.5780e+00) (-1.5708e+00) +45:.rzz...|.rzz...|...|...| p: (-2.8263e+00) +46:...|.rzz.rzz...|...|...| p: (-2.8255e+00) +47:...|...|...|.rzz...|.rzz p: (8.5712e-01) +48:...|...|...|...u...|...| p: (2.5230e+00) (1.5611e+00) (-1.5708e+00) +49:.rzz...|...|.rzz...|...| p: (-2.8262e+00) +50:...|.rzz...|.rzz...|...| p: (-2.8264e+00) +51:...|...|.rzz.rzz...|...| p: (-2.8255e+00) +52:...|...|...|...|.rzz.rzz p: (8.5716e-01) +53:...|...|...|...|...u...| p: (2.5230e+00) (1.5757e+00) (-1.5708e+00) +54:.rzz...|...|...|.rzz...| p: (-2.8258e+00) +55:...|.rzz...|...|.rzz...| p: (-2.8262e+00) +56:...|...|.rzz...|.rzz...| p: (-2.8260e+00) +57:...|...|...|.rzz.rzz...| p: (-2.8260e+00) +58:...|...|...|...|...|...u p: (2.5230e+00) (1.5736e+00) (-1.5708e+00) +59:.rzz...|...|...|...|.rzz p: (-2.8261e+00) +60:..rx...|...|...|...|...| p: (6.3244e+00) +61:...|.rzz...|...|...|.rzz p: (-2.8260e+00) +62:...|..rx...|...|...|...| p: (6.3244e+00) +63:...|...|.rzz...|...|.rzz p: (-2.8262e+00) +64:...|...|..rx...|...|...| p: (6.3244e+00) +65:...|...|...|.rzz...|.rzz p: (-2.8259e+00) +66:...|...|...|..rx...|...| p: (6.3244e+00) +67:...|...|...|...|.rzz.rzz p: (-2.8260e+00) +68:...|...|...|...|..rx...| p: (6.3244e+00) +69:...|...|...|...|...|..rx p: (6.3244e+00) +70:======================== +71:...0...|...|...|...|...| +72:...|...1...|...|...|...| +73:...|...|...2...|...|...| +74:...|...|...|...3...|...| +75:...|...|...|...|...4...| +76:...|...|...|...|...|...5 +77:======================== +78:...6...|...|...|...|...| +79:...|...7...|...|...|...| +80:...|...|...8...|...|...| +81:...|...|...|...9...|...| +82:...|...|...|...|..10...| +83:...|...|...|...|...|..11 +.o:...0...1...2...3...4...5 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Identity Duration: 2.2378e-04s............................. +Permuted Duration: 2.2228e-04s............................. +Identity active_nodes: 24 ...................................... +Permuted active_nodes: 22 ...................................... +Identity max_nodes: 147...................................... +Permuted max_nodes: 145...................................... +________________________________________________________________________________________________ + +Start Simulation of portfolioqaoa_indep_qiskit_7__________________________________________________ + +..i:...0...1...2...3...4...5...6 +..1:..u2...|...|...|...|...|...| p: (-1.3108e+00) (-3.1416e+00) +..2:...|..u2...|...|...|...|...| p: (-1.2797e+00) (-3.1416e+00) +..3:.rzz.rzz...|...|...|...|...| p: (-4.9739e+00) +..4:...|...|..u2...|...|...|...| p: (-1.3167e+00) (-3.1416e+00) +..5:.rzz...|.rzz...|...|...|...| p: (-4.9738e+00) +..6:...|.rzz.rzz...|...|...|...| p: (-4.9739e+00) +..7:...|...|...|..u2...|...|...| p: (-8.2891e-01) (-3.1416e+00) +..8:.rzz...|...|.rzz...|...|...| p: (-4.9750e+00) +..9:...|.rzz...|.rzz...|...|...| p: (-4.9719e+00) +.10:...|...|.rzz.rzz...|...|...| p: (-4.9729e+00) +.11:...|...|...|...|..u2...|...| p: (-1.3367e+00) (-3.1416e+00) +.12:.rzz...|...|...|.rzz...|...| p: (-4.9742e+00) +.13:...|.rzz...|...|.rzz...|...| p: (-4.9740e+00) +.14:...|...|.rzz...|.rzz...|...| p: (-4.9735e+00) +.15:...|...|...|.rzz.rzz...|...| p: (-4.9713e+00) +.16:...|...|...|...|...|..u2...| p: (-1.3151e+00) (-3.1416e+00) +.17:.rzz...|...|...|...|.rzz...| p: (-4.9739e+00) +.18:...|.rzz...|...|...|.rzz...| p: (-4.9739e+00) +.19:...|...|.rzz...|...|.rzz...| p: (-4.9739e+00) +.20:...|...|...|.rzz...|.rzz...| p: (-4.9752e+00) +.21:...|...|...|...|.rzz.rzz...| p: (-4.9739e+00) +.22:...|...|...|...|...|...|..u2 p: (-1.3014e+00) (-3.1416e+00) +.23:.rzz...|...|...|...|...|.rzz p: (-4.9738e+00) +.24:...u...|...|...|...|...|...| p: (2.4652e+00) (3.0479e-01) (-1.5708e+00) +.25:...|.rzz...|...|...|...|.rzz p: (-4.9738e+00) +.26:...|...u...|...|...|...|...| p: (2.4652e+00) (3.3615e-01) (-1.5708e+00) +.27:.rzz.rzz...|...|...|...|...| p: (-5.0186e+00) +.28:...|...|.rzz...|...|...|.rzz p: (-4.9738e+00) +.29:...|...|...u...|...|...|...| p: (2.4652e+00) (2.9875e-01) (-1.5708e+00) +.30:.rzz...|.rzz...|...|...|...| p: (-5.0186e+00) +.31:...|.rzz.rzz...|...|...|...| p: (-5.0187e+00) +.32:...|...|...|.rzz...|...|.rzz p: (-4.9758e+00) +.33:...|...|...|...u...|...|...| p: (2.4652e+00) (7.9098e-01) (-1.5708e+00) +.34:.rzz...|...|.rzz...|...|...| p: (-5.0198e+00) +.35:...|.rzz...|.rzz...|...|...| p: (-5.0167e+00) +.36:...|...|.rzz.rzz...|...|...| p: (-5.0177e+00) +.37:...|...|...|...|.rzz...|.rzz p: (-4.9742e+00) +.38:...|...|...|...|...u...|...| p: (2.4652e+00) (2.7866e-01) (-1.5708e+00) +.39:.rzz...|...|...|.rzz...|...| p: (-5.0190e+00) +.40:...|.rzz...|...|.rzz...|...| p: (-5.0188e+00) +.41:...|...|.rzz...|.rzz...|...| p: (-5.0183e+00) +.42:...|...|...|.rzz.rzz...|...| p: (-5.0160e+00) +.43:...|...|...|...|...|.rzz.rzz p: (-4.9739e+00) +.44:...|...|...|...|...|...u...| p: (2.4652e+00) (3.0037e-01) (-1.5708e+00) +.45:.rzz...|...|...|...|.rzz...| p: (-5.0186e+00) +.46:...|.rzz...|...|...|.rzz...| p: (-5.0187e+00) +.47:...|...|.rzz...|...|.rzz...| p: (-5.0187e+00) +.48:...|...|...|.rzz...|.rzz...| p: (-5.0199e+00) +.49:...|...|...|...|.rzz.rzz...| p: (-5.0187e+00) +.50:...|...|...|...|...|...|...u p: (2.4652e+00) (3.1427e-01) (-1.5708e+00) +.51:.rzz...|...|...|...|...|.rzz p: (-5.0186e+00) +.52:...u...|...|...|...|...|...| p: (1.5825e+00) (2.9033e+00) (-1.5708e+00) +.53:...|.rzz...|...|...|...|.rzz p: (-5.0186e+00) +.54:...|...u...|...|...|...|...| p: (1.5825e+00) (2.8724e+00) (-1.5708e+00) +.55:.rzz.rzz...|...|...|...|...| p: (4.9521e+00) +.56:...|...|.rzz...|...|...|.rzz p: (-5.0186e+00) +.57:...|...|...u...|...|...|...| p: (1.5825e+00) (2.9093e+00) (-1.5708e+00) +.58:.rzz...|.rzz...|...|...|...| p: (4.9520e+00) +.59:...|.rzz.rzz...|...|...|...| p: (4.9522e+00) +.60:...|...|...|.rzz...|...|.rzz p: (-5.0206e+00) +.61:...|...|...|...u...|...|...| p: (1.5825e+00) (2.4236e+00) (-1.5708e+00) +.62:.rzz...|...|.rzz...|...|...| p: (4.9532e+00) +.63:...|.rzz...|.rzz...|...|...| p: (4.9502e+00) +.64:...|...|.rzz.rzz...|...|...| p: (4.9512e+00) +.65:...|...|...|...|.rzz...|.rzz p: (-5.0190e+00) +.66:...|...|...|...|...u...|...| p: (1.5825e+00) (2.9291e+00) (-1.5708e+00) +.67:.rzz...|...|...|.rzz...|...| p: (4.9525e+00) +.68:...|.rzz...|...|.rzz...|...| p: (4.9523e+00) +.69:...|...|.rzz...|.rzz...|...| p: (4.9518e+00) +.70:...|...|...|.rzz.rzz...|...| p: (4.9495e+00) +.71:...|...|...|...|...|.rzz.rzz p: (-5.0187e+00) +.72:...|...|...|...|...|...u...| p: (1.5825e+00) (2.9077e+00) (-1.5708e+00) +.73:.rzz...|...|...|...|.rzz...| p: (4.9521e+00) +.74:...|.rzz...|...|...|.rzz...| p: (4.9522e+00) +.75:...|...|.rzz...|...|.rzz...| p: (4.9521e+00) +.76:...|...|...|.rzz...|.rzz...| p: (4.9534e+00) +.77:...|...|...|...|.rzz.rzz...| p: (4.9521e+00) +.78:...|...|...|...|...|...|...u p: (1.5825e+00) (2.8939e+00) (-1.5708e+00) +.79:.rzz...|...|...|...|...|.rzz p: (4.9521e+00) +.80:..rx...|...|...|...|...|...| p: (-1.1545e+01) +.81:...|.rzz...|...|...|...|.rzz p: (4.9521e+00) +.82:...|..rx...|...|...|...|...| p: (-1.1545e+01) +.83:...|...|.rzz...|...|...|.rzz p: (4.9521e+00) +.84:...|...|..rx...|...|...|...| p: (-1.1545e+01) +.85:...|...|...|.rzz...|...|.rzz p: (4.9540e+00) +.86:...|...|...|..rx...|...|...| p: (-1.1545e+01) +.87:...|...|...|...|.rzz...|.rzz p: (4.9524e+00) +.88:...|...|...|...|..rx...|...| p: (-1.1545e+01) +.89:...|...|...|...|...|.rzz.rzz p: (4.9522e+00) +.90:...|...|...|...|...|..rx...| p: (-1.1545e+01) +.91:...|...|...|...|...|...|..rx p: (-1.1545e+01) +.92:============================ +.93:...0...|...|...|...|...|...| +.94:...|...1...|...|...|...|...| +.95:...|...|...2...|...|...|...| +.96:...|...|...|...3...|...|...| +.97:...|...|...|...|...4...|...| +.98:...|...|...|...|...|...5...| +.99:...|...|...|...|...|...|...6 +100:============================ +101:...7...|...|...|...|...|...| +102:...|...8...|...|...|...|...| +103:...|...|...9...|...|...|...| +104:...|...|...|..10...|...|...| +105:...|...|...|...|..11...|...| +106:...|...|...|...|...|..12...| +107:...|...|...|...|...|...|..13 +..o:...0...1...2...3...4...5...6 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Identity Duration: 4.7951e-04s............................. +Permuted Duration: 4.7597e-04s............................. +Identity active_nodes: 26 ...................................... +Permuted active_nodes: 29 ...................................... +Identity max_nodes: 277...................................... +Permuted max_nodes: 279...................................... +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/portfoliovqe_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/portfoliovqe_indep_qiskit_all.txt new file mode 100644 index 00000000..932644e8 --- /dev/null +++ b/test/BenchmarkQuasm/results/portfoliovqe_indep_qiskit_all.txt @@ -0,0 +1,1144 @@ +Start Simulation of portfoliovqe_indep_qiskit_3__________________________________________________ + + i: 0 1 2 + 1: ry | | p: (4.70253) + 2: | ry | p: (0.279129) + 3: c z | + 4: | | ry p: (3.13245) + 5: c | z + 6: ry | | p: (-5.91084) + 7: | c z + 8: | ry | p: (-2.80637) + 9: c z | +10: | | ry p: (-3.66226) +11: c | z +12: ry | | p: (-0.298379) +13: | c z +14: | ry | p: (-4.13072) +15: c z | +16: | | ry p: (-1.02349) +17: c | z +18: ry | | p: (-2.80957) +19: | c z +20: | ry | p: (1.23483) +21: | | ry p: (0.152069) +22:============ +23: 0 | | +24: | 1 | +25: | | 2 + o: 0 1 2 +Total Permutations: 6 +Min time: 1.0955e-05s................. Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| +Max time: 1.1510e-05s................. Permutation 2 : 0 -> 1|1 -> 0|2 -> 2| +Min active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Min max nodes: 21 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max max nodes: 21 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +________________________________________________________________________________________________ + +6 permutations have 7 active nodes. + +........................... +Average time: 1.1292e-05s + +________________________________________________________________________________________________ + +6 permutations have 21 max nodes. + +........................... +Average time: 1.1292e-05s + +________________________________________________________________________________________________ + +execution time of: 1.0955e-05s: Index: 5 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 0| +execution time of: 1.1208e-05s: Index: 1 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 1| +execution time of: 1.1280e-05s: Index: 4 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 1| +execution time of: 1.1365e-05s: Index: 3 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 0| +execution time of: 1.1432e-05s: Index: 0 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 2| +execution time of: 1.1510e-05s: Index: 2 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 2| +________________________________________________________________________________________________ + +Start Simulation of portfoliovqe_indep_qiskit_4__________________________________________________ + +.i:...0...1...2...3 +.1:..ry...|...|...| p: (-5.3475e+00) +.2:...|..ry...|...| p: (-2.7757e-01) +.3:...c...z...|...| +.4:...|...|..ry...| p: (4.3889e+00) +.5:...c...|...z...| +.6:...|...c...z...| +.7:...|...|...|..ry p: (4.9982e-01) +.8:...c...|...|...z +.9:..ry...|...|...| p: (-3.1597e+00) +10:...|...c...|...z +11:...|..ry...|...| p: (-3.6050e+00) +12:...c...z...|...| +13:...|...|...c...z +14:...|...|..ry...| p: (3.1442e+00) +15:...c...|...z...| +16:...|...c...z...| +17:...|...|...|..ry p: (-1.2438e+00) +18:...c...|...|...z +19:..ry...|...|...| p: (2.9747e+00) +20:...|...c...|...z +21:...|..ry...|...| p: (-2.9164e+00) +22:...c...z...|...| +23:...|...|...c...z +24:...|...|..ry...| p: (-1.0917e+00) +25:...c...|...z...| +26:...|...c...z...| +27:...|...|...|..ry p: (5.9923e+00) +28:...c...|...|...z +29:..ry...|...|...| p: (-1.5523e-01) +30:...|...c...|...z +31:...|..ry...|...| p: (-6.9895e-01) +32:...|...|...c...z +33:...|...|..ry...| p: (2.5328e+00) +34:...|...|...|..ry p: (5.1912e+00) +35:================ +36:...0...|...|...| +37:...|...1...|...| +38:...|...|...2...| +39:...|...|...|...3 +.o:...0...1...2...3 +Total Permutations: 24 +Min time: 2.3328e-05s................. Permutation 1 : 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +Max time: 2.9188e-05s................. Permutation 5 : 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +Min active nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Min max nodes: 45 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Max active nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Max max nodes: 45 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +________________________________________________________________________________________________ + +24 permutations have 15 active nodes. + +........................... +Average time: 2.4540e-05s + +________________________________________________________________________________________________ + +24 permutations have 45 max nodes. + +........................... +Average time: 2.4540e-05s + +________________________________________________________________________________________________ + +execution time of: 2.3328e-05s: Index: 1 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +execution time of: 2.3840e-05s: Index: 7 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +execution time of: 2.3858e-05s: Index: 0 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +execution time of: 2.3978e-05s: Index: 23 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +execution time of: 2.3983e-05s: Index: 19 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| +execution time of: 2.4038e-05s: Index: 11 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| +execution time of: 2.4100e-05s: Index: 17 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +execution time of: 2.4115e-05s: Index: 4 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| +execution time of: 2.4173e-05s: Index: 15 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +execution time of: 2.4178e-05s: Index: 3 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +execution time of: 2.4193e-05s: Index: 22 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| +execution time of: 2.4195e-05s: Index: 12 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +execution time of: 2.4285e-05s: Index: 14 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +execution time of: 2.4308e-05s: Index: 9 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +execution time of: 2.4333e-05s: Index: 13 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +execution time of: 2.4413e-05s: Index: 20 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +execution time of: 2.4423e-05s: Index: 8 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| +execution time of: 2.4510e-05s: Index: 16 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| +execution time of: 2.4598e-05s: Index: 2 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +execution time of: 2.4788e-05s: Index: 6 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +execution time of: 2.6013e-05s: Index: 18 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| +execution time of: 2.6025e-05s: Index: 10 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +execution time of: 2.9188e-05s: Index: 5 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +________________________________________________________________________________________________ + +Start Simulation of portfoliovqe_indep_qiskit_5__________________________________________________ + +.i:...0...1...2...3...4 +.1:..ry...|...|...|...| p: (5.8128e+00) +.2:...|..ry...|...|...| p: (6.4605e+00) +.3:...c...z...|...|...| +.4:...|...|..ry...|...| p: (3.5146e+00) +.5:...c...|...z...|...| +.6:...|...c...z...|...| +.7:...|...|...|..ry...| p: (-8.2034e-01) +.8:...c...|...|...z...| +.9:...|...c...|...z...| +10:...|...|...c...z...| +11:...|...|...|...|..ry p: (5.0260e+00) +12:...c...|...|...|...z +13:..ry...|...|...|...| p: (3.6782e+00) +14:...|...c...|...|...z +15:...|..ry...|...|...| p: (3.1406e+00) +16:...c...z...|...|...| +17:...|...|...c...|...z +18:...|...|..ry...|...| p: (-2.6015e+00) +19:...c...|...z...|...| +20:...|...c...z...|...| +21:...|...|...|...c...z +22:...|...|...|..ry...| p: (1.5721e+00) +23:...c...|...|...z...| +24:...|...c...|...z...| +25:...|...|...c...z...| +26:...|...|...|...|..ry p: (-3.0917e+00) +27:...c...|...|...|...z +28:..ry...|...|...|...| p: (5.1285e+00) +29:...|...c...|...|...z +30:...|..ry...|...|...| p: (6.0232e+00) +31:...c...z...|...|...| +32:...|...|...c...|...z +33:...|...|..ry...|...| p: (-5.2320e+00) +34:...c...|...z...|...| +35:...|...c...z...|...| +36:...|...|...|...c...z +37:...|...|...|..ry...| p: (-2.6430e+00) +38:...c...|...|...z...| +39:...|...c...|...z...| +40:...|...|...c...z...| +41:...|...|...|...|..ry p: (-5.0962e+00) +42:...c...|...|...|...z +43:..ry...|...|...|...| p: (5.2096e-01) +44:...|...c...|...|...z +45:...|..ry...|...|...| p: (3.0252e+00) +46:...|...|...c...|...z +47:...|...|..ry...|...| p: (1.1917e+00) +48:...|...|...|...c...z +49:...|...|...|..ry...| p: (-1.1157e+00) +50:...|...|...|...|..ry p: (6.1674e+00) +51:==================== +52:...0...|...|...|...| +53:...|...1...|...|...| +54:...|...|...2...|...| +55:...|...|...|...3...| +56:...|...|...|...|...4 +.o:...0...1...2...3...4 +Total Permutations: 120 +Min time: 4.8010e-05s................. Permutation 29 : 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +Max time: 9.1561e-05s................. Permutation 40 : 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +Min active nodes: 31 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Min max nodes: 93 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Max active nodes: 31 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Max max nodes: 93 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +________________________________________________________________________________________________ + +120 permutations have 31 active nodes. + +........................... +Average time: 5.1093e-05s + +________________________________________________________________________________________________ + +120 permutations have 93 max nodes. + +........................... +Average time: 5.1093e-05s + +________________________________________________________________________________________________ + +execution time of: 4.8010e-05s: Index: 29 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +execution time of: 4.8103e-05s: Index: 1 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +execution time of: 4.8203e-05s: Index: 0 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +execution time of: 4.8236e-05s: Index: 7 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +execution time of: 4.8318e-05s: Index: 25 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +execution time of: 4.8363e-05s: Index: 6 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +execution time of: 4.8421e-05s: Index: 26 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +execution time of: 4.8588e-05s: Index: 53 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +execution time of: 4.8603e-05s: Index: 48 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +execution time of: 4.8625e-05s: Index: 24 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +execution time of: 4.8643e-05s: Index: 49 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +execution time of: 4.8701e-05s: Index: 55 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +execution time of: 4.8763e-05s: Index: 28 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +execution time of: 4.8768e-05s: Index: 3 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +execution time of: 4.8805e-05s: Index: 2 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +execution time of: 4.8845e-05s: Index: 27 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +execution time of: 4.8871e-05s: Index: 9 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +execution time of: 4.8896e-05s: Index: 51 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +execution time of: 4.8906e-05s: Index: 54 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +execution time of: 4.9105e-05s: Index: 21 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +execution time of: 4.9128e-05s: Index: 30 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +execution time of: 4.9148e-05s: Index: 72 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +execution time of: 4.9231e-05s: Index: 11 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +execution time of: 4.9250e-05s: Index: 13 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +execution time of: 4.9263e-05s: Index: 43 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +execution time of: 4.9266e-05s: Index: 97 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| +execution time of: 4.9288e-05s: Index: 4 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +execution time of: 4.9351e-05s: Index: 52 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +execution time of: 4.9423e-05s: Index: 75 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +execution time of: 4.9441e-05s: Index: 99 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +execution time of: 4.9515e-05s: Index: 10 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +execution time of: 4.9568e-05s: Index: 42 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +execution time of: 4.9613e-05s: Index: 101 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +execution time of: 4.9648e-05s: Index: 77 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +execution time of: 4.9678e-05s: Index: 5 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +execution time of: 4.9693e-05s: Index: 73 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +execution time of: 4.9725e-05s: Index: 96 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +execution time of: 4.9768e-05s: Index: 31 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +execution time of: 4.9903e-05s: Index: 12 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +execution time of: 4.9971e-05s: Index: 22 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +execution time of: 4.9988e-05s: Index: 100 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +execution time of: 4.9993e-05s: Index: 66 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +execution time of: 5.0056e-05s: Index: 20 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +execution time of: 5.0083e-05s: Index: 103 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +execution time of: 5.0086e-05s: Index: 102 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +execution time of: 5.0128e-05s: Index: 50 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +execution time of: 5.0206e-05s: Index: 90 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +execution time of: 5.0235e-05s: Index: 17 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +execution time of: 5.0245e-05s: Index: 16 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +execution time of: 5.0263e-05s: Index: 19 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +execution time of: 5.0266e-05s: Index: 86 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +execution time of: 5.0323e-05s: Index: 108 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +execution time of: 5.0358e-05s: Index: 91 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +execution time of: 5.0383e-05s: Index: 67 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +execution time of: 5.0406e-05s: Index: 115 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +execution time of: 5.0430e-05s: Index: 61 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +execution time of: 5.0446e-05s: Index: 81 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +execution time of: 5.0531e-05s: Index: 89 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +execution time of: 5.0570e-05s: Index: 110 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +execution time of: 5.0596e-05s: Index: 74 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +execution time of: 5.0625e-05s: Index: 62 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +execution time of: 5.0708e-05s: Index: 41 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +execution time of: 5.0763e-05s: Index: 117 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +execution time of: 5.0773e-05s: Index: 113 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +execution time of: 5.0793e-05s: Index: 105 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +execution time of: 5.0810e-05s: Index: 47 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +execution time of: 5.0818e-05s: Index: 79 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +execution time of: 5.0831e-05s: Index: 116 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +execution time of: 5.0846e-05s: Index: 37 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +execution time of: 5.0861e-05s: Index: 65 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +execution time of: 5.0873e-05s: Index: 88 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +execution time of: 5.0890e-05s: Index: 23 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +execution time of: 5.0898e-05s: Index: 93 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +execution time of: 5.0918e-05s: Index: 44 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +execution time of: 5.0918e-05s: Index: 107 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +execution time of: 5.0928e-05s: Index: 39 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +execution time of: 5.0940e-05s: Index: 83 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +execution time of: 5.0958e-05s: Index: 35 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +execution time of: 5.0976e-05s: Index: 92 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +execution time of: 5.1001e-05s: Index: 70 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +execution time of: 5.1055e-05s: Index: 18 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +execution time of: 5.1091e-05s: Index: 111 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +execution time of: 5.1096e-05s: Index: 82 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +execution time of: 5.1110e-05s: Index: 84 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +execution time of: 5.1143e-05s: Index: 34 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +execution time of: 5.1143e-05s: Index: 32 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +execution time of: 5.1151e-05s: Index: 71 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +execution time of: 5.1156e-05s: Index: 104 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +execution time of: 5.1183e-05s: Index: 69 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +execution time of: 5.1183e-05s: Index: 87 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +execution time of: 5.1211e-05s: Index: 60 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +execution time of: 5.1243e-05s: Index: 45 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +execution time of: 5.1368e-05s: Index: 56 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +execution time of: 5.1421e-05s: Index: 63 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +execution time of: 5.1423e-05s: Index: 109 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +execution time of: 5.1431e-05s: Index: 38 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +execution time of: 5.1481e-05s: Index: 36 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +execution time of: 5.1580e-05s: Index: 76 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +execution time of: 5.1630e-05s: Index: 85 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +execution time of: 5.1643e-05s: Index: 98 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +execution time of: 5.1686e-05s: Index: 106 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +execution time of: 5.1716e-05s: Index: 14 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +execution time of: 5.1726e-05s: Index: 64 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +execution time of: 5.1773e-05s: Index: 78 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +execution time of: 5.1826e-05s: Index: 59 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +execution time of: 5.2208e-05s: Index: 114 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +execution time of: 5.2288e-05s: Index: 68 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +execution time of: 5.2301e-05s: Index: 119 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +execution time of: 5.2416e-05s: Index: 80 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +execution time of: 5.2568e-05s: Index: 33 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +execution time of: 5.2698e-05s: Index: 58 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +execution time of: 5.2738e-05s: Index: 8 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +execution time of: 5.2888e-05s: Index: 94 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +execution time of: 5.3956e-05s: Index: 95 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +execution time of: 5.7401e-05s: Index: 57 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +execution time of: 8.7604e-05s: Index: 46 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +execution time of: 9.1561e-05s: Index: 40 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +________________________________________________________________________________________________ + +Start Simulation of portfoliovqe_indep_qiskit_6__________________________________________________ + +.i:...0...1...2...3...4...5 +.1:..ry...|...|...|...|...| p: (6.5721e-01) +.2:...|..ry...|...|...|...| p: (3.6191e+00) +.3:...c...z...|...|...|...| +.4:...|...|..ry...|...|...| p: (5.9263e+00) +.5:...c...|...z...|...|...| +.6:...|...c...z...|...|...| +.7:...|...|...|..ry...|...| p: (-5.6321e-01) +.8:...c...|...|...z...|...| +.9:...|...c...|...z...|...| +10:...|...|...c...z...|...| +11:...|...|...|...|..ry...| p: (-5.8995e+00) +12:...c...|...|...|...z...| +13:...|...c...|...|...z...| +14:...|...|...c...|...z...| +15:...|...|...|...c...z...| +16:...|...|...|...|...|..ry p: (-3.3354e+00) +17:...c...|...|...|...|...z +18:..ry...|...|...|...|...| p: (6.2190e+00) +19:...|...c...|...|...|...z +20:...|..ry...|...|...|...| p: (-1.8746e+00) +21:...c...z...|...|...|...| +22:...|...|...c...|...|...z +23:...|...|..ry...|...|...| p: (4.6908e+00) +24:...c...|...z...|...|...| +25:...|...c...z...|...|...| +26:...|...|...|...c...|...z +27:...|...|...|..ry...|...| p: (6.1911e+00) +28:...c...|...|...z...|...| +29:...|...c...|...z...|...| +30:...|...|...c...z...|...| +31:...|...|...|...|...c...z +32:...|...|...|...|..ry...| p: (3.3594e+00) +33:...c...|...|...|...z...| +34:...|...c...|...|...z...| +35:...|...|...c...|...z...| +36:...|...|...|...c...z...| +37:...|...|...|...|...|..ry p: (4.5205e+00) +38:...c...|...|...|...|...z +39:..ry...|...|...|...|...| p: (-2.6300e-01) +40:...|...c...|...|...|...z +41:...|..ry...|...|...|...| p: (6.1670e+00) +42:...c...z...|...|...|...| +43:...|...|...c...|...|...z +44:...|...|..ry...|...|...| p: (-4.4921e+00) +45:...c...|...z...|...|...| +46:...|...c...z...|...|...| +47:...|...|...|...c...|...z +48:...|...|...|..ry...|...| p: (-4.9080e+00) +49:...c...|...|...z...|...| +50:...|...c...|...z...|...| +51:...|...|...c...z...|...| +52:...|...|...|...|...c...z +53:...|...|...|...|..ry...| p: (-4.7502e+00) +54:...c...|...|...|...z...| +55:...|...c...|...|...z...| +56:...|...|...c...|...z...| +57:...|...|...|...c...z...| +58:...|...|...|...|...|..ry p: (-2.3632e-01) +59:...c...|...|...|...|...z +60:..ry...|...|...|...|...| p: (3.2746e+00) +61:...|...c...|...|...|...z +62:...|..ry...|...|...|...| p: (-5.2263e+00) +63:...|...|...c...|...|...z +64:...|...|..ry...|...|...| p: (-5.1405e-01) +65:...|...|...|...c...|...z +66:...|...|...|..ry...|...| p: (4.5001e-01) +67:...|...|...|...|...c...z +68:...|...|...|...|..ry...| p: (-4.6583e+00) +69:...|...|...|...|...|..ry p: (-5.9235e-01) +70:======================== +71:...0...|...|...|...|...| +72:...|...1...|...|...|...| +73:...|...|...2...|...|...| +74:...|...|...|...3...|...| +75:...|...|...|...|...4...| +76:...|...|...|...|...|...5 +.o:...0...1...2...3...4...5 +Total Permutations: 720 +Min time: 9.4466e-05s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Max time: 2.1390e-04s................. Permutation 707: 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +Min active nodes: 63 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Min max nodes: 189 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Max active nodes: 63 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Max max nodes: 189 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +________________________________________________________________________________________________ + +720 permutations have 63 active nodes. + +........................... +Average time: 1.0436e-04s + +________________________________________________________________________________________________ + +720 permutations have 189 max nodes. + +........................... +Average time: 1.0436e-04s + +________________________________________________________________________________________________ + +execution time of: 9.4466e-05s: Index: 0 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +execution time of: 9.4641e-05s: Index: 5 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +execution time of: 9.4779e-05s: Index: 27 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +execution time of: 9.4824e-05s: Index: 245 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +execution time of: 9.4851e-05s: Index: 1 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +execution time of: 9.5149e-05s: Index: 241 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +execution time of: 9.5199e-05s: Index: 24 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +execution time of: 9.5219e-05s: Index: 25 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +execution time of: 9.5911e-05s: Index: 264 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +execution time of: 9.5931e-05s: Index: 29 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +execution time of: 9.6129e-05s: Index: 267 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| +execution time of: 9.6134e-05s: Index: 125 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +execution time of: 9.6326e-05s: Index: 6 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +execution time of: 9.6376e-05s: Index: 242 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +execution time of: 9.6459e-05s: Index: 28 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +execution time of: 9.6571e-05s: Index: 244 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +execution time of: 9.6681e-05s: Index: 7 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +execution time of: 9.6693e-05s: Index: 147 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| +execution time of: 9.6786e-05s: Index: 122 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +execution time of: 9.6836e-05s: Index: 121 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +execution time of: 9.6884e-05s: Index: 131 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +execution time of: 9.7109e-05s: Index: 26 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +execution time of: 9.7161e-05s: Index: 15 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +execution time of: 9.7186e-05s: Index: 49 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +execution time of: 9.7291e-05s: Index: 124 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +execution time of: 9.7346e-05s: Index: 4 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +execution time of: 9.7384e-05s: Index: 360 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +execution time of: 9.7409e-05s: Index: 120 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +execution time of: 9.7419e-05s: Index: 3 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +execution time of: 9.7471e-05s: Index: 53 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +execution time of: 9.7481e-05s: Index: 361 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +execution time of: 9.7489e-05s: Index: 253 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| +execution time of: 9.7491e-05s: Index: 363 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +execution time of: 9.7501e-05s: Index: 247 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| +execution time of: 9.7519e-05s: Index: 2 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +execution time of: 9.7584e-05s: Index: 48 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +execution time of: 9.7711e-05s: Index: 144 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +execution time of: 9.7736e-05s: Index: 9 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +execution time of: 9.7761e-05s: Index: 385 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4| +execution time of: 9.7826e-05s: Index: 135 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +execution time of: 9.7834e-05s: Index: 11 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +execution time of: 9.7844e-05s: Index: 72 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +execution time of: 9.7886e-05s: Index: 141 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +execution time of: 9.7896e-05s: Index: 23 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +execution time of: 9.7941e-05s: Index: 149 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| +execution time of: 9.7961e-05s: Index: 14 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +execution time of: 9.7974e-05s: Index: 365 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +execution time of: 9.8009e-05s: Index: 75 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| +execution time of: 9.8033e-05s: Index: 77 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| +execution time of: 9.8064e-05s: Index: 257 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| +execution time of: 9.8094e-05s: Index: 169 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| +execution time of: 9.8101e-05s: Index: 54 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +execution time of: 9.8119e-05s: Index: 16 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +execution time of: 9.8156e-05s: Index: 246 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +execution time of: 9.8186e-05s: Index: 51 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +execution time of: 9.8289e-05s: Index: 8 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +execution time of: 9.8319e-05s: Index: 126 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +execution time of: 9.8344e-05s: Index: 266 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| +execution time of: 9.8366e-05s: Index: 168 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| +execution time of: 9.8461e-05s: Index: 96 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +execution time of: 9.8511e-05s: Index: 13 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +execution time of: 9.8524e-05s: Index: 146 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| +execution time of: 9.8546e-05s: Index: 265 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +execution time of: 9.8561e-05s: Index: 128 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +execution time of: 9.8589e-05s: Index: 142 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +execution time of: 9.8594e-05s: Index: 251 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| +execution time of: 9.8613e-05s: Index: 129 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +execution time of: 9.8651e-05s: Index: 134 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +execution time of: 9.8718e-05s: Index: 101 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| +execution time of: 9.8721e-05s: Index: 289 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| +execution time of: 9.8744e-05s: Index: 263 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| +execution time of: 9.8779e-05s: Index: 384 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| +execution time of: 9.8784e-05s: Index: 268 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| +execution time of: 9.8791e-05s: Index: 97 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| +execution time of: 9.8791e-05s: Index: 22 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +execution time of: 9.8801e-05s: Index: 600 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +execution time of: 9.8934e-05s: Index: 269 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| +execution time of: 9.8961e-05s: Index: 195 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| +execution time of: 9.8966e-05s: Index: 252 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +execution time of: 9.8976e-05s: Index: 52 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| +execution time of: 9.8996e-05s: Index: 33 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +execution time of: 9.9021e-05s: Index: 35 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| +execution time of: 9.9024e-05s: Index: 76 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| +execution time of: 9.9039e-05s: Index: 18 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +execution time of: 9.9059e-05s: Index: 99 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| +execution time of: 9.9089e-05s: Index: 255 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +execution time of: 9.9134e-05s: Index: 409 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| +execution time of: 9.9161e-05s: Index: 288 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| +execution time of: 9.9201e-05s: Index: 369 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 1| +execution time of: 9.9206e-05s: Index: 389 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| +execution time of: 9.9224e-05s: Index: 411 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 1| +execution time of: 9.9226e-05s: Index: 19 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +execution time of: 9.9251e-05s: Index: 371 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| +execution time of: 9.9274e-05s: Index: 73 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| +execution time of: 9.9301e-05s: Index: 277 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| +execution time of: 9.9304e-05s: Index: 20 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +execution time of: 9.9314e-05s: Index: 258 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| +execution time of: 9.9321e-05s: Index: 243 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +execution time of: 9.9341e-05s: Index: 21 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +execution time of: 9.9361e-05s: Index: 31 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| +execution time of: 9.9381e-05s: Index: 47 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| +execution time of: 9.9451e-05s: Index: 219 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| +execution time of: 9.9466e-05s: Index: 483 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| +execution time of: 9.9481e-05s: Index: 192 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| +execution time of: 9.9489e-05s: Index: 30 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +execution time of: 9.9496e-05s: Index: 139 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +execution time of: 9.9651e-05s: Index: 249 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +execution time of: 9.9664e-05s: Index: 39 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +execution time of: 9.9704e-05s: Index: 197 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| +execution time of: 9.9716e-05s: Index: 148 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| +execution time of: 9.9729e-05s: Index: 55 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| +execution time of: 9.9761e-05s: Index: 91 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| +execution time of: 9.9769e-05s: Index: 133 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +execution time of: 9.9771e-05s: Index: 256 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| +execution time of: 9.9774e-05s: Index: 98 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| +execution time of: 9.9801e-05s: Index: 196 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| +execution time of: 9.9821e-05s: Index: 50 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| +execution time of: 9.9829e-05s: Index: 259 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| +execution time of: 9.9844e-05s: Index: 291 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| +execution time of: 9.9886e-05s: Index: 41 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| +execution time of: 9.9969e-05s: Index: 194 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| +execution time of: 9.9986e-05s: Index: 294 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| +execution time of: 1.0004e-04s: Index: 235 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| +execution time of: 1.0005e-04s: Index: 36 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +execution time of: 1.0007e-04s: Index: 132 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +execution time of: 1.0007e-04s: Index: 506 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| +execution time of: 1.0008e-04s: Index: 171 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| +execution time of: 1.0009e-04s: Index: 408 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| +execution time of: 1.0012e-04s: Index: 90 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| +execution time of: 1.0013e-04s: Index: 65 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| +execution time of: 1.0014e-04s: Index: 293 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 1| +execution time of: 1.0016e-04s: Index: 17 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +execution time of: 1.0017e-04s: Index: 66 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| +execution time of: 1.0017e-04s: Index: 175 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| +execution time of: 1.0022e-04s: Index: 367 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| +execution time of: 1.0023e-04s: Index: 211 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 2| +execution time of: 1.0030e-04s: Index: 109 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| +execution time of: 1.0031e-04s: Index: 254 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| +execution time of: 1.0034e-04s: Index: 387 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 2| +execution time of: 1.0040e-04s: Index: 337 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| +execution time of: 1.0043e-04s: Index: 262 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| +execution time of: 1.0044e-04s: Index: 173 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| +execution time of: 1.0045e-04s: Index: 59 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| +execution time of: 1.0045e-04s: Index: 170 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| +execution time of: 1.0053e-04s: Index: 270 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| +execution time of: 1.0055e-04s: Index: 383 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| +execution time of: 1.0061e-04s: Index: 60 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| +execution time of: 1.0062e-04s: Index: 71 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| +execution time of: 1.0063e-04s: Index: 313 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3| +execution time of: 1.0064e-04s: Index: 485 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| +execution time of: 1.0068e-04s: Index: 12 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +execution time of: 1.0069e-04s: Index: 379 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| +execution time of: 1.0071e-04s: Index: 103 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| +execution time of: 1.0072e-04s: Index: 260 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 4| +execution time of: 1.0073e-04s: Index: 391 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| +execution time of: 1.0078e-04s: Index: 69 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| +execution time of: 1.0080e-04s: Index: 223 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 3| +execution time of: 1.0080e-04s: Index: 364 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| +execution time of: 1.0082e-04s: Index: 390 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| +execution time of: 1.0084e-04s: Index: 229 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2| +execution time of: 1.0084e-04s: Index: 605 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 2| +execution time of: 1.0087e-04s: Index: 74 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| +execution time of: 1.0088e-04s: Index: 388 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| +execution time of: 1.0089e-04s: Index: 108 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| +execution time of: 1.0094e-04s: Index: 627 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 2| +execution time of: 1.0095e-04s: Index: 37 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| +execution time of: 1.0101e-04s: Index: 100 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| +execution time of: 1.0101e-04s: Index: 336 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| +execution time of: 1.0102e-04s: Index: 63 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| +execution time of: 1.0103e-04s: Index: 248 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +execution time of: 1.0107e-04s: Index: 607 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3| +execution time of: 1.0109e-04s: Index: 172 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| +execution time of: 1.0109e-04s: Index: 95 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| +execution time of: 1.0114e-04s: Index: 602 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 4| +execution time of: 1.0115e-04s: Index: 381 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1| +execution time of: 1.0117e-04s: Index: 312 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| +execution time of: 1.0118e-04s: Index: 362 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| +execution time of: 1.0120e-04s: Index: 375 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| +execution time of: 1.0124e-04s: Index: 456 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| +execution time of: 1.0125e-04s: Index: 70 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| +execution time of: 1.0125e-04s: Index: 43 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| +execution time of: 1.0128e-04s: Index: 220 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| +execution time of: 1.0129e-04s: Index: 40 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| +execution time of: 1.0129e-04s: Index: 205 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| +execution time of: 1.0130e-04s: Index: 366 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +execution time of: 1.0131e-04s: Index: 611 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 1| +execution time of: 1.0132e-04s: Index: 271 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| +execution time of: 1.0134e-04s: Index: 45 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| +execution time of: 1.0136e-04s: Index: 115 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| +execution time of: 1.0136e-04s: Index: 343 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 3| +execution time of: 1.0138e-04s: Index: 222 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| +execution time of: 1.0148e-04s: Index: 273 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +execution time of: 1.0150e-04s: Index: 552 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| +execution time of: 1.0151e-04s: Index: 601 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| +execution time of: 1.0152e-04s: Index: 57 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| +execution time of: 1.0152e-04s: Index: 250 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| +execution time of: 1.0152e-04s: Index: 84 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| +execution time of: 1.0154e-04s: Index: 486 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +execution time of: 1.0155e-04s: Index: 198 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| +execution time of: 1.0157e-04s: Index: 457 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| +execution time of: 1.0159e-04s: Index: 67 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| +execution time of: 1.0160e-04s: Index: 240 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +execution time of: 1.0160e-04s: Index: 505 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 3| +execution time of: 1.0161e-04s: Index: 61 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| +execution time of: 1.0161e-04s: Index: 619 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2| +execution time of: 1.0162e-04s: Index: 629 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| +execution time of: 1.0162e-04s: Index: 649 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 3| +execution time of: 1.0163e-04s: Index: 576 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| +execution time of: 1.0163e-04s: Index: 186 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| +execution time of: 1.0164e-04s: Index: 386 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| +execution time of: 1.0164e-04s: Index: 174 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| +execution time of: 1.0166e-04s: Index: 529 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| +execution time of: 1.0166e-04s: Index: 87 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| +execution time of: 1.0170e-04s: Index: 119 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| +execution time of: 1.0171e-04s: Index: 317 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 1| +execution time of: 1.0173e-04s: Index: 163 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| +execution time of: 1.0173e-04s: Index: 376 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2| +execution time of: 1.0174e-04s: Index: 86 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| +execution time of: 1.0175e-04s: Index: 130 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +execution time of: 1.0176e-04s: Index: 32 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +execution time of: 1.0177e-04s: Index: 617 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| +execution time of: 1.0177e-04s: Index: 114 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| +execution time of: 1.0178e-04s: Index: 342 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 4| +execution time of: 1.0179e-04s: Index: 10 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +execution time of: 1.0180e-04s: Index: 46 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| +execution time of: 1.0180e-04s: Index: 216 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| +execution time of: 1.0181e-04s: Index: 234 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 3| +execution time of: 1.0186e-04s: Index: 275 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| +execution time of: 1.0198e-04s: Index: 107 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| +execution time of: 1.0198e-04s: Index: 628 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 3| +execution time of: 1.0198e-04s: Index: 187 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| +execution time of: 1.0199e-04s: Index: 621 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| +execution time of: 1.0202e-04s: Index: 204 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| +execution time of: 1.0203e-04s: Index: 93 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| +execution time of: 1.0204e-04s: Index: 382 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2| +execution time of: 1.0205e-04s: Index: 487 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3| +execution time of: 1.0206e-04s: Index: 672 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| +execution time of: 1.0207e-04s: Index: 34 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| +execution time of: 1.0207e-04s: Index: 528 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| +execution time of: 1.0211e-04s: Index: 508 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 3| +execution time of: 1.0212e-04s: Index: 531 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| +execution time of: 1.0213e-04s: Index: 414 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| +execution time of: 1.0218e-04s: Index: 319 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 3| +execution time of: 1.0219e-04s: Index: 489 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1| +execution time of: 1.0225e-04s: Index: 85 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| +execution time of: 1.0228e-04s: Index: 83 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| +execution time of: 1.0228e-04s: Index: 438 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| +execution time of: 1.0230e-04s: Index: 370 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 4| +execution time of: 1.0233e-04s: Index: 82 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| +execution time of: 1.0234e-04s: Index: 393 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| +execution time of: 1.0236e-04s: Index: 81 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| +execution time of: 1.0237e-04s: Index: 282 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| +execution time of: 1.0239e-04s: Index: 624 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| +execution time of: 1.0239e-04s: Index: 608 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| +execution time of: 1.0242e-04s: Index: 68 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| +execution time of: 1.0243e-04s: Index: 80 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| +execution time of: 1.0247e-04s: Index: 482 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| +execution time of: 1.0249e-04s: Index: 276 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| +execution time of: 1.0251e-04s: Index: 606 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4| +execution time of: 1.0254e-04s: Index: 199 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 3| +execution time of: 1.0256e-04s: Index: 577 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| +execution time of: 1.0257e-04s: Index: 553 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2| +execution time of: 1.0259e-04s: Index: 62 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| +execution time of: 1.0260e-04s: Index: 395 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| +execution time of: 1.0261e-04s: Index: 324 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| +execution time of: 1.0261e-04s: Index: 625 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3| +execution time of: 1.0262e-04s: Index: 461 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 1| +execution time of: 1.0264e-04s: Index: 58 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| +execution time of: 1.0264e-04s: Index: 217 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| +execution time of: 1.0266e-04s: Index: 415 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| +execution time of: 1.0271e-04s: Index: 116 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 3| +execution time of: 1.0272e-04s: Index: 648 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| +execution time of: 1.0273e-04s: Index: 78 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +execution time of: 1.0275e-04s: Index: 113 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| +execution time of: 1.0277e-04s: Index: 651 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| +execution time of: 1.0278e-04s: Index: 110 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 4| +execution time of: 1.0280e-04s: Index: 89 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| +execution time of: 1.0280e-04s: Index: 437 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 1| +execution time of: 1.0280e-04s: Index: 410 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| +execution time of: 1.0282e-04s: Index: 368 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| +execution time of: 1.0282e-04s: Index: 615 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 1| +execution time of: 1.0284e-04s: Index: 287 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| +execution time of: 1.0285e-04s: Index: 503 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1| +execution time of: 1.0290e-04s: Index: 494 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| +execution time of: 1.0292e-04s: Index: 374 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 5| +execution time of: 1.0295e-04s: Index: 697 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| +execution time of: 1.0296e-04s: Index: 554 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| +execution time of: 1.0297e-04s: Index: 292 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 4| +execution time of: 1.0297e-04s: Index: 699 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| +execution time of: 1.0302e-04s: Index: 106 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| +execution time of: 1.0303e-04s: Index: 555 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| +execution time of: 1.0303e-04s: Index: 655 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 3| +execution time of: 1.0305e-04s: Index: 433 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 2| +execution time of: 1.0306e-04s: Index: 162 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| +execution time of: 1.0307e-04s: Index: 79 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| +execution time of: 1.0308e-04s: Index: 348 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 4| +execution time of: 1.0309e-04s: Index: 403 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2| +execution time of: 1.0310e-04s: Index: 614 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4| +execution time of: 1.0311e-04s: Index: 564 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +execution time of: 1.0312e-04s: Index: 156 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| +execution time of: 1.0313e-04s: Index: 94 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2| +execution time of: 1.0316e-04s: Index: 583 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| +execution time of: 1.0316e-04s: Index: 558 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| +execution time of: 1.0317e-04s: Index: 496 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 2| +execution time of: 1.0318e-04s: Index: 493 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2| +execution time of: 1.0319e-04s: Index: 285 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| +execution time of: 1.0320e-04s: Index: 444 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +execution time of: 1.0320e-04s: Index: 498 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| +execution time of: 1.0325e-04s: Index: 484 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| +execution time of: 1.0330e-04s: Index: 497 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 1| +execution time of: 1.0331e-04s: Index: 307 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| +execution time of: 1.0333e-04s: Index: 92 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3| +execution time of: 1.0335e-04s: Index: 315 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| +execution time of: 1.0339e-04s: Index: 450 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| +execution time of: 1.0342e-04s: Index: 436 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 2| +execution time of: 1.0343e-04s: Index: 488 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| +execution time of: 1.0345e-04s: Index: 654 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4| +execution time of: 1.0345e-04s: Index: 580 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 2| +execution time of: 1.0347e-04s: Index: 616 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| +execution time of: 1.0347e-04s: Index: 88 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| +execution time of: 1.0347e-04s: Index: 673 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| +execution time of: 1.0348e-04s: Index: 623 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| +execution time of: 1.0349e-04s: Index: 582 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3| +execution time of: 1.0349e-04s: Index: 380 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 4| +execution time of: 1.0350e-04s: Index: 316 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| +execution time of: 1.0351e-04s: Index: 700 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 2| +execution time of: 1.0352e-04s: Index: 594 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +execution time of: 1.0355e-04s: Index: 318 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 5| +execution time of: 1.0355e-04s: Index: 675 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1| +execution time of: 1.0362e-04s: Index: 417 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| +execution time of: 1.0364e-04s: Index: 340 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| +execution time of: 1.0365e-04s: Index: 150 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| +execution time of: 1.0367e-04s: Index: 221 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| +execution time of: 1.0367e-04s: Index: 338 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| +execution time of: 1.0369e-04s: Index: 321 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| +execution time of: 1.0371e-04s: Index: 499 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| +execution time of: 1.0371e-04s: Index: 495 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 1| +execution time of: 1.0372e-04s: Index: 102 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| +execution time of: 1.0373e-04s: Index: 701 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| +execution time of: 1.0376e-04s: Index: 445 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| +execution time of: 1.0381e-04s: Index: 500 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 3| +execution time of: 1.0381e-04s: Index: 458 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| +execution time of: 1.0382e-04s: Index: 579 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1| +execution time of: 1.0386e-04s: Index: 306 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| +execution time of: 1.0387e-04s: Index: 177 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| +execution time of: 1.0389e-04s: Index: 180 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| +execution time of: 1.0393e-04s: Index: 620 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| +execution time of: 1.0394e-04s: Index: 181 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| +execution time of: 1.0395e-04s: Index: 507 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 2| +execution time of: 1.0396e-04s: Index: 490 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| +execution time of: 1.0397e-04s: Index: 630 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| +execution time of: 1.0398e-04s: Index: 533 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 1| +execution time of: 1.0402e-04s: Index: 610 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 3| +execution time of: 1.0402e-04s: Index: 679 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| +execution time of: 1.0403e-04s: Index: 571 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| +execution time of: 1.0404e-04s: Index: 530 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| +execution time of: 1.0407e-04s: Index: 157 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| +execution time of: 1.0410e-04s: Index: 238 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 2| +execution time of: 1.0410e-04s: Index: 290 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| +execution time of: 1.0411e-04s: Index: 378 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 4| +execution time of: 1.0416e-04s: Index: 468 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| +execution time of: 1.0416e-04s: Index: 167 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| +execution time of: 1.0422e-04s: Index: 698 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| +execution time of: 1.0424e-04s: Index: 323 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| +execution time of: 1.0426e-04s: Index: 38 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| +execution time of: 1.0428e-04s: Index: 218 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| +execution time of: 1.0428e-04s: Index: 435 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| +execution time of: 1.0429e-04s: Index: 210 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| +execution time of: 1.0430e-04s: Index: 708 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| +execution time of: 1.0430e-04s: Index: 715 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +execution time of: 1.0431e-04s: Index: 281 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| +execution time of: 1.0431e-04s: Index: 272 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| +execution time of: 1.0434e-04s: Index: 274 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| +execution time of: 1.0434e-04s: Index: 421 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| +execution time of: 1.0437e-04s: Index: 439 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2| +execution time of: 1.0438e-04s: Index: 105 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| +execution time of: 1.0439e-04s: Index: 618 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| +execution time of: 1.0441e-04s: Index: 341 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| +execution time of: 1.0447e-04s: Index: 111 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| +execution time of: 1.0447e-04s: Index: 191 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| +execution time of: 1.0450e-04s: Index: 522 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| +execution time of: 1.0452e-04s: Index: 44 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| +execution time of: 1.0454e-04s: Index: 104 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| +execution time of: 1.0454e-04s: Index: 397 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 2| +execution time of: 1.0457e-04s: Index: 622 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| +execution time of: 1.0458e-04s: Index: 377 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 1| +execution time of: 1.0461e-04s: Index: 636 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| +execution time of: 1.0465e-04s: Index: 297 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| +execution time of: 1.0465e-04s: Index: 179 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| +execution time of: 1.0466e-04s: Index: 643 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| +execution time of: 1.0467e-04s: Index: 286 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 3| +execution time of: 1.0468e-04s: Index: 714 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +execution time of: 1.0473e-04s: Index: 314 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| +execution time of: 1.0474e-04s: Index: 703 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| +execution time of: 1.0477e-04s: Index: 236 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| +execution time of: 1.0480e-04s: Index: 190 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 2| +execution time of: 1.0484e-04s: Index: 412 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4| +execution time of: 1.0487e-04s: Index: 642 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| +execution time of: 1.0487e-04s: Index: 203 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| +execution time of: 1.0491e-04s: Index: 702 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| +execution time of: 1.0491e-04s: Index: 349 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| +execution time of: 1.0492e-04s: Index: 565 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| +execution time of: 1.0494e-04s: Index: 570 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| +execution time of: 1.0494e-04s: Index: 214 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 2| +execution time of: 1.0494e-04s: Index: 399 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| +execution time of: 1.0495e-04s: Index: 228 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 4| +execution time of: 1.0495e-04s: Index: 540 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| +execution time of: 1.0496e-04s: Index: 325 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1| +execution time of: 1.0497e-04s: Index: 426 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| +execution time of: 1.0498e-04s: Index: 209 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| +execution time of: 1.0499e-04s: Index: 302 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| +execution time of: 1.0500e-04s: Index: 350 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| +execution time of: 1.0500e-04s: Index: 213 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| +execution time of: 1.0502e-04s: Index: 354 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 3| +execution time of: 1.0503e-04s: Index: 64 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| +execution time of: 1.0503e-04s: Index: 206 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| +execution time of: 1.0505e-04s: Index: 300 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| +execution time of: 1.0506e-04s: Index: 557 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| +execution time of: 1.0507e-04s: Index: 420 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| +execution time of: 1.0508e-04s: Index: 427 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 1| +execution time of: 1.0509e-04s: Index: 305 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| +execution time of: 1.0510e-04s: Index: 326 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| +execution time of: 1.0510e-04s: Index: 474 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| +execution time of: 1.0511e-04s: Index: 578 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| +execution time of: 1.0512e-04s: Index: 460 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 2| +execution time of: 1.0513e-04s: Index: 523 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| +execution time of: 1.0515e-04s: Index: 419 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| +execution time of: 1.0518e-04s: Index: 434 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| +execution time of: 1.0520e-04s: Index: 212 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| +execution time of: 1.0521e-04s: Index: 537 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| +execution time of: 1.0524e-04s: Index: 396 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| +execution time of: 1.0524e-04s: Index: 666 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| +execution time of: 1.0531e-04s: Index: 516 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| +execution time of: 1.0532e-04s: Index: 184 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| +execution time of: 1.0532e-04s: Index: 413 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 1| +execution time of: 1.0535e-04s: Index: 201 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| +execution time of: 1.0536e-04s: Index: 230 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| +execution time of: 1.0536e-04s: Index: 425 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| +execution time of: 1.0537e-04s: Index: 332 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| +execution time of: 1.0538e-04s: Index: 424 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| +execution time of: 1.0539e-04s: Index: 452 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| +execution time of: 1.0539e-04s: Index: 660 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| +execution time of: 1.0539e-04s: Index: 475 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| +execution time of: 1.0545e-04s: Index: 667 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| +execution time of: 1.0547e-04s: Index: 612 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4| +execution time of: 1.0548e-04s: Index: 232 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| +execution time of: 1.0548e-04s: Index: 278 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| +execution time of: 1.0548e-04s: Index: 233 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| +execution time of: 1.0549e-04s: Index: 357 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| +execution time of: 1.0551e-04s: Index: 153 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +execution time of: 1.0552e-04s: Index: 491 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| +execution time of: 1.0553e-04s: Index: 633 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| +execution time of: 1.0554e-04s: Index: 356 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| +execution time of: 1.0554e-04s: Index: 359 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +execution time of: 1.0555e-04s: Index: 513 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| +execution time of: 1.0555e-04s: Index: 331 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1| +execution time of: 1.0557e-04s: Index: 635 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| +execution time of: 1.0558e-04s: Index: 588 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| +execution time of: 1.0558e-04s: Index: 431 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| +execution time of: 1.0559e-04s: Index: 330 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| +execution time of: 1.0563e-04s: Index: 595 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +execution time of: 1.0563e-04s: Index: 443 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| +execution time of: 1.0564e-04s: Index: 510 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| +execution time of: 1.0565e-04s: Index: 515 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0| +execution time of: 1.0568e-04s: Index: 451 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| +execution time of: 1.0568e-04s: Index: 511 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 3| +execution time of: 1.0571e-04s: Index: 402 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 4| +execution time of: 1.0571e-04s: Index: 463 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 2| +execution time of: 1.0573e-04s: Index: 208 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 2| +execution time of: 1.0574e-04s: Index: 207 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| +execution time of: 1.0574e-04s: Index: 112 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| +execution time of: 1.0575e-04s: Index: 597 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +execution time of: 1.0577e-04s: Index: 165 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| +execution time of: 1.0578e-04s: Index: 231 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| +execution time of: 1.0579e-04s: Index: 453 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +execution time of: 1.0580e-04s: Index: 566 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +execution time of: 1.0582e-04s: Index: 185 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| +execution time of: 1.0583e-04s: Index: 158 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| +execution time of: 1.0583e-04s: Index: 467 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| +execution time of: 1.0589e-04s: Index: 227 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| +execution time of: 1.0591e-04s: Index: 476 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +execution time of: 1.0593e-04s: Index: 652 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3| +execution time of: 1.0594e-04s: Index: 200 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| +execution time of: 1.0597e-04s: Index: 189 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 0| +execution time of: 1.0599e-04s: Index: 639 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| +execution time of: 1.0600e-04s: Index: 423 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| +execution time of: 1.0601e-04s: Index: 118 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| +execution time of: 1.0603e-04s: Index: 561 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| +execution time of: 1.0605e-04s: Index: 239 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| +execution time of: 1.0606e-04s: Index: 598 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +execution time of: 1.0607e-04s: Index: 339 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 1| +execution time of: 1.0608e-04s: Index: 604 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| +execution time of: 1.0610e-04s: Index: 541 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| +execution time of: 1.0612e-04s: Index: 56 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| +execution time of: 1.0613e-04s: Index: 716 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +execution time of: 1.0614e-04s: Index: 705 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +execution time of: 1.0615e-04s: Index: 304 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| +execution time of: 1.0617e-04s: Index: 713 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +execution time of: 1.0617e-04s: Index: 428 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| +execution time of: 1.0619e-04s: Index: 161 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| +execution time of: 1.0620e-04s: Index: 567 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| +execution time of: 1.0620e-04s: Index: 328 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| +execution time of: 1.0627e-04s: Index: 308 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| +execution time of: 1.0630e-04s: Index: 587 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +execution time of: 1.0630e-04s: Index: 335 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +execution time of: 1.0631e-04s: Index: 684 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| +execution time of: 1.0632e-04s: Index: 470 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +execution time of: 1.0632e-04s: Index: 188 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 4| +execution time of: 1.0635e-04s: Index: 311 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| +execution time of: 1.0635e-04s: Index: 334 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| +execution time of: 1.0636e-04s: Index: 310 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| +execution time of: 1.0636e-04s: Index: 429 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| +execution time of: 1.0639e-04s: Index: 685 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| +execution time of: 1.0639e-04s: Index: 226 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| +execution time of: 1.0647e-04s: Index: 591 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| +execution time of: 1.0647e-04s: Index: 479 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +execution time of: 1.0649e-04s: Index: 661 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| +execution time of: 1.0652e-04s: Index: 344 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| +execution time of: 1.0653e-04s: Index: 518 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| +execution time of: 1.0654e-04s: Index: 225 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| +execution time of: 1.0654e-04s: Index: 358 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| +execution time of: 1.0656e-04s: Index: 448 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| +execution time of: 1.0656e-04s: Index: 152 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| +execution time of: 1.0658e-04s: Index: 574 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +execution time of: 1.0659e-04s: Index: 355 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| +execution time of: 1.0661e-04s: Index: 447 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| +execution time of: 1.0664e-04s: Index: 509 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 2| +execution time of: 1.0668e-04s: Index: 641 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| +execution time of: 1.0669e-04s: Index: 593 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +execution time of: 1.0670e-04s: Index: 590 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +execution time of: 1.0671e-04s: Index: 394 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| +execution time of: 1.0671e-04s: Index: 155 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| +execution time of: 1.0672e-04s: Index: 711 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| +execution time of: 1.0673e-04s: Index: 422 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| +execution time of: 1.0674e-04s: Index: 645 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| +execution time of: 1.0674e-04s: Index: 691 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| +execution time of: 1.0675e-04s: Index: 224 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| +execution time of: 1.0675e-04s: Index: 322 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| +execution time of: 1.0681e-04s: Index: 680 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| +execution time of: 1.0683e-04s: Index: 665 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| +execution time of: 1.0683e-04s: Index: 596 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +execution time of: 1.0683e-04s: Index: 301 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| +execution time of: 1.0685e-04s: Index: 532 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| +execution time of: 1.0689e-04s: Index: 563 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| +execution time of: 1.0689e-04s: Index: 446 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +execution time of: 1.0690e-04s: Index: 151 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| +execution time of: 1.0690e-04s: Index: 416 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| +execution time of: 1.0692e-04s: Index: 464 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| +execution time of: 1.0696e-04s: Index: 440 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| +execution time of: 1.0699e-04s: Index: 298 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| +execution time of: 1.0699e-04s: Index: 592 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +execution time of: 1.0701e-04s: Index: 166 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 3| +execution time of: 1.0704e-04s: Index: 712 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +execution time of: 1.0705e-04s: Index: 202 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| +execution time of: 1.0706e-04s: Index: 527 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| +execution time of: 1.0707e-04s: Index: 183 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| +execution time of: 1.0709e-04s: Index: 405 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| +execution time of: 1.0709e-04s: Index: 176 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| +execution time of: 1.0710e-04s: Index: 401 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0| +execution time of: 1.0711e-04s: Index: 573 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +execution time of: 1.0711e-04s: Index: 584 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +execution time of: 1.0712e-04s: Index: 501 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| +execution time of: 1.0712e-04s: Index: 441 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| +execution time of: 1.0715e-04s: Index: 653 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| +execution time of: 1.0715e-04s: Index: 647 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 0| +execution time of: 1.0717e-04s: Index: 718 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +execution time of: 1.0719e-04s: Index: 471 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +execution time of: 1.0720e-04s: Index: 556 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| +execution time of: 1.0724e-04s: Index: 352 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| +execution time of: 1.0726e-04s: Index: 280 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| +execution time of: 1.0727e-04s: Index: 477 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +execution time of: 1.0732e-04s: Index: 432 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| +execution time of: 1.0733e-04s: Index: 454 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +execution time of: 1.0734e-04s: Index: 704 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +execution time of: 1.0739e-04s: Index: 569 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| +execution time of: 1.0744e-04s: Index: 717 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +execution time of: 1.0746e-04s: Index: 525 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| +execution time of: 1.0747e-04s: Index: 237 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| +execution time of: 1.0747e-04s: Index: 164 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| +execution time of: 1.0748e-04s: Index: 309 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| +execution time of: 1.0750e-04s: Index: 681 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| +execution time of: 1.0750e-04s: Index: 512 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| +execution time of: 1.0750e-04s: Index: 472 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| +execution time of: 1.0753e-04s: Index: 353 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| +execution time of: 1.0756e-04s: Index: 351 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| +execution time of: 1.0756e-04s: Index: 430 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| +execution time of: 1.0763e-04s: Index: 650 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| +execution time of: 1.0767e-04s: Index: 160 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| +execution time of: 1.0768e-04s: Index: 547 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| +execution time of: 1.0771e-04s: Index: 327 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| +execution time of: 1.0772e-04s: Index: 303 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| +execution time of: 1.0783e-04s: Index: 657 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| +execution time of: 1.0786e-04s: Index: 560 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| +execution time of: 1.0788e-04s: Index: 333 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| +execution time of: 1.0789e-04s: Index: 548 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| +execution time of: 1.0790e-04s: Index: 284 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| +execution time of: 1.0791e-04s: Index: 404 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| +execution time of: 1.0796e-04s: Index: 215 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| +execution time of: 1.0799e-04s: Index: 159 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| +execution time of: 1.0802e-04s: Index: 572 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| +execution time of: 1.0802e-04s: Index: 542 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| +execution time of: 1.0802e-04s: Index: 536 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| +execution time of: 1.0804e-04s: Index: 694 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +execution time of: 1.0807e-04s: Index: 689 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +execution time of: 1.0807e-04s: Index: 473 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +execution time of: 1.0809e-04s: Index: 646 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| +execution time of: 1.0812e-04s: Index: 345 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| +execution time of: 1.0819e-04s: Index: 669 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| +execution time of: 1.0820e-04s: Index: 551 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +execution time of: 1.0826e-04s: Index: 400 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| +execution time of: 1.0828e-04s: Index: 478 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +execution time of: 1.0830e-04s: Index: 658 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| +execution time of: 1.0831e-04s: Index: 599 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +execution time of: 1.0831e-04s: Index: 320 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| +execution time of: 1.0832e-04s: Index: 406 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| +execution time of: 1.0832e-04s: Index: 695 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +execution time of: 1.0832e-04s: Index: 521 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| +execution time of: 1.0833e-04s: Index: 398 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| +execution time of: 1.0833e-04s: Index: 534 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5| +execution time of: 1.0834e-04s: Index: 543 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| +execution time of: 1.0834e-04s: Index: 520 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| +execution time of: 1.0834e-04s: Index: 568 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| +execution time of: 1.0834e-04s: Index: 575 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +execution time of: 1.0842e-04s: Index: 466 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| +execution time of: 1.0848e-04s: Index: 634 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| +execution time of: 1.0848e-04s: Index: 182 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| +execution time of: 1.0849e-04s: Index: 465 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| +execution time of: 1.0850e-04s: Index: 692 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +execution time of: 1.0852e-04s: Index: 671 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +execution time of: 1.0855e-04s: Index: 719 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +execution time of: 1.0856e-04s: Index: 372 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| +execution time of: 1.0856e-04s: Index: 638 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| +execution time of: 1.0859e-04s: Index: 670 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| +execution time of: 1.0865e-04s: Index: 524 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| +execution time of: 1.0878e-04s: Index: 347 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| +execution time of: 1.0881e-04s: Index: 544 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| +execution time of: 1.0881e-04s: Index: 296 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| +execution time of: 1.0885e-04s: Index: 346 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| +execution time of: 1.0887e-04s: Index: 586 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| +execution time of: 1.0903e-04s: Index: 539 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| +execution time of: 1.0907e-04s: Index: 492 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| +execution time of: 1.0910e-04s: Index: 659 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| +execution time of: 1.0917e-04s: Index: 442 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| +execution time of: 1.0919e-04s: Index: 535 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 3| +execution time of: 1.0920e-04s: Index: 668 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| +execution time of: 1.0920e-04s: Index: 662 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| +execution time of: 1.0929e-04s: Index: 538 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| +execution time of: 1.0930e-04s: Index: 550 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| +execution time of: 1.0936e-04s: Index: 418 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| +execution time of: 1.0942e-04s: Index: 526 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 2| +execution time of: 1.0980e-04s: Index: 178 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| +execution time of: 1.0985e-04s: Index: 683 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| +execution time of: 1.0987e-04s: Index: 632 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| +execution time of: 1.0992e-04s: Index: 392 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| +execution time of: 1.1004e-04s: Index: 688 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| +execution time of: 1.1017e-04s: Index: 514 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| +execution time of: 1.1017e-04s: Index: 682 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| +execution time of: 1.1040e-04s: Index: 710 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +execution time of: 1.1053e-04s: Index: 640 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| +execution time of: 1.1079e-04s: Index: 585 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +execution time of: 1.1087e-04s: Index: 663 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| +execution time of: 1.1097e-04s: Index: 693 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +execution time of: 1.1140e-04s: Index: 706 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| +execution time of: 1.1232e-04s: Index: 687 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +execution time of: 1.1263e-04s: Index: 455 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +execution time of: 1.1342e-04s: Index: 676 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| +execution time of: 1.1421e-04s: Index: 664 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| +execution time of: 1.1505e-04s: Index: 656 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| +execution time of: 1.1756e-04s: Index: 123 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +execution time of: 1.1847e-04s: Index: 562 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| +execution time of: 1.1941e-04s: Index: 143 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +execution time of: 1.1948e-04s: Index: 145 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +execution time of: 1.2000e-04s: Index: 136 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +execution time of: 1.2030e-04s: Index: 127 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +execution time of: 1.2107e-04s: Index: 140 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +execution time of: 1.2168e-04s: Index: 137 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +execution time of: 1.2212e-04s: Index: 481 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 3| +execution time of: 1.2265e-04s: Index: 138 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +execution time of: 1.2711e-04s: Index: 546 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| +execution time of: 1.2828e-04s: Index: 674 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| +execution time of: 1.3126e-04s: Index: 549 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| +execution time of: 1.3219e-04s: Index: 545 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| +execution time of: 1.3308e-04s: Index: 154 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| +execution time of: 1.6305e-04s: Index: 609 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| +execution time of: 2.1077e-04s: Index: 459 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 1| +execution time of: 2.1390e-04s: Index: 707 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/portfoliovqe_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/portfoliovqe_indep_qiskit_controls.txt new file mode 100644 index 00000000..66da957f --- /dev/null +++ b/test/BenchmarkQuasm/results/portfoliovqe_indep_qiskit_controls.txt @@ -0,0 +1,370 @@ +Start Simulation of portfoliovqe_indep_qiskit_3__________________________________________________ + + i: 0 1 2 + 1: ry | | p: (4.70253) + 2: | ry | p: (0.279129) + 3: c z | + 4: | | ry p: (3.13245) + 5: c | z + 6: ry | | p: (-5.91084) + 7: | c z + 8: | ry | p: (-2.80637) + 9: c z | +10: | | ry p: (-3.66226) +11: c | z +12: ry | | p: (-0.298379) +13: | c z +14: | ry | p: (-4.13072) +15: c z | +16: | | ry p: (-1.02349) +17: c | z +18: ry | | p: (-2.80957) +19: | c z +20: | ry | p: (1.23483) +21: | | ry p: (0.152069) +22:============ +23: 0 | | +24: | 1 | +25: | | 2 + o: 0 1 2 +Q: 0 w: 4 | Q: 1 w: 3 | Q: 2 w: 1 | +Computed Permutation: .........0 -> 2|1 -> 1|2 -> 0| +Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Identity Duration: 1.3025e-05s............................. +Permuted Duration: 1.1110e-05s............................. +Identity active_nodes: 7 ...................................... +Permuted active_nodes: 7 ...................................... +Identity max_nodes: 21 ...................................... +Permuted max_nodes: 21 ...................................... +________________________________________________________________________________________________ + +Start Simulation of 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+42:...c...z...|...|...|...| +43:...|...|...c...|...|...z +44:...|...|..ry...|...|...| p: (-4.4921e+00) +45:...c...|...z...|...|...| +46:...|...c...z...|...|...| +47:...|...|...|...c...|...z +48:...|...|...|..ry...|...| p: (-4.9080e+00) +49:...c...|...|...z...|...| +50:...|...c...|...z...|...| +51:...|...|...c...z...|...| +52:...|...|...|...|...c...z +53:...|...|...|...|..ry...| p: (-4.7502e+00) +54:...c...|...|...|...z...| +55:...|...c...|...|...z...| +56:...|...|...c...|...z...| +57:...|...|...|...c...z...| +58:...|...|...|...|...|..ry p: (-2.3632e-01) +59:...c...|...|...|...|...z +60:..ry...|...|...|...|...| p: (3.2746e+00) +61:...|...c...|...|...|...z +62:...|..ry...|...|...|...| p: (-5.2263e+00) +63:...|...|...c...|...|...z +64:...|...|..ry...|...|...| p: (-5.1405e-01) +65:...|...|...|...c...|...z +66:...|...|...|..ry...|...| p: (4.5001e-01) +67:...|...|...|...|...c...z +68:...|...|...|...|..ry...| p: (-4.6583e+00) +69:...|...|...|...|...|..ry p: (-5.9235e-01) 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portfoliovqe_indep_qiskit_7__________________________________________________ + +.i:...0...1...2...3...4...5...6 +.1:..ry...|...|...|...|...|...| p: (-1.8316e+00) +.2:...|..ry...|...|...|...|...| p: (-4.0614e+00) +.3:...c...z...|...|...|...|...| +.4:...|...|..ry...|...|...|...| p: (-1.3065e-01) +.5:...c...|...z...|...|...|...| +.6:...|...c...z...|...|...|...| +.7:...|...|...|..ry...|...|...| p: (4.6182e+00) +.8:...c...|...|...z...|...|...| +.9:...|...c...|...z...|...|...| +10:...|...|...c...z...|...|...| +11:...|...|...|...|..ry...|...| p: (-2.0036e+00) +12:...c...|...|...|...z...|...| +13:...|...c...|...|...z...|...| +14:...|...|...c...|...z...|...| +15:...|...|...|...c...z...|...| +16:...|...|...|...|...|..ry...| p: (5.8239e+00) +17:...c...|...|...|...|...z...| +18:...|...c...|...|...|...z...| +19:...|...|...c...|...|...z...| +20:...|...|...|...c...|...z...| +21:...|...|...|...|...c...z...| +22:...|...|...|...|...|...|..ry p: (-3.0548e+00) +23:...c...|...|...|...|...|...z 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(3.0318e+00) +51:...c...|...|...|...|...|...z +52:..ry...|...|...|...|...|...| p: (-5.8561e+00) +53:...|...c...|...|...|...|...z +54:...|..ry...|...|...|...|...| p: (-1.0839e+00) +55:...c...z...|...|...|...|...| +56:...|...|...c...|...|...|...z +57:...|...|..ry...|...|...|...| p: (-3.1654e+00) +58:...c...|...z...|...|...|...| +59:...|...c...z...|...|...|...| +60:...|...|...|...c...|...|...z +61:...|...|...|..ry...|...|...| p: (3.0122e+00) +62:...c...|...|...z...|...|...| +63:...|...c...|...z...|...|...| +64:...|...|...c...z...|...|...| +65:...|...|...|...|...c...|...z +66:...|...|...|...|..ry...|...| p: (-5.0871e+00) +67:...c...|...|...|...z...|...| +68:...|...c...|...|...z...|...| +69:...|...|...c...|...z...|...| +70:...|...|...|...c...z...|...| +71:...|...|...|...|...|...c...z +72:...|...|...|...|...|..ry...| p: (1.9547e+00) +73:...c...|...|...|...|...z...| +74:...|...c...|...|...|...z...| +75:...|...|...c...|...|...z...| +76:...|...|...|...c...|...z...| +77:...|...|...|...|...c...z...| +78:...|...|...|...|...|...|..ry p: (-2.9059e+00) +79:...c...|...|...|...|...|...z +80:..ry...|...|...|...|...|...| p: (-1.4758e+00) +81:...|...c...|...|...|...|...z +82:...|..ry...|...|...|...|...| p: (-2.9585e+00) +83:...|...|...c...|...|...|...z +84:...|...|..ry...|...|...|...| p: (-3.1956e+00) +85:...|...|...|...c...|...|...z +86:...|...|...|..ry...|...|...| p: (3.8606e+00) +87:...|...|...|...|...c...|...z +88:...|...|...|...|..ry...|...| p: (-5.7534e+00) +89:...|...|...|...|...|...c...z +90:...|...|...|...|...|..ry...| p: (-3.0868e+00) +91:...|...|...|...|...|...|..ry p: (-3.8108e+00) +92:============================ +93:...0...|...|...|...|...|...| +94:...|...1...|...|...|...|...| +95:...|...|...2...|...|...|...| +96:...|...|...|...3...|...|...| +97:...|...|...|...|...4...|...| +98:...|...|...|...|...|...5...| +99:...|...|...|...|...|...|...6 +.o:...0...1...2...3...4...5...6 +Q: 0 w: 8 | Q: 1 w: 7 | Q: 2 w: 6 | Q: 3 w: 5 | Q: 4 w: 4 | Q: 5 w: 3 | Q: 6 w: 1 | +Computed Permutation: 0 -> 6|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1|6 -> 0| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Identity Duration: 1.9492e-04s............................. +Permuted Duration: 2.3111e-04s............................. +Identity active_nodes: 127...................................... +Permuted active_nodes: 127...................................... +Identity max_nodes: 381...................................... +Permuted max_nodes: 381...................................... +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/portfoliovqe_indep_qiskit_gates.txt b/test/BenchmarkQuasm/results/portfoliovqe_indep_qiskit_gates.txt new file mode 100644 index 00000000..bdf01dc6 --- /dev/null +++ b/test/BenchmarkQuasm/results/portfoliovqe_indep_qiskit_gates.txt @@ -0,0 +1,365 @@ +Start Simulation of portfoliovqe_indep_qiskit_3__________________________________________________ + + i: 0 1 2 + 1: ry | | p: (4.70253) + 2: | ry | p: (0.279129) + 3: c z | + 4: | | ry p: (3.13245) + 5: c | z + 6: ry | | p: (-5.91084) + 7: | c z + 8: | ry | p: (-2.80637) + 9: c z | +10: | | ry p: (-3.66226) +11: c | z +12: ry | | p: (-0.298379) +13: | c z +14: | ry | p: (-4.13072) +15: c z | +16: | | ry p: (-1.02349) +17: c | z +18: ry | | p: (-2.80957) +19: | c z +20: | ry | p: (1.23483) +21: | | ry p: (0.152069) +22:============ +23: 0 | | +24: | 1 | +25: | | 2 + o: 0 1 2 +Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Identity Duration: 1.1190e-05s............................. +Permuted Duration: 1.1167e-05s............................. +Identity active_nodes: 7 ...................................... +Permuted active_nodes: 7 ...................................... +Identity max_nodes: 21 ...................................... +Permuted max_nodes: 21 ...................................... +________________________________________________________________________________________________ + +Start Simulation of portfoliovqe_indep_qiskit_4__________________________________________________ + +.i:...0...1...2...3 +.1:..ry...|...|...| p: (-5.3475e+00) +.2:...|..ry...|...| p: (-2.7757e-01) +.3:...c...z...|...| +.4:...|...|..ry...| p: (4.3889e+00) +.5:...c...|...z...| +.6:...|...c...z...| +.7:...|...|...|..ry p: (4.9982e-01) +.8:...c...|...|...z +.9:..ry...|...|...| p: (-3.1597e+00) +10:...|...c...|...z +11:...|..ry...|...| p: (-3.6050e+00) +12:...c...z...|...| +13:...|...|...c...z +14:...|...|..ry...| p: (3.1442e+00) +15:...c...|...z...| +16:...|...c...z...| +17:...|...|...|..ry p: (-1.2438e+00) +18:...c...|...|...z +19:..ry...|...|...| p: (2.9747e+00) +20:...|...c...|...z +21:...|..ry...|...| p: (-2.9164e+00) +22:...c...z...|...| +23:...|...|...c...z +24:...|...|..ry...| p: (-1.0917e+00) +25:...c...|...z...| 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Simulation of portfoliovqe_indep_qiskit_5__________________________________________________ + +.i:...0...1...2...3...4 +.1:..ry...|...|...|...| p: (5.8128e+00) +.2:...|..ry...|...|...| p: (6.4605e+00) +.3:...c...z...|...|...| +.4:...|...|..ry...|...| p: (3.5146e+00) +.5:...c...|...z...|...| +.6:...|...c...z...|...| +.7:...|...|...|..ry...| p: (-8.2034e-01) +.8:...c...|...|...z...| +.9:...|...c...|...z...| +10:...|...|...c...z...| +11:...|...|...|...|..ry p: (5.0260e+00) +12:...c...|...|...|...z +13:..ry...|...|...|...| p: (3.6782e+00) +14:...|...c...|...|...z +15:...|..ry...|...|...| p: (3.1406e+00) +16:...c...z...|...|...| +17:...|...|...c...|...z +18:...|...|..ry...|...| p: (-2.6015e+00) +19:...c...|...z...|...| +20:...|...c...z...|...| +21:...|...|...|...c...z +22:...|...|...|..ry...| p: (1.5721e+00) +23:...c...|...|...z...| +24:...|...c...|...z...| +25:...|...|...c...z...| +26:...|...|...|...|..ry p: (-3.0917e+00) +27:...c...|...|...|...z +28:..ry...|...|...|...| p: (5.1285e+00) +29:...|...c...|...|...z +30:...|..ry...|...|...| p: (6.0232e+00) +31:...c...z...|...|...| +32:...|...|...c...|...z +33:...|...|..ry...|...| p: (-5.2320e+00) +34:...c...|...z...|...| +35:...|...c...z...|...| +36:...|...|...|...c...z +37:...|...|...|..ry...| p: (-2.6430e+00) +38:...c...|...|...z...| +39:...|...c...|...z...| +40:...|...|...c...z...| +41:...|...|...|...|..ry p: (-5.0962e+00) +42:...c...|...|...|...z +43:..ry...|...|...|...| p: (5.2096e-01) +44:...|...c...|...|...z +45:...|..ry...|...|...| p: (3.0252e+00) +46:...|...|...c...|...z +47:...|...|..ry...|...| p: (1.1917e+00) +48:...|...|...|...c...z +49:...|...|...|..ry...| p: (-1.1157e+00) +50:...|...|...|...|..ry p: (6.1674e+00) +51:==================== +52:...0...|...|...|...| +53:...|...1...|...|...| +54:...|...|...2...|...| +55:...|...|...|...3...| +56:...|...|...|...|...4 +.o:...0...1...2...3...4 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Identity Duration: 4.7208e-05s............................. +Permuted Duration: 4.7050e-05s............................. +Identity active_nodes: 31 ...................................... +Permuted active_nodes: 31 ...................................... +Identity max_nodes: 93 ...................................... +Permuted max_nodes: 93 ...................................... +________________________________________________________________________________________________ + +Start Simulation of portfoliovqe_indep_qiskit_6__________________________________________________ + +.i:...0...1...2...3...4...5 +.1:..ry...|...|...|...|...| p: (6.5721e-01) +.2:...|..ry...|...|...|...| p: (3.6191e+00) +.3:...c...z...|...|...|...| +.4:...|...|..ry...|...|...| p: (5.9263e+00) +.5:...c...|...z...|...|...| +.6:...|...c...z...|...|...| +.7:...|...|...|..ry...|...| p: (-5.6321e-01) +.8:...c...|...|...z...|...| +.9:...|...c...|...z...|...| +10:...|...|...c...z...|...| +11:...|...|...|...|..ry...| p: (-5.8995e+00) 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p: (6.1670e+00) +42:...c...z...|...|...|...| +43:...|...|...c...|...|...z +44:...|...|..ry...|...|...| p: (-4.4921e+00) +45:...c...|...z...|...|...| +46:...|...c...z...|...|...| +47:...|...|...|...c...|...z +48:...|...|...|..ry...|...| p: (-4.9080e+00) +49:...c...|...|...z...|...| +50:...|...c...|...z...|...| +51:...|...|...c...z...|...| +52:...|...|...|...|...c...z +53:...|...|...|...|..ry...| p: (-4.7502e+00) +54:...c...|...|...|...z...| +55:...|...c...|...|...z...| +56:...|...|...c...|...z...| +57:...|...|...|...c...z...| +58:...|...|...|...|...|..ry p: (-2.3632e-01) +59:...c...|...|...|...|...z +60:..ry...|...|...|...|...| p: (3.2746e+00) +61:...|...c...|...|...|...z +62:...|..ry...|...|...|...| p: (-5.2263e+00) +63:...|...|...c...|...|...z +64:...|...|..ry...|...|...| p: (-5.1405e-01) +65:...|...|...|...c...|...z +66:...|...|...|..ry...|...| p: (4.5001e-01) +67:...|...|...|...|...c...z +68:...|...|...|...|..ry...| p: (-4.6583e+00) +69:...|...|...|...|...|..ry p: (-5.9235e-01) +70:======================== +71:...0...|...|...|...|...| +72:...|...1...|...|...|...| +73:...|...|...2...|...|...| +74:...|...|...|...3...|...| +75:...|...|...|...|...4...| +76:...|...|...|...|...|...5 +.o:...0...1...2...3...4...5 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Identity Duration: 9.4716e-05s............................. +Permuted Duration: 9.7113e-05s............................. +Identity active_nodes: 63 ...................................... +Permuted active_nodes: 63 ...................................... +Identity max_nodes: 189...................................... +Permuted max_nodes: 189...................................... +________________________________________________________________________________________________ + +Start Simulation of portfoliovqe_indep_qiskit_7__________________________________________________ + +.i:...0...1...2...3...4...5...6 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+53:...|...c...|...|...|...|...z +54:...|..ry...|...|...|...|...| p: (-1.0839e+00) +55:...c...z...|...|...|...|...| +56:...|...|...c...|...|...|...z +57:...|...|..ry...|...|...|...| p: (-3.1654e+00) +58:...c...|...z...|...|...|...| +59:...|...c...z...|...|...|...| +60:...|...|...|...c...|...|...z +61:...|...|...|..ry...|...|...| p: (3.0122e+00) +62:...c...|...|...z...|...|...| +63:...|...c...|...z...|...|...| +64:...|...|...c...z...|...|...| +65:...|...|...|...|...c...|...z +66:...|...|...|...|..ry...|...| p: (-5.0871e+00) +67:...c...|...|...|...z...|...| +68:...|...c...|...|...z...|...| +69:...|...|...c...|...z...|...| +70:...|...|...|...c...z...|...| +71:...|...|...|...|...|...c...z +72:...|...|...|...|...|..ry...| p: (1.9547e+00) +73:...c...|...|...|...|...z...| +74:...|...c...|...|...|...z...| +75:...|...|...c...|...|...z...| +76:...|...|...|...c...|...z...| +77:...|...|...|...|...c...z...| +78:...|...|...|...|...|...|..ry p: (-2.9059e+00) +79:...c...|...|...|...|...|...z +80:..ry...|...|...|...|...|...| p: (-1.4758e+00) +81:...|...c...|...|...|...|...z +82:...|..ry...|...|...|...|...| p: (-2.9585e+00) +83:...|...|...c...|...|...|...z +84:...|...|..ry...|...|...|...| p: (-3.1956e+00) +85:...|...|...|...c...|...|...z +86:...|...|...|..ry...|...|...| p: (3.8606e+00) +87:...|...|...|...|...c...|...z +88:...|...|...|...|..ry...|...| p: (-5.7534e+00) +89:...|...|...|...|...|...c...z +90:...|...|...|...|...|..ry...| p: (-3.0868e+00) +91:...|...|...|...|...|...|..ry p: (-3.8108e+00) +92:============================ +93:...0...|...|...|...|...|...| +94:...|...1...|...|...|...|...| +95:...|...|...2...|...|...|...| +96:...|...|...|...3...|...|...| +97:...|...|...|...|...4...|...| +98:...|...|...|...|...|...5...| +99:...|...|...|...|...|...|...6 +.o:...0...1...2...3...4...5...6 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Identity Duration: 1.9217e-04s............................. +Permuted Duration: 1.9684e-04s............................. +Identity active_nodes: 127...................................... +Permuted active_nodes: 127...................................... +Identity max_nodes: 381...................................... +Permuted max_nodes: 381...................................... +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/qaoa_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/qaoa_indep_qiskit_all.txt new file mode 100644 index 00000000..9ec68242 --- /dev/null +++ b/test/BenchmarkQuasm/results/qaoa_indep_qiskit_all.txt @@ -0,0 +1,1091 @@ +Start Simulation of qaoa_indep_qiskit_3__________________________________________________ + + i: 0 1 2 + 1: h | | + 2: | h | + 3: rzz rzz | p: (5.09401) + 4: | | h + 5: rzz | rzz p: (5.09401) + 6: rx | | p: (-6.86031) + 7: | rzz rzz p: (5.09401) + 8: | rx | p: (-6.86031) + 9: rzz rzz | p: (-5.14152) +10: | | rx p: (-6.86031) +11: rzz | rzz p: (-5.14152) +12: rx | | p: (8.16593) +13: | rzz rzz p: (-5.14152) +14: | rx | p: (8.16593) +15: | | rx p: (8.16593) +16:============ +17: 0 | | +18: | 1 | +19: | | 2 + o: 0 1 2 +Total Permutations: 6 +Min time: 9.4203e-06s................. Permutation 1 : 0 -> 0|1 -> 2|2 -> 1| +Max time: 9.9452e-06s................. Permutation 4 : 0 -> 2|1 -> 0|2 -> 1| +Min active nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Min max nodes: 20 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max active nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max max nodes: 20 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +________________________________________________________________________________________________ + +6 permutations have 6 active nodes. + +........................... +Average time: 9.6827e-06s + +________________________________________________________________________________________________ + +6 permutations have 20 max nodes. + +........................... +Average time: 9.6827e-06s + +________________________________________________________________________________________________ + +execution time of: 9.4203e-06s: Index: 1 | Max_nodes: 20 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 1| +execution time of: 9.5050e-06s: Index: 0 | Max_nodes: 20 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 2| +execution time of: 9.6302e-06s: Index: 5 | Max_nodes: 20 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 0| +execution time of: 9.7125e-06s: Index: 3 | Max_nodes: 20 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 0| +execution time of: 9.8827e-06s: Index: 2 | Max_nodes: 20 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 2| +execution time of: 9.9452e-06s: Index: 4 | Max_nodes: 20 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 1| +________________________________________________________________________________________________ + +Start Simulation of qaoa_indep_qiskit_4__________________________________________________ + +.i:...0...1...2...3 +.1:...h...|...|...| +.2:...|...h...|...| +.3:.rzz.rzz...|...| p: (-4.7124e+00) +.4:...|...|...h...| +.5:.rzz...|.rzz...| p: (-4.7124e+00) +.6:..rx...|...|...| p: (8.6394e+00) +.7:...|...|...|...h +.8:...|.rzz...|.rzz p: (-4.7124e+00) +.9:...|..rx...|...| p: (8.6394e+00) +10:.rzz.rzz...|...| p: (7.8539e-01) +11:...|...|.rzz.rzz p: (-4.7124e+00) +12:...|...|..rx...| p: (8.6394e+00) +13:.rzz...|.rzz...| p: (7.8539e-01) +14:..rx...|...|...| p: (4.7124e+00) +15:...|...|...|..rx p: (8.6394e+00) +16:...|.rzz...|.rzz p: (7.8539e-01) +17:...|..rx...|...| p: (4.7124e+00) +18:...|...|.rzz.rzz p: (7.8539e-01) +19:...|...|..rx...| p: (4.7124e+00) +20:...|...|...|..rx p: (4.7124e+00) +21:================ +22:...0...|...|...| +23:...|...1...|...| +24:...|...|...2...| +25:...|...|...|...3 +.o:...0...1...2...3 +Total Permutations: 24 +Min time: 1.8468e-05s................. Permutation 1 : 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +Max time: 2.0778e-05s................. Permutation 18 : 0 -> 3|1 -> 0|2 -> 1|3 -> 2| +Min active nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Min max nodes: 45 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Max active nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Max max nodes: 45 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +________________________________________________________________________________________________ + +24 permutations have 15 active nodes. + +........................... +Average time: 1.9753e-05s + +________________________________________________________________________________________________ + +24 permutations have 45 max nodes. + +........................... +Average time: 1.9753e-05s + +________________________________________________________________________________________________ + +execution time of: 1.8468e-05s: Index: 1 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +execution time of: 1.8648e-05s: Index: 0 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +execution time of: 1.8880e-05s: Index: 2 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +execution time of: 1.8968e-05s: Index: 4 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| +execution time of: 1.9330e-05s: Index: 10 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +execution time of: 1.9368e-05s: Index: 8 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| +execution time of: 1.9370e-05s: Index: 7 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +execution time of: 1.9463e-05s: Index: 17 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +execution time of: 1.9485e-05s: Index: 6 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +execution time of: 1.9555e-05s: Index: 5 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +execution time of: 1.9738e-05s: Index: 3 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +execution time of: 1.9838e-05s: Index: 22 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| +execution time of: 1.9858e-05s: Index: 23 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +execution time of: 1.9870e-05s: Index: 15 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +execution time of: 1.9920e-05s: Index: 21 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| +execution time of: 2.0113e-05s: Index: 11 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| +execution time of: 2.0173e-05s: Index: 16 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| +execution time of: 2.0210e-05s: Index: 14 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +execution time of: 2.0235e-05s: Index: 13 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +execution time of: 2.0343e-05s: Index: 19 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| +execution time of: 2.0383e-05s: Index: 9 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +execution time of: 2.0518e-05s: Index: 12 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +execution time of: 2.0568e-05s: Index: 20 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +execution time of: 2.0778e-05s: Index: 18 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| +________________________________________________________________________________________________ + +Start Simulation of qaoa_indep_qiskit_5__________________________________________________ + +.i:...0...1...2...3...4 +.1:...h...|...|...|...| +.2:...|...h...|...|...| +.3:.rzz.rzz...|...|...| p: (-1.9300e+00) +.4:...|...|...h...|...| +.5:.rzz...|.rzz...|...| p: (-1.9300e+00) +.6:..rx...|...|...|...| p: (-2.6436e+00) +.7:...|...|...|...h...| +.8:...|.rzz...|.rzz...| p: (-1.9300e+00) +.9:...|..rx...|...|...| p: (-2.6436e+00) +10:.rzz.rzz...|...|...| p: (-3.6397e+00) +11:...|...|...|...|...h +12:...|...|.rzz...|.rzz p: (-1.9300e+00) +13:...|...|..rx...|...| p: (-2.6436e+00) +14:.rzz...|.rzz...|...| p: (-3.6397e+00) +15:..rx...|...|...|...| p: (1.9303e+00) +16:...|...|...|.rzz.rzz p: (-1.9300e+00) +17:...|...|...|..rx...| p: (-2.6436e+00) +18:...|.rzz...|.rzz...| p: (-3.6397e+00) +19:...|..rx...|...|...| p: (1.9303e+00) +20:...|...|...|...|..rx p: (-2.6436e+00) +21:...|...|.rzz...|.rzz p: (-3.6397e+00) +22:...|...|..rx...|...| p: (1.9303e+00) +23:...|...|...|.rzz.rzz p: (-3.6397e+00) +24:...|...|...|..rx...| p: (1.9303e+00) +25:...|...|...|...|..rx p: (1.9303e+00) +26:==================== +27:...0...|...|...|...| +28:...|...1...|...|...| +29:...|...|...2...|...| +30:...|...|...|...3...| +31:...|...|...|...|...4 +.o:...0...1...2...3...4 +Total Permutations: 120 +Min time: 2.7473e-05s................. Permutation 1 : 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +Max time: 4.1363e-05s................. Permutation 101: 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +Min active nodes: 26 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Min max nodes: 88 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Max active nodes: 28 nodes.................... Permutation 5 : 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +Max max nodes: 90 nodes.................... Permutation 5 : 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +________________________________________________________________________________________________ + +18 permutations have 26 active nodes. + +........................... +Average time: 2.9468e-05s + +102 permutations have 28 active nodes. + +........................... +Average time: 3.2593e-05s + +________________________________________________________________________________________________ + +18 permutations have 88 max nodes. + +........................... +Average time: 2.9468e-05s + +102 permutations have 90 max nodes. + +........................... +Average time: 3.2593e-05s + +________________________________________________________________________________________________ + +execution time of: 2.7473e-05s: Index: 1 | Max_nodes: 88 | Active_nodes: 26 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +execution time of: 2.7706e-05s: Index: 4 | Max_nodes: 88 | Active_nodes: 26 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +execution time of: 2.7800e-05s: Index: 7 | Max_nodes: 88 | Active_nodes: 26 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +execution time of: 2.7898e-05s: Index: 0 | Max_nodes: 88 | Active_nodes: 26 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +execution time of: 2.7945e-05s: Index: 6 | Max_nodes: 88 | Active_nodes: 26 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +execution time of: 2.7995e-05s: Index: 2 | Max_nodes: 88 | Active_nodes: 26 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +execution time of: 2.8655e-05s: Index: 3 | Max_nodes: 88 | Active_nodes: 26 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +execution time of: 2.8750e-05s: Index: 5 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +execution time of: 2.8863e-05s: Index: 13 | Max_nodes: 88 | Active_nodes: 26 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +execution time of: 2.8931e-05s: Index: 12 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +execution time of: 2.9215e-05s: Index: 25 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +execution time of: 2.9225e-05s: Index: 19 | Max_nodes: 88 | Active_nodes: 26 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +execution time of: 2.9276e-05s: Index: 10 | Max_nodes: 88 | Active_nodes: 26 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +execution time of: 2.9310e-05s: Index: 8 | Max_nodes: 88 | Active_nodes: 26 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +execution time of: 2.9383e-05s: Index: 26 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +execution time of: 2.9400e-05s: Index: 24 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +execution time of: 2.9578e-05s: Index: 28 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +execution time of: 2.9868e-05s: Index: 14 | Max_nodes: 88 | Active_nodes: 26 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +execution time of: 2.9940e-05s: Index: 18 | Max_nodes: 88 | Active_nodes: 26 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +execution time of: 3.0090e-05s: Index: 50 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +execution time of: 3.0215e-05s: Index: 31 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +execution time of: 3.0295e-05s: Index: 29 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +execution time of: 3.0316e-05s: Index: 30 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +execution time of: 3.0368e-05s: Index: 49 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +execution time of: 3.0553e-05s: Index: 16 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +execution time of: 3.0678e-05s: Index: 20 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +execution time of: 3.0880e-05s: Index: 27 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +execution time of: 3.0990e-05s: Index: 22 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +execution time of: 3.1016e-05s: Index: 48 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +execution time of: 3.1028e-05s: Index: 11 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +execution time of: 3.1078e-05s: Index: 15 | Max_nodes: 88 | Active_nodes: 26 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +execution time of: 3.1195e-05s: Index: 21 | Max_nodes: 88 | Active_nodes: 26 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +execution time of: 3.1205e-05s: Index: 56 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +execution time of: 3.1393e-05s: Index: 37 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +execution time of: 3.1403e-05s: Index: 9 | Max_nodes: 88 | Active_nodes: 26 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +execution time of: 3.1465e-05s: Index: 55 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +execution time of: 3.1478e-05s: Index: 43 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +execution time of: 3.1520e-05s: Index: 36 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +execution time of: 3.1581e-05s: Index: 42 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +execution time of: 3.1583e-05s: Index: 98 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +execution time of: 3.1593e-05s: Index: 58 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +execution time of: 3.1638e-05s: Index: 23 | Max_nodes: 88 | Active_nodes: 26 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +execution time of: 3.1640e-05s: Index: 52 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +execution time of: 3.1668e-05s: Index: 119 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +execution time of: 3.1681e-05s: Index: 113 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +execution time of: 3.1730e-05s: Index: 72 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +execution time of: 3.1733e-05s: Index: 32 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +execution time of: 3.1780e-05s: Index: 95 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +execution time of: 3.1795e-05s: Index: 76 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +execution time of: 3.1838e-05s: Index: 63 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +execution time of: 3.1845e-05s: Index: 65 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +execution time of: 3.1853e-05s: Index: 69 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +execution time of: 3.1975e-05s: Index: 80 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +execution time of: 3.1988e-05s: Index: 71 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +execution time of: 3.2018e-05s: Index: 117 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +execution time of: 3.2018e-05s: Index: 100 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +execution time of: 3.2075e-05s: Index: 54 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +execution time of: 3.2113e-05s: Index: 35 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +execution time of: 3.2116e-05s: Index: 38 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +execution time of: 3.2140e-05s: Index: 33 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +execution time of: 3.2158e-05s: Index: 87 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +execution time of: 3.2180e-05s: Index: 96 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +execution time of: 3.2188e-05s: Index: 74 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +execution time of: 3.2233e-05s: Index: 111 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +execution time of: 3.2238e-05s: Index: 106 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +execution time of: 3.2263e-05s: Index: 104 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +execution time of: 3.2278e-05s: Index: 89 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +execution time of: 3.2298e-05s: Index: 44 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +execution time of: 3.2325e-05s: Index: 45 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +execution time of: 3.2375e-05s: Index: 93 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +execution time of: 3.2435e-05s: Index: 78 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +execution time of: 3.2485e-05s: Index: 46 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +execution time of: 3.2625e-05s: Index: 82 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +execution time of: 3.2693e-05s: Index: 40 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +execution time of: 3.2775e-05s: Index: 41 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +execution time of: 3.2828e-05s: Index: 34 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +execution time of: 3.2953e-05s: Index: 103 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +execution time of: 3.2981e-05s: Index: 47 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +execution time of: 3.2998e-05s: Index: 102 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +execution time of: 3.3130e-05s: Index: 79 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +execution time of: 3.3140e-05s: Index: 57 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +execution time of: 3.3148e-05s: Index: 17 | Max_nodes: 88 | Active_nodes: 26 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +execution time of: 3.3203e-05s: Index: 97 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| +execution time of: 3.3306e-05s: Index: 61 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +execution time of: 3.3426e-05s: Index: 62 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +execution time of: 3.3503e-05s: Index: 51 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +execution time of: 3.3518e-05s: Index: 60 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +execution time of: 3.3540e-05s: Index: 83 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +execution time of: 3.3558e-05s: Index: 110 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +execution time of: 3.3573e-05s: Index: 94 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +execution time of: 3.3646e-05s: Index: 107 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +execution time of: 3.3673e-05s: Index: 118 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +execution time of: 3.3678e-05s: Index: 112 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +execution time of: 3.3753e-05s: Index: 70 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +execution time of: 3.3793e-05s: Index: 105 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +execution time of: 3.3798e-05s: Index: 64 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +execution time of: 3.3848e-05s: Index: 39 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +execution time of: 3.3883e-05s: Index: 73 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +execution time of: 3.3898e-05s: Index: 81 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +execution time of: 3.3905e-05s: Index: 88 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +execution time of: 3.3913e-05s: Index: 68 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +execution time of: 3.3961e-05s: Index: 84 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +execution time of: 3.3988e-05s: Index: 67 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +execution time of: 3.3993e-05s: Index: 66 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +execution time of: 3.4011e-05s: Index: 99 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +execution time of: 3.4101e-05s: Index: 91 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +execution time of: 3.4120e-05s: Index: 109 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +execution time of: 3.4141e-05s: Index: 75 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +execution time of: 3.4268e-05s: Index: 92 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +execution time of: 3.4320e-05s: Index: 114 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +execution time of: 3.4325e-05s: Index: 85 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +execution time of: 3.4338e-05s: Index: 116 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +execution time of: 3.4408e-05s: Index: 77 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +execution time of: 3.4463e-05s: Index: 90 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +execution time of: 3.4543e-05s: Index: 53 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +execution time of: 3.5071e-05s: Index: 86 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +execution time of: 3.5363e-05s: Index: 108 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +execution time of: 3.6396e-05s: Index: 115 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +execution time of: 3.6780e-05s: Index: 59 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +execution time of: 4.1363e-05s: Index: 101 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +________________________________________________________________________________________________ + +Start Simulation of qaoa_indep_qiskit_6__________________________________________________ + +.i:...0...1...2...3...4...5 +.1:...h...|...|...|...|...| +.2:...|...h...|...|...|...| +.3:...|...|...h...|...|...| +.4:.rzz...|.rzz...|...|...| p: (-4.9938e+00) +.5:...|...|...|...h...|...| +.6:.rzz...|...|.rzz...|...| p: (-4.9938e+00) +.7:..rx...|...|...|...|...| p: (-2.4968e+00) +.8:...|...|...|...|...h...| +.9:...|.rzz...|...|.rzz...| p: (-4.9938e+00) +10:...|...|.rzz...|.rzz...| p: (-4.9938e+00) +11:...|...|..rx...|...|...| p: (-2.4968e+00) +12:.rzz...|.rzz...|...|...| p: (-6.4470e-01) +13:...|...|...|...|..rx...| p: (-2.4968e+00) +14:...|...|...|...|...|...h +15:...|.rzz...|...|...|.rzz p: (-4.9938e+00) +16:...|..rx...|...|...|...| p: (-2.4968e+00) +17:...|.rzz...|...|.rzz...| p: (-6.4470e-01) +18:...|...|.rzz...|.rzz...| p: (-6.4470e-01) +19:...|...|..rx...|...|...| p: (8.1352e+00) +20:...|...|...|.rzz...|.rzz p: (-4.9938e+00) +21:...|...|...|..rx...|...| p: (-2.4968e+00) +22:.rzz...|...|.rzz...|...| p: (-6.4470e-01) +23:..rx...|...|...|...|...| p: (8.1352e+00) +24:...|...|...|...|..rx...| p: (8.1352e+00) +25:...|...|...|...|...|..rx p: (-2.4968e+00) +26:...|.rzz...|...|...|.rzz p: (-6.4470e-01) +27:...|..rx...|...|...|...| p: (8.1352e+00) +28:...|...|...|.rzz...|.rzz p: (-6.4470e-01) +29:...|...|...|..rx...|...| p: (8.1352e+00) +30:...|...|...|...|...|..rx p: (8.1352e+00) +31:======================== +32:...0...|...|...|...|...| +33:...|...1...|...|...|...| +34:...|...|...2...|...|...| +35:...|...|...|...3...|...| +36:...|...|...|...|...4...| +37:...|...|...|...|...|...5 +.o:...0...1...2...3...4...5 +Total Permutations: 720 +Min time: 5.3641e-05s................. Permutation 192: 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| +Max time: 9.3503e-05s................. Permutation 173: 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| +Min active nodes: 45 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Min max nodes: 171 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Max active nodes: 51 nodes.................... Permutation 24 : 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +Max max nodes: 177 nodes.................... Permutation 24 : 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +________________________________________________________________________________________________ + +144 permutations have 45 active nodes. + +........................... +Average time: 6.4996e-05s + +576 permutations have 51 active nodes. + +........................... +Average time: 6.4644e-05s + +________________________________________________________________________________________________ + +144 permutations have 171 max nodes. + +........................... +Average time: 6.4996e-05s + +576 permutations have 177 max nodes. + +........................... +Average time: 6.4644e-05s + +________________________________________________________________________________________________ + +execution time of: 5.3641e-05s: Index: 192 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| +execution time of: 5.3921e-05s: Index: 218 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| +execution time of: 5.3923e-05s: Index: 194 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| +execution time of: 5.3990e-05s: Index: 216 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| +execution time of: 5.4315e-05s: Index: 217 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| +execution time of: 5.4463e-05s: Index: 193 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| +execution time of: 5.4503e-05s: Index: 169 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| +execution time of: 5.4540e-05s: Index: 72 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +execution time of: 5.4821e-05s: Index: 146 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| +execution time of: 5.5113e-05s: Index: 98 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| +execution time of: 5.5338e-05s: Index: 220 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| +execution time of: 5.5516e-05s: Index: 148 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| +execution time of: 5.5560e-05s: Index: 96 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +execution time of: 5.5570e-05s: Index: 50 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| +execution time of: 5.5696e-05s: Index: 97 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| +execution time of: 5.5701e-05s: Index: 52 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| +execution time of: 5.5786e-05s: Index: 49 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +execution time of: 5.5916e-05s: Index: 338 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| +execution time of: 5.5926e-05s: Index: 314 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| +execution time of: 5.5946e-05s: Index: 410 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| +execution time of: 5.5981e-05s: Index: 145 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +execution time of: 5.6008e-05s: Index: 78 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +execution time of: 5.6023e-05s: Index: 73 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| +execution time of: 5.6223e-05s: Index: 144 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +execution time of: 5.6248e-05s: Index: 312 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| +execution time of: 5.6278e-05s: Index: 48 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +execution time of: 5.6286e-05s: Index: 149 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| +execution time of: 5.6318e-05s: Index: 290 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| +execution time of: 5.6343e-05s: Index: 168 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| +execution time of: 5.6393e-05s: Index: 292 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 4| +execution time of: 5.6453e-05s: Index: 337 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| +execution time of: 5.6555e-05s: Index: 102 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| +execution time of: 5.6598e-05s: Index: 76 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| +execution time of: 5.6616e-05s: Index: 74 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| +execution time of: 5.6671e-05s: Index: 100 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| +execution time of: 5.6756e-05s: Index: 340 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| +execution time of: 5.6761e-05s: Index: 55 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| +execution time of: 5.6821e-05s: Index: 103 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| +execution time of: 5.6966e-05s: Index: 530 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| +execution time of: 5.6988e-05s: Index: 412 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4| +execution time of: 5.7048e-05s: Index: 289 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| +execution time of: 5.7106e-05s: Index: 25 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +execution time of: 5.7118e-05s: Index: 195 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| +execution time of: 5.7138e-05s: Index: 79 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| +execution time of: 5.7233e-05s: Index: 54 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +execution time of: 5.7291e-05s: Index: 652 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3| +execution time of: 5.7361e-05s: Index: 313 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3| +execution time of: 5.7363e-05s: Index: 458 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| +execution time of: 5.7378e-05s: Index: 196 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| +execution time of: 5.7448e-05s: Index: 198 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| +execution time of: 5.7528e-05s: Index: 532 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| +execution time of: 5.7681e-05s: Index: 456 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| +execution time of: 5.7861e-05s: Index: 147 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| +execution time of: 5.7871e-05s: Index: 221 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| +execution time of: 5.7893e-05s: Index: 29 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +execution time of: 5.7921e-05s: Index: 58 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| +execution time of: 5.7936e-05s: Index: 80 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| +execution time of: 5.8116e-05s: Index: 288 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| 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+execution time of: 7.1201e-05s: Index: 588 | Max_nodes: 171 | Active_nodes: 45 | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| +execution time of: 7.1299e-05s: Index: 448 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| +execution time of: 7.1356e-05s: Index: 182 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| +execution time of: 7.1416e-05s: Index: 694 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +execution time of: 7.1531e-05s: Index: 517 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| +execution time of: 7.1658e-05s: Index: 642 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| +execution time of: 7.1751e-05s: Index: 249 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +execution time of: 7.1979e-05s: Index: 119 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| +execution time of: 7.2041e-05s: Index: 475 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| +execution time of: 7.2126e-05s: Index: 262 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| +execution time of: 7.2206e-05s: Index: 485 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| +execution time of: 7.2356e-05s: Index: 565 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| +execution time of: 7.2423e-05s: Index: 712 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +execution time of: 7.2498e-05s: Index: 451 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| +execution time of: 7.3161e-05s: Index: 595 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +execution time of: 7.3216e-05s: Index: 267 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| +execution time of: 7.3701e-05s: Index: 272 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| +execution time of: 7.3748e-05s: Index: 704 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +execution time of: 7.4256e-05s: Index: 710 | Max_nodes: 171 | Active_nodes: 45 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +execution time of: 7.4633e-05s: Index: 625 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3| +execution time of: 7.4669e-05s: Index: 557 | Max_nodes: 171 | Active_nodes: 45 | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| +execution time of: 7.4929e-05s: Index: 594 | Max_nodes: 171 | Active_nodes: 45 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +execution time of: 7.6001e-05s: Index: 183 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| +execution time of: 7.6719e-05s: Index: 259 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| +execution time of: 7.7273e-05s: Index: 166 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 3| +execution time of: 7.7606e-05s: Index: 273 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +execution time of: 7.8561e-05s: Index: 691 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| +execution time of: 7.8658e-05s: Index: 275 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| +execution time of: 8.0141e-05s: Index: 623 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| +execution time of: 8.0733e-05s: Index: 184 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| +execution time of: 8.1356e-05s: Index: 185 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| +execution time of: 8.1454e-05s: Index: 270 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| +execution time of: 8.5383e-05s: Index: 171 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| +execution time of: 9.1131e-05s: Index: 622 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| +execution time of: 9.3503e-05s: Index: 173 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/qaoa_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/qaoa_indep_qiskit_controls.txt new file mode 100644 index 00000000..06b8245d --- /dev/null +++ b/test/BenchmarkQuasm/results/qaoa_indep_qiskit_controls.txt @@ -0,0 +1,440 @@ +Start Simulation of qaoa_indep_qiskit_3__________________________________________________ + + i: 0 1 2 + 1: h | | + 2: | h | + 3: rzz rzz | p: (5.09401) + 4: | | h + 5: rzz | rzz p: (5.09401) + 6: rx | | p: (-6.86031) + 7: | rzz rzz p: (5.09401) + 8: | rx | p: (-6.86031) + 9: rzz rzz | p: (-5.14152) +10: | | rx p: (-6.86031) +11: rzz | rzz p: (-5.14152) +12: rx | | p: (8.16593) +13: | rzz rzz p: (-5.14152) +14: | rx | p: (8.16593) +15: | | rx p: (8.16593) +16:============ +17: 0 | | +18: | 1 | +19: | | 2 + o: 0 1 2 +Q: 0 w: 1 | Q: 1 w: 1 | Q: 2 w: 1 | +Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Identity Duration: 9.3053e-06s............................. +Permuted Duration: 9.3175e-06s............................. +Identity active_nodes: 6 ...................................... +Permuted active_nodes: 6 ...................................... +Identity max_nodes: 20 ...................................... +Permuted max_nodes: 20 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qaoa_indep_qiskit_4__________________________________________________ + +.i:...0...1...2...3 +.1:...h...|...|...| +.2:...|...h...|...| +.3:.rzz.rzz...|...| p: (-4.7124e+00) +.4:...|...|...h...| +.5:.rzz...|.rzz...| p: (-4.7124e+00) +.6:..rx...|...|...| p: (8.6394e+00) +.7:...|...|...|...h +.8:...|.rzz...|.rzz p: (-4.7124e+00) +.9:...|..rx...|...| p: (8.6394e+00) +10:.rzz.rzz...|...| p: (7.8539e-01) +11:...|...|.rzz.rzz p: (-4.7124e+00) +12:...|...|..rx...| p: (8.6394e+00) +13:.rzz...|.rzz...| p: (7.8539e-01) +14:..rx...|...|...| p: (4.7124e+00) +15:...|...|...|..rx p: (8.6394e+00) +16:...|.rzz...|.rzz p: (7.8539e-01) +17:...|..rx...|...| p: (4.7124e+00) +18:...|...|.rzz.rzz p: (7.8539e-01) +19:...|...|..rx...| p: (4.7124e+00) +20:...|...|...|..rx p: (4.7124e+00) +21:================ +22:...0...|...|...| +23:...|...1...|...| +24:...|...|...2...| +25:...|...|...|...3 +.o:...0...1...2...3 +Q: 0 w: 1 | Q: 1 w: 1 | Q: 2 w: 1 | Q: 3 w: 1 | +Computed Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Identity Duration: 1.8121e-05s............................. +Permuted Duration: 1.8100e-05s............................. +Identity active_nodes: 15 ...................................... +Permuted active_nodes: 15 ...................................... +Identity max_nodes: 45 ...................................... +Permuted max_nodes: 45 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qaoa_indep_qiskit_5__________________________________________________ + +.i:...0...1...2...3...4 +.1:...h...|...|...|...| +.2:...|...h...|...|...| +.3:.rzz.rzz...|...|...| p: (-1.9300e+00) +.4:...|...|...h...|...| +.5:.rzz...|.rzz...|...| p: (-1.9300e+00) +.6:..rx...|...|...|...| p: (-2.6436e+00) +.7:...|...|...|...h...| +.8:...|.rzz...|.rzz...| p: (-1.9300e+00) +.9:...|..rx...|...|...| p: (-2.6436e+00) +10:.rzz.rzz...|...|...| p: (-3.6397e+00) +11:...|...|...|...|...h +12:...|...|.rzz...|.rzz p: (-1.9300e+00) +13:...|...|..rx...|...| p: (-2.6436e+00) +14:.rzz...|.rzz...|...| p: (-3.6397e+00) +15:..rx...|...|...|...| p: (1.9303e+00) +16:...|...|...|.rzz.rzz p: (-1.9300e+00) +17:...|...|...|..rx...| p: (-2.6436e+00) +18:...|.rzz...|.rzz...| p: (-3.6397e+00) +19:...|..rx...|...|...| p: (1.9303e+00) +20:...|...|...|...|..rx p: (-2.6436e+00) +21:...|...|.rzz...|.rzz p: (-3.6397e+00) +22:...|...|..rx...|...| p: (1.9303e+00) +23:...|...|...|.rzz.rzz p: (-3.6397e+00) +24:...|...|...|..rx...| p: (1.9303e+00) +25:...|...|...|...|..rx p: (1.9303e+00) +26:==================== +27:...0...|...|...|...| +28:...|...1...|...|...| +29:...|...|...2...|...| +30:...|...|...|...3...| +31:...|...|...|...|...4 +.o:...0...1...2...3...4 +Q: 0 w: 1 | Q: 1 w: 1 | Q: 2 w: 1 | Q: 3 w: 1 | Q: 4 w: 1 | +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Identity Duration: 2.7771e-05s............................. +Permuted Duration: 2.8315e-05s............................. +Identity active_nodes: 26 ...................................... +Permuted active_nodes: 26 ...................................... +Identity max_nodes: 88 ...................................... +Permuted max_nodes: 88 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qaoa_indep_qiskit_6__________________________________________________ + +.i:...0...1...2...3...4...5 +.1:...h...|...|...|...|...| +.2:...|...h...|...|...|...| +.3:...|...|...h...|...|...| +.4:.rzz...|.rzz...|...|...| p: (-4.9938e+00) +.5:...|...|...|...h...|...| +.6:.rzz...|...|.rzz...|...| p: (-4.9938e+00) +.7:..rx...|...|...|...|...| p: (-2.4968e+00) +.8:...|...|...|...|...h...| +.9:...|.rzz...|...|.rzz...| p: (-4.9938e+00) +10:...|...|.rzz...|.rzz...| p: (-4.9938e+00) +11:...|...|..rx...|...|...| p: (-2.4968e+00) +12:.rzz...|.rzz...|...|...| p: (-6.4470e-01) +13:...|...|...|...|..rx...| p: (-2.4968e+00) +14:...|...|...|...|...|...h +15:...|.rzz...|...|...|.rzz p: (-4.9938e+00) +16:...|..rx...|...|...|...| p: (-2.4968e+00) +17:...|.rzz...|...|.rzz...| p: (-6.4470e-01) +18:...|...|.rzz...|.rzz...| p: (-6.4470e-01) +19:...|...|..rx...|...|...| p: (8.1352e+00) +20:...|...|...|.rzz...|.rzz p: (-4.9938e+00) +21:...|...|...|..rx...|...| p: (-2.4968e+00) +22:.rzz...|...|.rzz...|...| p: (-6.4470e-01) +23:..rx...|...|...|...|...| p: (8.1352e+00) +24:...|...|...|...|..rx...| p: (8.1352e+00) +25:...|...|...|...|...|..rx p: (-2.4968e+00) +26:...|.rzz...|...|...|.rzz p: (-6.4470e-01) +27:...|..rx...|...|...|...| p: (8.1352e+00) +28:...|...|...|.rzz...|.rzz p: (-6.4470e-01) +29:...|...|...|..rx...|...| p: (8.1352e+00) +30:...|...|...|...|...|..rx p: (8.1352e+00) +31:======================== +32:...0...|...|...|...|...| +33:...|...1...|...|...|...| +34:...|...|...2...|...|...| +35:...|...|...|...3...|...| +36:...|...|...|...|...4...| +37:...|...|...|...|...|...5 +.o:...0...1...2...3...4...5 +Q: 0 w: 1 | Q: 1 w: 1 | Q: 2 w: 1 | Q: 3 w: 1 | Q: 4 w: 1 | Q: 5 w: 1 | +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Identity Duration: 6.1056e-05s............................. +Permuted Duration: 6.0961e-05s............................. +Identity active_nodes: 45 ...................................... +Permuted active_nodes: 45 ...................................... +Identity max_nodes: 171...................................... +Permuted max_nodes: 171...................................... +________________________________________________________________________________________________ + +Start Simulation of qaoa_indep_qiskit_7__________________________________________________ + +.i:...0...1...2...3...4...5...6 +.1:...h...|...|...|...|...|...| +.2:...|...h...|...|...|...|...| +.3:...|...|...h...|...|...|...| +.4:...|.rzz.rzz...|...|...|...| p: (1.6528e+00) +.5:...|...|...|...h...|...|...| +.6:.rzz...|...|.rzz...|...|...| p: (1.6528e+00) +.7:...|...|...|...|...h...|...| +.8:...|.rzz...|...|.rzz...|...| p: (1.6528e+00) +.9:...|..rx...|...|...|...|...| p: (1.1778e+01) +10:...|...|.rzz...|.rzz...|...| p: (1.6528e+00) +11:...|...|..rx...|...|...|...| p: (1.1778e+01) +12:...|.rzz.rzz...|...|...|...| p: (3.9304e+00) +13:...|...|...|...|..rx...|...| p: (1.1778e+01) +14:...|.rzz...|...|.rzz...|...| p: (3.9304e+00) +15:...|..rx...|...|...|...|...| p: (-1.6529e+00) +16:...|...|.rzz...|.rzz...|...| p: (3.9304e+00) +17:...|...|..rx...|...|...|...| p: (-1.6529e+00) +18:...|...|...|...|..rx...|...| p: (-1.6529e+00) +19:...|...|...|...|...|...h...| +20:.rzz...|...|...|...|.rzz...| p: (1.6528e+00) +21:..rx...|...|...|...|...|...| p: (1.1778e+01) +22:...|...|...|...|...|...|...h +23:...|...|...|.rzz...|...|.rzz p: (1.6528e+00) +24:...|...|...|..rx...|...|...| p: (1.1778e+01) +25:.rzz...|...|.rzz...|...|...| p: (3.9304e+00) +26:...|...|...|...|...|.rzz.rzz p: (1.6528e+00) +27:...|...|...|...|...|..rx...| p: (1.1778e+01) +28:.rzz...|...|...|...|.rzz...| p: (3.9304e+00) +29:..rx...|...|...|...|...|...| p: (-1.6529e+00) +30:...|...|...|...|...|...|..rx p: (1.1778e+01) +31:...|...|...|.rzz...|...|.rzz p: (3.9304e+00) +32:...|...|...|..rx...|...|...| p: (-1.6529e+00) +33:...|...|...|...|...|.rzz.rzz p: (3.9304e+00) +34:...|...|...|...|...|..rx...| p: (-1.6529e+00) +35:...|...|...|...|...|...|..rx p: (-1.6529e+00) +36:============================ +37:...0...|...|...|...|...|...| +38:...|...1...|...|...|...|...| +39:...|...|...2...|...|...|...| +40:...|...|...|...3...|...|...| +41:...|...|...|...|...4...|...| +42:...|...|...|...|...|...5...| +43:...|...|...|...|...|...|...6 +.o:...0...1...2...3...4...5...6 +Q: 0 w: 1 | Q: 1 w: 1 | Q: 2 w: 1 | Q: 3 w: 1 | Q: 4 w: 1 | Q: 5 w: 1 | Q: 6 w: 1 | +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Identity Duration: 4.7608e-05s............................. +Permuted Duration: 4.7510e-05s............................. +Identity active_nodes: 51 ...................................... +Permuted active_nodes: 51 ...................................... +Identity max_nodes: 177...................................... +Permuted max_nodes: 177...................................... +________________________________________________________________________________________________ + +Start Simulation of qaoa_indep_qiskit_8__________________________________________________ + +.i:...0...1...2...3...4...5...6...7 +.1:...h...|...|...|...|...|...|...| +.2:...|...h...|...|...|...|...|...| +.3:...|...|...h...|...|...|...|...| +.4:.rzz...|.rzz...|...|...|...|...| p: (1.2897e+00) +.5:...|...|...|...h...|...|...|...| +.6:...|...|.rzz.rzz...|...|...|...| p: (1.2897e+00) +.7:...|...|..rx...|...|...|...|...| p: (-8.7800e+00) +.8:...|...|...|...|...h...|...|...| +.9:...|...|...|...|...|...h...|...| +10:...|.rzz...|...|...|.rzz...|...| p: (1.2897e+00) +11:...|...|...|...|.rzz.rzz...|...| p: (1.2897e+00) +12:...|...|...|...|...|..rx...|...| p: (-8.7800e+00) +13:...|...|...|...|...|...|...h...| +14:.rzz...|...|...|...|...|.rzz...| p: (1.2897e+00) +15:..rx...|...|...|...|...|...|...| p: (-8.7800e+00) +16:.rzz...|.rzz...|...|...|...|...| p: (-6.9280e+00) +17:...|...|...|...|.rzz...|.rzz...| p: (1.2897e+00) +18:...|...|...|...|..rx...|...|...| p: (-8.7800e+00) +19:...|...|...|...|...|...|..rx...| p: (-8.7800e+00) +20:.rzz...|...|...|...|...|.rzz...| p: (-6.9280e+00) +21:..rx...|...|...|...|...|...|...| p: (1.8524e+00) +22:...|...|...|...|...|...|...|...h +23:...|.rzz...|...|...|...|...|.rzz p: (1.2897e+00) +24:...|..rx...|...|...|...|...|...| p: (-8.7800e+00) +25:...|.rzz...|...|...|.rzz...|...| p: (-6.9280e+00) +26:...|...|...|.rzz...|...|...|.rzz p: (1.2897e+00) +27:...|...|...|..rx...|...|...|...| p: (-8.7800e+00) +28:...|...|.rzz.rzz...|...|...|...| p: (-6.9280e+00) +29:...|...|..rx...|...|...|...|...| p: (1.8524e+00) +30:...|...|...|...|.rzz.rzz...|...| p: (-6.9280e+00) +31:...|...|...|...|.rzz...|.rzz...| p: (-6.9280e+00) +32:...|...|...|...|..rx...|...|...| p: (1.8524e+00) +33:...|...|...|...|...|..rx...|...| p: (1.8524e+00) +34:...|...|...|...|...|...|..rx...| p: (1.8524e+00) +35:...|...|...|...|...|...|...|..rx p: (-8.7800e+00) +36:...|.rzz...|...|...|...|...|.rzz p: (-6.9280e+00) +37:...|..rx...|...|...|...|...|...| p: (1.8524e+00) +38:...|...|...|.rzz...|...|...|.rzz p: (-6.9280e+00) +39:...|...|...|..rx...|...|...|...| p: (1.8524e+00) +40:...|...|...|...|...|...|...|..rx p: (1.8524e+00) +41:================================ +42:...0...|...|...|...|...|...|...| +43:...|...1...|...|...|...|...|...| +44:...|...|...2...|...|...|...|...| +45:...|...|...|...3...|...|...|...| +46:...|...|...|...|...4...|...|...| +47:...|...|...|...|...|...5...|...| +48:...|...|...|...|...|...|...6...| +49:...|...|...|...|...|...|...|...7 +.o:...0...1...2...3...4...5...6...7 +Q: 0 w: 1 | Q: 1 w: 1 | Q: 2 w: 1 | Q: 3 w: 1 | Q: 4 w: 1 | Q: 5 w: 1 | Q: 6 w: 1 | Q: 7 w: 1 | +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7| +Identity Duration: 2.3512e-04s............................. +Permuted Duration: 2.3332e-04s............................. +Identity active_nodes: 168...................................... +Permuted active_nodes: 168...................................... +Identity max_nodes: 678...................................... +Permuted max_nodes: 678...................................... +________________________________________________________________________________________________ + +Start Simulation of qaoa_indep_qiskit_9__________________________________________________ + +.i:...0...1...2...3...4...5...6...7...8 +.1:...h...|...|...|...|...|...|...|...| +.2:...|...h...|...|...|...|...|...|...| +.3:...|...|...h...|...|...|...|...|...| +.4:...|...|...|...h...|...|...|...|...| +.5:...|...|...|...|...h...|...|...|...| +.6:.rzz...|...|...|.rzz...|...|...|...| p: (1.2892e+00) +.7:...|...|...|...|...|...h...|...|...| +.8:...|.rzz...|...|...|.rzz...|...|...| p: (1.2892e+00) +.9:...|...|...|.rzz...|.rzz...|...|...| p: (1.2892e+00) +10:...|...|...|...|...|..rx...|...|...| p: (3.7866e+00) +11:...|...|...|...|...|...|...h...|...| +12:...|...|.rzz...|...|...|.rzz...|...| p: (1.2892e+00) +13:...|...|...|...|.rzz...|.rzz...|...| p: (1.2892e+00) +14:...|...|...|...|..rx...|...|...|...| p: (3.7866e+00) +15:...|...|...|...|...|...|..rx...|...| p: (3.7866e+00) +16:...|...|...|...|...|...|...|...h...| +17:...|...|.rzz...|...|...|...|.rzz...| p: (1.2892e+00) +18:...|...|..rx...|...|...|...|...|...| p: (3.7866e+00) +19:...|...|.rzz...|...|...|.rzz...|...| p: (2.4971e+00) +20:...|...|...|.rzz...|...|...|.rzz...| p: (1.2892e+00) +21:...|...|...|..rx...|...|...|...|...| p: (3.7866e+00) +22:...|...|...|...|...|...|...|..rx...| p: (3.7866e+00) +23:...|...|.rzz...|...|...|...|.rzz...| p: (2.4971e+00) +24:...|...|..rx...|...|...|...|...|...| p: (-4.4316e+00) +25:...|...|...|...|...|...|...|...|...h +26:.rzz...|...|...|...|...|...|...|.rzz p: (1.2892e+00) +27:..rx...|...|...|...|...|...|...|...| p: (3.7866e+00) +28:.rzz...|...|...|.rzz...|...|...|...| p: (2.4971e+00) +29:...|.rzz...|...|...|...|...|...|.rzz p: (1.2892e+00) +30:...|..rx...|...|...|...|...|...|...| p: (3.7866e+00) +31:...|.rzz...|...|...|.rzz...|...|...| p: (2.4971e+00) +32:...|...|...|.rzz...|.rzz...|...|...| p: (2.4971e+00) +33:...|...|...|.rzz...|...|...|.rzz...| p: (2.4971e+00) +34:...|...|...|..rx...|...|...|...|...| p: (-4.4316e+00) +35:...|...|...|...|.rzz...|.rzz...|...| p: (2.4971e+00) +36:...|...|...|...|..rx...|...|...|...| p: (-4.4316e+00) +37:...|...|...|...|...|..rx...|...|...| p: (-4.4316e+00) +38:...|...|...|...|...|...|..rx...|...| p: (-4.4316e+00) +39:...|...|...|...|...|...|...|..rx...| p: (-4.4316e+00) +40:...|...|...|...|...|...|...|...|..rx p: (3.7866e+00) +41:.rzz...|...|...|...|...|...|...|.rzz p: (2.4971e+00) +42:..rx...|...|...|...|...|...|...|...| p: (-4.4316e+00) +43:...|.rzz...|...|...|...|...|...|.rzz p: (2.4971e+00) +44:...|..rx...|...|...|...|...|...|...| p: (-4.4316e+00) +45:...|...|...|...|...|...|...|...|..rx p: (-4.4316e+00) +46:==================================== +47:...0...|...|...|...|...|...|...|...| +48:...|...1...|...|...|...|...|...|...| +49:...|...|...2...|...|...|...|...|...| +50:...|...|...|...3...|...|...|...|...| +51:...|...|...|...|...4...|...|...|...| +52:...|...|...|...|...|...5...|...|...| +53:...|...|...|...|...|...|...6...|...| +54:...|...|...|...|...|...|...|...7...| +55:...|...|...|...|...|...|...|...|...8 +.o:...0...1...2...3...4...5...6...7...8 +Q: 0 w: 1 | Q: 1 w: 1 | Q: 2 w: 1 | Q: 3 w: 1 | Q: 4 w: 1 | Q: 5 w: 1 | Q: 6 w: 1 | Q: 7 w: 1 | Q: 8 w: 1 | +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8| +Identity Duration: 5.5095e-04s............................. +Permuted Duration: 9.7888e-04s............................. +Identity active_nodes: 384...................................... +Permuted active_nodes: 384...................................... +Identity max_nodes: 1406...................................... +Permuted max_nodes: 1406...................................... +________________________________________________________________________________________________ + +Start Simulation of qaoa_indep_qiskit_10__________________________________________________ + +.i:...0...1...2...3...4...5...6...7...8...9 +.1:...h...|...|...|...|...|...|...|...|...| +.2:...|...h...|...|...|...|...|...|...|...| +.3:.rzz.rzz...|...|...|...|...|...|...|...| p: (-5.6274e+00) +.4:...|...|...h...|...|...|...|...|...|...| +.5:...|...|...|...h...|...|...|...|...|...| +.6:...|.rzz...|.rzz...|...|...|...|...|...| p: (-5.6274e+00) +.7:...|..rx...|...|...|...|...|...|...|...| p: (1.8987e+00) +.8:...|...|...|...|...h...|...|...|...|...| +.9:...|...|...|.rzz.rzz...|...|...|...|...| p: (-5.6274e+00) +10:...|...|...|..rx...|...|...|...|...|...| p: (1.8987e+00) +11:...|...|...|...|...|...h...|...|...|...| +12:...|...|...|...|...|...|...h...|...|...| +13:.rzz...|...|...|...|...|.rzz...|...|...| p: (-5.6274e+00) +14:..rx...|...|...|...|...|...|...|...|...| p: (1.8987e+00) +15:.rzz.rzz...|...|...|...|...|...|...|...| p: (1.2428e+00) +16:...|.rzz...|.rzz...|...|...|...|...|...| p: (1.2428e+00) +17:...|..rx...|...|...|...|...|...|...|...| p: (-6.5587e-01) +18:...|...|.rzz...|...|...|.rzz...|...|...| p: (-5.6274e+00) +19:...|...|...|...|...|...|..rx...|...|...| p: (1.8987e+00) +20:.rzz...|...|...|...|...|.rzz...|...|...| p: (1.2428e+00) +21:..rx...|...|...|...|...|...|...|...|...| p: (-6.5587e-01) +22:...|...|...|...|...|...|...|...h...|...| +23:...|...|...|...|...|.rzz...|.rzz...|...| p: (-5.6274e+00) +24:...|...|...|...|...|...|...|...|...h...| +25:...|...|.rzz...|...|...|...|...|.rzz...| p: (-5.6274e+00) +26:...|...|..rx...|...|...|...|...|...|...| p: (1.8987e+00) +27:...|...|.rzz...|...|...|.rzz...|...|...| p: (1.2428e+00) +28:...|...|...|...|.rzz...|...|...|.rzz...| p: (-5.6274e+00) +29:...|...|...|...|..rx...|...|...|...|...| p: (1.8987e+00) +30:...|...|...|.rzz.rzz...|...|...|...|...| p: (1.2428e+00) +31:...|...|...|..rx...|...|...|...|...|...| p: (-6.5587e-01) +32:...|...|...|...|...|...|..rx...|...|...| p: (-6.5587e-01) +33:...|...|...|...|...|...|...|...|..rx...| p: (1.8987e+00) +34:...|...|.rzz...|...|...|...|...|.rzz...| p: (1.2428e+00) +35:...|...|..rx...|...|...|...|...|...|...| p: (-6.5587e-01) +36:...|...|...|...|.rzz...|...|...|.rzz...| p: (1.2428e+00) +37:...|...|...|...|..rx...|...|...|...|...| p: (-6.5587e-01) +38:...|...|...|...|...|...|...|...|..rx...| p: (-6.5587e-01) +39:...|...|...|...|...|...|...|...|...|...h +40:...|...|...|...|...|.rzz...|...|...|.rzz p: (-5.6274e+00) +41:...|...|...|...|...|..rx...|...|...|...| p: (1.8987e+00) +42:...|...|...|...|...|...|...|.rzz...|.rzz p: (-5.6274e+00) +43:...|...|...|...|...|...|...|..rx...|...| p: (1.8987e+00) +44:...|...|...|...|...|.rzz...|.rzz...|...| p: (1.2428e+00) +45:...|...|...|...|...|...|...|...|...|..rx p: (1.8987e+00) +46:...|...|...|...|...|.rzz...|...|...|.rzz p: (1.2428e+00) +47:...|...|...|...|...|..rx...|...|...|...| p: (-6.5587e-01) +48:...|...|...|...|...|...|...|.rzz...|.rzz p: (1.2428e+00) +49:...|...|...|...|...|...|...|..rx...|...| p: (-6.5587e-01) +50:...|...|...|...|...|...|...|...|...|..rx p: (-6.5587e-01) +51:======================================== +52:...0...|...|...|...|...|...|...|...|...| +53:...|...1...|...|...|...|...|...|...|...| +54:...|...|...2...|...|...|...|...|...|...| +55:...|...|...|...3...|...|...|...|...|...| +56:...|...|...|...|...4...|...|...|...|...| +57:...|...|...|...|...|...5...|...|...|...| +58:...|...|...|...|...|...|...6...|...|...| +59:...|...|...|...|...|...|...|...7...|...| +60:...|...|...|...|...|...|...|...|...8...| +61:...|...|...|...|...|...|...|...|...|...9 +.o:...0...1...2...3...4...5...6...7...8...9 +Q: 0 w: 1 | Q: 1 w: 1 | Q: 2 w: 1 | Q: 3 w: 1 | Q: 4 w: 1 | Q: 5 w: 1 | Q: 6 w: 1 | Q: 7 w: 1 | Q: 8 w: 1 | Q: 9 w: 1 | +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8|9 -> 9| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8|9 -> 9| +Identity Duration: 1.2745e-04s............................. +Permuted Duration: 1.2753e-04s............................. +Identity active_nodes: 118...................................... +Permuted active_nodes: 118...................................... +Identity max_nodes: 428...................................... +Permuted max_nodes: 428...................................... +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/qaoa_indep_qiskit_gates.txt b/test/BenchmarkQuasm/results/qaoa_indep_qiskit_gates.txt new file mode 100644 index 00000000..37bd0797 --- /dev/null +++ b/test/BenchmarkQuasm/results/qaoa_indep_qiskit_gates.txt @@ -0,0 +1,432 @@ +Start Simulation of qaoa_indep_qiskit_3__________________________________________________ + + i: 0 1 2 + 1: h | | + 2: | h | + 3: rzz rzz | p: (5.09401) + 4: | | h + 5: rzz | rzz p: (5.09401) + 6: rx | | p: (-6.86031) + 7: | rzz rzz p: (5.09401) + 8: | rx | p: (-6.86031) + 9: rzz rzz | p: (-5.14152) +10: | | rx p: (-6.86031) +11: rzz | rzz p: (-5.14152) +12: rx | | p: (8.16593) +13: | rzz rzz p: (-5.14152) +14: | rx | p: (8.16593) +15: | | rx p: (8.16593) +16:============ +17: 0 | | +18: | 1 | +19: | | 2 + o: 0 1 2 +Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Identity Duration: 9.3578e-06s............................. +Permuted Duration: 9.3000e-06s............................. +Identity active_nodes: 6 ...................................... +Permuted active_nodes: 6 ...................................... +Identity max_nodes: 20 ...................................... +Permuted max_nodes: 20 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qaoa_indep_qiskit_4__________________________________________________ + +.i:...0...1...2...3 +.1:...h...|...|...| +.2:...|...h...|...| +.3:.rzz.rzz...|...| p: (-4.7124e+00) +.4:...|...|...h...| +.5:.rzz...|.rzz...| p: (-4.7124e+00) +.6:..rx...|...|...| p: (8.6394e+00) +.7:...|...|...|...h +.8:...|.rzz...|.rzz p: (-4.7124e+00) +.9:...|..rx...|...| p: (8.6394e+00) +10:.rzz.rzz...|...| p: (7.8539e-01) +11:...|...|.rzz.rzz p: (-4.7124e+00) +12:...|...|..rx...| p: (8.6394e+00) +13:.rzz...|.rzz...| p: (7.8539e-01) +14:..rx...|...|...| p: (4.7124e+00) +15:...|...|...|..rx p: (8.6394e+00) +16:...|.rzz...|.rzz p: (7.8539e-01) +17:...|..rx...|...| p: (4.7124e+00) +18:...|...|.rzz.rzz p: (7.8539e-01) +19:...|...|..rx...| p: (4.7124e+00) +20:...|...|...|..rx p: (4.7124e+00) +21:================ +22:...0...|...|...| +23:...|...1...|...| +24:...|...|...2...| +25:...|...|...|...3 +.o:...0...1...2...3 +Computed Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Identity Duration: 1.8073e-05s............................. +Permuted Duration: 1.8067e-05s............................. +Identity active_nodes: 15 ...................................... +Permuted active_nodes: 15 ...................................... +Identity max_nodes: 45 ...................................... +Permuted max_nodes: 45 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qaoa_indep_qiskit_5__________________________________________________ + +.i:...0...1...2...3...4 +.1:...h...|...|...|...| +.2:...|...h...|...|...| +.3:.rzz.rzz...|...|...| p: (-1.9300e+00) +.4:...|...|...h...|...| +.5:.rzz...|.rzz...|...| p: (-1.9300e+00) +.6:..rx...|...|...|...| p: (-2.6436e+00) +.7:...|...|...|...h...| +.8:...|.rzz...|.rzz...| p: (-1.9300e+00) +.9:...|..rx...|...|...| p: (-2.6436e+00) +10:.rzz.rzz...|...|...| p: (-3.6397e+00) +11:...|...|...|...|...h +12:...|...|.rzz...|.rzz p: (-1.9300e+00) +13:...|...|..rx...|...| p: (-2.6436e+00) +14:.rzz...|.rzz...|...| p: (-3.6397e+00) +15:..rx...|...|...|...| p: (1.9303e+00) +16:...|...|...|.rzz.rzz p: (-1.9300e+00) +17:...|...|...|..rx...| p: (-2.6436e+00) +18:...|.rzz...|.rzz...| p: (-3.6397e+00) +19:...|..rx...|...|...| p: (1.9303e+00) +20:...|...|...|...|..rx p: (-2.6436e+00) +21:...|...|.rzz...|.rzz p: (-3.6397e+00) +22:...|...|..rx...|...| p: (1.9303e+00) +23:...|...|...|.rzz.rzz p: (-3.6397e+00) +24:...|...|...|..rx...| p: (1.9303e+00) +25:...|...|...|...|..rx p: (1.9303e+00) +26:==================== +27:...0...|...|...|...| +28:...|...1...|...|...| +29:...|...|...2...|...| +30:...|...|...|...3...| +31:...|...|...|...|...4 +.o:...0...1...2...3...4 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Identity Duration: 2.7100e-05s............................. +Permuted Duration: 2.7105e-05s............................. +Identity active_nodes: 26 ...................................... +Permuted active_nodes: 26 ...................................... +Identity max_nodes: 88 ...................................... +Permuted max_nodes: 88 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qaoa_indep_qiskit_6__________________________________________________ + +.i:...0...1...2...3...4...5 +.1:...h...|...|...|...|...| +.2:...|...h...|...|...|...| +.3:...|...|...h...|...|...| +.4:.rzz...|.rzz...|...|...| p: (-4.9938e+00) +.5:...|...|...|...h...|...| +.6:.rzz...|...|.rzz...|...| p: (-4.9938e+00) +.7:..rx...|...|...|...|...| p: (-2.4968e+00) +.8:...|...|...|...|...h...| +.9:...|.rzz...|...|.rzz...| p: (-4.9938e+00) +10:...|...|.rzz...|.rzz...| p: (-4.9938e+00) +11:...|...|..rx...|...|...| p: (-2.4968e+00) +12:.rzz...|.rzz...|...|...| p: (-6.4470e-01) +13:...|...|...|...|..rx...| p: (-2.4968e+00) +14:...|...|...|...|...|...h +15:...|.rzz...|...|...|.rzz p: (-4.9938e+00) +16:...|..rx...|...|...|...| p: (-2.4968e+00) +17:...|.rzz...|...|.rzz...| p: (-6.4470e-01) +18:...|...|.rzz...|.rzz...| p: (-6.4470e-01) +19:...|...|..rx...|...|...| p: (8.1352e+00) +20:...|...|...|.rzz...|.rzz p: (-4.9938e+00) +21:...|...|...|..rx...|...| p: (-2.4968e+00) +22:.rzz...|...|.rzz...|...| p: (-6.4470e-01) +23:..rx...|...|...|...|...| p: (8.1352e+00) +24:...|...|...|...|..rx...| p: (8.1352e+00) +25:...|...|...|...|...|..rx p: (-2.4968e+00) +26:...|.rzz...|...|...|.rzz p: (-6.4470e-01) +27:...|..rx...|...|...|...| p: (8.1352e+00) +28:...|...|...|.rzz...|.rzz p: (-6.4470e-01) +29:...|...|...|..rx...|...| p: (8.1352e+00) +30:...|...|...|...|...|..rx p: (8.1352e+00) +31:======================== +32:...0...|...|...|...|...| +33:...|...1...|...|...|...| +34:...|...|...2...|...|...| +35:...|...|...|...3...|...| +36:...|...|...|...|...4...| +37:...|...|...|...|...|...5 +.o:...0...1...2...3...4...5 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Identity Duration: 6.1345e-05s............................. +Permuted Duration: 6.1191e-05s............................. +Identity active_nodes: 45 ...................................... +Permuted active_nodes: 45 ...................................... +Identity max_nodes: 171...................................... +Permuted max_nodes: 171...................................... +________________________________________________________________________________________________ + +Start Simulation of qaoa_indep_qiskit_7__________________________________________________ + +.i:...0...1...2...3...4...5...6 +.1:...h...|...|...|...|...|...| +.2:...|...h...|...|...|...|...| +.3:...|...|...h...|...|...|...| +.4:...|.rzz.rzz...|...|...|...| p: (1.6528e+00) +.5:...|...|...|...h...|...|...| +.6:.rzz...|...|.rzz...|...|...| p: (1.6528e+00) +.7:...|...|...|...|...h...|...| +.8:...|.rzz...|...|.rzz...|...| p: (1.6528e+00) +.9:...|..rx...|...|...|...|...| p: (1.1778e+01) +10:...|...|.rzz...|.rzz...|...| p: (1.6528e+00) +11:...|...|..rx...|...|...|...| p: (1.1778e+01) +12:...|.rzz.rzz...|...|...|...| p: (3.9304e+00) +13:...|...|...|...|..rx...|...| p: (1.1778e+01) +14:...|.rzz...|...|.rzz...|...| p: (3.9304e+00) +15:...|..rx...|...|...|...|...| p: (-1.6529e+00) +16:...|...|.rzz...|.rzz...|...| p: (3.9304e+00) +17:...|...|..rx...|...|...|...| p: (-1.6529e+00) +18:...|...|...|...|..rx...|...| p: (-1.6529e+00) +19:...|...|...|...|...|...h...| +20:.rzz...|...|...|...|.rzz...| p: (1.6528e+00) +21:..rx...|...|...|...|...|...| p: (1.1778e+01) +22:...|...|...|...|...|...|...h +23:...|...|...|.rzz...|...|.rzz p: (1.6528e+00) +24:...|...|...|..rx...|...|...| p: (1.1778e+01) +25:.rzz...|...|.rzz...|...|...| p: (3.9304e+00) +26:...|...|...|...|...|.rzz.rzz p: (1.6528e+00) +27:...|...|...|...|...|..rx...| p: (1.1778e+01) +28:.rzz...|...|...|...|.rzz...| p: (3.9304e+00) +29:..rx...|...|...|...|...|...| p: (-1.6529e+00) +30:...|...|...|...|...|...|..rx p: (1.1778e+01) +31:...|...|...|.rzz...|...|.rzz p: (3.9304e+00) +32:...|...|...|..rx...|...|...| p: (-1.6529e+00) +33:...|...|...|...|...|.rzz.rzz p: (3.9304e+00) +34:...|...|...|...|...|..rx...| p: (-1.6529e+00) +35:...|...|...|...|...|...|..rx p: (-1.6529e+00) +36:============================ +37:...0...|...|...|...|...|...| +38:...|...1...|...|...|...|...| +39:...|...|...2...|...|...|...| +40:...|...|...|...3...|...|...| +41:...|...|...|...|...4...|...| +42:...|...|...|...|...|...5...| +43:...|...|...|...|...|...|...6 +.o:...0...1...2...3...4...5...6 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Identity Duration: 5.0145e-05s............................. +Permuted Duration: 4.7863e-05s............................. +Identity active_nodes: 51 ...................................... +Permuted active_nodes: 51 ...................................... +Identity max_nodes: 177...................................... +Permuted max_nodes: 177...................................... +________________________________________________________________________________________________ + +Start Simulation of qaoa_indep_qiskit_8__________________________________________________ + +.i:...0...1...2...3...4...5...6...7 +.1:...h...|...|...|...|...|...|...| +.2:...|...h...|...|...|...|...|...| +.3:...|...|...h...|...|...|...|...| +.4:.rzz...|.rzz...|...|...|...|...| p: (1.2897e+00) +.5:...|...|...|...h...|...|...|...| +.6:...|...|.rzz.rzz...|...|...|...| p: (1.2897e+00) +.7:...|...|..rx...|...|...|...|...| p: (-8.7800e+00) +.8:...|...|...|...|...h...|...|...| +.9:...|...|...|...|...|...h...|...| +10:...|.rzz...|...|...|.rzz...|...| p: (1.2897e+00) +11:...|...|...|...|.rzz.rzz...|...| p: (1.2897e+00) +12:...|...|...|...|...|..rx...|...| p: (-8.7800e+00) +13:...|...|...|...|...|...|...h...| +14:.rzz...|...|...|...|...|.rzz...| p: (1.2897e+00) +15:..rx...|...|...|...|...|...|...| p: (-8.7800e+00) +16:.rzz...|.rzz...|...|...|...|...| p: (-6.9280e+00) +17:...|...|...|...|.rzz...|.rzz...| p: (1.2897e+00) +18:...|...|...|...|..rx...|...|...| p: (-8.7800e+00) +19:...|...|...|...|...|...|..rx...| p: (-8.7800e+00) +20:.rzz...|...|...|...|...|.rzz...| p: (-6.9280e+00) +21:..rx...|...|...|...|...|...|...| p: (1.8524e+00) +22:...|...|...|...|...|...|...|...h +23:...|.rzz...|...|...|...|...|.rzz p: (1.2897e+00) +24:...|..rx...|...|...|...|...|...| p: (-8.7800e+00) +25:...|.rzz...|...|...|.rzz...|...| p: (-6.9280e+00) +26:...|...|...|.rzz...|...|...|.rzz p: (1.2897e+00) +27:...|...|...|..rx...|...|...|...| p: (-8.7800e+00) +28:...|...|.rzz.rzz...|...|...|...| p: (-6.9280e+00) +29:...|...|..rx...|...|...|...|...| p: (1.8524e+00) +30:...|...|...|...|.rzz.rzz...|...| p: (-6.9280e+00) +31:...|...|...|...|.rzz...|.rzz...| p: (-6.9280e+00) +32:...|...|...|...|..rx...|...|...| p: (1.8524e+00) +33:...|...|...|...|...|..rx...|...| p: (1.8524e+00) +34:...|...|...|...|...|...|..rx...| p: (1.8524e+00) +35:...|...|...|...|...|...|...|..rx p: (-8.7800e+00) +36:...|.rzz...|...|...|...|...|.rzz p: (-6.9280e+00) +37:...|..rx...|...|...|...|...|...| p: (1.8524e+00) +38:...|...|...|.rzz...|...|...|.rzz p: (-6.9280e+00) +39:...|...|...|..rx...|...|...|...| p: (1.8524e+00) +40:...|...|...|...|...|...|...|..rx p: (1.8524e+00) +41:================================ +42:...0...|...|...|...|...|...|...| +43:...|...1...|...|...|...|...|...| +44:...|...|...2...|...|...|...|...| +45:...|...|...|...3...|...|...|...| +46:...|...|...|...|...4...|...|...| +47:...|...|...|...|...|...5...|...| +48:...|...|...|...|...|...|...6...| +49:...|...|...|...|...|...|...|...7 +.o:...0...1...2...3...4...5...6...7 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7| +Identity Duration: 2.3458e-04s............................. +Permuted Duration: 2.3503e-04s............................. +Identity active_nodes: 168...................................... +Permuted active_nodes: 168...................................... +Identity max_nodes: 678...................................... +Permuted max_nodes: 678...................................... +________________________________________________________________________________________________ + +Start Simulation of qaoa_indep_qiskit_9__________________________________________________ + +.i:...0...1...2...3...4...5...6...7...8 +.1:...h...|...|...|...|...|...|...|...| +.2:...|...h...|...|...|...|...|...|...| +.3:...|...|...h...|...|...|...|...|...| +.4:...|...|...|...h...|...|...|...|...| +.5:...|...|...|...|...h...|...|...|...| +.6:.rzz...|...|...|.rzz...|...|...|...| p: (1.2892e+00) +.7:...|...|...|...|...|...h...|...|...| +.8:...|.rzz...|...|...|.rzz...|...|...| p: (1.2892e+00) +.9:...|...|...|.rzz...|.rzz...|...|...| p: (1.2892e+00) +10:...|...|...|...|...|..rx...|...|...| p: (3.7866e+00) +11:...|...|...|...|...|...|...h...|...| +12:...|...|.rzz...|...|...|.rzz...|...| p: (1.2892e+00) +13:...|...|...|...|.rzz...|.rzz...|...| p: (1.2892e+00) +14:...|...|...|...|..rx...|...|...|...| p: (3.7866e+00) +15:...|...|...|...|...|...|..rx...|...| p: (3.7866e+00) +16:...|...|...|...|...|...|...|...h...| +17:...|...|.rzz...|...|...|...|.rzz...| p: (1.2892e+00) +18:...|...|..rx...|...|...|...|...|...| p: (3.7866e+00) +19:...|...|.rzz...|...|...|.rzz...|...| p: (2.4971e+00) +20:...|...|...|.rzz...|...|...|.rzz...| p: (1.2892e+00) +21:...|...|...|..rx...|...|...|...|...| p: (3.7866e+00) +22:...|...|...|...|...|...|...|..rx...| p: (3.7866e+00) +23:...|...|.rzz...|...|...|...|.rzz...| p: (2.4971e+00) +24:...|...|..rx...|...|...|...|...|...| p: (-4.4316e+00) +25:...|...|...|...|...|...|...|...|...h +26:.rzz...|...|...|...|...|...|...|.rzz p: (1.2892e+00) +27:..rx...|...|...|...|...|...|...|...| p: (3.7866e+00) +28:.rzz...|...|...|.rzz...|...|...|...| p: (2.4971e+00) +29:...|.rzz...|...|...|...|...|...|.rzz p: (1.2892e+00) +30:...|..rx...|...|...|...|...|...|...| p: (3.7866e+00) +31:...|.rzz...|...|...|.rzz...|...|...| p: (2.4971e+00) +32:...|...|...|.rzz...|.rzz...|...|...| p: (2.4971e+00) +33:...|...|...|.rzz...|...|...|.rzz...| p: (2.4971e+00) +34:...|...|...|..rx...|...|...|...|...| p: (-4.4316e+00) +35:...|...|...|...|.rzz...|.rzz...|...| p: (2.4971e+00) +36:...|...|...|...|..rx...|...|...|...| p: (-4.4316e+00) +37:...|...|...|...|...|..rx...|...|...| p: (-4.4316e+00) +38:...|...|...|...|...|...|..rx...|...| p: (-4.4316e+00) +39:...|...|...|...|...|...|...|..rx...| p: (-4.4316e+00) +40:...|...|...|...|...|...|...|...|..rx p: (3.7866e+00) +41:.rzz...|...|...|...|...|...|...|.rzz p: (2.4971e+00) +42:..rx...|...|...|...|...|...|...|...| p: (-4.4316e+00) +43:...|.rzz...|...|...|...|...|...|.rzz p: (2.4971e+00) +44:...|..rx...|...|...|...|...|...|...| p: (-4.4316e+00) +45:...|...|...|...|...|...|...|...|..rx p: (-4.4316e+00) +46:==================================== +47:...0...|...|...|...|...|...|...|...| +48:...|...1...|...|...|...|...|...|...| +49:...|...|...2...|...|...|...|...|...| +50:...|...|...|...3...|...|...|...|...| +51:...|...|...|...|...4...|...|...|...| +52:...|...|...|...|...|...5...|...|...| +53:...|...|...|...|...|...|...6...|...| +54:...|...|...|...|...|...|...|...7...| +55:...|...|...|...|...|...|...|...|...8 +.o:...0...1...2...3...4...5...6...7...8 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8| +Identity Duration: 5.5208e-04s............................. +Permuted Duration: 9.6396e-04s............................. +Identity active_nodes: 384...................................... +Permuted active_nodes: 384...................................... +Identity max_nodes: 1406...................................... +Permuted max_nodes: 1406...................................... +________________________________________________________________________________________________ + +Start Simulation of qaoa_indep_qiskit_10__________________________________________________ + +.i:...0...1...2...3...4...5...6...7...8...9 +.1:...h...|...|...|...|...|...|...|...|...| +.2:...|...h...|...|...|...|...|...|...|...| +.3:.rzz.rzz...|...|...|...|...|...|...|...| p: (-5.6274e+00) +.4:...|...|...h...|...|...|...|...|...|...| +.5:...|...|...|...h...|...|...|...|...|...| +.6:...|.rzz...|.rzz...|...|...|...|...|...| p: (-5.6274e+00) +.7:...|..rx...|...|...|...|...|...|...|...| p: (1.8987e+00) +.8:...|...|...|...|...h...|...|...|...|...| +.9:...|...|...|.rzz.rzz...|...|...|...|...| p: (-5.6274e+00) +10:...|...|...|..rx...|...|...|...|...|...| p: (1.8987e+00) +11:...|...|...|...|...|...h...|...|...|...| +12:...|...|...|...|...|...|...h...|...|...| +13:.rzz...|...|...|...|...|.rzz...|...|...| p: (-5.6274e+00) +14:..rx...|...|...|...|...|...|...|...|...| p: (1.8987e+00) +15:.rzz.rzz...|...|...|...|...|...|...|...| p: (1.2428e+00) +16:...|.rzz...|.rzz...|...|...|...|...|...| p: (1.2428e+00) +17:...|..rx...|...|...|...|...|...|...|...| p: (-6.5587e-01) +18:...|...|.rzz...|...|...|.rzz...|...|...| p: (-5.6274e+00) +19:...|...|...|...|...|...|..rx...|...|...| p: (1.8987e+00) +20:.rzz...|...|...|...|...|.rzz...|...|...| p: (1.2428e+00) +21:..rx...|...|...|...|...|...|...|...|...| p: (-6.5587e-01) +22:...|...|...|...|...|...|...|...h...|...| +23:...|...|...|...|...|.rzz...|.rzz...|...| p: (-5.6274e+00) +24:...|...|...|...|...|...|...|...|...h...| +25:...|...|.rzz...|...|...|...|...|.rzz...| p: (-5.6274e+00) +26:...|...|..rx...|...|...|...|...|...|...| p: (1.8987e+00) +27:...|...|.rzz...|...|...|.rzz...|...|...| p: (1.2428e+00) +28:...|...|...|...|.rzz...|...|...|.rzz...| p: (-5.6274e+00) +29:...|...|...|...|..rx...|...|...|...|...| p: (1.8987e+00) +30:...|...|...|.rzz.rzz...|...|...|...|...| p: (1.2428e+00) +31:...|...|...|..rx...|...|...|...|...|...| p: (-6.5587e-01) +32:...|...|...|...|...|...|..rx...|...|...| p: (-6.5587e-01) +33:...|...|...|...|...|...|...|...|..rx...| p: (1.8987e+00) +34:...|...|.rzz...|...|...|...|...|.rzz...| p: (1.2428e+00) +35:...|...|..rx...|...|...|...|...|...|...| p: (-6.5587e-01) +36:...|...|...|...|.rzz...|...|...|.rzz...| p: (1.2428e+00) +37:...|...|...|...|..rx...|...|...|...|...| p: (-6.5587e-01) +38:...|...|...|...|...|...|...|...|..rx...| p: (-6.5587e-01) +39:...|...|...|...|...|...|...|...|...|...h +40:...|...|...|...|...|.rzz...|...|...|.rzz p: (-5.6274e+00) +41:...|...|...|...|...|..rx...|...|...|...| p: (1.8987e+00) +42:...|...|...|...|...|...|...|.rzz...|.rzz p: (-5.6274e+00) +43:...|...|...|...|...|...|...|..rx...|...| p: (1.8987e+00) +44:...|...|...|...|...|.rzz...|.rzz...|...| p: (1.2428e+00) +45:...|...|...|...|...|...|...|...|...|..rx p: (1.8987e+00) +46:...|...|...|...|...|.rzz...|...|...|.rzz p: (1.2428e+00) +47:...|...|...|...|...|..rx...|...|...|...| p: (-6.5587e-01) +48:...|...|...|...|...|...|...|.rzz...|.rzz p: (1.2428e+00) +49:...|...|...|...|...|...|...|..rx...|...| p: (-6.5587e-01) +50:...|...|...|...|...|...|...|...|...|..rx p: (-6.5587e-01) +51:======================================== +52:...0...|...|...|...|...|...|...|...|...| +53:...|...1...|...|...|...|...|...|...|...| +54:...|...|...2...|...|...|...|...|...|...| +55:...|...|...|...3...|...|...|...|...|...| +56:...|...|...|...|...4...|...|...|...|...| +57:...|...|...|...|...|...5...|...|...|...| +58:...|...|...|...|...|...|...6...|...|...| +59:...|...|...|...|...|...|...|...7...|...| +60:...|...|...|...|...|...|...|...|...8...| +61:...|...|...|...|...|...|...|...|...|...9 +.o:...0...1...2...3...4...5...6...7...8...9 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8|9 -> 9| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8|9 -> 9| +Identity Duration: 1.3733e-04s............................. +Permuted Duration: 1.3324e-04s............................. +Identity active_nodes: 118...................................... +Permuted active_nodes: 118...................................... +Identity max_nodes: 428...................................... +Permuted max_nodes: 428...................................... +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/qft_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/qft_indep_qiskit_all.txt new file mode 100644 index 00000000..139ac5fc --- /dev/null +++ b/test/BenchmarkQuasm/results/qft_indep_qiskit_all.txt @@ -0,0 +1,701 @@ +Start Simulation of qft_indep_qiskit_2__________________________________________________ + +i: 0 1 +1: | h +2: s c +3: h | +4: sw sw +5:======== +6: 2 | +7: | 3 +o: 2 3 +Total Permutations: 2 +Min time: 1.4175e-06s................. Permutation 0 : 0 -> 0|1 -> 1| +Max time: 1.4825e-06s................. Permutation 1 : 0 -> 1|1 -> 0| +Min active nodes: 2 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Min max nodes: 5 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Max active nodes: 2 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Max max nodes: 5 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +________________________________________________________________________________________________ + +2 permutations have 2 active nodes. + +........................... +Average time: 1.4500e-06s + +________________________________________________________________________________________________ + +2 permutations have 5 max nodes. + +........................... +Average time: 1.4500e-06s + +________________________________________________________________________________________________ + +execution time of: 1.4175e-06s: Index: 0 | Max_nodes: 5 | Active_nodes: 2 | 0 -> 0|1 -> 1| +execution time of: 1.4825e-06s: Index: 1 | Max_nodes: 5 | Active_nodes: 2 | 0 -> 1|1 -> 0| +________________________________________________________________________________________________ + +Start Simulation of qft_indep_qiskit_3__________________________________________________ + +.i:...0...1...2 +.1:...|...|...h +.2:...|...s...c +.3:...|...h...| +.4:...t...|...c +.5:...s...c...| +.6:...h...|...| +.7:..sw...|..sw +.8:============ +.9:...3...|...| +10:...|...4...| +11:...|...|...5 +.o:...3...4...5 +Total Permutations: 6 +Min time: 2.4625e-06s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max time: 3.2250e-06s................. Permutation 1 : 0 -> 0|1 -> 2|2 -> 1| +Min active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Min max nodes: 8 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max max nodes: 8 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +________________________________________________________________________________________________ + +6 permutations have 3 active nodes. + +........................... +Average time: 2.7354e-06s + +________________________________________________________________________________________________ + +6 permutations have 8 max nodes. + +........................... +Average time: 2.7354e-06s + +________________________________________________________________________________________________ + +execution time of: 2.4625e-06s: Index: 0 | Max_nodes: 8 | Active_nodes: 3 | 0 -> 0|1 -> 1|2 -> 2| +execution time of: 2.6600e-06s: Index: 3 | Max_nodes: 8 | Active_nodes: 3 | 0 -> 1|1 -> 2|2 -> 0| +execution time of: 2.6775e-06s: Index: 2 | Max_nodes: 8 | Active_nodes: 3 | 0 -> 1|1 -> 0|2 -> 2| +execution time of: 2.6800e-06s: Index: 4 | Max_nodes: 8 | Active_nodes: 3 | 0 -> 2|1 -> 0|2 -> 1| +execution time of: 2.7075e-06s: Index: 5 | Max_nodes: 8 | Active_nodes: 3 | 0 -> 2|1 -> 1|2 -> 0| +execution time of: 3.2250e-06s: Index: 1 | Max_nodes: 8 | Active_nodes: 3 | 0 -> 0|1 -> 2|2 -> 1| +________________________________________________________________________________________________ + +Start Simulation of qft_indep_qiskit_4__________________________________________________ + +.i:...0...1...2...3 +.1:...|...|...|...h +.2:...|...|...s...c +.3:...|...|...h...| +.4:...|...t...|...c +.5:...|...s...c...| +.6:...|...h...|...| +.7:...p...|...|...c p: (3.9270e-01) +.8:...t...|...c...| +.9:...s...c...|...| +10:...h...|...|...| +11:..sw...|...|..sw +12:...|..sw..sw...| +13:================ +14:...4...|...|...| +15:...|...5...|...| +16:...|...|...6...| +17:...|...|...|...7 +.o:...4...5...6...7 +Total Permutations: 24 +Min time: 3.9475e-06s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Max time: 6.8100e-06s................. Permutation 10 : 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +Min active nodes: 4 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Min max nodes: 11 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Max active nodes: 4 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Max max nodes: 11 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +________________________________________________________________________________________________ + +24 permutations have 4 active nodes. + +........................... +Average time: 4.4619e-06s + +________________________________________________________________________________________________ + +24 permutations have 11 max nodes. + +........................... +Average time: 4.4619e-06s + +________________________________________________________________________________________________ + +execution time of: 3.9475e-06s: Index: 0 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +execution time of: 3.9575e-06s: Index: 6 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +execution time of: 4.0050e-06s: Index: 2 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +execution time of: 4.0300e-06s: Index: 7 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +execution time of: 4.0400e-06s: Index: 12 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +execution time of: 4.0850e-06s: Index: 3 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +execution time of: 4.1150e-06s: Index: 8 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| +execution time of: 4.1300e-06s: Index: 14 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +execution time of: 4.1700e-06s: Index: 9 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +execution time of: 4.1800e-06s: Index: 18 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| +execution time of: 4.1875e-06s: Index: 13 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +execution time of: 4.1925e-06s: Index: 5 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +execution time of: 4.2175e-06s: Index: 11 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| +execution time of: 4.3025e-06s: Index: 15 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +execution time of: 4.3050e-06s: Index: 19 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| +execution time of: 4.3550e-06s: Index: 20 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +execution time of: 4.4250e-06s: Index: 21 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| +execution time of: 4.4275e-06s: Index: 17 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +execution time of: 4.4603e-06s: Index: 23 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +execution time of: 4.5350e-06s: Index: 22 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| +execution time of: 4.8950e-06s: Index: 4 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| +execution time of: 5.2377e-06s: Index: 1 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +execution time of: 6.0750e-06s: Index: 16 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| +execution time of: 6.8100e-06s: Index: 10 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +________________________________________________________________________________________________ + +Start Simulation of qft_indep_qiskit_5__________________________________________________ + +i: +o: +Total Permutations: 1 +Min time: 1.8250e-07s................. Permutation 0 : +Max time: 1.8250e-07s................. Permutation 0 : +Min active nodes: 0 nodes.................... Permutation 0 : +Min max nodes: 0 nodes.................... Permutation 0 : +Max active nodes: 0 nodes.................... Permutation 0 : +Max max nodes: 0 nodes.................... Permutation 0 : +________________________________________________________________________________________________ + +1 permutations have 0 active nodes. + +........................... +Average time: 1.8250e-07s + +________________________________________________________________________________________________ + +1 permutations have 0 max nodes. + +........................... +Average time: 1.8250e-07s + +________________________________________________________________________________________________ + +execution time of: 1.8250e-07s: Index: 0 | Max_nodes: 0 | Active_nodes: 0 | +________________________________________________________________________________________________ + +Start Simulation of qft_indep_qiskit_6__________________________________________________ + +.i:...0...1...2...3...4...5 +.1:...|...|...|...|...|...h +.2:...|...|...|...|...s...c +.3:...|...|...|...|...h...| +.4:...|...|...|...t...|...c +.5:...|...|...|...s...c...| +.6:...|...|...|...h...|...| +.7:...|...|...p...|...|...c p: (3.9270e-01) +.8:...|...|...t...|...c...| +.9:...|...|...s...c...|...| +10:...|...|...h...|...|...| +11:...|...p...|...|...|...c p: (1.9635e-01) +12:...|...p...|...|...c...| p: (3.9270e-01) +13:...|...t...|...c...|...| +14:...|...s...c...|...|...| +15:...|...h...|...|...|...| +16:...p...|...|...|...|...c p: (9.8175e-02) +17:...p...|...|...|...c...| p: (1.9635e-01) +18:...p...|...|...c...|...| p: (3.9270e-01) +19:...t...|...c...|...|...| +20:...s...c...|...|...|...| +21:...h...|...|...|...|...| +22:..sw...|...|...|...|..sw +23:...|..sw...|...|..sw...| +24:...|...|..sw..sw...|...| +25:======================== +26:...6...|...|...|...|...| +27:...|...7...|...|...|...| +28:...|...|...8...|...|...| +29:...|...|...|...9...|...| +30:...|...|...|...|..10...| +31:...|...|...|...|...|..11 +.o:...6...7...8...9..10..11 +Total Permutations: 720 +Min time: 7.9475e-06s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Max time: 1.3438e-05s................. Permutation 486: 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +Min active nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Min max nodes: 17 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Max active nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Max max nodes: 17 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +________________________________________________________________________________________________ + +720 permutations have 6 active nodes. + +........................... +Average time: 8.7609e-06s + +________________________________________________________________________________________________ + +720 permutations have 17 max nodes. + +........................... +Average time: 8.7609e-06s + +________________________________________________________________________________________________ + +execution time of: 7.9475e-06s: Index: 0 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +execution time of: 8.0202e-06s: Index: 1 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +execution time of: 8.0300e-06s: Index: 122 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +execution time of: 8.0425e-06s: Index: 3 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +execution time of: 8.0428e-06s: Index: 6 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +execution time of: 8.0550e-06s: Index: 30 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +execution time of: 8.0653e-06s: Index: 2 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +execution time of: 8.0775e-06s: Index: 4 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +execution time of: 8.0802e-06s: Index: 26 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +execution time of: 8.0925e-06s: Index: 28 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +execution time of: 8.0950e-06s: Index: 121 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +execution time of: 8.1200e-06s: Index: 120 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +execution time of: 8.1303e-06s: Index: 36 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +execution time of: 8.1350e-06s: Index: 27 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +execution time of: 8.1375e-06s: Index: 25 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +execution time of: 8.1427e-06s: Index: 126 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +execution time of: 8.1450e-06s: Index: 49 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +execution time of: 8.1452e-06s: Index: 8 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +execution time of: 8.1500e-06s: Index: 132 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +execution time of: 8.1528e-06s: Index: 5 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +execution time of: 8.1552e-06s: Index: 48 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +execution time of: 8.1603e-06s: Index: 72 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +execution time of: 8.1650e-06s: Index: 360 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +execution time of: 8.1675e-06s: Index: 12 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +execution time of: 8.1725e-06s: Index: 29 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +execution time of: 8.1728e-06s: Index: 54 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +execution time of: 8.1750e-06s: Index: 50 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| +execution time of: 8.1775e-06s: Index: 31 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| +execution time of: 8.1828e-06s: Index: 384 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| +execution time of: 8.1852e-06s: Index: 242 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +execution time of: 8.1925e-06s: Index: 124 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +execution time of: 8.2028e-06s: Index: 18 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +execution time of: 8.2075e-06s: Index: 14 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +execution time of: 8.2100e-06s: Index: 128 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +execution time of: 8.2128e-06s: Index: 13 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +execution time of: 8.2150e-06s: Index: 145 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +execution time of: 8.2202e-06s: Index: 51 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +execution time of: 8.2250e-06s: Index: 10 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +execution time of: 8.2277e-06s: Index: 9 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +execution time of: 8.2425e-06s: Index: 38 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| +execution time of: 8.2427e-06s: Index: 266 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| +execution time of: 8.2450e-06s: Index: 52 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| +execution time of: 8.2500e-06s: Index: 386 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| +execution time of: 8.2575e-06s: Index: 22 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +execution time of: 8.2578e-06s: Index: 33 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +execution time of: 8.2775e-06s: Index: 366 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +execution time of: 8.2827e-06s: Index: 244 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +execution time of: 8.2850e-06s: Index: 35 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| +execution time of: 8.2903e-06s: Index: 480 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +execution time of: 8.2950e-06s: Index: 133 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +execution time of: 8.2952e-06s: Index: 34 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| +execution time of: 8.2978e-06s: Index: 264 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +execution time of: 8.3000e-06s: Index: 169 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| +execution time of: 8.3027e-06s: Index: 368 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| +execution time of: 8.3075e-06s: Index: 147 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| +execution time of: 8.3125e-06s: Index: 78 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +execution time of: 8.3152e-06s: Index: 20 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +execution time of: 8.3175e-06s: Index: 265 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +execution time of: 8.3225e-06s: Index: 21 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +execution time of: 8.3227e-06s: Index: 409 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| +execution time of: 8.3250e-06s: Index: 19 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +execution time of: 8.3278e-06s: Index: 192 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| +execution time of: 8.3300e-06s: Index: 363 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +execution time of: 8.3325e-06s: Index: 365 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +execution time of: 8.3328e-06s: Index: 53 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +execution time of: 8.3350e-06s: Index: 601 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| +execution time of: 8.3375e-06s: Index: 37 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| +execution time of: 8.3377e-06s: Index: 16 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +execution time of: 8.3403e-06s: Index: 243 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +execution time of: 8.3450e-06s: Index: 55 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| +execution time of: 8.3503e-06s: Index: 73 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| +execution time of: 8.3552e-06s: Index: 17 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +execution time of: 8.3575e-06s: Index: 56 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| +execution time of: 8.3600e-06s: Index: 84 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| +execution time of: 8.3650e-06s: Index: 198 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| +execution time of: 8.3652e-06s: Index: 148 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| +execution time of: 8.3677e-06s: Index: 43 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| +execution time of: 8.3725e-06s: Index: 174 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| +execution time of: 8.3750e-06s: Index: 374 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 5| +execution time of: 8.3777e-06s: Index: 267 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| +execution time of: 8.3900e-06s: Index: 23 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +execution time of: 8.3925e-06s: Index: 11 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +execution time of: 8.3953e-06s: Index: 288 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| +execution time of: 8.3977e-06s: Index: 76 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| +execution time of: 8.4000e-06s: Index: 218 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| +execution time of: 8.4002e-06s: Index: 74 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| +execution time of: 8.4025e-06s: Index: 391 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| +execution time of: 8.4028e-06s: Index: 136 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +execution time of: 8.4053e-06s: Index: 130 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +execution time of: 8.4075e-06s: Index: 193 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| +execution time of: 8.4100e-06s: Index: 258 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| +execution time of: 8.4102e-06s: Index: 79 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| +execution time of: 8.4125e-06s: Index: 102 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| +execution time of: 8.4150e-06s: Index: 149 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| +execution time of: 8.4153e-06s: Index: 276 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| +execution time of: 8.4177e-06s: Index: 270 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| +execution time of: 8.4202e-06s: Index: 60 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| +execution time of: 8.4225e-06s: Index: 176 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| +execution time of: 8.4300e-06s: Index: 42 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| +execution time of: 8.4302e-06s: Index: 481 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 3| +execution time of: 8.4353e-06s: Index: 139 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +execution time of: 8.4375e-06s: Index: 62 | Max_nodes: 17 | 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-> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| +execution time of: 8.4553e-06s: Index: 140 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +execution time of: 8.4575e-06s: Index: 98 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| +execution time of: 8.4600e-06s: Index: 41 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| +execution time of: 8.4650e-06s: Index: 314 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| +execution time of: 8.4675e-06s: Index: 252 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +execution time of: 8.4678e-06s: Index: 259 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| +execution time of: 8.4703e-06s: Index: 416 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| +execution time of: 8.4725e-06s: Index: 125 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +execution time of: 8.4727e-06s: Index: 378 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 4| +execution time of: 8.4752e-06s: Index: 97 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| +execution time of: 8.4775e-06s: Index: 90 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| +execution time of: 8.4778e-06s: Index: 162 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| +execution time of: 8.4800e-06s: Index: 66 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| +execution time of: 8.4803e-06s: Index: 375 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| +execution time of: 8.4825e-06s: Index: 64 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| +execution time of: 8.4827e-06s: Index: 624 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| +execution time of: 8.4850e-06s: Index: 46 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| +execution time of: 8.4875e-06s: Index: 39 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +execution time of: 8.4878e-06s: Index: 397 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 2| +execution time of: 8.4903e-06s: Index: 289 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| +execution time of: 8.4925e-06s: Index: 336 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| +execution time of: 8.4927e-06s: Index: 80 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| +execution time of: 8.4975e-06s: Index: 273 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +execution time of: 8.4978e-06s: Index: 394 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| +execution time 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Index: 398 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| +execution time of: 8.5250e-06s: Index: 63 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| +execution time of: 8.5252e-06s: Index: 100 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| +execution time of: 8.5275e-06s: Index: 369 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 1| +execution time of: 8.5300e-06s: Index: 199 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 3| +execution time of: 8.5303e-06s: Index: 59 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| +execution time of: 8.5325e-06s: Index: 137 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +execution time of: 8.5328e-06s: Index: 608 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| +execution time of: 8.5352e-06s: Index: 376 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2| +execution time of: 8.5377e-06s: Index: 88 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| +execution time of: 8.5400e-06s: Index: 337 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| +execution time of: 8.5403e-06s: Index: 291 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| +execution time of: 8.5450e-06s: Index: 187 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| +execution time of: 8.5477e-06s: Index: 86 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| +execution time of: 8.5503e-06s: Index: 220 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| +execution time of: 8.5525e-06s: Index: 648 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| +execution time of: 8.5550e-06s: Index: 274 | Max_nodes: 17 | 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0|3 -> 5|4 -> 1|5 -> 4| +execution time of: 8.5828e-06s: Index: 512 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| +execution time of: 8.5850e-06s: Index: 47 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| +execution time of: 8.5875e-06s: Index: 82 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| +execution time of: 8.5902e-06s: Index: 404 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| +execution time of: 8.5925e-06s: Index: 316 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| +execution time of: 8.5928e-06s: Index: 177 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| +execution time of: 8.5975e-06s: Index: 257 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| +execution time of: 8.6002e-06s: Index: 628 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 3| +execution time of: 8.6025e-06s: Index: 627 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 2| +execution time of: 8.6027e-06s: Index: 155 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| +execution time of: 8.6050e-06s: Index: 528 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| +execution time of: 8.6053e-06s: Index: 650 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| +execution time of: 8.6075e-06s: Index: 349 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| +execution time of: 8.6078e-06s: Index: 395 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| +execution time of: 8.6100e-06s: Index: 160 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| +execution time of: 8.6127e-06s: Index: 91 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| +execution time of: 8.6150e-06s: Index: 552 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| +execution time of: 8.6153e-06s: Index: 204 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| +execution time of: 8.6175e-06s: Index: 413 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 1| +execution time of: 8.6200e-06s: Index: 200 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| +execution time of: 8.6275e-06s: Index: 106 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| +execution time of: 8.6278e-06s: Index: 262 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| +execution time of: 8.6300e-06s: Index: 173 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| +execution time of: 8.6302e-06s: Index: 178 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| +execution time of: 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Index: 406 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| +execution time of: 8.6475e-06s: Index: 263 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| +execution time of: 8.6478e-06s: Index: 65 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| +execution time of: 8.6500e-06s: Index: 620 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| +execution time of: 8.6503e-06s: Index: 508 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 3| +execution time of: 8.6527e-06s: Index: 109 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| +execution time of: 8.6550e-06s: Index: 224 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| +execution time of: 8.6575e-06s: Index: 629 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| +execution time of: 8.6600e-06s: Index: 298 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| +execution time of: 8.6603e-06s: Index: 202 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| +execution time of: 8.6625e-06s: Index: 292 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 4| +execution time of: 8.6627e-06s: Index: 190 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 2| +execution time of: 8.6650e-06s: Index: 143 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +execution time of: 8.6700e-06s: Index: 203 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| +execution time of: 8.6703e-06s: Index: 285 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| +execution time of: 8.6725e-06s: Index: 485 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| +execution time of: 8.6727e-06s: Index: 307 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| +execution time of: 8.6752e-06s: Index: 293 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 1| +execution time of: 8.6775e-06s: Index: 437 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 1| +execution time of: 8.6800e-06s: Index: 179 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| +execution time of: 8.6803e-06s: Index: 110 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 4| +execution time of: 8.6850e-06s: Index: 282 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| +execution time of: 8.6852e-06s: Index: 613 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| +execution time of: 8.6875e-06s: Index: 279 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| +execution time of: 8.6877e-06s: Index: 342 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 4| +execution time of: 8.6903e-06s: Index: 101 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| +execution time of: 8.6925e-06s: Index: 343 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 3| +execution time of: 8.6950e-06s: Index: 114 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| +execution time of: 8.6952e-06s: Index: 435 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| +execution time of: 8.6975e-06s: Index: 212 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| +execution time of: 8.6977e-06s: Index: 321 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| +execution time of: 8.7025e-06s: Index: 163 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| +execution time of: 8.7075e-06s: Index: 651 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| +execution time of: 8.7125e-06s: Index: 71 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| +execution time of: 8.7128e-06s: Index: 444 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +execution time of: 8.7175e-06s: Index: 457 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| +execution time of: 8.7177e-06s: Index: 115 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| +execution time of: 8.7200e-06s: Index: 546 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| +execution time of: 8.7225e-06s: Index: 211 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 2| +execution time of: 8.7250e-06s: Index: 534 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5| +execution time of: 8.7252e-06s: Index: 207 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| +execution time of: 8.7275e-06s: Index: 611 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 1| +execution time of: 8.7277e-06s: Index: 483 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| +execution time of: 8.7300e-06s: Index: 424 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| +execution time of: 8.7325e-06s: Index: 230 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| +execution time of: 8.7328e-06s: Index: 235 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| +execution time of: 8.7350e-06s: Index: 112 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| +execution time of: 8.7353e-06s: Index: 529 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| +execution time of: 8.7375e-06s: Index: 69 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| 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of: 8.7550e-06s: Index: 507 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 2| +execution time of: 8.7577e-06s: Index: 225 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| +execution time of: 8.7600e-06s: Index: 536 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| +execution time of: 8.7602e-06s: Index: 94 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2| +execution time of: 8.7650e-06s: Index: 317 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 1| +execution time of: 8.7653e-06s: Index: 341 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| +execution time of: 8.7677e-06s: Index: 191 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| +execution time of: 8.7700e-06s: Index: 355 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| +execution time of: 8.7702e-06s: Index: 538 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| +execution time of: 8.7725e-06s: Index: 656 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| +execution time of: 8.7727e-06s: Index: 562 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| +execution time of: 8.7750e-06s: Index: 249 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +execution time of: 8.7775e-06s: Index: 310 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| +execution time of: 8.7778e-06s: Index: 236 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| +execution time of: 8.7800e-06s: Index: 328 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| +execution time of: 8.7802e-06s: Index: 547 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| +execution time of: 8.7825e-06s: Index: 166 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 3| +execution time of: 8.7827e-06s: Index: 303 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| +execution time of: 8.7850e-06s: Index: 698 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| +execution time of: 8.7875e-06s: Index: 524 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| +execution time of: 8.7878e-06s: Index: 219 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| +execution time of: 8.7902e-06s: Index: 660 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| +execution time of: 8.7927e-06s: Index: 167 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| +execution time of: 8.7950e-06s: Index: 441 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| +execution time of: 8.7953e-06s: Index: 111 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| +execution time of: 8.7975e-06s: Index: 118 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| +execution time of: 8.7978e-06s: Index: 286 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 3| +execution time of: 8.8025e-06s: Index: 430 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| +execution time of: 8.8053e-06s: Index: 221 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| +execution time of: 8.8075e-06s: Index: 662 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| +execution time of: 8.8078e-06s: Index: 431 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| +execution time of: 8.8100e-06s: Index: 308 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| +execution time of: 8.8102e-06s: Index: 531 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| +execution time of: 8.8125e-06s: Index: 519 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| +execution time of: 8.8175e-06s: Index: 357 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| +execution time of: 8.8227e-06s: Index: 339 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 1| +execution time of: 8.8250e-06s: Index: 231 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| +execution time of: 8.8252e-06s: Index: 238 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 2| +execution time of: 8.8275e-06s: Index: 327 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| +execution time of: 8.8278e-06s: Index: 645 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| +execution time of: 8.8300e-06s: Index: 255 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +execution time of: 8.8303e-06s: Index: 116 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 3| +execution time of: 8.8327e-06s: Index: 232 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| +execution time of: 8.8350e-06s: Index: 241 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +execution time of: 8.8352e-06s: Index: 491 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| +execution time of: 8.8375e-06s: Index: 323 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| +execution time of: 8.8400e-06s: Index: 686 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +execution time of: 8.8403e-06s: Index: 448 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| +execution time of: 8.8425e-06s: Index: 329 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| +execution time of: 8.8450e-06s: Index: 548 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| +execution time of: 8.8478e-06s: Index: 209 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| +execution time of: 8.8500e-06s: Index: 579 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1| +execution time of: 8.8527e-06s: Index: 462 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 4| +execution time of: 8.8550e-06s: Index: 663 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| +execution time of: 8.8552e-06s: Index: 509 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 2| +execution time of: 8.8575e-06s: Index: 643 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| +execution time of: 8.8578e-06s: Index: 113 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| 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of: 8.8725e-06s: Index: 639 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| +execution time of: 8.8728e-06s: Index: 237 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| +execution time of: 8.8752e-06s: Index: 658 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| +execution time of: 8.8775e-06s: Index: 690 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| +execution time of: 8.8800e-06s: Index: 95 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| +execution time of: 8.8825e-06s: Index: 588 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| +execution time of: 8.8852e-06s: Index: 561 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| +execution time of: 8.8900e-06s: Index: 539 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| +execution time of: 8.8903e-06s: Index: 335 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +execution time of: 8.8928e-06s: Index: 443 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| +execution time of: 8.8952e-06s: Index: 333 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| +execution time of: 8.8975e-06s: Index: 215 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| +execution time of: 8.8977e-06s: Index: 213 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| +execution time of: 8.9003e-06s: Index: 214 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 2| +execution time of: 8.9028e-06s: Index: 559 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 2| +execution time of: 8.9050e-06s: Index: 557 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| +execution time of: 8.9075e-06s: Index: 451 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| +execution time of: 8.9100e-06s: Index: 208 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 2| +execution time of: 8.9125e-06s: Index: 589 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| +execution time of: 8.9128e-06s: Index: 594 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +execution time of: 8.9150e-06s: Index: 555 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| +execution time of: 8.9177e-06s: Index: 151 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| +execution time of: 8.9200e-06s: Index: 623 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| +execution time of: 8.9228e-06s: Index: 446 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +execution time of: 8.9250e-06s: Index: 685 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| +execution time of: 8.9300e-06s: Index: 565 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| +execution time of: 8.9302e-06s: Index: 461 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 1| +execution time of: 8.9325e-06s: Index: 521 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| +execution time of: 8.9350e-06s: Index: 359 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +execution time of: 8.9375e-06s: Index: 586 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| +execution time of: 8.9402e-06s: Index: 287 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| +execution time of: 8.9428e-06s: Index: 254 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| +execution time of: 8.9450e-06s: Index: 502 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| +execution time of: 8.9453e-06s: Index: 590 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +execution time of: 8.9477e-06s: Index: 311 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| +execution time of: 8.9500e-06s: Index: 119 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| +execution time of: 8.9502e-06s: Index: 233 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| +execution time of: 8.9525e-06s: Index: 227 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| +execution time of: 8.9550e-06s: Index: 467 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| +execution time of: 8.9575e-06s: Index: 691 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| +execution time of: 8.9578e-06s: Index: 438 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| +execution time of: 8.9625e-06s: Index: 585 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +execution time of: 8.9627e-06s: Index: 592 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +execution time of: 8.9675e-06s: Index: 465 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| +execution time of: 8.9678e-06s: Index: 239 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| +execution time of: 8.9700e-06s: Index: 568 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| +execution time of: 8.9727e-06s: Index: 497 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 1| +execution time of: 8.9827e-06s: Index: 573 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +execution time of: 8.9850e-06s: Index: 447 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| +execution time of: 8.9875e-06s: Index: 683 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| +execution time of: 8.9900e-06s: Index: 453 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +execution time of: 8.9927e-06s: Index: 692 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +execution time of: 8.9950e-06s: Index: 687 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +execution time of: 8.9952e-06s: Index: 503 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1| +execution time of: 8.9978e-06s: Index: 470 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +execution time of: 9.0025e-06s: Index: 705 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +execution time of: 9.0027e-06s: Index: 474 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| +execution time of: 9.0050e-06s: Index: 347 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| +execution time of: 9.0075e-06s: Index: 541 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| +execution time of: 9.0103e-06s: Index: 572 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| +execution time of: 9.0125e-06s: Index: 715 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +execution time of: 9.0152e-06s: Index: 701 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| +execution time of: 9.0275e-06s: Index: 472 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| +execution time of: 9.0278e-06s: Index: 591 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| +execution time of: 9.0303e-06s: Index: 671 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +execution time of: 9.0500e-06s: Index: 471 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +execution time of: 9.0528e-06s: Index: 567 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| +execution time of: 9.0575e-06s: Index: 455 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +execution time of: 9.0600e-06s: Index: 707 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +execution time of: 9.0603e-06s: Index: 593 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +execution time of: 9.0628e-06s: Index: 670 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| +execution time of: 9.0652e-06s: Index: 478 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +execution time of: 9.0700e-06s: Index: 711 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| +execution time of: 9.0725e-06s: Index: 439 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2| +execution time of: 9.0750e-06s: Index: 454 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +execution time of: 9.0803e-06s: Index: 595 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +execution time of: 9.0875e-06s: Index: 596 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +execution time of: 9.0900e-06s: Index: 540 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| +execution time of: 9.0925e-06s: Index: 688 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| +execution time of: 9.0953e-06s: Index: 569 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| +execution time of: 9.1125e-06s: Index: 449 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| +execution time of: 9.1150e-06s: Index: 92 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3| +execution time of: 9.1278e-06s: Index: 527 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| +execution time of: 9.1300e-06s: Index: 713 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +execution time of: 9.1302e-06s: Index: 598 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +execution time of: 9.1375e-06s: Index: 574 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +execution time of: 9.1378e-06s: Index: 477 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +execution time of: 9.1527e-06s: Index: 689 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +execution time of: 9.1678e-06s: Index: 669 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| +execution time of: 9.1703e-06s: Index: 479 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +execution time of: 9.1725e-06s: Index: 718 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +execution time of: 9.1952e-06s: Index: 695 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +execution time of: 9.1978e-06s: Index: 599 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +execution time of: 9.2050e-06s: Index: 515 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0| +execution time of: 9.2228e-06s: Index: 717 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +execution time of: 9.2352e-06s: Index: 150 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| +execution time of: 9.2375e-06s: Index: 719 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +execution time of: 9.2550e-06s: Index: 40 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| +execution time of: 9.5478e-06s: Index: 141 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +execution time of: 9.6228e-06s: Index: 388 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| +execution time of: 9.9777e-06s: Index: 89 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| +execution time of: 9.9825e-06s: Index: 197 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| +execution time of: 9.9853e-06s: Index: 450 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| +execution time of: 1.0068e-05s: Index: 305 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| +execution time of: 1.0118e-05s: Index: 537 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| +execution time of: 1.0253e-05s: Index: 473 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +execution time of: 1.0858e-05s: Index: 15 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +execution time of: 1.0885e-05s: Index: 7 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +execution time of: 1.0957e-05s: Index: 633 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| +execution time of: 1.1055e-05s: Index: 134 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +execution time of: 1.1102e-05s: Index: 75 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| +execution time of: 1.1150e-05s: Index: 152 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| +execution time of: 1.1157e-05s: Index: 154 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| +execution time of: 1.1178e-05s: Index: 135 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +execution time of: 1.1208e-05s: Index: 77 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| +execution time of: 1.1230e-05s: Index: 164 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| +execution time of: 1.1243e-05s: Index: 468 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| +execution time of: 1.1297e-05s: Index: 142 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +execution time of: 1.1365e-05s: Index: 433 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 2| +execution time of: 1.1372e-05s: Index: 165 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| +execution time of: 1.1545e-05s: Index: 476 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +execution time of: 1.1815e-05s: Index: 475 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| +execution time of: 1.1975e-05s: Index: 501 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| +execution time of: 1.2075e-05s: Index: 495 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 1| +execution time of: 1.2100e-05s: Index: 432 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| +execution time of: 1.2893e-05s: Index: 498 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| +execution time of: 1.3193e-05s: Index: 506 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| +execution time of: 1.3438e-05s: Index: 486 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/qft_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/qft_indep_qiskit_controls.txt new file mode 100644 index 00000000..e017688c --- /dev/null +++ b/test/BenchmarkQuasm/results/qft_indep_qiskit_controls.txt @@ -0,0 +1,419 @@ +Start Simulation of qft_indep_qiskit_2__________________________________________________ + +i: 0 1 +1: | h +2: s c +3: h | +4: sw sw +5:======== +6: 2 | +7: | 3 +o: 2 3 +Q: 0 w: 1 | Q: 1 w: 3 | +Computed Permutation: ................0 -> 0|1 -> 1| +Original Permutation: ................0 -> 0|1 -> 1| +Identity Duration: 1.9150e-06s............................. +Permuted Duration: 1.3927e-06s............................. +Identity active_nodes: 2 ...................................... +Permuted active_nodes: 2 ...................................... +Identity max_nodes: 5 ...................................... +Permuted max_nodes: 5 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qft_indep_qiskit_3__________________________________________________ + +.i:...0...1...2 +.1:...|...|...h +.2:...|...s...c +.3:...|...h...| +.4:...t...|...c +.5:...s...c...| +.6:...h...|...| +.7:..sw...|..sw +.8:============ +.9:...3...|...| +10:...|...4...| +11:...|...|...5 +.o:...3...4...5 +Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | +Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Identity Duration: 3.9125e-06s............................. +Permuted Duration: 3.2600e-06s............................. +Identity active_nodes: 3 ...................................... +Permuted active_nodes: 3 ...................................... +Identity max_nodes: 8 ...................................... +Permuted max_nodes: 8 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qft_indep_qiskit_4__________________________________________________ + +.i:...0...1...2...3 +.1:...|...|...|...h +.2:...|...|...s...c +.3:...|...|...h...| +.4:...|...t...|...c +.5:...|...s...c...| +.6:...|...h...|...| +.7:...p...|...|...c p: (3.9270e-01) +.8:...t...|...c...| +.9:...s...c...|...| +10:...h...|...|...| +11:..sw...|...|..sw +12:...|..sw..sw...| +13:================ +14:...4...|...|...| +15:...|...5...|...| +16:...|...|...6...| +17:...|...|...|...7 +.o:...4...5...6...7 +Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | Q: 3 w: 5 | +Computed Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Identity Duration: 5.0150e-06s............................. +Permuted Duration: 3.8975e-06s............................. +Identity active_nodes: 4 ...................................... +Permuted active_nodes: 4 ...................................... +Identity max_nodes: 11 ...................................... +Permuted max_nodes: 11 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qft_indep_qiskit_5__________________________________________________ + +i: +o: + +Computed Permutation: .............................. +Original Permutation: .............................. +Identity Duration: 1.3250e-07s............................. +Permuted Duration: 1.3500e-07s............................. +Identity active_nodes: 0 ...................................... +Permuted active_nodes: 0 ...................................... +Identity max_nodes: 0 ...................................... +Permuted max_nodes: 0 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qft_indep_qiskit_6__________________________________________________ + +.i:...0...1...2...3...4...5 +.1:...|...|...|...|...|...h +.2:...|...|...|...|...s...c +.3:...|...|...|...|...h...| +.4:...|...|...|...t...|...c +.5:...|...|...|...s...c...| +.6:...|...|...|...h...|...| +.7:...|...|...p...|...|...c p: (3.9270e-01) +.8:...|...|...t...|...c...| +.9:...|...|...s...c...|...| +10:...|...|...h...|...|...| +11:...|...p...|...|...|...c p: (1.9635e-01) +12:...|...p...|...|...c...| p: (3.9270e-01) +13:...|...t...|...c...|...| +14:...|...s...c...|...|...| +15:...|...h...|...|...|...| +16:...p...|...|...|...|...c p: (9.8175e-02) +17:...p...|...|...|...c...| p: (1.9635e-01) +18:...p...|...|...c...|...| p: (3.9270e-01) +19:...t...|...c...|...|...| +20:...s...c...|...|...|...| +21:...h...|...|...|...|...| +22:..sw...|...|...|...|..sw +23:...|..sw...|...|..sw...| +24:...|...|..sw..sw...|...| +25:======================== +26:...6...|...|...|...|...| +27:...|...7...|...|...|...| +28:...|...|...8...|...|...| +29:...|...|...|...9...|...| +30:...|...|...|...|..10...| +31:...|...|...|...|...|..11 +.o:...6...7...8...9..10..11 +Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | Q: 3 w: 5 | Q: 4 w: 6 | Q: 5 w: 7 | +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Identity Duration: 9.9675e-06s............................. +Permuted Duration: 8.2827e-06s............................. +Identity active_nodes: 6 ...................................... +Permuted active_nodes: 6 ...................................... +Identity max_nodes: 17 ...................................... +Permuted max_nodes: 17 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qft_indep_qiskit_7__________________________________________________ + +.i:...0...1...2...3...4...5...6 +.1:...|...|...|...|...|...|...h +.2:...|...|...|...|...|...s...c +.3:...|...|...|...|...|...h...| +.4:...|...|...|...|...t...|...c +.5:...|...|...|...|...s...c...| +.6:...|...|...|...|...h...|...| +.7:...|...|...|...p...|...|...c p: (3.9270e-01) +.8:...|...|...|...t...|...c...| +.9:...|...|...|...s...c...|...| +10:...|...|...|...h...|...|...| +11:...|...|...p...|...|...|...c p: (1.9635e-01) +12:...|...|...p...|...|...c...| p: (3.9270e-01) +13:...|...|...t...|...c...|...| +14:...|...|...s...c...|...|...| +15:...|...|...h...|...|...|...| +16:...|...p...|...|...|...|...c p: (9.8175e-02) +17:...|...p...|...|...|...c...| p: (1.9635e-01) +18:...|...p...|...|...c...|...| p: (3.9270e-01) +19:...|...t...|...c...|...|...| +20:...|...s...c...|...|...|...| +21:...|...h...|...|...|...|...| +22:...p...|...|...|...|...|...c p: (4.9087e-02) +23:...p...|...|...|...|...c...| p: (9.8175e-02) +24:...p...|...|...|...c...|...| p: (1.9635e-01) +25:...p...|...|...c...|...|...| p: (3.9270e-01) +26:...t...|...c...|...|...|...| +27:...s...c...|...|...|...|...| +28:...h...|...|...|...|...|...| +29:..sw...|...|...|...|...|..sw +30:...|..sw...|...|...|..sw...| +31:...|...|..sw...|..sw...|...| +32:============================ +33:...7...|...|...|...|...|...| +34:...|...8...|...|...|...|...| +35:...|...|...9...|...|...|...| +36:...|...|...|..10...|...|...| +37:...|...|...|...|..11...|...| +38:...|...|...|...|...|..12...| +39:...|...|...|...|...|...|..13 +.o:...7...8...9..10..11..12..13 +Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | Q: 3 w: 5 | Q: 4 w: 6 | Q: 5 w: 7 | Q: 6 w: 8 | +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Identity Duration: 1.2525e-05s............................. +Permuted Duration: 1.1405e-05s............................. +Identity active_nodes: 7 ...................................... +Permuted active_nodes: 7 ...................................... +Identity max_nodes: 20 ...................................... +Permuted max_nodes: 20 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qft_indep_qiskit_8__________________________________________________ + +.i:...0...1...2...3...4...5...6...7 +.1:...|...|...|...|...|...|...|...h +.2:...|...|...|...|...|...|...s...c +.3:...|...|...|...|...|...|...h...| +.4:...|...|...|...|...|...t...|...c +.5:...|...|...|...|...|...s...c...| +.6:...|...|...|...|...|...h...|...| +.7:...|...|...|...|...p...|...|...c p: (3.9270e-01) +.8:...|...|...|...|...t...|...c...| +.9:...|...|...|...|...s...c...|...| +10:...|...|...|...|...h...|...|...| +11:...|...|...|...p...|...|...|...c p: (1.9635e-01) +12:...|...|...|...p...|...|...c...| p: (3.9270e-01) +13:...|...|...|...t...|...c...|...| +14:...|...|...|...s...c...|...|...| +15:...|...|...|...h...|...|...|...| +16:...|...|...p...|...|...|...|...c p: (9.8175e-02) +17:...|...|...p...|...|...|...c...| p: (1.9635e-01) +18:...|...|...p...|...|...c...|...| p: (3.9270e-01) +19:...|...|...t...|...c...|...|...| +20:...|...|...s...c...|...|...|...| +21:...|...|...h...|...|...|...|...| +22:...|...p...|...|...|...|...|...c p: (4.9087e-02) +23:...|...p...|...|...|...|...c...| p: (9.8175e-02) +24:...|...p...|...|...|...c...|...| p: (1.9635e-01) +25:...|...p...|...|...c...|...|...| p: (3.9270e-01) +26:...|...t...|...c...|...|...|...| +27:...|...s...c...|...|...|...|...| +28:...|...h...|...|...|...|...|...| +29:...p...|...|...|...|...|...|...c p: (2.4544e-02) +30:...p...|...|...|...|...|...c...| p: (4.9087e-02) +31:...p...|...|...|...|...c...|...| p: (9.8175e-02) +32:...p...|...|...|...c...|...|...| p: (1.9635e-01) +33:...p...|...|...c...|...|...|...| p: (3.9270e-01) +34:...t...|...c...|...|...|...|...| +35:...s...c...|...|...|...|...|...| +36:...h...|...|...|...|...|...|...| +37:..sw...|...|...|...|...|...|..sw +38:...|..sw...|...|...|...|..sw...| +39:...|...|..sw...|...|..sw...|...| +40:...|...|...|..sw..sw...|...|...| +41:================================ +42:...8...|...|...|...|...|...|...| +43:...|...9...|...|...|...|...|...| +44:...|...|..10...|...|...|...|...| +45:...|...|...|..11...|...|...|...| +46:...|...|...|...|..12...|...|...| +47:...|...|...|...|...|..13...|...| +48:...|...|...|...|...|...|..14...| +49:...|...|...|...|...|...|...|..15 +.o:...8...9..10..11..12..13..14..15 +Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | Q: 3 w: 5 | Q: 4 w: 6 | Q: 5 w: 7 | Q: 6 w: 8 | Q: 7 w: 9 | +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7| +Identity Duration: 1.6430e-05s............................. +Permuted Duration: 1.4253e-05s............................. +Identity active_nodes: 8 ...................................... +Permuted active_nodes: 8 ...................................... +Identity max_nodes: 23 ...................................... +Permuted max_nodes: 23 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qft_indep_qiskit_9__________________________________________________ + +.i:...0...1...2...3...4...5...6...7...8 +.1:...|...|...|...|...|...|...|...|...h +.2:...|...|...|...|...|...|...|...s...c +.3:...|...|...|...|...|...|...|...h...| +.4:...|...|...|...|...|...|...t...|...c +.5:...|...|...|...|...|...|...s...c...| +.6:...|...|...|...|...|...|...h...|...| +.7:...|...|...|...|...|...p...|...|...c p: (3.9270e-01) +.8:...|...|...|...|...|...t...|...c...| +.9:...|...|...|...|...|...s...c...|...| +10:...|...|...|...|...|...h...|...|...| +11:...|...|...|...|...p...|...|...|...c p: (1.9635e-01) +12:...|...|...|...|...p...|...|...c...| p: (3.9270e-01) +13:...|...|...|...|...t...|...c...|...| +14:...|...|...|...|...s...c...|...|...| +15:...|...|...|...|...h...|...|...|...| +16:...|...|...|...p...|...|...|...|...c p: (9.8175e-02) +17:...|...|...|...p...|...|...|...c...| p: (1.9635e-01) +18:...|...|...|...p...|...|...c...|...| p: (3.9270e-01) +19:...|...|...|...t...|...c...|...|...| +20:...|...|...|...s...c...|...|...|...| +21:...|...|...|...h...|...|...|...|...| +22:...|...|...p...|...|...|...|...|...c p: (4.9087e-02) +23:...|...|...p...|...|...|...|...c...| p: (9.8175e-02) +24:...|...|...p...|...|...|...c...|...| p: (1.9635e-01) +25:...|...|...p...|...|...c...|...|...| p: (3.9270e-01) +26:...|...|...t...|...c...|...|...|...| +27:...|...|...s...c...|...|...|...|...| +28:...|...|...h...|...|...|...|...|...| +29:...|...p...|...|...|...|...|...|...c p: (2.4544e-02) +30:...|...p...|...|...|...|...|...c...| p: (4.9087e-02) +31:...|...p...|...|...|...|...c...|...| p: (9.8175e-02) +32:...|...p...|...|...|...c...|...|...| p: (1.9635e-01) +33:...|...p...|...|...c...|...|...|...| p: (3.9270e-01) +34:...|...t...|...c...|...|...|...|...| +35:...|...s...c...|...|...|...|...|...| +36:...|...h...|...|...|...|...|...|...| +37:...p...|...|...|...|...|...|...|...c p: (1.2272e-02) +38:...p...|...|...|...|...|...|...c...| p: (2.4544e-02) +39:...p...|...|...|...|...|...c...|...| p: (4.9087e-02) +40:...p...|...|...|...|...c...|...|...| p: (9.8175e-02) +41:...p...|...|...|...c...|...|...|...| p: (1.9635e-01) +42:...p...|...|...c...|...|...|...|...| p: (3.9270e-01) +43:...t...|...c...|...|...|...|...|...| +44:...s...c...|...|...|...|...|...|...| +45:...h...|...|...|...|...|...|...|...| +46:..sw...|...|...|...|...|...|...|..sw +47:...|..sw...|...|...|...|...|..sw...| +48:...|...|..sw...|...|...|..sw...|...| +49:...|...|...|..sw...|..sw...|...|...| +50:==================================== +51:...9...|...|...|...|...|...|...|...| +52:...|..10...|...|...|...|...|...|...| +53:...|...|..11...|...|...|...|...|...| +54:...|...|...|..12...|...|...|...|...| +55:...|...|...|...|..13...|...|...|...| +56:...|...|...|...|...|..14...|...|...| +57:...|...|...|...|...|...|..15...|...| +58:...|...|...|...|...|...|...|..16...| +59:...|...|...|...|...|...|...|...|..17 +.o:...9..10..11..12..13..14..15..16..17 +Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | Q: 3 w: 5 | Q: 4 w: 6 | Q: 5 w: 7 | Q: 6 w: 8 | Q: 7 w: 9 | Q: 8 w: 10 | +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8| +Identity Duration: 1.9040e-05s............................. +Permuted Duration: 1.6868e-05s............................. +Identity active_nodes: 9 ...................................... +Permuted active_nodes: 9 ...................................... +Identity max_nodes: 26 ...................................... +Permuted max_nodes: 26 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qft_indep_qiskit_10__________________________________________________ + +.i:...0...1...2...3...4...5...6...7...8...9 +.1:...|...|...|...|...|...|...|...|...|...h +.2:...|...|...|...|...|...|...|...|...s...c +.3:...|...|...|...|...|...|...|...|...h...| +.4:...|...|...|...|...|...|...|...t...|...c +.5:...|...|...|...|...|...|...|...s...c...| +.6:...|...|...|...|...|...|...|...h...|...| +.7:...|...|...|...|...|...|...p...|...|...c p: (3.9270e-01) +.8:...|...|...|...|...|...|...t...|...c...| +.9:...|...|...|...|...|...|...s...c...|...| +10:...|...|...|...|...|...|...h...|...|...| +11:...|...|...|...|...|...p...|...|...|...c p: (1.9635e-01) +12:...|...|...|...|...|...p...|...|...c...| p: (3.9270e-01) +13:...|...|...|...|...|...t...|...c...|...| +14:...|...|...|...|...|...s...c...|...|...| +15:...|...|...|...|...|...h...|...|...|...| +16:...|...|...|...|...p...|...|...|...|...c p: (9.8175e-02) +17:...|...|...|...|...p...|...|...|...c...| p: (1.9635e-01) +18:...|...|...|...|...p...|...|...c...|...| p: (3.9270e-01) +19:...|...|...|...|...t...|...c...|...|...| +20:...|...|...|...|...s...c...|...|...|...| +21:...|...|...|...|...h...|...|...|...|...| +22:...|...|...|...p...|...|...|...|...|...c p: (4.9087e-02) +23:...|...|...|...p...|...|...|...|...c...| p: (9.8175e-02) +24:...|...|...|...p...|...|...|...c...|...| p: (1.9635e-01) +25:...|...|...|...p...|...|...c...|...|...| p: (3.9270e-01) +26:...|...|...|...t...|...c...|...|...|...| +27:...|...|...|...s...c...|...|...|...|...| +28:...|...|...|...h...|...|...|...|...|...| +29:...|...|...p...|...|...|...|...|...|...c p: (2.4544e-02) +30:...|...|...p...|...|...|...|...|...c...| p: (4.9087e-02) +31:...|...|...p...|...|...|...|...c...|...| p: (9.8175e-02) +32:...|...|...p...|...|...|...c...|...|...| p: (1.9635e-01) +33:...|...|...p...|...|...c...|...|...|...| p: (3.9270e-01) +34:...|...|...t...|...c...|...|...|...|...| +35:...|...|...s...c...|...|...|...|...|...| +36:...|...|...h...|...|...|...|...|...|...| +37:...|...p...|...|...|...|...|...|...|...c p: (1.2272e-02) +38:...|...p...|...|...|...|...|...|...c...| p: (2.4544e-02) +39:...|...p...|...|...|...|...|...c...|...| p: (4.9087e-02) +40:...|...p...|...|...|...|...c...|...|...| p: (9.8175e-02) +41:...|...p...|...|...|...c...|...|...|...| p: (1.9635e-01) +42:...|...p...|...|...c...|...|...|...|...| p: (3.9270e-01) +43:...|...t...|...c...|...|...|...|...|...| +44:...|...s...c...|...|...|...|...|...|...| +45:...|...h...|...|...|...|...|...|...|...| +46:...p...|...|...|...|...|...|...|...|...c p: (6.1359e-03) +47:...p...|...|...|...|...|...|...|...c...| p: (1.2272e-02) +48:...p...|...|...|...|...|...|...c...|...| p: (2.4544e-02) +49:...p...|...|...|...|...|...c...|...|...| p: (4.9087e-02) +50:...p...|...|...|...|...c...|...|...|...| p: (9.8175e-02) +51:...p...|...|...|...c...|...|...|...|...| p: (1.9635e-01) +52:...p...|...|...c...|...|...|...|...|...| p: (3.9270e-01) +53:...t...|...c...|...|...|...|...|...|...| +54:...s...c...|...|...|...|...|...|...|...| +55:...h...|...|...|...|...|...|...|...|...| +56:..sw...|...|...|...|...|...|...|...|..sw +57:...|..sw...|...|...|...|...|...|..sw...| +58:...|...|..sw...|...|...|...|..sw...|...| +59:...|...|...|..sw...|...|..sw...|...|...| +60:...|...|...|...|..sw..sw...|...|...|...| +61:======================================== +62:..10...|...|...|...|...|...|...|...|...| +63:...|..11...|...|...|...|...|...|...|...| +64:...|...|..12...|...|...|...|...|...|...| +65:...|...|...|..13...|...|...|...|...|...| +66:...|...|...|...|..14...|...|...|...|...| +67:...|...|...|...|...|..15...|...|...|...| +68:...|...|...|...|...|...|..16...|...|...| +69:...|...|...|...|...|...|...|..17...|...| +70:...|...|...|...|...|...|...|...|..18...| +71:...|...|...|...|...|...|...|...|...|..19 +.o:..10..11..12..13..14..15..16..17..18..19 +Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | Q: 3 w: 5 | Q: 4 w: 6 | Q: 5 w: 7 | Q: 6 w: 8 | Q: 7 w: 9 | Q: 8 w: 10 | Q: 9 w: 11 | +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8|9 -> 9| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8|9 -> 9| +Identity Duration: 2.3321e-05s............................. +Permuted Duration: 2.0643e-05s............................. +Identity active_nodes: 10 ...................................... +Permuted active_nodes: 10 ...................................... +Identity max_nodes: 29 ...................................... +Permuted max_nodes: 29 ...................................... +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/qft_indep_qiskit_gates.txt b/test/BenchmarkQuasm/results/qft_indep_qiskit_gates.txt new file mode 100644 index 00000000..4553a6d3 --- /dev/null +++ b/test/BenchmarkQuasm/results/qft_indep_qiskit_gates.txt @@ -0,0 +1,410 @@ +Start Simulation of qft_indep_qiskit_2__________________________________________________ + +i: 0 1 +1: | h +2: s c +3: h | +4: sw sw +5:======== +6: 2 | +7: | 3 +o: 2 3 +Computed Permutation: ................0 -> 0|1 -> 1| +Original Permutation: ................0 -> 0|1 -> 1| +Identity Duration: 2.7225e-06s............................. +Permuted Duration: 1.6475e-06s............................. +Identity active_nodes: 2 ...................................... +Permuted active_nodes: 2 ...................................... +Identity max_nodes: 5 ...................................... +Permuted max_nodes: 5 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qft_indep_qiskit_3__________________________________________________ + +.i:...0...1...2 +.1:...|...|...h +.2:...|...s...c +.3:...|...h...| +.4:...t...|...c +.5:...s...c...| +.6:...h...|...| +.7:..sw...|..sw +.8:============ +.9:...3...|...| +10:...|...4...| +11:...|...|...5 +.o:...3...4...5 +Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Identity Duration: 2.9475e-06s............................. +Permuted Duration: 2.4075e-06s............................. +Identity active_nodes: 3 ...................................... +Permuted active_nodes: 3 ...................................... +Identity max_nodes: 8 ...................................... +Permuted max_nodes: 8 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qft_indep_qiskit_4__________________________________________________ + +.i:...0...1...2...3 +.1:...|...|...|...h +.2:...|...|...s...c +.3:...|...|...h...| +.4:...|...t...|...c +.5:...|...s...c...| +.6:...|...h...|...| +.7:...p...|...|...c p: (3.9270e-01) +.8:...t...|...c...| +.9:...s...c...|...| +10:...h...|...|...| +11:..sw...|...|..sw +12:...|..sw..sw...| +13:================ +14:...4...|...|...| +15:...|...5...|...| +16:...|...|...6...| +17:...|...|...|...7 +.o:...4...5...6...7 +Computed Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Identity Duration: 6.6475e-06s............................. +Permuted Duration: 5.1625e-06s............................. +Identity active_nodes: 4 ...................................... +Permuted active_nodes: 4 ...................................... +Identity max_nodes: 11 ...................................... +Permuted max_nodes: 11 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qft_indep_qiskit_5__________________________________________________ + +i: +o: +Computed Permutation: .............................. +Original Permutation: .............................. +Identity Duration: 1.4500e-07s............................. +Permuted Duration: 1.4500e-07s............................. +Identity active_nodes: 0 ...................................... +Permuted active_nodes: 0 ...................................... +Identity max_nodes: 0 ...................................... +Permuted max_nodes: 0 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qft_indep_qiskit_6__________________________________________________ + +.i:...0...1...2...3...4...5 +.1:...|...|...|...|...|...h +.2:...|...|...|...|...s...c +.3:...|...|...|...|...h...| +.4:...|...|...|...t...|...c +.5:...|...|...|...s...c...| +.6:...|...|...|...h...|...| +.7:...|...|...p...|...|...c p: (3.9270e-01) +.8:...|...|...t...|...c...| +.9:...|...|...s...c...|...| +10:...|...|...h...|...|...| +11:...|...p...|...|...|...c p: (1.9635e-01) +12:...|...p...|...|...c...| p: (3.9270e-01) +13:...|...t...|...c...|...| +14:...|...s...c...|...|...| +15:...|...h...|...|...|...| +16:...p...|...|...|...|...c p: (9.8175e-02) +17:...p...|...|...|...c...| p: (1.9635e-01) +18:...p...|...|...c...|...| p: (3.9270e-01) +19:...t...|...c...|...|...| +20:...s...c...|...|...|...| +21:...h...|...|...|...|...| +22:..sw...|...|...|...|..sw +23:...|..sw...|...|..sw...| +24:...|...|..sw..sw...|...| +25:======================== +26:...6...|...|...|...|...| +27:...|...7...|...|...|...| +28:...|...|...8...|...|...| +29:...|...|...|...9...|...| +30:...|...|...|...|..10...| +31:...|...|...|...|...|..11 +.o:...6...7...8...9..10..11 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Identity Duration: 1.2783e-05s............................. +Permuted Duration: 1.0360e-05s............................. +Identity active_nodes: 6 ...................................... +Permuted active_nodes: 6 ...................................... +Identity max_nodes: 17 ...................................... +Permuted max_nodes: 17 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qft_indep_qiskit_7__________________________________________________ + +.i:...0...1...2...3...4...5...6 +.1:...|...|...|...|...|...|...h +.2:...|...|...|...|...|...s...c +.3:...|...|...|...|...|...h...| +.4:...|...|...|...|...t...|...c +.5:...|...|...|...|...s...c...| +.6:...|...|...|...|...h...|...| +.7:...|...|...|...p...|...|...c p: (3.9270e-01) +.8:...|...|...|...t...|...c...| +.9:...|...|...|...s...c...|...| +10:...|...|...|...h...|...|...| +11:...|...|...p...|...|...|...c p: (1.9635e-01) +12:...|...|...p...|...|...c...| p: (3.9270e-01) +13:...|...|...t...|...c...|...| +14:...|...|...s...c...|...|...| +15:...|...|...h...|...|...|...| +16:...|...p...|...|...|...|...c p: (9.8175e-02) +17:...|...p...|...|...|...c...| p: (1.9635e-01) +18:...|...p...|...|...c...|...| p: (3.9270e-01) +19:...|...t...|...c...|...|...| +20:...|...s...c...|...|...|...| +21:...|...h...|...|...|...|...| +22:...p...|...|...|...|...|...c p: (4.9087e-02) +23:...p...|...|...|...|...c...| p: (9.8175e-02) +24:...p...|...|...|...c...|...| p: (1.9635e-01) +25:...p...|...|...c...|...|...| p: (3.9270e-01) +26:...t...|...c...|...|...|...| +27:...s...c...|...|...|...|...| +28:...h...|...|...|...|...|...| +29:..sw...|...|...|...|...|..sw +30:...|..sw...|...|...|..sw...| +31:...|...|..sw...|..sw...|...| +32:============================ +33:...7...|...|...|...|...|...| +34:...|...8...|...|...|...|...| +35:...|...|...9...|...|...|...| +36:...|...|...|..10...|...|...| +37:...|...|...|...|..11...|...| +38:...|...|...|...|...|..12...| +39:...|...|...|...|...|...|..13 +.o:...7...8...9..10..11..12..13 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Identity Duration: 1.5870e-05s............................. +Permuted Duration: 1.5275e-05s............................. +Identity active_nodes: 7 ...................................... +Permuted active_nodes: 7 ...................................... +Identity max_nodes: 20 ...................................... +Permuted max_nodes: 20 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qft_indep_qiskit_8__________________________________________________ + +.i:...0...1...2...3...4...5...6...7 +.1:...|...|...|...|...|...|...|...h +.2:...|...|...|...|...|...|...s...c +.3:...|...|...|...|...|...|...h...| +.4:...|...|...|...|...|...t...|...c +.5:...|...|...|...|...|...s...c...| +.6:...|...|...|...|...|...h...|...| +.7:...|...|...|...|...p...|...|...c p: (3.9270e-01) +.8:...|...|...|...|...t...|...c...| +.9:...|...|...|...|...s...c...|...| +10:...|...|...|...|...h...|...|...| +11:...|...|...|...p...|...|...|...c p: (1.9635e-01) +12:...|...|...|...p...|...|...c...| p: (3.9270e-01) +13:...|...|...|...t...|...c...|...| +14:...|...|...|...s...c...|...|...| +15:...|...|...|...h...|...|...|...| +16:...|...|...p...|...|...|...|...c p: (9.8175e-02) +17:...|...|...p...|...|...|...c...| p: (1.9635e-01) +18:...|...|...p...|...|...c...|...| p: (3.9270e-01) +19:...|...|...t...|...c...|...|...| +20:...|...|...s...c...|...|...|...| +21:...|...|...h...|...|...|...|...| +22:...|...p...|...|...|...|...|...c p: (4.9087e-02) +23:...|...p...|...|...|...|...c...| p: (9.8175e-02) +24:...|...p...|...|...|...c...|...| p: (1.9635e-01) +25:...|...p...|...|...c...|...|...| p: (3.9270e-01) +26:...|...t...|...c...|...|...|...| +27:...|...s...c...|...|...|...|...| +28:...|...h...|...|...|...|...|...| +29:...p...|...|...|...|...|...|...c p: (2.4544e-02) +30:...p...|...|...|...|...|...c...| p: (4.9087e-02) +31:...p...|...|...|...|...c...|...| p: (9.8175e-02) +32:...p...|...|...|...c...|...|...| p: (1.9635e-01) +33:...p...|...|...c...|...|...|...| p: (3.9270e-01) +34:...t...|...c...|...|...|...|...| +35:...s...c...|...|...|...|...|...| +36:...h...|...|...|...|...|...|...| +37:..sw...|...|...|...|...|...|..sw +38:...|..sw...|...|...|...|..sw...| +39:...|...|..sw...|...|..sw...|...| +40:...|...|...|..sw..sw...|...|...| +41:================================ +42:...8...|...|...|...|...|...|...| +43:...|...9...|...|...|...|...|...| +44:...|...|..10...|...|...|...|...| +45:...|...|...|..11...|...|...|...| +46:...|...|...|...|..12...|...|...| +47:...|...|...|...|...|..13...|...| +48:...|...|...|...|...|...|..14...| +49:...|...|...|...|...|...|...|..15 +.o:...8...9..10..11..12..13..14..15 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7| +Identity Duration: 1.5685e-05s............................. +Permuted Duration: 1.3463e-05s............................. +Identity active_nodes: 8 ...................................... +Permuted active_nodes: 8 ...................................... +Identity max_nodes: 23 ...................................... +Permuted max_nodes: 23 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qft_indep_qiskit_9__________________________________________________ + +.i:...0...1...2...3...4...5...6...7...8 +.1:...|...|...|...|...|...|...|...|...h +.2:...|...|...|...|...|...|...|...s...c +.3:...|...|...|...|...|...|...|...h...| +.4:...|...|...|...|...|...|...t...|...c +.5:...|...|...|...|...|...|...s...c...| +.6:...|...|...|...|...|...|...h...|...| +.7:...|...|...|...|...|...p...|...|...c p: (3.9270e-01) +.8:...|...|...|...|...|...t...|...c...| +.9:...|...|...|...|...|...s...c...|...| +10:...|...|...|...|...|...h...|...|...| +11:...|...|...|...|...p...|...|...|...c p: (1.9635e-01) +12:...|...|...|...|...p...|...|...c...| p: (3.9270e-01) +13:...|...|...|...|...t...|...c...|...| +14:...|...|...|...|...s...c...|...|...| +15:...|...|...|...|...h...|...|...|...| +16:...|...|...|...p...|...|...|...|...c p: (9.8175e-02) +17:...|...|...|...p...|...|...|...c...| p: (1.9635e-01) +18:...|...|...|...p...|...|...c...|...| p: (3.9270e-01) +19:...|...|...|...t...|...c...|...|...| +20:...|...|...|...s...c...|...|...|...| +21:...|...|...|...h...|...|...|...|...| +22:...|...|...p...|...|...|...|...|...c p: (4.9087e-02) +23:...|...|...p...|...|...|...|...c...| p: (9.8175e-02) +24:...|...|...p...|...|...|...c...|...| p: (1.9635e-01) +25:...|...|...p...|...|...c...|...|...| p: (3.9270e-01) +26:...|...|...t...|...c...|...|...|...| +27:...|...|...s...c...|...|...|...|...| +28:...|...|...h...|...|...|...|...|...| +29:...|...p...|...|...|...|...|...|...c p: (2.4544e-02) +30:...|...p...|...|...|...|...|...c...| p: (4.9087e-02) +31:...|...p...|...|...|...|...c...|...| p: (9.8175e-02) +32:...|...p...|...|...|...c...|...|...| p: (1.9635e-01) +33:...|...p...|...|...c...|...|...|...| p: (3.9270e-01) +34:...|...t...|...c...|...|...|...|...| +35:...|...s...c...|...|...|...|...|...| +36:...|...h...|...|...|...|...|...|...| +37:...p...|...|...|...|...|...|...|...c p: (1.2272e-02) +38:...p...|...|...|...|...|...|...c...| p: (2.4544e-02) +39:...p...|...|...|...|...|...c...|...| p: (4.9087e-02) +40:...p...|...|...|...|...c...|...|...| p: (9.8175e-02) +41:...p...|...|...|...c...|...|...|...| p: (1.9635e-01) +42:...p...|...|...c...|...|...|...|...| p: (3.9270e-01) +43:...t...|...c...|...|...|...|...|...| +44:...s...c...|...|...|...|...|...|...| +45:...h...|...|...|...|...|...|...|...| +46:..sw...|...|...|...|...|...|...|..sw +47:...|..sw...|...|...|...|...|..sw...| +48:...|...|..sw...|...|...|..sw...|...| +49:...|...|...|..sw...|..sw...|...|...| +50:==================================== +51:...9...|...|...|...|...|...|...|...| +52:...|..10...|...|...|...|...|...|...| +53:...|...|..11...|...|...|...|...|...| +54:...|...|...|..12...|...|...|...|...| +55:...|...|...|...|..13...|...|...|...| +56:...|...|...|...|...|..14...|...|...| +57:...|...|...|...|...|...|..15...|...| +58:...|...|...|...|...|...|...|..16...| +59:...|...|...|...|...|...|...|...|..17 +.o:...9..10..11..12..13..14..15..16..17 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8| +Identity Duration: 1.9118e-05s............................. +Permuted Duration: 1.6962e-05s............................. +Identity active_nodes: 9 ...................................... +Permuted active_nodes: 9 ...................................... +Identity max_nodes: 26 ...................................... +Permuted max_nodes: 26 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qft_indep_qiskit_10__________________________________________________ + +.i:...0...1...2...3...4...5...6...7...8...9 +.1:...|...|...|...|...|...|...|...|...|...h +.2:...|...|...|...|...|...|...|...|...s...c +.3:...|...|...|...|...|...|...|...|...h...| +.4:...|...|...|...|...|...|...|...t...|...c +.5:...|...|...|...|...|...|...|...s...c...| +.6:...|...|...|...|...|...|...|...h...|...| +.7:...|...|...|...|...|...|...p...|...|...c p: (3.9270e-01) +.8:...|...|...|...|...|...|...t...|...c...| +.9:...|...|...|...|...|...|...s...c...|...| +10:...|...|...|...|...|...|...h...|...|...| +11:...|...|...|...|...|...p...|...|...|...c p: (1.9635e-01) +12:...|...|...|...|...|...p...|...|...c...| p: (3.9270e-01) +13:...|...|...|...|...|...t...|...c...|...| +14:...|...|...|...|...|...s...c...|...|...| +15:...|...|...|...|...|...h...|...|...|...| +16:...|...|...|...|...p...|...|...|...|...c p: (9.8175e-02) +17:...|...|...|...|...p...|...|...|...c...| p: (1.9635e-01) +18:...|...|...|...|...p...|...|...c...|...| p: (3.9270e-01) +19:...|...|...|...|...t...|...c...|...|...| +20:...|...|...|...|...s...c...|...|...|...| +21:...|...|...|...|...h...|...|...|...|...| +22:...|...|...|...p...|...|...|...|...|...c p: (4.9087e-02) +23:...|...|...|...p...|...|...|...|...c...| p: (9.8175e-02) +24:...|...|...|...p...|...|...|...c...|...| p: (1.9635e-01) +25:...|...|...|...p...|...|...c...|...|...| p: (3.9270e-01) +26:...|...|...|...t...|...c...|...|...|...| +27:...|...|...|...s...c...|...|...|...|...| +28:...|...|...|...h...|...|...|...|...|...| +29:...|...|...p...|...|...|...|...|...|...c p: (2.4544e-02) +30:...|...|...p...|...|...|...|...|...c...| p: (4.9087e-02) +31:...|...|...p...|...|...|...|...c...|...| p: (9.8175e-02) +32:...|...|...p...|...|...|...c...|...|...| p: (1.9635e-01) +33:...|...|...p...|...|...c...|...|...|...| p: (3.9270e-01) +34:...|...|...t...|...c...|...|...|...|...| +35:...|...|...s...c...|...|...|...|...|...| +36:...|...|...h...|...|...|...|...|...|...| +37:...|...p...|...|...|...|...|...|...|...c p: (1.2272e-02) +38:...|...p...|...|...|...|...|...|...c...| p: (2.4544e-02) +39:...|...p...|...|...|...|...|...c...|...| p: (4.9087e-02) +40:...|...p...|...|...|...|...c...|...|...| p: (9.8175e-02) +41:...|...p...|...|...|...c...|...|...|...| p: (1.9635e-01) +42:...|...p...|...|...c...|...|...|...|...| p: (3.9270e-01) +43:...|...t...|...c...|...|...|...|...|...| +44:...|...s...c...|...|...|...|...|...|...| +45:...|...h...|...|...|...|...|...|...|...| +46:...p...|...|...|...|...|...|...|...|...c p: (6.1359e-03) +47:...p...|...|...|...|...|...|...|...c...| p: (1.2272e-02) +48:...p...|...|...|...|...|...|...c...|...| p: (2.4544e-02) +49:...p...|...|...|...|...|...c...|...|...| p: (4.9087e-02) +50:...p...|...|...|...|...c...|...|...|...| p: (9.8175e-02) +51:...p...|...|...|...c...|...|...|...|...| p: (1.9635e-01) +52:...p...|...|...c...|...|...|...|...|...| p: (3.9270e-01) +53:...t...|...c...|...|...|...|...|...|...| +54:...s...c...|...|...|...|...|...|...|...| +55:...h...|...|...|...|...|...|...|...|...| +56:..sw...|...|...|...|...|...|...|...|..sw +57:...|..sw...|...|...|...|...|...|..sw...| +58:...|...|..sw...|...|...|...|..sw...|...| +59:...|...|...|..sw...|...|..sw...|...|...| +60:...|...|...|...|..sw..sw...|...|...|...| +61:======================================== +62:..10...|...|...|...|...|...|...|...|...| +63:...|..11...|...|...|...|...|...|...|...| +64:...|...|..12...|...|...|...|...|...|...| +65:...|...|...|..13...|...|...|...|...|...| +66:...|...|...|...|..14...|...|...|...|...| +67:...|...|...|...|...|..15...|...|...|...| +68:...|...|...|...|...|...|..16...|...|...| +69:...|...|...|...|...|...|...|..17...|...| +70:...|...|...|...|...|...|...|...|..18...| +71:...|...|...|...|...|...|...|...|...|..19 +.o:..10..11..12..13..14..15..16..17..18..19 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8|9 -> 9| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8|9 -> 9| +Identity Duration: 2.3380e-05s............................. +Permuted Duration: 2.0776e-05s............................. +Identity active_nodes: 10 ...................................... +Permuted active_nodes: 10 ...................................... +Identity max_nodes: 29 ...................................... +Permuted max_nodes: 29 ...................................... +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/qftentangled_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/qftentangled_indep_qiskit_all.txt new file mode 100644 index 00000000..9689a958 --- /dev/null +++ b/test/BenchmarkQuasm/results/qftentangled_indep_qiskit_all.txt @@ -0,0 +1,1107 @@ +Start Simulation of qftentangled_indep_qiskit_2__________________________________________________ + +i: 0 1 +1: | h +2: x c +3: | h +4: s c +5: h | +6: sw sw +7:======== +8: 0 | +9: | 1 +o: 0 1 +Total Permutations: 2 +Min time: 2.0775e-06s................. Permutation 0 : 0 -> 0|1 -> 1| +Max time: 2.4952e-06s................. Permutation 1 : 0 -> 1|1 -> 0| +Min active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Min max nodes: 8 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Max active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Max max nodes: 8 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +________________________________________________________________________________________________ + +2 permutations have 3 active nodes. + +........................... +Average time: 2.2864e-06s + +________________________________________________________________________________________________ + +2 permutations have 8 max nodes. + +........................... +Average time: 2.2864e-06s + +________________________________________________________________________________________________ + +execution time of: 2.0775e-06s: Index: 0 | Max_nodes: 8 | Active_nodes: 3 | 0 -> 0|1 -> 1| +execution time of: 2.4952e-06s: Index: 1 | Max_nodes: 8 | Active_nodes: 3 | 0 -> 1|1 -> 0| +________________________________________________________________________________________________ + +Start Simulation of qftentangled_indep_qiskit_3__________________________________________________ + +.i:...0...1...2 +.1:...|...|...h +.2:...|...x...c +.3:...x...c...| +.4:...|...|...h +.5:...|...s...c +.6:...|...h...| +.7:...t...|...c +.8:...s...c...| +.9:...h...|...| +10:..sw...|..sw +11:============ +12:...0...|...| +13:...|...1...| +14:...|...|...2 +.o:...0...1...2 +Total Permutations: 6 +Min time: 4.0752e-06s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max time: 4.7875e-06s................. Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| +Min active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Min max nodes: 16 nodes.................... Permutation 2 : 0 -> 1|1 -> 0|2 -> 2| +Max active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max max nodes: 19 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +________________________________________________________________________________________________ + +6 permutations have 7 active nodes. + +........................... +Average time: 4.3934e-06s + +________________________________________________________________________________________________ + +4 permutations have 16 max nodes. + +........................... +Average time: 4.4757e-06s + +2 permutations have 19 max nodes. + +........................... +Average time: 4.2289e-06s + +________________________________________________________________________________________________ + +execution time of: 4.0752e-06s: Index: 0 | Max_nodes: 19 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 2| +execution time of: 4.3078e-06s: Index: 2 | Max_nodes: 16 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 2| +execution time of: 4.3250e-06s: Index: 4 | Max_nodes: 16 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 1| +execution time of: 4.3825e-06s: Index: 1 | Max_nodes: 19 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 1| +execution time of: 4.4825e-06s: Index: 3 | Max_nodes: 16 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 0| +execution time of: 4.7875e-06s: Index: 5 | Max_nodes: 16 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 0| +________________________________________________________________________________________________ + +Start Simulation of qftentangled_indep_qiskit_4__________________________________________________ + +.i:...0...1...2...3 +.1:...|...|...|...h +.2:...|...|...x...c +.3:...|...x...c...| +.4:...x...c...|...| +.5:...|...|...|...h +.6:...|...|...s...c +.7:...|...|...h...| +.8:...|...t...|...c +.9:...|...s...c...| +10:...|...h...|...| +11:...p...|...|...c p: (3.9270e-01) +12:...t...|...c...| +13:...s...c...|...| +14:...h...|...|...| +15:..sw...|...|..sw +16:...|..sw..sw...| +17:================ +18:...0...|...|...| +19:...|...1...|...| +20:...|...|...2...| +21:...|...|...|...3 +.o:...0...1...2...3 +Total Permutations: 24 +Min time: 6.8550e-06s................. Permutation 12 : 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +Max time: 8.2727e-06s................. Permutation 5 : 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +Min active nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Min max nodes: 28 nodes.................... Permutation 12 : 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +Max active nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Max max nodes: 41 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +________________________________________________________________________________________________ + +24 permutations have 15 active nodes. + +........................... +Average time: 7.4542e-06s + +________________________________________________________________________________________________ + +12 permutations have 28 max nodes. + +........................... +Average time: 7.3730e-06s + +6 permutations have 32 max nodes. + +........................... +Average time: 7.3613e-06s + +6 permutations have 41 max nodes. + +........................... +Average time: 7.7097e-06s + +________________________________________________________________________________________________ + +execution time of: 6.8550e-06s: Index: 12 | Max_nodes: 28 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +execution time of: 6.8952e-06s: Index: 18 | Max_nodes: 28 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| +execution time of: 7.1200e-06s: Index: 8 | Max_nodes: 32 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| +execution time of: 7.1425e-06s: Index: 16 | Max_nodes: 28 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| +execution time of: 7.1550e-06s: Index: 6 | Max_nodes: 32 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +execution time of: 7.1825e-06s: Index: 14 | Max_nodes: 28 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +execution time of: 7.2478e-06s: Index: 19 | Max_nodes: 28 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| +execution time of: 7.2725e-06s: Index: 10 | Max_nodes: 32 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +execution time of: 7.2850e-06s: Index: 13 | Max_nodes: 28 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +execution time of: 7.3775e-06s: Index: 9 | Max_nodes: 32 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +execution time of: 7.3950e-06s: Index: 0 | Max_nodes: 41 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +execution time of: 7.4302e-06s: Index: 2 | Max_nodes: 41 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +execution time of: 7.4775e-06s: Index: 22 | Max_nodes: 28 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| +execution time of: 7.5250e-06s: Index: 17 | Max_nodes: 28 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +execution time of: 7.5377e-06s: Index: 15 | Max_nodes: 28 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +execution time of: 7.5500e-06s: Index: 7 | Max_nodes: 32 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +execution time of: 7.5850e-06s: Index: 4 | Max_nodes: 41 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| +execution time of: 7.6925e-06s: Index: 11 | Max_nodes: 32 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| +execution time of: 7.7450e-06s: Index: 1 | Max_nodes: 41 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +execution time of: 7.7875e-06s: Index: 23 | Max_nodes: 28 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +execution time of: 7.8300e-06s: Index: 3 | Max_nodes: 41 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +execution time of: 7.9903e-06s: Index: 20 | Max_nodes: 28 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +execution time of: 8.2727e-06s: Index: 5 | Max_nodes: 41 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +________________________________________________________________________________________________ + +Start Simulation of qftentangled_indep_qiskit_5__________________________________________________ + +.i:...0...1...2...3...4 +.1:...|...|...|...|...h +.2:...|...|...|...x...c +.3:...|...|...x...c...| +.4:...|...x...c...|...| +.5:...x...c...|...|...| +.6:...|...|...|...|...h +.7:...|...|...|...s...c +.8:...|...|...|...h...| +.9:...|...|...t...|...c +10:...|...|...s...c...| +11:...|...|...h...|...| +12:...|...p...|...|...c p: (3.9270e-01) +13:...|...t...|...c...| +14:...|...s...c...|...| +15:...|...h...|...|...| +16:...p...|...|...|...c p: (1.9635e-01) +17:...p...|...|...c...| p: (3.9270e-01) +18:...t...|...c...|...| +19:...s...c...|...|...| +20:...h...|...|...|...| +21:..sw...|...|...|..sw +22:...|..sw...|..sw...| +23:==================== +24:...0...|...|...|...| +25:...|...1...|...|...| +26:...|...|...2...|...| +27:...|...|...|...3...| +28:...|...|...|...|...4 +.o:...0...1...2...3...4 +Total Permutations: 120 +Min time: 1.0142e-05s................. Permutation 72 : 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +Max time: 1.7410e-05s................. Permutation 83 : 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +Min active nodes: 31 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Min max nodes: 48 nodes.................... Permutation 72 : 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +Max active nodes: 31 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Max max nodes: 85 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +________________________________________________________________________________________________ + +120 permutations have 31 active nodes. + +........................... +Average time: 1.1894e-05s + +________________________________________________________________________________________________ + +48 permutations have 48 max nodes. + +........................... +Average time: 1.1225e-05s + +24 permutations have 52 max nodes. + +........................... +Average time: 1.1453e-05s + +24 permutations have 64 max nodes. + +........................... +Average time: 1.2218e-05s + +24 permutations have 85 max nodes. + +........................... +Average time: 1.3349e-05s + +________________________________________________________________________________________________ + +execution time of: 1.0142e-05s: Index: 72 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +execution time of: 1.0275e-05s: Index: 96 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +execution time of: 1.0490e-05s: Index: 97 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| +execution time of: 1.0617e-05s: Index: 74 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +execution time of: 1.0625e-05s: Index: 90 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +execution time of: 1.0640e-05s: Index: 104 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +execution time of: 1.0718e-05s: Index: 78 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +execution time of: 1.0733e-05s: Index: 73 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +execution time of: 1.0765e-05s: Index: 108 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +execution time of: 1.0783e-05s: Index: 100 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +execution time of: 1.0807e-05s: Index: 80 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +execution time of: 1.0823e-05s: Index: 66 | Max_nodes: 52 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +execution time of: 1.0823e-05s: Index: 60 | Max_nodes: 52 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +execution time of: 1.0838e-05s: Index: 106 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +execution time of: 1.0868e-05s: Index: 75 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +execution time of: 1.0908e-05s: Index: 103 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +execution time of: 1.0915e-05s: Index: 84 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +execution time of: 1.0920e-05s: Index: 99 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +execution time of: 1.0928e-05s: Index: 82 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +execution time of: 1.0950e-05s: Index: 114 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +execution time of: 1.0957e-05s: Index: 48 | Max_nodes: 52 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +execution time of: 1.1040e-05s: Index: 110 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +execution time of: 1.1060e-05s: Index: 50 | Max_nodes: 52 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +execution time of: 1.1060e-05s: Index: 92 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +execution time of: 1.1062e-05s: Index: 91 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +execution time of: 1.1080e-05s: Index: 98 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +execution time of: 1.1095e-05s: Index: 94 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +execution time of: 1.1105e-05s: Index: 76 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +execution time of: 1.1115e-05s: Index: 81 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +execution time of: 1.1143e-05s: Index: 109 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +execution time of: 1.1163e-05s: Index: 101 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +execution time of: 1.1168e-05s: Index: 77 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +execution time of: 1.1180e-05s: Index: 62 | Max_nodes: 52 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +execution time of: 1.1190e-05s: Index: 49 | Max_nodes: 52 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +execution time of: 1.1215e-05s: Index: 112 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +execution time of: 1.1263e-05s: Index: 68 | Max_nodes: 52 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +execution time of: 1.1265e-05s: Index: 88 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +execution time of: 1.1272e-05s: Index: 64 | Max_nodes: 52 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +execution time of: 1.1278e-05s: Index: 93 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +execution time of: 1.1303e-05s: Index: 79 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +execution time of: 1.1340e-05s: Index: 70 | Max_nodes: 52 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +execution time of: 1.1350e-05s: Index: 52 | Max_nodes: 52 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +execution time of: 1.1365e-05s: Index: 111 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +execution time of: 1.1368e-05s: Index: 87 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +execution time of: 1.1370e-05s: Index: 54 | Max_nodes: 52 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +execution time of: 1.1415e-05s: Index: 56 | Max_nodes: 52 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +execution time of: 1.1435e-05s: Index: 61 | Max_nodes: 52 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +execution time of: 1.1460e-05s: Index: 42 | Max_nodes: 64 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +execution time of: 1.1467e-05s: Index: 36 | Max_nodes: 64 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +execution time of: 1.1473e-05s: Index: 113 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +execution time of: 1.1475e-05s: Index: 85 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +execution time of: 1.1480e-05s: Index: 116 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +execution time of: 1.1498e-05s: Index: 118 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +execution time of: 1.1518e-05s: Index: 102 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +execution time of: 1.1537e-05s: Index: 117 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +execution time of: 1.1545e-05s: Index: 51 | Max_nodes: 52 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +execution time of: 1.1550e-05s: Index: 69 | Max_nodes: 52 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +execution time of: 1.1572e-05s: Index: 55 | Max_nodes: 52 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +execution time of: 1.1575e-05s: Index: 89 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +execution time of: 1.1578e-05s: Index: 63 | Max_nodes: 52 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +execution time of: 1.1593e-05s: Index: 58 | Max_nodes: 52 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +execution time of: 1.1660e-05s: Index: 115 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +execution time of: 1.1678e-05s: Index: 95 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +execution time of: 1.1755e-05s: Index: 40 | Max_nodes: 64 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +execution time of: 1.1755e-05s: Index: 38 | Max_nodes: 64 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +execution time of: 1.1758e-05s: Index: 57 | Max_nodes: 52 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +execution time of: 1.1798e-05s: Index: 53 | Max_nodes: 52 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +execution time of: 1.1830e-05s: Index: 119 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +execution time of: 1.1837e-05s: Index: 71 | Max_nodes: 52 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +execution time of: 1.1855e-05s: Index: 43 | Max_nodes: 64 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +execution time of: 1.1858e-05s: Index: 30 | Max_nodes: 64 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +execution time of: 1.1860e-05s: Index: 32 | Max_nodes: 64 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +execution time of: 1.1870e-05s: Index: 107 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +execution time of: 1.1893e-05s: Index: 37 | Max_nodes: 64 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +execution time of: 1.1955e-05s: Index: 34 | Max_nodes: 64 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +execution time of: 1.1990e-05s: Index: 44 | Max_nodes: 64 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +execution time of: 1.2015e-05s: Index: 59 | Max_nodes: 52 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +execution time of: 1.2075e-05s: Index: 33 | Max_nodes: 64 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +execution time of: 1.2163e-05s: Index: 39 | Max_nodes: 64 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +execution time of: 1.2228e-05s: Index: 31 | Max_nodes: 64 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +execution time of: 1.2270e-05s: Index: 45 | Max_nodes: 64 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +execution time of: 1.2315e-05s: Index: 41 | Max_nodes: 64 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +execution time of: 1.2353e-05s: Index: 35 | Max_nodes: 64 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +execution time of: 1.2430e-05s: Index: 28 | Max_nodes: 64 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +execution time of: 1.2472e-05s: Index: 26 | Max_nodes: 64 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +execution time of: 1.2505e-05s: Index: 46 | Max_nodes: 64 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +execution time of: 1.2610e-05s: Index: 67 | Max_nodes: 52 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +execution time of: 1.2638e-05s: Index: 27 | Max_nodes: 64 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +execution time of: 1.2678e-05s: Index: 47 | Max_nodes: 64 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +execution time of: 1.2703e-05s: Index: 12 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +execution time of: 1.2737e-05s: Index: 25 | Max_nodes: 64 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +execution time of: 1.2760e-05s: Index: 18 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +execution time of: 1.2875e-05s: Index: 29 | Max_nodes: 64 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +execution time of: 1.3008e-05s: Index: 8 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +execution time of: 1.3043e-05s: Index: 14 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +execution time of: 1.3060e-05s: Index: 6 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +execution time of: 1.3107e-05s: Index: 19 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +execution time of: 1.3113e-05s: Index: 16 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +execution time of: 1.3235e-05s: Index: 10 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +execution time of: 1.3263e-05s: Index: 13 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +execution time of: 1.3265e-05s: Index: 17 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +execution time of: 1.3273e-05s: Index: 20 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +execution time of: 1.3333e-05s: Index: 0 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +execution time of: 1.3405e-05s: Index: 22 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +execution time of: 1.3413e-05s: Index: 9 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +execution time of: 1.3463e-05s: Index: 7 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +execution time of: 1.3523e-05s: Index: 15 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +execution time of: 1.3528e-05s: Index: 2 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +execution time of: 1.3580e-05s: Index: 11 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +execution time of: 1.3638e-05s: Index: 24 | Max_nodes: 64 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +execution time of: 1.3650e-05s: Index: 1 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +execution time of: 1.3650e-05s: Index: 4 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +execution time of: 1.3703e-05s: Index: 23 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +execution time of: 1.3760e-05s: Index: 3 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +execution time of: 1.4080e-05s: Index: 5 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +execution time of: 1.7410e-05s: Index: 83 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +________________________________________________________________________________________________ + +Start Simulation of qftentangled_indep_qiskit_6__________________________________________________ + +.i:...0...1...2...3...4...5 +.1:...|...|...|...|...|...h +.2:...|...|...|...|...x...c +.3:...|...|...|...x...c...| +.4:...|...|...x...c...|...| +.5:...|...x...c...|...|...| +.6:...x...c...|...|...|...| +.7:...|...|...|...|...|...h +.8:...|...|...|...|...s...c +.9:...|...|...|...|...h...| +10:...|...|...|...t...|...c +11:...|...|...|...s...c...| +12:...|...|...|...h...|...| +13:...|...|...p...|...|...c p: (3.9270e-01) +14:...|...|...t...|...c...| +15:...|...|...s...c...|...| +16:...|...|...h...|...|...| +17:...|...p...|...|...|...c p: (1.9635e-01) +18:...|...p...|...|...c...| p: (3.9270e-01) +19:...|...t...|...c...|...| +20:...|...s...c...|...|...| +21:...|...h...|...|...|...| +22:...p...|...|...|...|...c p: (9.8175e-02) +23:...p...|...|...|...c...| p: (1.9635e-01) +24:...p...|...|...c...|...| p: (3.9270e-01) +25:...t...|...c...|...|...| +26:...s...c...|...|...|...| +27:...h...|...|...|...|...| +28:..sw...|...|...|...|..sw +29:...|..sw...|...|..sw...| +30:...|...|..sw..sw...|...| +31:======================== +32:...0...|...|...|...|...| +33:...|...1...|...|...|...| +34:...|...|...2...|...|...| +35:...|...|...|...3...|...| +36:...|...|...|...|...4...| +37:...|...|...|...|...|...5 +.o:...0...1...2...3...4...5 +Total Permutations: 720 +Min time: 1.4245e-05s................. Permutation 480: 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +Max time: 2.7050e-05s................. Permutation 46 : 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| +Min active nodes: 63 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Min max nodes: 84 nodes.................... Permutation 480: 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +Max active nodes: 63 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Max max nodes: 173 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +________________________________________________________________________________________________ + +720 permutations have 63 active nodes. + +........................... +Average time: 1.7916e-05s + +________________________________________________________________________________________________ + +240 permutations have 84 max nodes. + +........................... +Average time: 1.5556e-05s + +120 permutations have 88 max nodes. + +........................... +Average time: 1.6118e-05s + +120 permutations have 100 max nodes. + +........................... +Average time: 1.7668e-05s + +120 permutations have 128 max nodes. + +........................... +Average time: 1.9526e-05s + +120 permutations have 173 max nodes. + +........................... +Average time: 2.3073e-05s + +________________________________________________________________________________________________ + +execution time of: 1.4245e-05s: Index: 480 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +execution time of: 1.4295e-05s: Index: 606 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4| +execution time of: 1.4325e-05s: Index: 602 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 4| +execution time of: 1.4388e-05s: Index: 604 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| +execution time of: 1.4455e-05s: Index: 486 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +execution time of: 1.4475e-05s: Index: 608 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| +execution time of: 1.4477e-05s: Index: 610 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 3| +execution time of: 1.4507e-05s: Index: 603 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2| +execution time of: 1.4520e-05s: Index: 612 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4| +execution time of: 1.4528e-05s: Index: 648 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| +execution time of: 1.4538e-05s: Index: 482 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| +execution time of: 1.4605e-05s: Index: 481 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 3| +execution time of: 1.4623e-05s: Index: 630 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| +execution time of: 1.4675e-05s: Index: 618 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| +execution time of: 1.4688e-05s: Index: 516 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| +execution time of: 1.4715e-05s: Index: 632 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| +execution time of: 1.4723e-05s: Index: 504 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 5| +execution time of: 1.4748e-05s: Index: 576 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| +execution time of: 1.4778e-05s: Index: 528 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| +execution time of: 1.4785e-05s: Index: 650 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| +execution time of: 1.4793e-05s: Index: 626 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| +execution time of: 1.4802e-05s: Index: 488 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| +execution time of: 1.4815e-05s: Index: 609 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| +execution time of: 1.4820e-05s: Index: 642 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| +execution time of: 1.4823e-05s: Index: 634 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| +execution time of: 1.4833e-05s: Index: 492 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| +execution time of: 1.4840e-05s: Index: 624 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| +execution time of: 1.4853e-05s: Index: 510 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| +execution time of: 1.4855e-05s: Index: 484 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| +execution time of: 1.4893e-05s: Index: 483 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| +execution time of: 1.4898e-05s: Index: 490 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| +execution time of: 1.4908e-05s: Index: 628 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 3| +execution time of: 1.4910e-05s: Index: 616 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| +execution time of: 1.4912e-05s: Index: 605 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 2| +execution time of: 1.4942e-05s: Index: 498 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| +execution time of: 1.4945e-05s: Index: 649 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 3| +execution time of: 1.4965e-05s: Index: 652 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3| +execution time of: 1.4968e-05s: Index: 660 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| +execution time of: 1.4970e-05s: Index: 487 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3| +execution time of: 1.4972e-05s: Index: 613 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| +execution time of: 1.4973e-05s: Index: 640 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| +execution time of: 1.4993e-05s: Index: 619 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2| +execution time of: 1.4998e-05s: Index: 638 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| +execution time of: 1.5000e-05s: Index: 674 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| +execution time of: 1.5010e-05s: Index: 552 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| +execution time of: 1.5013e-05s: Index: 506 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| +execution time of: 1.5015e-05s: Index: 432 | Max_nodes: 88 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| +execution time of: 1.5025e-05s: Index: 637 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 2| +execution time of: 1.5030e-05s: Index: 633 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| +execution time of: 1.5035e-05s: Index: 627 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 2| +execution time of: 1.5043e-05s: Index: 512 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| +execution time of: 1.5058e-05s: Index: 522 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| +execution time of: 1.5063e-05s: Index: 656 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| +execution time of: 1.5075e-05s: Index: 456 | Max_nodes: 88 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| +execution time of: 1.5075e-05s: Index: 505 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 3| +execution time of: 1.5080e-05s: Index: 611 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 1| +execution time of: 1.5083e-05s: Index: 582 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3| +execution time of: 1.5083e-05s: Index: 540 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| +execution time of: 1.5102e-05s: Index: 625 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3| +execution time of: 1.5110e-05s: Index: 518 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| +execution time of: 1.5110e-05s: Index: 494 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| +execution time of: 1.5122e-05s: Index: 530 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| +execution time of: 1.5123e-05s: Index: 615 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 1| +execution time of: 1.5125e-05s: Index: 620 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| +execution time of: 1.5133e-05s: Index: 578 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| +execution time of: 1.5160e-05s: Index: 696 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 3| +execution time of: 1.5170e-05s: Index: 577 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| +execution time of: 1.5213e-05s: Index: 584 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +execution time of: 1.5215e-05s: Index: 644 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| +execution time of: 1.5218e-05s: Index: 508 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 3| +execution time of: 1.5223e-05s: Index: 500 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 3| +execution time of: 1.5225e-05s: Index: 534 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5| +execution time of: 1.5243e-05s: Index: 678 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| +execution time of: 1.5248e-05s: Index: 529 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| +execution time of: 1.5253e-05s: Index: 499 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| +execution time of: 1.5255e-05s: Index: 485 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| +execution time of: 1.5273e-05s: Index: 675 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1| +execution time of: 1.5278e-05s: Index: 546 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| +execution time of: 1.5288e-05s: Index: 629 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| +execution time of: 1.5290e-05s: Index: 462 | Max_nodes: 88 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 4| +execution time of: 1.5290e-05s: Index: 622 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| +execution time of: 1.5295e-05s: Index: 635 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| +execution time of: 1.5298e-05s: Index: 520 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| +execution time of: 1.5312e-05s: Index: 558 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| +execution time of: 1.5325e-05s: Index: 493 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2| +execution time of: 1.5330e-05s: Index: 507 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 2| +execution time of: 1.5330e-05s: Index: 651 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| +execution time of: 1.5333e-05s: Index: 450 | Max_nodes: 88 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| +execution time of: 1.5338e-05s: Index: 643 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| +execution time of: 1.5345e-05s: Index: 673 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| +execution time of: 1.5348e-05s: Index: 517 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| +execution time of: 1.5363e-05s: Index: 514 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| +execution time of: 1.5368e-05s: Index: 560 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| +execution time of: 1.5375e-05s: Index: 680 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| +execution time of: 1.5380e-05s: Index: 495 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 1| +execution time of: 1.5383e-05s: Index: 554 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| +execution time of: 1.5393e-05s: Index: 458 | Max_nodes: 88 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| +execution time of: 1.5405e-05s: Index: 684 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| +execution time of: 1.5405e-05s: Index: 672 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| +execution time of: 1.5410e-05s: Index: 438 | Max_nodes: 88 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| +execution time of: 1.5425e-05s: Index: 621 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| +execution time of: 1.5430e-05s: Index: 523 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| +execution time of: 1.5432e-05s: Index: 434 | Max_nodes: 88 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| +execution time of: 1.5435e-05s: Index: 372 | Max_nodes: 88 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| +execution time of: 1.5440e-05s: Index: 586 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| +execution time of: 1.5445e-05s: Index: 542 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| +execution time of: 1.5450e-05s: Index: 524 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| +execution time of: 1.5457e-05s: Index: 502 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| +execution time of: 1.5460e-05s: Index: 496 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 2| +execution time of: 1.5468e-05s: Index: 513 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| +execution time of: 1.5468e-05s: Index: 657 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| +execution time of: 1.5470e-05s: Index: 654 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4| +execution time of: 1.5475e-05s: Index: 538 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| +execution time of: 1.5488e-05s: Index: 664 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| +execution time of: 1.5495e-05s: Index: 653 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| +execution time of: 1.5498e-05s: Index: 594 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +execution time of: 1.5500e-05s: Index: 440 | Max_nodes: 88 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| +execution time of: 1.5513e-05s: Index: 585 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +execution time of: 1.5520e-05s: Index: 570 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| +execution time of: 1.5523e-05s: Index: 444 | Max_nodes: 88 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +execution time of: 1.5525e-05s: Index: 667 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| +execution time of: 1.5530e-05s: Index: 631 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 3| +execution time of: 1.5535e-05s: Index: 532 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| +execution time of: 1.5538e-05s: Index: 564 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +execution time of: 1.5545e-05s: Index: 704 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +execution time of: 1.5560e-05s: Index: 682 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| +execution time of: 1.5565e-05s: Index: 457 | Max_nodes: 88 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| +execution time of: 1.5570e-05s: Index: 592 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +execution time of: 1.5575e-05s: Index: 378 | Max_nodes: 88 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 4| +execution time of: 1.5587e-05s: Index: 511 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 3| +execution time of: 1.5590e-05s: Index: 690 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| +execution time of: 1.5605e-05s: Index: 501 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| +execution time of: 1.5608e-05s: Index: 556 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| +execution time of: 1.5610e-05s: Index: 645 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| +execution time of: 1.5615e-05s: Index: 509 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 2| +execution time of: 1.5620e-05s: Index: 544 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| +execution time of: 1.5623e-05s: Index: 623 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| +execution time of: 1.5627e-05s: Index: 663 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| +execution time of: 1.5628e-05s: Index: 676 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| +execution time of: 1.5632e-05s: Index: 497 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 1| +execution time of: 1.5645e-05s: Index: 700 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 2| +execution time of: 1.5645e-05s: Index: 526 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 2| +execution time of: 1.5650e-05s: Index: 360 | Max_nodes: 88 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +execution time of: 1.5655e-05s: Index: 547 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| +execution time of: 1.5655e-05s: Index: 537 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| +execution time of: 1.5658e-05s: Index: 706 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| +execution time of: 1.5685e-05s: Index: 686 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +execution time of: 1.5688e-05s: Index: 699 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| +execution time of: 1.5698e-05s: Index: 708 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| +execution time of: 1.5700e-05s: Index: 433 | Max_nodes: 88 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 2| +execution time of: 1.5700e-05s: Index: 362 | Max_nodes: 88 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| +execution time of: 1.5723e-05s: Index: 402 | Max_nodes: 88 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 4| +execution time of: 1.5725e-05s: Index: 581 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| +execution time of: 1.5728e-05s: Index: 368 | Max_nodes: 88 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| +execution time of: 1.5733e-05s: Index: 669 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| +execution time of: 1.5737e-05s: Index: 601 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| +execution time of: 1.5738e-05s: Index: 366 | Max_nodes: 88 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +execution time of: 1.5743e-05s: Index: 647 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 0| +execution time of: 1.5745e-05s: Index: 541 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| +execution time of: 1.5763e-05s: Index: 468 | Max_nodes: 88 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| +execution time of: 1.5765e-05s: Index: 679 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| +execution time of: 1.5768e-05s: Index: 710 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +execution time of: 1.5768e-05s: Index: 571 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| +execution time of: 1.5770e-05s: Index: 555 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| +execution time of: 1.5777e-05s: Index: 361 | Max_nodes: 88 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +execution time of: 1.5780e-05s: Index: 677 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| +execution time of: 1.5783e-05s: Index: 364 | Max_nodes: 88 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| +execution time of: 1.5788e-05s: Index: 374 | Max_nodes: 88 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 5| +execution time of: 1.5790e-05s: Index: 459 | Max_nodes: 88 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 1| +execution time of: 1.5800e-05s: Index: 435 | Max_nodes: 88 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| +execution time of: 1.5808e-05s: Index: 503 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1| +execution time of: 1.5808e-05s: Index: 442 | Max_nodes: 88 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| +execution time of: 1.5815e-05s: Index: 384 | Max_nodes: 88 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| +execution time of: 1.5820e-05s: Index: 655 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 3| +execution time of: 1.5823e-05s: Index: 312 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| +execution time of: 1.5825e-05s: Index: 396 | Max_nodes: 88 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| +execution time of: 1.5828e-05s: Index: 370 | Max_nodes: 88 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 4| +execution time of: 1.5830e-05s: Index: 665 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| +execution time of: 1.5838e-05s: Index: 390 | Max_nodes: 88 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| +execution time of: 1.5840e-05s: Index: 692 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +execution time of: 1.5850e-05s: Index: 596 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +execution time of: 1.5855e-05s: Index: 376 | Max_nodes: 88 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2| +execution time of: 1.5862e-05s: Index: 464 | Max_nodes: 88 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| +execution time of: 1.5873e-05s: Index: 392 | Max_nodes: 88 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| +execution time of: 1.5875e-05s: Index: 439 | Max_nodes: 88 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2| +execution time of: 1.5878e-05s: Index: 595 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +execution time of: 1.5880e-05s: Index: 400 | Max_nodes: 88 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| +execution time of: 1.5883e-05s: Index: 380 | Max_nodes: 88 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 4| +execution time of: 1.5887e-05s: Index: 668 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| +execution time of: 1.5888e-05s: Index: 452 | Max_nodes: 88 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| +execution time of: 1.5890e-05s: Index: 420 | Max_nodes: 88 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| +execution time of: 1.5893e-05s: Index: 379 | Max_nodes: 88 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| +execution time of: 1.5895e-05s: Index: 441 | Max_nodes: 88 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| +execution time of: 1.5905e-05s: Index: 525 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| +execution time of: 1.5913e-05s: Index: 466 | Max_nodes: 88 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| +execution time of: 1.5918e-05s: Index: 336 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| +execution time of: 1.5923e-05s: Index: 386 | Max_nodes: 88 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| +execution time of: 1.5925e-05s: Index: 568 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| +execution time of: 1.5933e-05s: Index: 408 | Max_nodes: 88 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| +execution time of: 1.5938e-05s: Index: 588 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| +execution time of: 1.5940e-05s: Index: 659 | 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Max_nodes: 88 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| +execution time of: 1.6103e-05s: Index: 463 | Max_nodes: 88 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 2| +execution time of: 1.6110e-05s: Index: 388 | Max_nodes: 88 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| +execution time of: 1.6115e-05s: Index: 422 | Max_nodes: 88 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| +execution time of: 1.6118e-05s: Index: 385 | Max_nodes: 88 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4| +execution time of: 1.6128e-05s: Index: 382 | Max_nodes: 88 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2| +execution time of: 1.6130e-05s: Index: 409 | Max_nodes: 88 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| +execution time of: 1.6133e-05s: Index: 639 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| +execution time of: 1.6148e-05s: Index: 671 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +execution time of: 1.6148e-05s: Index: 381 | Max_nodes: 88 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1| +execution time of: 1.6150e-05s: Index: 404 | Max_nodes: 88 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| +execution time of: 1.6158e-05s: Index: 365 | Max_nodes: 88 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +execution time of: 1.6160e-05s: Index: 711 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| +execution time of: 1.6160e-05s: Index: 394 | Max_nodes: 88 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| +execution time of: 1.6163e-05s: Index: 718 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +execution time of: 1.6173e-05s: Index: 687 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +execution time of: 1.6178e-05s: Index: 461 | 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Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| +execution time of: 1.6733e-05s: Index: 423 | Max_nodes: 88 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| +execution time of: 1.6738e-05s: Index: 319 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 3| +execution time of: 1.6740e-05s: Index: 322 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| +execution time of: 1.6748e-05s: Index: 425 | Max_nodes: 88 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| +execution time of: 1.6755e-05s: Index: 326 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| +execution time of: 1.6780e-05s: Index: 641 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| +execution time of: 1.6798e-05s: Index: 417 | Max_nodes: 88 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| +execution time of: 1.6800e-05s: Index: 429 | Max_nodes: 88 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| +execution time of: 1.6833e-05s: Index: 288 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| +execution time of: 1.6860e-05s: Index: 349 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| +execution time of: 1.6863e-05s: Index: 328 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| +execution time of: 1.6868e-05s: Index: 341 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| +execution time of: 1.6883e-05s: Index: 352 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| +execution time of: 1.6885e-05s: Index: 346 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| +execution time of: 1.6888e-05s: Index: 345 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| +execution time of: 1.6895e-05s: Index: 334 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| +execution time of: 1.6895e-05s: Index: 407 | Max_nodes: 88 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| +execution time of: 1.6900e-05s: Index: 531 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| +execution time of: 1.6908e-05s: Index: 413 | Max_nodes: 88 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 1| +execution time of: 1.6910e-05s: Index: 317 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 1| +execution time of: 1.6910e-05s: Index: 302 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| +execution time of: 1.6938e-05s: Index: 331 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1| +execution time of: 1.6940e-05s: Index: 479 | Max_nodes: 88 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +execution time of: 1.6968e-05s: Index: 356 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| +execution time of: 1.6985e-05s: Index: 562 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| +execution time of: 1.7010e-05s: Index: 304 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| +execution time of: 1.7050e-05s: Index: 431 | Max_nodes: 88 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| +execution time of: 1.7055e-05s: Index: 301 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| +execution time of: 1.7060e-05s: Index: 290 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| +execution time of: 1.7073e-05s: Index: 321 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| +execution time of: 1.7093e-05s: Index: 419 | Max_nodes: 88 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| +execution time of: 1.7100e-05s: Index: 347 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| +execution time of: 1.7103e-05s: Index: 333 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| +execution time of: 1.7133e-05s: Index: 355 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| +execution time of: 1.7145e-05s: Index: 351 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| +execution time of: 1.7183e-05s: Index: 289 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| +execution time of: 1.7243e-05s: Index: 358 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| +execution time of: 1.7257e-05s: Index: 327 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| +execution time of: 1.7258e-05s: Index: 353 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| +execution time of: 1.7263e-05s: Index: 357 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| +execution time of: 1.7268e-05s: Index: 292 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 4| +execution time of: 1.7290e-05s: Index: 715 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +execution time of: 1.7298e-05s: Index: 325 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1| +execution time of: 1.7300e-05s: Index: 309 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| +execution time of: 1.7303e-05s: Index: 449 | Max_nodes: 88 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| +execution time of: 1.7318e-05s: Index: 294 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| +execution time of: 1.7338e-05s: Index: 305 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| +execution time of: 1.7355e-05s: Index: 252 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +execution time of: 1.7370e-05s: Index: 310 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| +execution time of: 1.7373e-05s: Index: 599 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +execution time of: 1.7380e-05s: Index: 258 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| +execution time of: 1.7430e-05s: Index: 303 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| +execution time of: 1.7433e-05s: Index: 329 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| +execution time of: 1.7448e-05s: Index: 298 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| +execution time of: 1.7497e-05s: Index: 335 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +execution time of: 1.7510e-05s: Index: 295 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 4| +execution time of: 1.7540e-05s: Index: 291 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| +execution time of: 1.7608e-05s: Index: 566 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +execution time of: 1.7608e-05s: Index: 359 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +execution time of: 1.7648e-05s: Index: 567 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| +execution time of: 1.7693e-05s: Index: 256 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| +execution time of: 1.7698e-05s: Index: 259 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| +execution time of: 1.7710e-05s: Index: 311 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| +execution time of: 1.7720e-05s: Index: 248 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +execution time of: 1.7828e-05s: Index: 278 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| +execution time of: 1.7875e-05s: Index: 293 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 1| +execution time of: 1.7878e-05s: Index: 216 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| +execution time of: 1.7880e-05s: Index: 192 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| +execution time of: 1.7915e-05s: Index: 260 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 4| +execution time of: 1.7950e-05s: Index: 194 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| +execution time of: 1.7985e-05s: Index: 565 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| +execution time of: 1.8015e-05s: Index: 246 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +execution time of: 1.8020e-05s: Index: 270 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| +execution time of: 1.8025e-05s: Index: 272 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| +execution time of: 1.8038e-05s: Index: 262 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| +execution time of: 1.8053e-05s: Index: 600 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +execution time of: 1.8060e-05s: Index: 323 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| +execution time of: 1.8073e-05s: Index: 284 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| +execution time of: 1.8075e-05s: Index: 242 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +execution time of: 1.8085e-05s: Index: 274 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| +execution time of: 1.8090e-05s: Index: 261 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| +execution time of: 1.8113e-05s: Index: 247 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| +execution time of: 1.8130e-05s: Index: 255 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +execution time of: 1.8135e-05s: Index: 218 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| +execution time of: 1.8152e-05s: Index: 286 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 3| +execution time of: 1.8168e-05s: Index: 257 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| +execution time of: 1.8208e-05s: Index: 217 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| +execution time of: 1.8215e-05s: Index: 210 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| +execution time of: 1.8245e-05s: Index: 240 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +execution time of: 1.8250e-05s: Index: 220 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| +execution time of: 1.8263e-05s: Index: 222 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| +execution time of: 1.8265e-05s: Index: 228 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 4| +execution time of: 1.8290e-05s: Index: 204 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| +execution time of: 1.8317e-05s: Index: 296 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| +execution time of: 1.8335e-05s: Index: 193 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| +execution time of: 1.8345e-05s: Index: 243 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +execution time of: 1.8353e-05s: Index: 224 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| +execution time of: 1.8373e-05s: Index: 186 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| +execution time of: 1.8387e-05s: Index: 268 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| +execution time of: 1.8390e-05s: Index: 180 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| +execution time of: 1.8398e-05s: Index: 241 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +execution time of: 1.8410e-05s: Index: 202 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| +execution time of: 1.8415e-05s: Index: 285 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| +execution time of: 1.8438e-05s: Index: 279 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| +execution time of: 1.8443e-05s: Index: 245 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +execution time of: 1.8450e-05s: Index: 263 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| +execution time of: 1.8460e-05s: Index: 277 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| +execution time of: 1.8470e-05s: Index: 219 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| +execution time of: 1.8495e-05s: Index: 223 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 3| +execution time of: 1.8507e-05s: Index: 200 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| +execution time of: 1.8520e-05s: Index: 184 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| +execution time of: 1.8558e-05s: Index: 206 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| +execution time of: 1.8568e-05s: Index: 199 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 3| +execution time of: 1.8588e-05s: Index: 195 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| +execution time of: 1.8600e-05s: Index: 226 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| +execution time of: 1.8603e-05s: Index: 221 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| +execution time of: 1.8630e-05s: Index: 230 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| +execution time of: 1.8635e-05s: Index: 266 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| +execution time of: 1.8645e-05s: Index: 229 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2| +execution time of: 1.8657e-05s: Index: 208 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 2| +execution time of: 1.8663e-05s: Index: 182 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| +execution time of: 1.8665e-05s: Index: 264 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +execution time of: 1.8673e-05s: Index: 205 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| +execution time of: 1.8705e-05s: Index: 236 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| +execution time of: 1.8725e-05s: Index: 297 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| +execution time of: 1.8728e-05s: Index: 197 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| +execution time of: 1.8740e-05s: Index: 181 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| +execution time of: 1.8750e-05s: Index: 214 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 2| +execution time of: 1.8775e-05s: Index: 188 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 4| +execution time of: 1.8780e-05s: Index: 287 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| +execution time of: 1.8783e-05s: Index: 169 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| +execution time of: 1.8790e-05s: Index: 225 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| +execution time of: 1.8800e-05s: Index: 172 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| +execution time of: 1.8828e-05s: Index: 201 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| +execution time of: 1.8843e-05s: Index: 170 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| +execution time of: 1.8845e-05s: Index: 187 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| +execution time of: 1.8850e-05s: Index: 234 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 3| +execution time of: 1.8855e-05s: Index: 265 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +execution time of: 1.8858e-05s: Index: 213 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| +execution time of: 1.8878e-05s: Index: 176 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| +execution time of: 1.8915e-05s: Index: 269 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| +execution time of: 1.8915e-05s: Index: 238 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 2| +execution time of: 1.8937e-05s: Index: 254 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| +execution time of: 1.8950e-05s: Index: 253 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| +execution time of: 1.8958e-05s: Index: 232 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| +execution time of: 1.8965e-05s: Index: 282 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| +execution time of: 1.8980e-05s: Index: 171 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| +execution time of: 1.8988e-05s: Index: 174 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| +execution time of: 1.9023e-05s: Index: 185 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| +execution time of: 1.9028e-05s: Index: 227 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| +execution time of: 1.9033e-05s: Index: 207 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| +execution time of: 1.9053e-05s: Index: 178 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| +execution time of: 1.9073e-05s: Index: 267 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| +execution time of: 1.9083e-05s: Index: 299 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| +execution time of: 1.9088e-05s: Index: 156 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| +execution time of: 1.9100e-05s: Index: 183 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| +execution time of: 1.9115e-05s: Index: 283 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| +execution time of: 1.9123e-05s: Index: 203 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| +execution time of: 1.9128e-05s: Index: 276 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| +execution time of: 1.9145e-05s: Index: 231 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| +execution time of: 1.9153e-05s: Index: 233 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| +execution time of: 1.9155e-05s: Index: 190 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 2| +execution time of: 1.9163e-05s: Index: 209 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| +execution time of: 1.9193e-05s: Index: 250 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| +execution time of: 1.9220e-05s: Index: 237 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| +execution time of: 1.9233e-05s: Index: 173 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| +execution time of: 1.9235e-05s: Index: 280 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| +execution time of: 1.9240e-05s: Index: 162 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| +execution time of: 1.9283e-05s: Index: 175 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| +execution time of: 1.9285e-05s: Index: 177 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| +execution time of: 1.9288e-05s: Index: 158 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| +execution time of: 1.9315e-05s: Index: 152 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| +execution time of: 1.9348e-05s: Index: 249 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +execution time of: 1.9383e-05s: Index: 215 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| +execution time of: 1.9393e-05s: Index: 191 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| +execution time of: 1.9425e-05s: Index: 239 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| +execution time of: 1.9433e-05s: Index: 160 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| +execution time of: 1.9463e-05s: Index: 157 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| +execution time of: 1.9483e-05s: Index: 163 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| +execution time of: 1.9503e-05s: Index: 164 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| +execution time of: 1.9593e-05s: Index: 273 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +execution time of: 1.9603e-05s: Index: 179 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| +execution time of: 1.9688e-05s: Index: 150 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| +execution time of: 1.9713e-05s: Index: 154 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| +execution time of: 1.9725e-05s: Index: 281 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| +execution time of: 1.9758e-05s: Index: 168 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| +execution time of: 1.9773e-05s: Index: 159 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| +execution time of: 1.9788e-05s: Index: 166 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 3| +execution time of: 1.9840e-05s: Index: 151 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| +execution time of: 1.9853e-05s: Index: 165 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| +execution time of: 1.9863e-05s: Index: 153 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +execution time of: 1.9868e-05s: Index: 161 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| +execution time of: 1.9910e-05s: Index: 275 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| +execution time of: 1.9935e-05s: Index: 702 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| +execution time of: 1.9978e-05s: Index: 235 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| +execution time of: 2.0013e-05s: Index: 155 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| +execution time of: 2.0015e-05s: Index: 146 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| +execution time of: 2.0128e-05s: Index: 144 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +execution time of: 2.0183e-05s: Index: 148 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| +execution time of: 2.0240e-05s: Index: 167 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| +execution time of: 2.0428e-05s: Index: 145 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +execution time of: 2.0580e-05s: Index: 132 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +execution time of: 2.0675e-05s: Index: 149 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| +execution time of: 2.0820e-05s: Index: 136 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +execution time of: 2.0903e-05s: Index: 134 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +execution time of: 2.0910e-05s: Index: 140 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +execution time of: 2.0930e-05s: Index: 138 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +execution time of: 2.1030e-05s: Index: 142 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +execution time of: 2.1125e-05s: Index: 128 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +execution time of: 2.1138e-05s: Index: 141 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +execution time of: 2.1215e-05s: Index: 137 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +execution time of: 2.1223e-05s: Index: 139 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +execution time of: 2.1258e-05s: Index: 133 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +execution time of: 2.1270e-05s: Index: 126 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +execution time of: 2.1338e-05s: Index: 143 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +execution time of: 2.1348e-05s: Index: 135 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +execution time of: 2.1378e-05s: Index: 129 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +execution time of: 2.1398e-05s: Index: 72 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +execution time of: 2.1400e-05s: Index: 130 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +execution time of: 2.1573e-05s: Index: 147 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| +execution time of: 2.1583e-05s: Index: 80 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| +execution time of: 2.1588e-05s: Index: 96 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +execution time of: 2.1590e-05s: Index: 251 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| +execution time of: 2.1603e-05s: Index: 127 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +execution time of: 2.1623e-05s: Index: 122 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +execution time of: 2.1665e-05s: Index: 74 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| +execution time of: 2.1705e-05s: Index: 131 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +execution time of: 2.1760e-05s: Index: 120 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +execution time of: 2.1885e-05s: Index: 97 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| +execution time of: 2.1888e-05s: Index: 121 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +execution time of: 2.1895e-05s: Index: 124 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +execution time of: 2.1920e-05s: Index: 102 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| +execution time of: 2.1980e-05s: Index: 60 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| +execution time of: 2.1985e-05s: Index: 73 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| +execution time of: 2.1993e-05s: Index: 76 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| +execution time of: 2.2008e-05s: Index: 84 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| +execution time of: 2.2018e-05s: Index: 66 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| +execution time of: 2.2048e-05s: Index: 104 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| +execution time of: 2.2058e-05s: Index: 75 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| +execution time of: 2.2063e-05s: Index: 123 | Max_nodes: 128 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +execution time of: 2.2065e-05s: Index: 82 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| +execution time of: 2.2110e-05s: Index: 99 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| +execution time of: 2.2135e-05s: Index: 79 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| +execution time of: 2.2148e-05s: Index: 90 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| +execution time of: 2.2150e-05s: Index: 106 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| +execution time of: 2.2165e-05s: Index: 108 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| +execution time of: 2.2215e-05s: Index: 81 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| +execution time of: 2.2230e-05s: Index: 77 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| +execution time of: 2.2235e-05s: Index: 48 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +execution time of: 2.2335e-05s: Index: 114 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| +execution time of: 2.2360e-05s: Index: 52 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| +execution time of: 2.2368e-05s: Index: 85 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| +execution time of: 2.2370e-05s: Index: 62 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| +execution time of: 2.2375e-05s: Index: 36 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +execution time of: 2.2378e-05s: Index: 92 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3| +execution time of: 2.2393e-05s: Index: 105 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| +execution time of: 2.2403e-05s: Index: 112 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| +execution time of: 2.2405e-05s: Index: 61 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| +execution time of: 2.2418e-05s: Index: 50 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| +execution time of: 2.2433e-05s: Index: 56 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| +execution time of: 2.2450e-05s: Index: 51 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +execution time of: 2.2458e-05s: Index: 88 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| +execution time of: 2.2460e-05s: Index: 42 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| +execution time of: 2.2463e-05s: Index: 110 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 4| +execution time of: 2.2495e-05s: Index: 54 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +execution time of: 2.2500e-05s: Index: 58 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| +execution time of: 2.2513e-05s: Index: 91 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| +execution time of: 2.2518e-05s: Index: 93 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| +execution time of: 2.2530e-05s: Index: 83 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| +execution time of: 2.2545e-05s: Index: 49 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +execution time of: 2.2558e-05s: Index: 63 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| +execution time of: 2.2568e-05s: Index: 67 | 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+________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/qftentangled_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/qftentangled_indep_qiskit_controls.txt new file mode 100644 index 00000000..10711de7 --- /dev/null +++ b/test/BenchmarkQuasm/results/qftentangled_indep_qiskit_controls.txt @@ -0,0 +1,245 @@ +Start Simulation of qftentangled_indep_qiskit_2__________________________________________________ + +i: 0 1 +1: | h +2: x c +3: | h +4: s c +5: h | +6: sw sw +7:======== +8: 0 | +9: | 1 +o: 0 1 +Q: 0 w: 1 | Q: 1 w: 3 | +Computed Permutation: ................0 -> 0|1 -> 1| +Original Permutation: ................0 -> 0|1 -> 1| +Identity Duration: 2.7503e-06s............................. +Permuted Duration: 2.1225e-06s............................. +Identity active_nodes: 3 ...................................... +Permuted active_nodes: 3 ...................................... +Identity max_nodes: 9 ...................................... +Permuted max_nodes: 8 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qftentangled_indep_qiskit_3__________________________________________________ + +.i:...0...1...2 +.1:...|...|...h +.2:...|...x...c +.3:...x...c...| +.4:...|...|...h +.5:...|...s...c +.6:...|...h...| +.7:...t...|...c +.8:...s...c...| +.9:...h...|...| +10:..sw...|..sw +11:============ +12:...0...|...| +13:...|...1...| +14:...|...|...2 +.o:...0...1...2 +Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | +Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Identity Duration: 4.8250e-06s............................. +Permuted Duration: 3.9725e-06s............................. +Identity active_nodes: 7 ...................................... +Permuted active_nodes: 7 ...................................... +Identity max_nodes: 21 ...................................... +Permuted max_nodes: 19 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qftentangled_indep_qiskit_4__________________________________________________ + +.i:...0...1...2...3 +.1:...|...|...|...h +.2:...|...|...x...c +.3:...|...x...c...| +.4:...x...c...|...| +.5:...|...|...|...h +.6:...|...|...s...c +.7:...|...|...h...| +.8:...|...t...|...c +.9:...|...s...c...| +10:...|...h...|...| +11:...p...|...|...c p: (3.9270e-01) +12:...t...|...c...| +13:...s...c...|...| +14:...h...|...|...| +15:..sw...|...|..sw +16:...|..sw..sw...| +17:================ +18:...0...|...|...| +19:...|...1...|...| +20:...|...|...2...| +21:...|...|...|...3 +.o:...0...1...2...3 +Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | Q: 3 w: 5 | +Computed Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Identity Duration: 9.3302e-06s............................. +Permuted Duration: 7.3375e-06s............................. +Identity active_nodes: 15 ...................................... +Permuted active_nodes: 15 ...................................... +Identity max_nodes: 45 ...................................... +Permuted max_nodes: 41 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qftentangled_indep_qiskit_5__________________________________________________ + +.i:...0...1...2...3...4 +.1:...|...|...|...|...h +.2:...|...|...|...x...c +.3:...|...|...x...c...| +.4:...|...x...c...|...| +.5:...x...c...|...|...| +.6:...|...|...|...|...h +.7:...|...|...|...s...c +.8:...|...|...|...h...| +.9:...|...|...t...|...c +10:...|...|...s...c...| +11:...|...|...h...|...| +12:...|...p...|...|...c p: (3.9270e-01) +13:...|...t...|...c...| +14:...|...s...c...|...| +15:...|...h...|...|...| 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+________________________________________________________________________________________________ + +Start Simulation of qftentangled_indep_qiskit_6__________________________________________________ + +.i:...0...1...2...3...4...5 +.1:...|...|...|...|...|...h +.2:...|...|...|...|...x...c +.3:...|...|...|...x...c...| +.4:...|...|...x...c...|...| +.5:...|...x...c...|...|...| +.6:...x...c...|...|...|...| +.7:...|...|...|...|...|...h +.8:...|...|...|...|...s...c +.9:...|...|...|...|...h...| +10:...|...|...|...t...|...c +11:...|...|...|...s...c...| +12:...|...|...|...h...|...| +13:...|...|...p...|...|...c p: (3.9270e-01) +14:...|...|...t...|...c...| +15:...|...|...s...c...|...| +16:...|...|...h...|...|...| +17:...|...p...|...|...|...c p: (1.9635e-01) +18:...|...p...|...|...c...| p: (3.9270e-01) +19:...|...t...|...c...|...| +20:...|...s...c...|...|...| +21:...|...h...|...|...|...| +22:...p...|...|...|...|...c p: (9.8175e-02) +23:...p...|...|...|...c...| p: (1.9635e-01) +24:...p...|...|...c...|...| p: (3.9270e-01) +25:...t...|...c...|...|...| +26:...s...c...|...|...|...| +27:...h...|...|...|...|...| +28:..sw...|...|...|...|..sw +29:...|..sw...|...|..sw...| +30:...|...|..sw..sw...|...| +31:======================== +32:...0...|...|...|...|...| +33:...|...1...|...|...|...| +34:...|...|...2...|...|...| +35:...|...|...|...3...|...| +36:...|...|...|...|...4...| +37:...|...|...|...|...|...5 +.o:...0...1...2...3...4...5 +Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | Q: 3 w: 5 | Q: 4 w: 6 | Q: 5 w: 7 | +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Identity Duration: 3.1158e-05s............................. +Permuted Duration: 2.4518e-05s............................. +Identity active_nodes: 63 ...................................... +Permuted active_nodes: 63 ...................................... +Identity max_nodes: 189...................................... +Permuted max_nodes: 173...................................... +________________________________________________________________________________________________ + +Start Simulation of qftentangled_indep_qiskit_7__________________________________________________ + +.i:...0...1...2...3...4...5...6 +.1:...|...|...|...|...|...|...h +.2:...|...|...|...|...|...x...c +.3:...|...|...|...|...x...c...| +.4:...|...|...|...x...c...|...| +.5:...|...|...x...c...|...|...| +.6:...|...x...c...|...|...|...| +.7:...x...c...|...|...|...|...| +.8:...|...|...|...|...|...|...h +.9:...|...|...|...|...|...s...c +10:...|...|...|...|...|...h...| +11:...|...|...|...|...t...|...c +12:...|...|...|...|...s...c...| +13:...|...|...|...|...h...|...| +14:...|...|...|...p...|...|...c p: (3.9270e-01) +15:...|...|...|...t...|...c...| +16:...|...|...|...s...c...|...| +17:...|...|...|...h...|...|...| +18:...|...|...p...|...|...|...c p: (1.9635e-01) +19:...|...|...p...|...|...c...| p: (3.9270e-01) +20:...|...|...t...|...c...|...| +21:...|...|...s...c...|...|...| +22:...|...|...h...|...|...|...| +23:...|...p...|...|...|...|...c p: (9.8175e-02) +24:...|...p...|...|...|...c...| p: (1.9635e-01) +25:...|...p...|...|...c...|...| p: (3.9270e-01) +26:...|...t...|...c...|...|...| +27:...|...s...c...|...|...|...| +28:...|...h...|...|...|...|...| +29:...p...|...|...|...|...|...c p: (4.9087e-02) +30:...p...|...|...|...|...c...| p: (9.8175e-02) +31:...p...|...|...|...c...|...| p: (1.9635e-01) +32:...p...|...|...c...|...|...| p: (3.9270e-01) +33:...t...|...c...|...|...|...| +34:...s...c...|...|...|...|...| +35:...h...|...|...|...|...|...| +36:..sw...|...|...|...|...|..sw +37:...|..sw...|...|...|..sw...| +38:...|...|..sw...|..sw...|...| +39:============================ +40:...0...|...|...|...|...|...| +41:...|...1...|...|...|...|...| +42:...|...|...2...|...|...|...| +43:...|...|...|...3...|...|...| +44:...|...|...|...|...4...|...| +45:...|...|...|...|...|...5...| +46:...|...|...|...|...|...|...6 +.o:...0...1...2...3...4...5...6 +Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | Q: 3 w: 5 | Q: 4 w: 6 | Q: 5 w: 7 | Q: 6 w: 8 | +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Identity Duration: 5.7456e-05s............................. +Permuted Duration: 4.6013e-05s............................. +Identity active_nodes: 127...................................... +Permuted active_nodes: 127...................................... +Identity max_nodes: 381...................................... +Permuted max_nodes: 349...................................... +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/qftentangled_indep_qiskit_gates.txt b/test/BenchmarkQuasm/results/qftentangled_indep_qiskit_gates.txt new file mode 100644 index 00000000..569899c8 --- /dev/null +++ b/test/BenchmarkQuasm/results/qftentangled_indep_qiskit_gates.txt @@ -0,0 +1,239 @@ +Start Simulation of qftentangled_indep_qiskit_2__________________________________________________ + +i: 0 1 +1: | h +2: x c +3: | h +4: s c +5: h | +6: sw sw +7:======== +8: 0 | +9: | 1 +o: 0 1 +Computed Permutation: ................0 -> 0|1 -> 1| +Original Permutation: ................0 -> 0|1 -> 1| +Identity Duration: 2.7175e-06s............................. +Permuted Duration: 2.0600e-06s............................. +Identity active_nodes: 3 ...................................... +Permuted active_nodes: 3 ...................................... +Identity max_nodes: 9 ...................................... +Permuted max_nodes: 8 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qftentangled_indep_qiskit_3__________________________________________________ + +.i:...0...1...2 +.1:...|...|...h +.2:...|...x...c +.3:...x...c...| +.4:...|...|...h +.5:...|...s...c +.6:...|...h...| +.7:...t...|...c +.8:...s...c...| +.9:...h...|...| +10:..sw...|..sw +11:============ +12:...0...|...| +13:...|...1...| +14:...|...|...2 +.o:...0...1...2 +Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Identity Duration: 4.8175e-06s............................. +Permuted Duration: 3.9725e-06s............................. +Identity active_nodes: 7 ...................................... +Permuted active_nodes: 7 ...................................... +Identity max_nodes: 21 ...................................... +Permuted max_nodes: 19 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qftentangled_indep_qiskit_4__________________________________________________ + +.i:...0...1...2...3 +.1:...|...|...|...h +.2:...|...|...x...c +.3:...|...x...c...| +.4:...x...c...|...| +.5:...|...|...|...h +.6:...|...|...s...c +.7:...|...|...h...| +.8:...|...t...|...c +.9:...|...s...c...| +10:...|...h...|...| +11:...p...|...|...c p: (3.9270e-01) +12:...t...|...c...| +13:...s...c...|...| +14:...h...|...|...| +15:..sw...|...|..sw +16:...|..sw..sw...| +17:================ +18:...0...|...|...| +19:...|...1...|...| +20:...|...|...2...| +21:...|...|...|...3 +.o:...0...1...2...3 +Computed Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Identity Duration: 9.4453e-06s............................. +Permuted Duration: 7.7975e-06s............................. +Identity active_nodes: 15 ...................................... +Permuted active_nodes: 15 ...................................... +Identity max_nodes: 45 ...................................... +Permuted max_nodes: 41 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qftentangled_indep_qiskit_5__________________________________________________ + +.i:...0...1...2...3...4 +.1:...|...|...|...|...h +.2:...|...|...|...x...c +.3:...|...|...x...c...| +.4:...|...x...c...|...| +.5:...x...c...|...|...| +.6:...|...|...|...|...h +.7:...|...|...|...s...c +.8:...|...|...|...h...| +.9:...|...|...t...|...c +10:...|...|...s...c...| +11:...|...|...h...|...| +12:...|...p...|...|...c p: (3.9270e-01) +13:...|...t...|...c...| +14:...|...s...c...|...| +15:...|...h...|...|...| +16:...p...|...|...|...c p: (1.9635e-01) +17:...p...|...|...c...| p: (3.9270e-01) +18:...t...|...c...|...| +19:...s...c...|...|...| +20:...h...|...|...|...| +21:..sw...|...|...|..sw +22:...|..sw...|..sw...| +23:==================== +24:...0...|...|...|...| +25:...|...1...|...|...| +26:...|...|...2...|...| +27:...|...|...|...3...| +28:...|...|...|...|...4 +.o:...0...1...2...3...4 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Identity Duration: 1.6353e-05s............................. +Permuted Duration: 1.3138e-05s............................. +Identity active_nodes: 31 ...................................... +Permuted active_nodes: 31 ...................................... +Identity max_nodes: 93 ...................................... +Permuted max_nodes: 85 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qftentangled_indep_qiskit_6__________________________________________________ + +.i:...0...1...2...3...4...5 +.1:...|...|...|...|...|...h +.2:...|...|...|...|...x...c +.3:...|...|...|...x...c...| +.4:...|...|...x...c...|...| +.5:...|...x...c...|...|...| +.6:...x...c...|...|...|...| +.7:...|...|...|...|...|...h +.8:...|...|...|...|...s...c +.9:...|...|...|...|...h...| +10:...|...|...|...t...|...c +11:...|...|...|...s...c...| +12:...|...|...|...h...|...| +13:...|...|...p...|...|...c p: (3.9270e-01) +14:...|...|...t...|...c...| +15:...|...|...s...c...|...| +16:...|...|...h...|...|...| +17:...|...p...|...|...|...c p: (1.9635e-01) +18:...|...p...|...|...c...| p: (3.9270e-01) +19:...|...t...|...c...|...| +20:...|...s...c...|...|...| +21:...|...h...|...|...|...| +22:...p...|...|...|...|...c p: (9.8175e-02) +23:...p...|...|...|...c...| p: (1.9635e-01) +24:...p...|...|...c...|...| p: (3.9270e-01) +25:...t...|...c...|...|...| +26:...s...c...|...|...|...| +27:...h...|...|...|...|...| +28:..sw...|...|...|...|..sw +29:...|..sw...|...|..sw...| +30:...|...|..sw..sw...|...| +31:======================== +32:...0...|...|...|...|...| +33:...|...1...|...|...|...| +34:...|...|...2...|...|...| +35:...|...|...|...3...|...| +36:...|...|...|...|...4...| +37:...|...|...|...|...|...5 +.o:...0...1...2...3...4...5 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Identity Duration: 3.1128e-05s............................. +Permuted Duration: 2.4546e-05s............................. +Identity active_nodes: 63 ...................................... +Permuted active_nodes: 63 ...................................... +Identity max_nodes: 189...................................... +Permuted max_nodes: 173...................................... +________________________________________________________________________________________________ + +Start Simulation of qftentangled_indep_qiskit_7__________________________________________________ + +.i:...0...1...2...3...4...5...6 +.1:...|...|...|...|...|...|...h +.2:...|...|...|...|...|...x...c +.3:...|...|...|...|...x...c...| +.4:...|...|...|...x...c...|...| +.5:...|...|...x...c...|...|...| +.6:...|...x...c...|...|...|...| +.7:...x...c...|...|...|...|...| +.8:...|...|...|...|...|...|...h +.9:...|...|...|...|...|...s...c +10:...|...|...|...|...|...h...| +11:...|...|...|...|...t...|...c +12:...|...|...|...|...s...c...| +13:...|...|...|...|...h...|...| +14:...|...|...|...p...|...|...c p: (3.9270e-01) +15:...|...|...|...t...|...c...| +16:...|...|...|...s...c...|...| +17:...|...|...|...h...|...|...| +18:...|...|...p...|...|...|...c p: (1.9635e-01) +19:...|...|...p...|...|...c...| p: (3.9270e-01) +20:...|...|...t...|...c...|...| +21:...|...|...s...c...|...|...| +22:...|...|...h...|...|...|...| +23:...|...p...|...|...|...|...c p: (9.8175e-02) +24:...|...p...|...|...|...c...| p: (1.9635e-01) +25:...|...p...|...|...c...|...| p: (3.9270e-01) +26:...|...t...|...c...|...|...| +27:...|...s...c...|...|...|...| +28:...|...h...|...|...|...|...| +29:...p...|...|...|...|...|...c p: (4.9087e-02) +30:...p...|...|...|...|...c...| p: (9.8175e-02) +31:...p...|...|...|...c...|...| p: (1.9635e-01) +32:...p...|...|...c...|...|...| p: (3.9270e-01) +33:...t...|...c...|...|...|...| +34:...s...c...|...|...|...|...| +35:...h...|...|...|...|...|...| +36:..sw...|...|...|...|...|..sw +37:...|..sw...|...|...|..sw...| +38:...|...|..sw...|..sw...|...| +39:============================ +40:...0...|...|...|...|...|...| +41:...|...1...|...|...|...|...| +42:...|...|...2...|...|...|...| +43:...|...|...|...3...|...|...| +44:...|...|...|...|...4...|...| +45:...|...|...|...|...|...5...| +46:...|...|...|...|...|...|...6 +.o:...0...1...2...3...4...5...6 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Identity Duration: 5.8144e-05s............................. +Permuted Duration: 4.6308e-05s............................. +Identity active_nodes: 127...................................... +Permuted active_nodes: 127...................................... +Identity max_nodes: 381...................................... +Permuted max_nodes: 349...................................... +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/qnn_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/qnn_indep_qiskit_all.txt new file mode 100644 index 00000000..7b7e9e81 --- /dev/null +++ b/test/BenchmarkQuasm/results/qnn_indep_qiskit_all.txt @@ -0,0 +1,1329 @@ +Start Simulation of qnn_indep_qiskit_2__________________________________________________ + + i: 0 1 + 1: u2 | p: (2) (-3.14159) + 2: | u2 p: (2) (-3.14159) + 3: c x + 4: | p p: (9.17284) + 5: c x + 6: u2 | p: (2) (-3.14159) + 7: | u2 p: (2) (-3.14159) + 8: c x + 9: | p p: (9.17284) +10: c x +11: ry | p: (0.727191) +12: | ry p: (0.262443) +13: c x +14: ry | p: (0.948443) +15: | ry p: (0.986626) +16:======== +17: 0 | +18: | 1 + o: 0 1 +Total Permutations: 2 +Min time: 6.6875e-06s................. Permutation 1 : 0 -> 1|1 -> 0| +Max time: 8.0350e-06s................. Permutation 0 : 0 -> 0|1 -> 1| +Min active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Min max nodes: 9 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Max active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Max max nodes: 9 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +________________________________________________________________________________________________ + +2 permutations have 3 active nodes. + +........................... +Average time: 7.3613e-06s + +________________________________________________________________________________________________ + +2 permutations have 9 max nodes. + +........................... +Average time: 7.3613e-06s + +________________________________________________________________________________________________ + +execution time of: 6.6875e-06s: Index: 1 | Max_nodes: 9 | Active_nodes: 3 | 0 -> 1|1 -> 0| +execution time of: 8.0350e-06s: Index: 0 | Max_nodes: 9 | Active_nodes: 3 | 0 -> 0|1 -> 1| +________________________________________________________________________________________________ + +Start Simulation of qnn_indep_qiskit_3__________________________________________________ + +.i:...0...1...2 +.1:..u2...|...| p: (2.0000e+00) (-3.1416e+00) +.2:...|..u2...| p: (2.0000e+00) (-3.1416e+00) +.3:...c...x...| +.4:...|...p...| p: (9.1728e+00) +.5:...c...x...| +.6:...|...|..u2 p: (2.0000e+00) (-3.1416e+00) +.7:...c...|...x +.8:...|...|...p p: (9.1728e+00) +.9:...c...|...x +10:..u2...|...| p: (2.0000e+00) (-3.1416e+00) +11:...|...c...x +12:...|...|...p p: (9.1728e+00) +13:...|...c...x +14:...|..u2...| p: (2.0000e+00) (-3.1416e+00) +15:...c...x...| +16:...|...p...| p: (9.1728e+00) +17:...c...x...| +18:...|...|..u2 p: (2.0000e+00) (-3.1416e+00) +19:...c...|...x +20:...|...|...p p: (9.1728e+00) +21:...c...|...x +22:..ry...|...| p: (1.1037e-01) +23:...|...c...x +24:...|...|...p p: (9.1728e+00) +25:...|...c...x +26:...|..ry...| p: (5.1664e-01) +27:...|...|..ry p: (4.8219e-03) +28:...|...c...x +29:...c...x...| +30:..ry...|...| p: (6.5381e-01) +31:...|..ry...| p: (9.3276e-01) +32:...|...|..ry p: (8.7049e-01) +33:============ +34:...0...|...| +35:...|...1...| +36:...|...|...2 +.o:...0...1...2 +Total Permutations: 6 +Min time: 1.7628e-05s................. Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| +Max time: 2.7108e-05s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Min active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Min max nodes: 21 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max max nodes: 21 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +________________________________________________________________________________________________ + +6 permutations have 7 active nodes. + +........................... +Average time: 2.1214e-05s + +________________________________________________________________________________________________ + +6 permutations have 21 max nodes. + +........................... +Average time: 2.1214e-05s + +________________________________________________________________________________________________ + +execution time of: 1.7628e-05s: Index: 5 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 0| +execution time of: 1.9195e-05s: Index: 4 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 1| +execution time of: 1.9530e-05s: Index: 1 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 1| +execution time of: 1.9845e-05s: Index: 2 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 2| +execution time of: 2.3978e-05s: Index: 3 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 0| +execution time of: 2.7108e-05s: Index: 0 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 2| +________________________________________________________________________________________________ + +Start Simulation of qnn_indep_qiskit_4__________________________________________________ + +.i:...0...1...2...3 +.1:..u2...|...|...| p: (2.0000e+00) (-3.1416e+00) +.2:...|..u2...|...| p: (2.0000e+00) (-3.1416e+00) +.3:...c...x...|...| +.4:...|...p...|...| p: (9.1728e+00) +.5:...c...x...|...| +.6:...|...|..u2...| p: (2.0000e+00) (-3.1416e+00) +.7:...c...|...x...| +.8:...|...|...p...| p: (9.1728e+00) +.9:...c...|...x...| +10:...|...c...x...| +11:...|...|...p...| p: (9.1728e+00) +12:...|...c...x...| +13:...|...|...|..u2 p: (2.0000e+00) (-3.1416e+00) +14:...c...|...|...x +15:...|...|...|...p p: (9.1728e+00) +16:...c...|...|...x +17:..u2...|...|...| p: (2.0000e+00) (-3.1416e+00) +18:...|...c...|...x +19:...|...|...|...p p: (9.1728e+00) +20:...|...c...|...x +21:...|..u2...|...| p: (2.0000e+00) (-3.1416e+00) +22:...c...x...|...| +23:...|...p...|...| p: (9.1728e+00) +24:...c...x...|...| +25:...|...|...c...x +26:...|...|...|...p p: (9.1728e+00) +27:...|...|...c...x +28:...|...|..u2...| p: (2.0000e+00) (-3.1416e+00) +29:...c...|...x...| +30:...|...|...p...| p: (9.1728e+00) +31:...c...|...x...| +32:...|...c...x...| +33:...|...|...p...| p: (9.1728e+00) +34:...|...c...x...| +35:...|...|...|..u2 p: (2.0000e+00) (-3.1416e+00) +36:...c...|...|...x +37:...|...|...|...p p: (9.1728e+00) +38:...c...|...|...x +39:..ry...|...|...| p: (8.7684e-01) +40:...|...c...|...x +41:...|...|...|...p p: (9.1728e+00) +42:...|...c...|...x +43:...|..ry...|...| p: (9.2393e-01) +44:...|...|...c...x +45:...|...|...|...p p: (9.1728e+00) +46:...|...|...c...x +47:...|...|..ry...| p: (7.8054e-01) +48:...|...|...|..ry p: (3.1453e-01) +49:...|...|...c...x +50:...|...c...x...| +51:...c...x...|...| +52:..ry...|...|...| p: (9.5855e-01) +53:...|..ry...|...| p: (5.1842e-01) +54:...|...|..ry...| p: (3.0067e-01) +55:...|...|...|..ry p: (3.8866e-01) +56:================ +57:...0...|...|...| +58:...|...1...|...| +59:...|...|...2...| +60:...|...|...|...3 +.o:...0...1...2...3 +Total Permutations: 24 +Min time: 4.2923e-05s................. Permutation 17 : 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +Max time: 5.7641e-05s................. Permutation 12 : 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +Min active nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Min max nodes: 45 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Max active nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Max max nodes: 45 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +________________________________________________________________________________________________ + +24 permutations have 15 active nodes. + +........................... +Average time: 4.8000e-05s + +________________________________________________________________________________________________ + +24 permutations have 45 max nodes. + +........................... +Average time: 4.8000e-05s + +________________________________________________________________________________________________ + +execution time of: 4.2923e-05s: Index: 17 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +execution time of: 4.3096e-05s: Index: 5 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +execution time of: 4.3751e-05s: Index: 23 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +execution time of: 4.3868e-05s: Index: 1 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +execution time of: 4.3938e-05s: Index: 15 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +execution time of: 4.3975e-05s: Index: 19 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| +execution time of: 4.4183e-05s: Index: 22 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| +execution time of: 4.4463e-05s: Index: 20 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +execution time of: 4.4651e-05s: Index: 21 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| +execution time of: 4.5216e-05s: Index: 6 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +execution time of: 4.5283e-05s: Index: 16 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| +execution time of: 4.5406e-05s: Index: 18 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| +execution time of: 4.5943e-05s: Index: 2 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +execution time of: 4.5971e-05s: Index: 4 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| +execution time of: 4.6133e-05s: Index: 8 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| +execution time of: 4.6288e-05s: Index: 13 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +execution time of: 4.6681e-05s: Index: 11 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| +execution time of: 5.1073e-05s: Index: 7 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +execution time of: 5.5746e-05s: Index: 3 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +execution time of: 5.5861e-05s: Index: 0 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +execution time of: 5.6461e-05s: Index: 10 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +execution time of: 5.6686e-05s: Index: 9 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +execution time of: 5.6756e-05s: Index: 14 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +execution time of: 5.7641e-05s: Index: 12 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +________________________________________________________________________________________________ + +Start Simulation of qnn_indep_qiskit_5__________________________________________________ + +.i:...0...1...2...3...4 +.1:..u2...|...|...|...| p: (2.0000e+00) (-3.1416e+00) +.2:...|..u2...|...|...| p: (2.0000e+00) (-3.1416e+00) +.3:...c...x...|...|...| +.4:...|...p...|...|...| p: (9.1728e+00) +.5:...c...x...|...|...| +.6:...|...|..u2...|...| p: (2.0000e+00) (-3.1416e+00) +.7:...c...|...x...|...| +.8:...|...|...p...|...| p: (9.1728e+00) +.9:...c...|...x...|...| +10:...|...c...x...|...| +11:...|...|...p...|...| p: (9.1728e+00) +12:...|...c...x...|...| +13:...|...|...|..u2...| p: (2.0000e+00) (-3.1416e+00) +14:...c...|...|...x...| +15:...|...|...|...p...| p: (9.1728e+00) +16:...c...|...|...x...| +17:...|...c...|...x...| +18:...|...|...|...p...| p: (9.1728e+00) +19:...|...c...|...x...| +20:...|...|...c...x...| +21:...|...|...|...p...| p: (9.1728e+00) +22:...|...|...c...x...| +23:...|...|...|...|..u2 p: (2.0000e+00) (-3.1416e+00) +24:...c...|...|...|...x +25:...|...|...|...|...p p: (9.1728e+00) +26:...c...|...|...|...x +27:..u2...|...|...|...| p: (2.0000e+00) (-3.1416e+00) +28:...|...c...|...|...x +29:...|...|...|...|...p p: (9.1728e+00) +30:...|...c...|...|...x +31:...|..u2...|...|...| p: (2.0000e+00) (-3.1416e+00) +32:...c...x...|...|...| +33:...|...p...|...|...| p: (9.1728e+00) +34:...c...x...|...|...| +35:...|...|...c...|...x +36:...|...|...|...|...p p: (9.1728e+00) +37:...|...|...c...|...x +38:...|...|..u2...|...| p: (2.0000e+00) (-3.1416e+00) +39:...c...|...x...|...| +40:...|...|...p...|...| p: (9.1728e+00) +41:...c...|...x...|...| +42:...|...c...x...|...| +43:...|...|...p...|...| p: (9.1728e+00) +44:...|...c...x...|...| +45:...|...|...|...c...x +46:...|...|...|...|...p p: (9.1728e+00) +47:...|...|...|...c...x +48:...|...|...|..u2...| p: (2.0000e+00) (-3.1416e+00) +49:...c...|...|...x...| +50:...|...|...|...p...| p: (9.1728e+00) +51:...c...|...|...x...| +52:...|...c...|...x...| +53:...|...|...|...p...| p: (9.1728e+00) +54:...|...c...|...x...| +55:...|...|...c...x...| +56:...|...|...|...p...| p: (9.1728e+00) +57:...|...|...c...x...| +58:...|...|...|...|..u2 p: (2.0000e+00) (-3.1416e+00) +59:...c...|...|...|...x +60:...|...|...|...|...p p: (9.1728e+00) +61:...c...|...|...|...x +62:..ry...|...|...|...| p: (9.9960e-01) +63:...|...c...|...|...x +64:...|...|...|...|...p p: (9.1728e+00) +65:...|...c...|...|...x +66:...|..ry...|...|...| p: (6.7199e-01) +67:...|...|...c...|...x +68:...|...|...|...|...p p: (9.1728e+00) +69:...|...|...c...|...x +70:...|...|..ry...|...| p: (6.0799e-01) +71:...|...|...|...c...x +72:...|...|...|...|...p p: (9.1728e+00) +73:...|...|...|...c...x +74:...|...|...|..ry...| p: (8.4199e-01) +75:...|...|...|...|..ry p: (1.5017e-01) +76:...|...|...|...c...x +77:...|...|...c...x...| +78:...|...c...x...|...| +79:...c...x...|...|...| +80:..ry...|...|...|...| p: (2.6976e-01) +81:...|..ry...|...|...| p: (4.3331e-02) +82:...|...|..ry...|...| p: (3.4323e-01) +83:...|...|...|..ry...| p: (1.9498e-01) +84:...|...|...|...|..ry p: (7.5866e-01) +85:==================== +86:...0...|...|...|...| +87:...|...1...|...|...| +88:...|...|...2...|...| +89:...|...|...|...3...| +90:...|...|...|...|...4 +.o:...0...1...2...3...4 +Total Permutations: 120 +Min time: 8.9286e-05s................. Permutation 5 : 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +Max time: 1.1918e-04s................. Permutation 56 : 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +Min active nodes: 31 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Min max nodes: 93 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Max active nodes: 31 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Max max nodes: 93 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +________________________________________________________________________________________________ + +120 permutations have 31 active nodes. + +........................... +Average time: 9.6466e-05s + +________________________________________________________________________________________________ + +120 permutations have 93 max nodes. + +........................... +Average time: 9.6466e-05s + +________________________________________________________________________________________________ + +execution time of: 8.9286e-05s: Index: 5 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +execution time of: 8.9391e-05s: Index: 1 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +execution time of: 8.9921e-05s: Index: 23 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +execution time of: 9.0284e-05s: Index: 0 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +execution time of: 9.0809e-05s: Index: 2 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +execution time of: 9.1119e-05s: Index: 119 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +execution time of: 9.1506e-05s: Index: 28 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +execution time of: 9.1516e-05s: Index: 27 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +execution time of: 9.1736e-05s: Index: 24 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +execution time of: 9.1806e-05s: Index: 22 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +execution time of: 9.2361e-05s: Index: 15 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +execution time of: 9.2431e-05s: Index: 21 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +execution time of: 9.2453e-05s: Index: 3 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +execution time of: 9.2636e-05s: Index: 16 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +execution time of: 9.3028e-05s: Index: 86 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +execution time of: 9.3149e-05s: Index: 4 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +execution time of: 9.3211e-05s: Index: 116 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +execution time of: 9.3316e-05s: Index: 19 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +execution time of: 9.3339e-05s: Index: 17 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +execution time of: 9.3366e-05s: Index: 20 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +execution time of: 9.3631e-05s: Index: 10 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +execution time of: 9.3681e-05s: Index: 13 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +execution time of: 9.3738e-05s: Index: 9 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +execution time of: 9.3774e-05s: Index: 112 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +execution time of: 9.3826e-05s: Index: 25 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +execution time of: 9.3864e-05s: Index: 6 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +execution time of: 9.3906e-05s: Index: 53 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +execution time of: 9.3926e-05s: Index: 8 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +execution time of: 9.3929e-05s: Index: 110 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +execution time of: 9.3931e-05s: Index: 94 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +execution time of: 9.3956e-05s: Index: 95 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +execution time of: 9.4166e-05s: Index: 117 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +execution time of: 9.4213e-05s: Index: 115 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +execution time of: 9.4234e-05s: Index: 101 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +execution time of: 9.4241e-05s: Index: 35 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +execution time of: 9.4266e-05s: Index: 12 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +execution time of: 9.4309e-05s: Index: 47 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +execution time of: 9.4629e-05s: Index: 92 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +execution time of: 9.4639e-05s: Index: 26 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +execution time of: 9.4784e-05s: Index: 91 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +execution time of: 9.4834e-05s: Index: 11 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +execution time of: 9.4836e-05s: Index: 30 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +execution time of: 9.4923e-05s: Index: 114 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +execution time of: 9.4984e-05s: Index: 31 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +execution time of: 9.5056e-05s: Index: 48 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +execution time of: 9.5379e-05s: Index: 18 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +execution time of: 9.5441e-05s: Index: 62 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +execution time of: 9.5464e-05s: Index: 98 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +execution time of: 9.5486e-05s: Index: 55 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +execution time of: 9.5581e-05s: Index: 88 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +execution time of: 9.5616e-05s: Index: 71 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +execution time of: 9.5661e-05s: Index: 54 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +execution time of: 9.5696e-05s: Index: 38 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +execution time of: 9.5831e-05s: Index: 113 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +execution time of: 9.5969e-05s: Index: 99 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +execution time of: 9.5988e-05s: Index: 32 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +execution time of: 9.5999e-05s: Index: 74 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +execution time of: 9.6109e-05s: Index: 44 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +execution time of: 9.6159e-05s: Index: 68 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +execution time of: 9.6161e-05s: Index: 33 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +execution time of: 9.6194e-05s: Index: 34 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +execution time of: 9.6261e-05s: Index: 72 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +execution time of: 9.6289e-05s: Index: 7 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +execution time of: 9.6316e-05s: Index: 14 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +execution time of: 9.6614e-05s: Index: 43 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +execution time of: 9.6704e-05s: Index: 64 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +execution time of: 9.6716e-05s: Index: 60 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +execution time of: 9.6756e-05s: Index: 78 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +execution time of: 9.6759e-05s: Index: 37 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +execution time of: 9.6861e-05s: Index: 90 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +execution time of: 9.6879e-05s: Index: 85 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +execution time of: 9.6904e-05s: Index: 102 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +execution time of: 9.6929e-05s: Index: 36 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +execution time of: 9.6939e-05s: Index: 84 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +execution time of: 9.6999e-05s: Index: 42 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +execution time of: 9.7019e-05s: Index: 100 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +execution time of: 9.7264e-05s: Index: 108 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +execution time of: 9.7289e-05s: Index: 73 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +execution time of: 9.7376e-05s: Index: 75 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +execution time of: 9.7444e-05s: Index: 70 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +execution time of: 9.7453e-05s: Index: 103 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +execution time of: 9.7514e-05s: Index: 105 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +execution time of: 9.7536e-05s: Index: 111 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +execution time of: 9.7566e-05s: Index: 106 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +execution time of: 9.7681e-05s: Index: 52 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +execution time of: 9.7748e-05s: Index: 45 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +execution time of: 9.7811e-05s: Index: 50 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +execution time of: 9.7846e-05s: Index: 79 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +execution time of: 9.7869e-05s: Index: 46 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +execution time of: 9.7909e-05s: Index: 41 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +execution time of: 9.7931e-05s: Index: 109 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +execution time of: 9.8161e-05s: Index: 59 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +execution time of: 9.8238e-05s: Index: 93 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +execution time of: 9.8361e-05s: Index: 104 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +execution time of: 9.8679e-05s: Index: 66 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +execution time of: 9.8696e-05s: Index: 96 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +execution time of: 9.8719e-05s: Index: 81 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +execution time of: 9.8771e-05s: Index: 82 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +execution time of: 9.8941e-05s: Index: 58 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +execution time of: 9.8954e-05s: Index: 51 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +execution time of: 9.9054e-05s: Index: 63 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +execution time of: 9.9101e-05s: Index: 83 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +execution time of: 9.9201e-05s: Index: 77 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +execution time of: 9.9244e-05s: Index: 89 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +execution time of: 9.9246e-05s: Index: 40 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +execution time of: 9.9321e-05s: Index: 61 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +execution time of: 9.9521e-05s: Index: 76 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +execution time of: 9.9786e-05s: Index: 80 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +execution time of: 1.0007e-04s: Index: 67 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +execution time of: 1.0087e-04s: Index: 57 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +execution time of: 1.0113e-04s: Index: 97 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| +execution time of: 1.0115e-04s: Index: 39 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +execution time of: 1.0249e-04s: Index: 69 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +execution time of: 1.0299e-04s: Index: 107 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +execution time of: 1.0321e-04s: Index: 65 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +execution time of: 1.1148e-04s: Index: 118 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +execution time of: 1.1808e-04s: Index: 49 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +execution time of: 1.1918e-04s: Index: 56 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +________________________________________________________________________________________________ + +Start Simulation of qnn_indep_qiskit_6__________________________________________________ + +..i:...0...1...2...3...4...5 +..1:..u2...|...|...|...|...| p: (2.0000e+00) (-3.1416e+00) +..2:...|..u2...|...|...|...| p: (2.0000e+00) (-3.1416e+00) +..3:...c...x...|...|...|...| +..4:...|...p...|...|...|...| p: (9.1728e+00) +..5:...c...x...|...|...|...| +..6:...|...|..u2...|...|...| p: (2.0000e+00) (-3.1416e+00) +..7:...c...|...x...|...|...| +..8:...|...|...p...|...|...| p: (9.1728e+00) +..9:...c...|...x...|...|...| +.10:...|...c...x...|...|...| +.11:...|...|...p...|...|...| p: (9.1728e+00) +.12:...|...c...x...|...|...| +.13:...|...|...|..u2...|...| p: (2.0000e+00) (-3.1416e+00) +.14:...c...|...|...x...|...| +.15:...|...|...|...p...|...| p: (9.1728e+00) +.16:...c...|...|...x...|...| +.17:...|...c...|...x...|...| +.18:...|...|...|...p...|...| p: (9.1728e+00) +.19:...|...c...|...x...|...| +.20:...|...|...c...x...|...| +.21:...|...|...|...p...|...| p: (9.1728e+00) +.22:...|...|...c...x...|...| +.23:...|...|...|...|..u2...| p: (2.0000e+00) (-3.1416e+00) +.24:...c...|...|...|...x...| +.25:...|...|...|...|...p...| p: (9.1728e+00) +.26:...c...|...|...|...x...| +.27:...|...c...|...|...x...| +.28:...|...|...|...|...p...| p: (9.1728e+00) +.29:...|...c...|...|...x...| +.30:...|...|...c...|...x...| +.31:...|...|...|...|...p...| p: (9.1728e+00) +.32:...|...|...c...|...x...| +.33:...|...|...|...c...x...| +.34:...|...|...|...|...p...| p: (9.1728e+00) +.35:...|...|...|...c...x...| +.36:...|...|...|...|...|..u2 p: (2.0000e+00) (-3.1416e+00) +.37:...c...|...|...|...|...x +.38:...|...|...|...|...|...p p: (9.1728e+00) +.39:...c...|...|...|...|...x +.40:..u2...|...|...|...|...| p: (2.0000e+00) (-3.1416e+00) +.41:...|...c...|...|...|...x +.42:...|...|...|...|...|...p p: (9.1728e+00) +.43:...|...c...|...|...|...x +.44:...|..u2...|...|...|...| p: (2.0000e+00) (-3.1416e+00) +.45:...c...x...|...|...|...| +.46:...|...p...|...|...|...| p: (9.1728e+00) +.47:...c...x...|...|...|...| +.48:...|...|...c...|...|...x +.49:...|...|...|...|...|...p p: (9.1728e+00) +.50:...|...|...c...|...|...x +.51:...|...|..u2...|...|...| p: (2.0000e+00) (-3.1416e+00) +.52:...c...|...x...|...|...| +.53:...|...|...p...|...|...| p: (9.1728e+00) +.54:...c...|...x...|...|...| +.55:...|...c...x...|...|...| +.56:...|...|...p...|...|...| p: (9.1728e+00) +.57:...|...c...x...|...|...| +.58:...|...|...|...c...|...x +.59:...|...|...|...|...|...p p: (9.1728e+00) +.60:...|...|...|...c...|...x +.61:...|...|...|..u2...|...| p: (2.0000e+00) (-3.1416e+00) +.62:...c...|...|...x...|...| +.63:...|...|...|...p...|...| p: (9.1728e+00) +.64:...c...|...|...x...|...| +.65:...|...c...|...x...|...| +.66:...|...|...|...p...|...| p: (9.1728e+00) +.67:...|...c...|...x...|...| +.68:...|...|...c...x...|...| +.69:...|...|...|...p...|...| p: (9.1728e+00) +.70:...|...|...c...x...|...| +.71:...|...|...|...|...c...x +.72:...|...|...|...|...|...p p: (9.1728e+00) +.73:...|...|...|...|...c...x +.74:...|...|...|...|..u2...| p: (2.0000e+00) (-3.1416e+00) +.75:...c...|...|...|...x...| +.76:...|...|...|...|...p...| p: (9.1728e+00) +.77:...c...|...|...|...x...| +.78:...|...c...|...|...x...| +.79:...|...|...|...|...p...| p: (9.1728e+00) +.80:...|...c...|...|...x...| +.81:...|...|...c...|...x...| +.82:...|...|...|...|...p...| p: (9.1728e+00) +.83:...|...|...c...|...x...| +.84:...|...|...|...c...x...| +.85:...|...|...|...|...p...| p: (9.1728e+00) +.86:...|...|...|...c...x...| +.87:...|...|...|...|...|..u2 p: (2.0000e+00) (-3.1416e+00) +.88:...c...|...|...|...|...x +.89:...|...|...|...|...|...p p: (9.1728e+00) +.90:...c...|...|...|...|...x +.91:..ry...|...|...|...|...| p: (9.0814e-01) +.92:...|...c...|...|...|...x +.93:...|...|...|...|...|...p p: (9.1728e+00) +.94:...|...c...|...|...|...x +.95:...|..ry...|...|...|...| p: (3.0023e-02) +.96:...|...|...c...|...|...x +.97:...|...|...|...|...|...p p: (9.1728e+00) +.98:...|...|...c...|...|...x +.99:...|...|..ry...|...|...| p: (2.8972e-02) +100:...|...|...|...c...|...x +101:...|...|...|...|...|...p p: (9.1728e+00) +102:...|...|...|...c...|...x +103:...|...|...|..ry...|...| p: (8.6059e-01) +104:...|...|...|...|...c...x +105:...|...|...|...|...|...p p: (9.1728e+00) +106:...|...|...|...|...c...x +107:...|...|...|...|..ry...| p: (5.1293e-01) +108:...|...|...|...|...|..ry p: (2.6028e-03) +109:...|...|...|...|...c...x +110:...|...|...|...c...x...| +111:...|...|...c...x...|...| +112:...|...c...x...|...|...| +113:...c...x...|...|...|...| +114:..ry...|...|...|...|...| p: (5.4490e-01) +115:...|..ry...|...|...|...| p: (4.4575e-01) +116:...|...|..ry...|...|...| p: (2.6016e-01) +117:...|...|...|..ry...|...| p: (6.5620e-02) +118:...|...|...|...|..ry...| p: (1.4424e-01) +119:...|...|...|...|...|..ry p: (5.1595e-01) +120:======================== +121:...0...|...|...|...|...| +122:...|...1...|...|...|...| +123:...|...|...2...|...|...| +124:...|...|...|...3...|...| +125:...|...|...|...|...4...| +126:...|...|...|...|...|...5 +..o:...0...1...2...3...4...5 +Total Permutations: 720 +Min time: 1.7092e-04s................. Permutation 3 : 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +Max time: 4.0225e-04s................. Permutation 228: 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 4| +Min active nodes: 63 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Min max nodes: 189 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Max active nodes: 63 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Max max nodes: 189 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +________________________________________________________________________________________________ + +720 permutations have 63 active nodes. + +........................... +Average time: 1.9860e-04s + +________________________________________________________________________________________________ + +720 permutations have 189 max nodes. + +........................... +Average time: 1.9860e-04s + +________________________________________________________________________________________________ + +execution time of: 1.7092e-04s: Index: 3 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +execution time of: 1.7117e-04s: Index: 1 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +execution time of: 1.7173e-04s: Index: 9 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +execution time of: 1.7201e-04s: Index: 5 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +execution time of: 1.7319e-04s: Index: 23 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +execution time of: 1.7411e-04s: Index: 6 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +execution time of: 1.7449e-04s: Index: 4 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +execution time of: 1.7450e-04s: Index: 125 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +execution time of: 1.7463e-04s: Index: 15 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +execution time of: 1.7494e-04s: Index: 7 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +execution time of: 1.7569e-04s: Index: 129 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +execution time of: 1.7571e-04s: Index: 123 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +execution time of: 1.7593e-04s: Index: 11 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +execution time of: 1.7610e-04s: Index: 143 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +execution time of: 1.7625e-04s: Index: 0 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +execution time of: 1.7648e-04s: Index: 19 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +execution time of: 1.7665e-04s: Index: 29 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +execution time of: 1.7681e-04s: Index: 2 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +execution time of: 1.7710e-04s: Index: 10 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +execution time of: 1.7722e-04s: Index: 14 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +execution time of: 1.7736e-04s: Index: 120 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +execution time of: 1.7805e-04s: Index: 121 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +execution time of: 1.7810e-04s: Index: 8 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +execution time of: 1.7824e-04s: Index: 24 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +execution time of: 1.7830e-04s: Index: 119 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| +execution time of: 1.7834e-04s: Index: 122 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +execution time of: 1.7846e-04s: Index: 124 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +execution time of: 1.7879e-04s: Index: 20 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +execution time of: 1.7923e-04s: Index: 95 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| +execution time of: 1.7936e-04s: Index: 142 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +execution time of: 1.8005e-04s: Index: 137 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +execution time of: 1.8029e-04s: Index: 18 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +execution time of: 1.8034e-04s: Index: 126 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +execution time of: 1.8054e-04s: Index: 131 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +execution time of: 1.8074e-04s: Index: 16 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +execution time of: 1.8086e-04s: Index: 12 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +execution time of: 1.8105e-04s: Index: 21 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +execution time of: 1.8111e-04s: Index: 135 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +execution time of: 1.8121e-04s: Index: 71 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| +execution time of: 1.8132e-04s: Index: 141 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +execution time of: 1.8179e-04s: Index: 133 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +execution time of: 1.8183e-04s: Index: 27 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +execution time of: 1.8207e-04s: Index: 39 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +execution time of: 1.8208e-04s: Index: 128 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +execution time of: 1.8269e-04s: Index: 93 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| +execution time of: 1.8273e-04s: Index: 41 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| +execution time of: 1.8291e-04s: Index: 145 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +execution time of: 1.8345e-04s: Index: 35 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| +execution time of: 1.8371e-04s: Index: 132 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +execution time of: 1.8378e-04s: Index: 13 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +execution time of: 1.8381e-04s: Index: 117 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| +execution time of: 1.8401e-04s: Index: 57 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| +execution time of: 1.8422e-04s: Index: 51 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +execution time of: 1.8440e-04s: Index: 112 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| +execution time of: 1.8442e-04s: Index: 149 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| +execution time of: 1.8445e-04s: Index: 144 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +execution time of: 1.8450e-04s: Index: 113 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| +execution time of: 1.8457e-04s: Index: 49 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +execution time of: 1.8461e-04s: Index: 94 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2| +execution time of: 1.8464e-04s: Index: 134 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +execution time of: 1.8479e-04s: Index: 107 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| +execution time of: 1.8482e-04s: Index: 65 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| +execution time of: 1.8506e-04s: Index: 130 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +execution time of: 1.8509e-04s: Index: 105 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| +execution time of: 1.8510e-04s: Index: 114 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| +execution time of: 1.8517e-04s: Index: 127 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +execution time of: 1.8520e-04s: Index: 245 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +execution time of: 1.8521e-04s: Index: 138 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +execution time of: 1.8540e-04s: Index: 36 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +execution time of: 1.8544e-04s: Index: 267 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| +execution time of: 1.8570e-04s: Index: 59 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| +execution time of: 1.8592e-04s: Index: 91 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| +execution time of: 1.8602e-04s: Index: 101 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| +execution time of: 1.8604e-04s: Index: 111 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| +execution time of: 1.8606e-04s: Index: 716 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +execution time of: 1.8622e-04s: Index: 139 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +execution time of: 1.8629e-04s: Index: 47 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| +execution time of: 1.8653e-04s: Index: 98 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| +execution time of: 1.8656e-04s: Index: 140 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +execution time of: 1.8664e-04s: Index: 69 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| +execution time of: 1.8673e-04s: Index: 70 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| +execution time of: 1.8675e-04s: Index: 596 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +execution time of: 1.8675e-04s: Index: 251 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| +execution time of: 1.8678e-04s: Index: 99 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| +execution time of: 1.8683e-04s: Index: 264 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +execution time of: 1.8696e-04s: Index: 240 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +execution time of: 1.8699e-04s: Index: 249 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +execution time of: 1.8701e-04s: Index: 92 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3| +execution time of: 1.8703e-04s: Index: 147 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| +execution time of: 1.8714e-04s: Index: 54 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +execution time of: 1.8714e-04s: Index: 89 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| +execution time of: 1.8730e-04s: Index: 97 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| +execution time of: 1.8749e-04s: Index: 67 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| +execution time of: 1.8759e-04s: Index: 148 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| +execution time of: 1.8761e-04s: Index: 242 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +execution time of: 1.8765e-04s: Index: 110 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 4| +execution time of: 1.8770e-04s: Index: 64 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| +execution time of: 1.8779e-04s: Index: 78 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +execution time of: 1.8780e-04s: Index: 118 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| +execution time of: 1.8782e-04s: Index: 173 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| +execution time of: 1.8790e-04s: Index: 48 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +execution time of: 1.8791e-04s: Index: 73 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| +execution time of: 1.8795e-04s: Index: 22 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +execution time of: 1.8796e-04s: Index: 268 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| +execution time of: 1.8806e-04s: Index: 32 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +execution time of: 1.8809e-04s: Index: 116 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 3| +execution time of: 1.8817e-04s: Index: 33 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +execution time of: 1.8820e-04s: Index: 241 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +execution time of: 1.8839e-04s: Index: 53 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +execution time of: 1.8846e-04s: Index: 90 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| +execution time of: 1.8863e-04s: Index: 169 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| +execution time of: 1.8887e-04s: Index: 334 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| +execution time of: 1.8890e-04s: Index: 454 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +execution time of: 1.8900e-04s: Index: 712 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +execution time of: 1.8902e-04s: Index: 88 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| +execution time of: 1.8909e-04s: Index: 106 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| +execution time of: 1.8945e-04s: Index: 478 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +execution time of: 1.8951e-04s: Index: 719 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +execution time of: 1.8957e-04s: Index: 714 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +execution time of: 1.8959e-04s: Index: 594 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +execution time of: 1.8963e-04s: Index: 269 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| +execution time of: 1.8975e-04s: Index: 574 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +execution time of: 1.8976e-04s: Index: 265 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +execution time of: 1.8982e-04s: Index: 694 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +execution time of: 1.8987e-04s: Index: 171 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| +execution time of: 1.8990e-04s: Index: 365 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +execution time of: 1.8990e-04s: Index: 592 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +execution time of: 1.8992e-04s: Index: 72 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +execution time of: 1.9005e-04s: Index: 75 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| +execution time of: 1.9006e-04s: Index: 37 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| +execution time of: 1.9010e-04s: Index: 257 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| +execution time of: 1.9012e-04s: Index: 109 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| +execution time of: 1.9019e-04s: Index: 195 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| +execution time of: 1.9022e-04s: Index: 115 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| +execution time of: 1.9035e-04s: Index: 85 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| +execution time of: 1.9036e-04s: Index: 692 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +execution time of: 1.9051e-04s: Index: 61 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| +execution time of: 1.9056e-04s: Index: 80 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| +execution time of: 1.9058e-04s: Index: 66 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| +execution time of: 1.9061e-04s: Index: 243 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| 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+execution time of: 2.5580e-04s: Index: 347 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| +execution time of: 2.7415e-04s: Index: 472 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| +execution time of: 3.8272e-04s: Index: 362 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| +execution time of: 4.0225e-04s: Index: 228 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 4| +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/qnn_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/qnn_indep_qiskit_controls.txt new file mode 100644 index 00000000..1ae7d63f --- /dev/null +++ b/test/BenchmarkQuasm/results/qnn_indep_qiskit_controls.txt @@ -0,0 +1,588 @@ +Start Simulation of qnn_indep_qiskit_2__________________________________________________ + + i: 0 1 + 1: u2 | p: (2) (-3.14159) + 2: | u2 p: (2) (-3.14159) + 3: c x + 4: | p p: (9.17284) + 5: c x + 6: u2 | p: (2) (-3.14159) + 7: | u2 p: (2) (-3.14159) + 8: c x + 9: | p p: (9.17284) +10: c x +11: ry | p: (0.727191) +12: | ry p: (0.262443) +13: c x +14: ry | p: (0.948443) +15: | ry p: (0.986626) +16:======== +17: 0 | +18: | 1 + o: 0 1 +Q: 0 w: 3 | Q: 1 w: 1 | +Computed Permutation: ................0 -> 1|1 -> 0| +Original Permutation: ................0 -> 0|1 -> 1| +Identity Duration: 8.0750e-06s............................. +Permuted Duration: 6.7900e-06s............................. +Identity active_nodes: 3 ...................................... +Permuted active_nodes: 3 ...................................... +Identity max_nodes: 9 ...................................... +Permuted max_nodes: 9 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qnn_indep_qiskit_3__________________________________________________ + +.i:...0...1...2 +.1:..u2...|...| p: (2.0000e+00) (-3.1416e+00) +.2:...|..u2...| p: (2.0000e+00) (-3.1416e+00) +.3:...c...x...| +.4:...|...p...| p: (9.1728e+00) +.5:...c...x...| +.6:...|...|..u2 p: (2.0000e+00) (-3.1416e+00) +.7:...c...|...x +.8:...|...|...p p: (9.1728e+00) +.9:...c...|...x +10:..u2...|...| p: (2.0000e+00) (-3.1416e+00) +11:...|...c...x +12:...|...|...p p: (9.1728e+00) +13:...|...c...x +14:...|..u2...| p: (2.0000e+00) (-3.1416e+00) +15:...c...x...| +16:...|...p...| p: (9.1728e+00) +17:...c...x...| +18:...|...|..u2 p: (2.0000e+00) (-3.1416e+00) +19:...c...|...x +20:...|...|...p p: (9.1728e+00) +21:...c...|...x +22:..ry...|...| p: (1.1037e-01) +23:...|...c...x +24:...|...|...p p: (9.1728e+00) +25:...|...c...x +26:...|..ry...| p: (5.1664e-01) +27:...|...|..ry p: (4.8219e-03) +28:...|...c...x +29:...c...x...| +30:..ry...|...| p: (6.5381e-01) +31:...|..ry...| p: (9.3276e-01) +32:...|...|..ry p: (8.7049e-01) +33:============ +34:...0...|...| +35:...|...1...| +36:...|...|...2 +.o:...0...1...2 +Q: 0 w: 4 | Q: 1 w: 3 | Q: 2 w: 1 | +Computed Permutation: .........0 -> 2|1 -> 1|2 -> 0| +Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Identity Duration: 2.2210e-05s............................. +Permuted Duration: 1.9703e-05s............................. +Identity active_nodes: 7 ...................................... +Permuted active_nodes: 7 ...................................... +Identity max_nodes: 21 ...................................... +Permuted max_nodes: 21 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qnn_indep_qiskit_4__________________________________________________ + +.i:...0...1...2...3 +.1:..u2...|...|...| p: (2.0000e+00) (-3.1416e+00) +.2:...|..u2...|...| p: (2.0000e+00) (-3.1416e+00) +.3:...c...x...|...| +.4:...|...p...|...| p: (9.1728e+00) +.5:...c...x...|...| +.6:...|...|..u2...| p: (2.0000e+00) (-3.1416e+00) +.7:...c...|...x...| +.8:...|...|...p...| p: (9.1728e+00) +.9:...c...|...x...| +10:...|...c...x...| +11:...|...|...p...| p: (9.1728e+00) +12:...|...c...x...| +13:...|...|...|..u2 p: (2.0000e+00) (-3.1416e+00) +14:...c...|...|...x +15:...|...|...|...p p: (9.1728e+00) +16:...c...|...|...x +17:..u2...|...|...| p: (2.0000e+00) (-3.1416e+00) +18:...|...c...|...x +19:...|...|...|...p p: (9.1728e+00) +20:...|...c...|...x +21:...|..u2...|...| p: (2.0000e+00) (-3.1416e+00) +22:...c...x...|...| +23:...|...p...|...| p: (9.1728e+00) +24:...c...x...|...| +25:...|...|...c...x +26:...|...|...|...p p: (9.1728e+00) +27:...|...|...c...x +28:...|...|..u2...| p: (2.0000e+00) (-3.1416e+00) +29:...c...|...x...| +30:...|...|...p...| p: (9.1728e+00) +31:...c...|...x...| +32:...|...c...x...| +33:...|...|...p...| p: (9.1728e+00) +34:...|...c...x...| +35:...|...|...|..u2 p: (2.0000e+00) (-3.1416e+00) +36:...c...|...|...x +37:...|...|...|...p p: (9.1728e+00) +38:...c...|...|...x +39:..ry...|...|...| p: (8.7684e-01) +40:...|...c...|...x +41:...|...|...|...p p: (9.1728e+00) +42:...|...c...|...x +43:...|..ry...|...| p: (9.2393e-01) +44:...|...|...c...x +45:...|...|...|...p p: (9.1728e+00) +46:...|...|...c...x +47:...|...|..ry...| p: (7.8054e-01) +48:...|...|...|..ry p: (3.1453e-01) +49:...|...|...c...x +50:...|...c...x...| +51:...c...x...|...| +52:..ry...|...|...| p: (9.5855e-01) +53:...|..ry...|...| p: (5.1842e-01) +54:...|...|..ry...| p: (3.0067e-01) +55:...|...|...|..ry p: (3.8866e-01) +56:================ +57:...0...|...|...| +58:...|...1...|...| +59:...|...|...2...| +60:...|...|...|...3 +.o:...0...1...2...3 +Q: 0 w: 5 | Q: 1 w: 4 | Q: 2 w: 3 | Q: 3 w: 1 | +Computed Permutation: ..0 -> 3|1 -> 2|2 -> 1|3 -> 0| +Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Identity Duration: 4.7556e-05s............................. +Permuted Duration: 4.7061e-05s............................. +Identity active_nodes: 15 ...................................... +Permuted active_nodes: 15 ...................................... +Identity max_nodes: 45 ...................................... +Permuted max_nodes: 45 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qnn_indep_qiskit_5__________________________________________________ + +.i:...0...1...2...3...4 +.1:..u2...|...|...|...| p: (2.0000e+00) (-3.1416e+00) +.2:...|..u2...|...|...| p: (2.0000e+00) (-3.1416e+00) +.3:...c...x...|...|...| +.4:...|...p...|...|...| p: (9.1728e+00) +.5:...c...x...|...|...| +.6:...|...|..u2...|...| p: (2.0000e+00) (-3.1416e+00) +.7:...c...|...x...|...| +.8:...|...|...p...|...| p: (9.1728e+00) +.9:...c...|...x...|...| +10:...|...c...x...|...| +11:...|...|...p...|...| p: (9.1728e+00) +12:...|...c...x...|...| +13:...|...|...|..u2...| p: (2.0000e+00) (-3.1416e+00) +14:...c...|...|...x...| +15:...|...|...|...p...| p: (9.1728e+00) +16:...c...|...|...x...| +17:...|...c...|...x...| +18:...|...|...|...p...| p: (9.1728e+00) +19:...|...c...|...x...| +20:...|...|...c...x...| +21:...|...|...|...p...| p: (9.1728e+00) +22:...|...|...c...x...| +23:...|...|...|...|..u2 p: (2.0000e+00) (-3.1416e+00) +24:...c...|...|...|...x +25:...|...|...|...|...p p: (9.1728e+00) +26:...c...|...|...|...x +27:..u2...|...|...|...| p: (2.0000e+00) (-3.1416e+00) +28:...|...c...|...|...x +29:...|...|...|...|...p p: (9.1728e+00) +30:...|...c...|...|...x +31:...|..u2...|...|...| p: (2.0000e+00) (-3.1416e+00) +32:...c...x...|...|...| +33:...|...p...|...|...| p: (9.1728e+00) +34:...c...x...|...|...| +35:...|...|...c...|...x +36:...|...|...|...|...p p: (9.1728e+00) +37:...|...|...c...|...x +38:...|...|..u2...|...| p: (2.0000e+00) (-3.1416e+00) +39:...c...|...x...|...| +40:...|...|...p...|...| p: (9.1728e+00) +41:...c...|...x...|...| +42:...|...c...x...|...| +43:...|...|...p...|...| p: (9.1728e+00) +44:...|...c...x...|...| +45:...|...|...|...c...x +46:...|...|...|...|...p p: (9.1728e+00) +47:...|...|...|...c...x +48:...|...|...|..u2...| p: (2.0000e+00) (-3.1416e+00) +49:...c...|...|...x...| +50:...|...|...|...p...| p: (9.1728e+00) +51:...c...|...|...x...| +52:...|...c...|...x...| +53:...|...|...|...p...| p: (9.1728e+00) +54:...|...c...|...x...| +55:...|...|...c...x...| +56:...|...|...|...p...| p: (9.1728e+00) +57:...|...|...c...x...| +58:...|...|...|...|..u2 p: (2.0000e+00) (-3.1416e+00) +59:...c...|...|...|...x +60:...|...|...|...|...p p: (9.1728e+00) +61:...c...|...|...|...x +62:..ry...|...|...|...| p: (9.9960e-01) +63:...|...c...|...|...x +64:...|...|...|...|...p p: (9.1728e+00) +65:...|...c...|...|...x +66:...|..ry...|...|...| p: (6.7199e-01) +67:...|...|...c...|...x +68:...|...|...|...|...p p: (9.1728e+00) +69:...|...|...c...|...x +70:...|...|..ry...|...| p: (6.0799e-01) +71:...|...|...|...c...x +72:...|...|...|...|...p p: (9.1728e+00) +73:...|...|...|...c...x +74:...|...|...|..ry...| p: (8.4199e-01) +75:...|...|...|...|..ry p: (1.5017e-01) +76:...|...|...|...c...x +77:...|...|...c...x...| +78:...|...c...x...|...| +79:...c...x...|...|...| +80:..ry...|...|...|...| p: (2.6976e-01) +81:...|..ry...|...|...| p: (4.3331e-02) +82:...|...|..ry...|...| p: (3.4323e-01) +83:...|...|...|..ry...| p: (1.9498e-01) +84:...|...|...|...|..ry p: (7.5866e-01) +85:==================== +86:...0...|...|...|...| +87:...|...1...|...|...| +88:...|...|...2...|...| +89:...|...|...|...3...| +90:...|...|...|...|...4 +.o:...0...1...2...3...4 +Q: 0 w: 6 | Q: 1 w: 5 | Q: 2 w: 4 | Q: 3 w: 3 | Q: 4 w: 1 | +Computed Permutation: 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Identity Duration: 9.5061e-05s............................. +Permuted Duration: 9.6544e-05s............................. +Identity active_nodes: 31 ...................................... +Permuted active_nodes: 31 ...................................... +Identity max_nodes: 93 ...................................... +Permuted max_nodes: 93 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qnn_indep_qiskit_6__________________________________________________ + +..i:...0...1...2...3...4...5 +..1:..u2...|...|...|...|...| p: (2.0000e+00) (-3.1416e+00) +..2:...|..u2...|...|...|...| p: (2.0000e+00) (-3.1416e+00) +..3:...c...x...|...|...|...| +..4:...|...p...|...|...|...| p: (9.1728e+00) +..5:...c...x...|...|...|...| +..6:...|...|..u2...|...|...| p: (2.0000e+00) (-3.1416e+00) +..7:...c...|...x...|...|...| +..8:...|...|...p...|...|...| p: (9.1728e+00) +..9:...c...|...x...|...|...| +.10:...|...c...x...|...|...| +.11:...|...|...p...|...|...| p: (9.1728e+00) +.12:...|...c...x...|...|...| +.13:...|...|...|..u2...|...| p: (2.0000e+00) (-3.1416e+00) +.14:...c...|...|...x...|...| +.15:...|...|...|...p...|...| p: (9.1728e+00) +.16:...c...|...|...x...|...| 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+120:======================== +121:...0...|...|...|...|...| +122:...|...1...|...|...|...| +123:...|...|...2...|...|...| +124:...|...|...|...3...|...| +125:...|...|...|...|...4...| +126:...|...|...|...|...|...5 +..o:...0...1...2...3...4...5 +Q: 0 w: 7 | Q: 1 w: 6 | Q: 2 w: 5 | Q: 3 w: 4 | Q: 4 w: 3 | Q: 5 w: 1 | +Computed Permutation: 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Identity Duration: 1.7716e-04s............................. +Permuted Duration: 1.9394e-04s............................. +Identity active_nodes: 63 ...................................... +Permuted active_nodes: 63 ...................................... +Identity max_nodes: 189...................................... +Permuted max_nodes: 189...................................... +________________________________________________________________________________________________ + +Start Simulation of 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+162:...0...|...|...|...|...|...| +163:...|...1...|...|...|...|...| +164:...|...|...2...|...|...|...| +165:...|...|...|...3...|...|...| +166:...|...|...|...|...4...|...| +167:...|...|...|...|...|...5...| +168:...|...|...|...|...|...|...6 +..o:...0...1...2...3...4...5...6 +Q: 0 w: 8 | Q: 1 w: 7 | Q: 2 w: 6 | Q: 3 w: 5 | Q: 4 w: 4 | Q: 5 w: 3 | Q: 6 w: 1 | +Computed Permutation: 0 -> 6|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1|6 -> 0| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Identity Duration: 3.4193e-04s............................. +Permuted Duration: 4.1143e-04s............................. +Identity active_nodes: 127...................................... +Permuted active_nodes: 127...................................... +Identity max_nodes: 381...................................... +Permuted max_nodes: 381...................................... +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/qnn_indep_qiskit_gates.txt b/test/BenchmarkQuasm/results/qnn_indep_qiskit_gates.txt new file mode 100644 index 00000000..8e586138 --- /dev/null +++ b/test/BenchmarkQuasm/results/qnn_indep_qiskit_gates.txt @@ -0,0 +1,582 @@ +Start Simulation of qnn_indep_qiskit_2__________________________________________________ + + i: 0 1 + 1: u2 | p: (2) (-3.14159) + 2: | u2 p: (2) (-3.14159) + 3: c x + 4: | p p: (9.17284) + 5: c x + 6: u2 | p: (2) (-3.14159) + 7: | u2 p: (2) (-3.14159) + 8: c x + 9: | p p: (9.17284) +10: c x +11: ry | p: (0.727191) +12: | ry p: (0.262443) +13: c x +14: ry | p: (0.948443) +15: | ry p: (0.986626) +16:======== +17: 0 | +18: | 1 + o: 0 1 +Computed Permutation: ................0 -> 0|1 -> 1| +Original Permutation: ................0 -> 0|1 -> 1| +Identity Duration: 7.7150e-06s............................. +Permuted Duration: 7.6800e-06s............................. +Identity active_nodes: 3 ...................................... +Permuted active_nodes: 3 ...................................... +Identity max_nodes: 9 ...................................... +Permuted max_nodes: 9 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qnn_indep_qiskit_3__________________________________________________ + +.i:...0...1...2 +.1:..u2...|...| p: (2.0000e+00) (-3.1416e+00) +.2:...|..u2...| p: (2.0000e+00) (-3.1416e+00) +.3:...c...x...| +.4:...|...p...| p: (9.1728e+00) +.5:...c...x...| +.6:...|...|..u2 p: (2.0000e+00) (-3.1416e+00) +.7:...c...|...x +.8:...|...|...p p: (9.1728e+00) +.9:...c...|...x +10:..u2...|...| p: (2.0000e+00) (-3.1416e+00) +11:...|...c...x +12:...|...|...p p: (9.1728e+00) +13:...|...c...x +14:...|..u2...| p: (2.0000e+00) (-3.1416e+00) +15:...c...x...| +16:...|...p...| p: (9.1728e+00) +17:...c...x...| +18:...|...|..u2 p: (2.0000e+00) (-3.1416e+00) +19:...c...|...x +20:...|...|...p p: (9.1728e+00) +21:...c...|...x +22:..ry...|...| p: (1.1037e-01) +23:...|...c...x +24:...|...|...p p: (9.1728e+00) +25:...|...c...x +26:...|..ry...| p: (5.1664e-01) +27:...|...|..ry p: (4.8219e-03) +28:...|...c...x +29:...c...x...| +30:..ry...|...| p: (6.5381e-01) +31:...|..ry...| p: (9.3276e-01) +32:...|...|..ry p: (8.7049e-01) +33:============ +34:...0...|...| +35:...|...1...| +36:...|...|...2 +.o:...0...1...2 +Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Identity Duration: 2.0533e-05s............................. +Permuted Duration: 2.0453e-05s............................. +Identity active_nodes: 7 ...................................... +Permuted active_nodes: 7 ...................................... +Identity max_nodes: 21 ...................................... +Permuted max_nodes: 21 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qnn_indep_qiskit_4__________________________________________________ + +.i:...0...1...2...3 +.1:..u2...|...|...| p: (2.0000e+00) (-3.1416e+00) +.2:...|..u2...|...| p: (2.0000e+00) (-3.1416e+00) +.3:...c...x...|...| +.4:...|...p...|...| p: (9.1728e+00) +.5:...c...x...|...| +.6:...|...|..u2...| p: (2.0000e+00) (-3.1416e+00) +.7:...c...|...x...| +.8:...|...|...p...| p: (9.1728e+00) +.9:...c...|...x...| +10:...|...c...x...| +11:...|...|...p...| p: (9.1728e+00) +12:...|...c...x...| +13:...|...|...|..u2 p: (2.0000e+00) (-3.1416e+00) +14:...c...|...|...x +15:...|...|...|...p p: (9.1728e+00) +16:...c...|...|...x +17:..u2...|...|...| p: (2.0000e+00) (-3.1416e+00) +18:...|...c...|...x +19:...|...|...|...p p: (9.1728e+00) +20:...|...c...|...x +21:...|..u2...|...| p: (2.0000e+00) (-3.1416e+00) +22:...c...x...|...| +23:...|...p...|...| p: (9.1728e+00) +24:...c...x...|...| +25:...|...|...c...x +26:...|...|...|...p p: (9.1728e+00) +27:...|...|...c...x +28:...|...|..u2...| p: (2.0000e+00) (-3.1416e+00) +29:...c...|...x...| +30:...|...|...p...| p: (9.1728e+00) +31:...c...|...x...| +32:...|...c...x...| +33:...|...|...p...| p: (9.1728e+00) +34:...|...c...x...| +35:...|...|...|..u2 p: (2.0000e+00) (-3.1416e+00) +36:...c...|...|...x +37:...|...|...|...p p: (9.1728e+00) +38:...c...|...|...x +39:..ry...|...|...| p: (8.7684e-01) +40:...|...c...|...x +41:...|...|...|...p p: (9.1728e+00) +42:...|...c...|...x +43:...|..ry...|...| p: (9.2393e-01) +44:...|...|...c...x +45:...|...|...|...p p: (9.1728e+00) +46:...|...|...c...x +47:...|...|..ry...| p: (7.8054e-01) +48:...|...|...|..ry p: (3.1453e-01) +49:...|...|...c...x +50:...|...c...x...| +51:...c...x...|...| +52:..ry...|...|...| p: (9.5855e-01) +53:...|..ry...|...| p: (5.1842e-01) +54:...|...|..ry...| p: (3.0067e-01) +55:...|...|...|..ry p: (3.8866e-01) +56:================ +57:...0...|...|...| +58:...|...1...|...| +59:...|...|...2...| +60:...|...|...|...3 +.o:...0...1...2...3 +Computed Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Identity Duration: 4.3328e-05s............................. +Permuted Duration: 4.3923e-05s............................. +Identity active_nodes: 15 ...................................... +Permuted active_nodes: 15 ...................................... +Identity max_nodes: 45 ...................................... +Permuted max_nodes: 45 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qnn_indep_qiskit_5__________________________________________________ + +.i:...0...1...2...3...4 +.1:..u2...|...|...|...| p: (2.0000e+00) (-3.1416e+00) +.2:...|..u2...|...|...| p: (2.0000e+00) (-3.1416e+00) +.3:...c...x...|...|...| +.4:...|...p...|...|...| p: (9.1728e+00) +.5:...c...x...|...|...| +.6:...|...|..u2...|...| p: (2.0000e+00) (-3.1416e+00) +.7:...c...|...x...|...| +.8:...|...|...p...|...| p: (9.1728e+00) +.9:...c...|...x...|...| +10:...|...c...x...|...| +11:...|...|...p...|...| p: (9.1728e+00) +12:...|...c...x...|...| +13:...|...|...|..u2...| p: (2.0000e+00) (-3.1416e+00) +14:...c...|...|...x...| +15:...|...|...|...p...| p: (9.1728e+00) +16:...c...|...|...x...| +17:...|...c...|...x...| +18:...|...|...|...p...| p: (9.1728e+00) +19:...|...c...|...x...| +20:...|...|...c...x...| +21:...|...|...|...p...| p: (9.1728e+00) +22:...|...|...c...x...| +23:...|...|...|...|..u2 p: (2.0000e+00) (-3.1416e+00) +24:...c...|...|...|...x +25:...|...|...|...|...p p: (9.1728e+00) +26:...c...|...|...|...x +27:..u2...|...|...|...| p: (2.0000e+00) (-3.1416e+00) +28:...|...c...|...|...x +29:...|...|...|...|...p p: (9.1728e+00) +30:...|...c...|...|...x +31:...|..u2...|...|...| p: (2.0000e+00) (-3.1416e+00) +32:...c...x...|...|...| +33:...|...p...|...|...| p: (9.1728e+00) +34:...c...x...|...|...| +35:...|...|...c...|...x +36:...|...|...|...|...p p: (9.1728e+00) +37:...|...|...c...|...x +38:...|...|..u2...|...| p: (2.0000e+00) (-3.1416e+00) +39:...c...|...x...|...| +40:...|...|...p...|...| p: (9.1728e+00) +41:...c...|...x...|...| +42:...|...c...x...|...| +43:...|...|...p...|...| p: (9.1728e+00) +44:...|...c...x...|...| +45:...|...|...|...c...x +46:...|...|...|...|...p p: (9.1728e+00) +47:...|...|...|...c...x +48:...|...|...|..u2...| p: (2.0000e+00) (-3.1416e+00) +49:...c...|...|...x...| +50:...|...|...|...p...| p: (9.1728e+00) +51:...c...|...|...x...| +52:...|...c...|...x...| +53:...|...|...|...p...| p: (9.1728e+00) +54:...|...c...|...x...| +55:...|...|...c...x...| +56:...|...|...|...p...| p: (9.1728e+00) +57:...|...|...c...x...| +58:...|...|...|...|..u2 p: (2.0000e+00) (-3.1416e+00) +59:...c...|...|...|...x +60:...|...|...|...|...p p: (9.1728e+00) +61:...c...|...|...|...x +62:..ry...|...|...|...| p: (9.9960e-01) +63:...|...c...|...|...x +64:...|...|...|...|...p p: (9.1728e+00) +65:...|...c...|...|...x +66:...|..ry...|...|...| p: (6.7199e-01) +67:...|...|...c...|...x +68:...|...|...|...|...p p: (9.1728e+00) +69:...|...|...c...|...x +70:...|...|..ry...|...| p: (6.0799e-01) +71:...|...|...|...c...x +72:...|...|...|...|...p p: (9.1728e+00) +73:...|...|...|...c...x +74:...|...|...|..ry...| p: (8.4199e-01) +75:...|...|...|...|..ry p: (1.5017e-01) +76:...|...|...|...c...x +77:...|...|...c...x...| +78:...|...c...x...|...| +79:...c...x...|...|...| +80:..ry...|...|...|...| p: (2.6976e-01) +81:...|..ry...|...|...| p: (4.3331e-02) +82:...|...|..ry...|...| p: (3.4323e-01) +83:...|...|...|..ry...| p: (1.9498e-01) +84:...|...|...|...|..ry p: (7.5866e-01) +85:==================== +86:...0...|...|...|...| +87:...|...1...|...|...| +88:...|...|...2...|...| +89:...|...|...|...3...| +90:...|...|...|...|...4 +.o:...0...1...2...3...4 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Identity Duration: 8.8806e-05s............................. +Permuted Duration: 8.8498e-05s............................. +Identity active_nodes: 31 ...................................... +Permuted active_nodes: 31 ...................................... +Identity max_nodes: 93 ...................................... +Permuted max_nodes: 93 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qnn_indep_qiskit_6__________________________________________________ + +..i:...0...1...2...3...4...5 +..1:..u2...|...|...|...|...| p: (2.0000e+00) (-3.1416e+00) +..2:...|..u2...|...|...|...| p: (2.0000e+00) (-3.1416e+00) +..3:...c...x...|...|...|...| +..4:...|...p...|...|...|...| p: (9.1728e+00) +..5:...c...x...|...|...|...| +..6:...|...|..u2...|...|...| p: (2.0000e+00) (-3.1416e+00) +..7:...c...|...x...|...|...| +..8:...|...|...p...|...|...| p: (9.1728e+00) +..9:...c...|...x...|...|...| +.10:...|...c...x...|...|...| +.11:...|...|...p...|...|...| p: (9.1728e+00) +.12:...|...c...x...|...|...| +.13:...|...|...|..u2...|...| p: (2.0000e+00) (-3.1416e+00) +.14:...c...|...|...x...|...| +.15:...|...|...|...p...|...| p: (9.1728e+00) +.16:...c...|...|...x...|...| +.17:...|...c...|...x...|...| +.18:...|...|...|...p...|...| p: (9.1728e+00) +.19:...|...c...|...x...|...| +.20:...|...|...c...x...|...| +.21:...|...|...|...p...|...| p: (9.1728e+00) +.22:...|...|...c...x...|...| +.23:...|...|...|...|..u2...| p: (2.0000e+00) (-3.1416e+00) +.24:...c...|...|...|...x...| +.25:...|...|...|...|...p...| p: (9.1728e+00) +.26:...c...|...|...|...x...| +.27:...|...c...|...|...x...| +.28:...|...|...|...|...p...| p: (9.1728e+00) +.29:...|...c...|...|...x...| +.30:...|...|...c...|...x...| +.31:...|...|...|...|...p...| p: (9.1728e+00) +.32:...|...|...c...|...x...| +.33:...|...|...|...c...x...| +.34:...|...|...|...|...p...| p: (9.1728e+00) +.35:...|...|...|...c...x...| +.36:...|...|...|...|...|..u2 p: (2.0000e+00) (-3.1416e+00) +.37:...c...|...|...|...|...x +.38:...|...|...|...|...|...p p: (9.1728e+00) +.39:...c...|...|...|...|...x +.40:..u2...|...|...|...|...| p: (2.0000e+00) (-3.1416e+00) +.41:...|...c...|...|...|...x +.42:...|...|...|...|...|...p p: (9.1728e+00) +.43:...|...c...|...|...|...x +.44:...|..u2...|...|...|...| p: (2.0000e+00) (-3.1416e+00) +.45:...c...x...|...|...|...| +.46:...|...p...|...|...|...| p: (9.1728e+00) +.47:...c...x...|...|...|...| +.48:...|...|...c...|...|...x +.49:...|...|...|...|...|...p p: (9.1728e+00) +.50:...|...|...c...|...|...x +.51:...|...|..u2...|...|...| p: (2.0000e+00) (-3.1416e+00) +.52:...c...|...x...|...|...| +.53:...|...|...p...|...|...| p: (9.1728e+00) +.54:...c...|...x...|...|...| +.55:...|...c...x...|...|...| +.56:...|...|...p...|...|...| p: (9.1728e+00) +.57:...|...c...x...|...|...| +.58:...|...|...|...c...|...x +.59:...|...|...|...|...|...p p: (9.1728e+00) +.60:...|...|...|...c...|...x +.61:...|...|...|..u2...|...| p: (2.0000e+00) (-3.1416e+00) +.62:...c...|...|...x...|...| +.63:...|...|...|...p...|...| p: (9.1728e+00) +.64:...c...|...|...x...|...| +.65:...|...c...|...x...|...| +.66:...|...|...|...p...|...| p: (9.1728e+00) +.67:...|...c...|...x...|...| +.68:...|...|...c...x...|...| +.69:...|...|...|...p...|...| p: (9.1728e+00) +.70:...|...|...c...x...|...| +.71:...|...|...|...|...c...x +.72:...|...|...|...|...|...p p: (9.1728e+00) +.73:...|...|...|...|...c...x +.74:...|...|...|...|..u2...| p: (2.0000e+00) (-3.1416e+00) +.75:...c...|...|...|...x...| +.76:...|...|...|...|...p...| p: (9.1728e+00) +.77:...c...|...|...|...x...| +.78:...|...c...|...|...x...| +.79:...|...|...|...|...p...| p: (9.1728e+00) +.80:...|...c...|...|...x...| +.81:...|...|...c...|...x...| +.82:...|...|...|...|...p...| p: (9.1728e+00) +.83:...|...|...c...|...x...| +.84:...|...|...|...c...x...| +.85:...|...|...|...|...p...| p: (9.1728e+00) +.86:...|...|...|...c...x...| +.87:...|...|...|...|...|..u2 p: (2.0000e+00) (-3.1416e+00) +.88:...c...|...|...|...|...x +.89:...|...|...|...|...|...p p: (9.1728e+00) +.90:...c...|...|...|...|...x +.91:..ry...|...|...|...|...| p: (9.0814e-01) +.92:...|...c...|...|...|...x +.93:...|...|...|...|...|...p p: (9.1728e+00) +.94:...|...c...|...|...|...x +.95:...|..ry...|...|...|...| p: (3.0023e-02) +.96:...|...|...c...|...|...x +.97:...|...|...|...|...|...p p: (9.1728e+00) +.98:...|...|...c...|...|...x +.99:...|...|..ry...|...|...| p: (2.8972e-02) +100:...|...|...|...c...|...x +101:...|...|...|...|...|...p p: (9.1728e+00) +102:...|...|...|...c...|...x +103:...|...|...|..ry...|...| p: (8.6059e-01) +104:...|...|...|...|...c...x +105:...|...|...|...|...|...p p: (9.1728e+00) +106:...|...|...|...|...c...x +107:...|...|...|...|..ry...| p: (5.1293e-01) +108:...|...|...|...|...|..ry p: (2.6028e-03) +109:...|...|...|...|...c...x +110:...|...|...|...c...x...| +111:...|...|...c...x...|...| +112:...|...c...x...|...|...| +113:...c...x...|...|...|...| +114:..ry...|...|...|...|...| p: (5.4490e-01) +115:...|..ry...|...|...|...| p: (4.4575e-01) +116:...|...|..ry...|...|...| p: (2.6016e-01) +117:...|...|...|..ry...|...| p: (6.5620e-02) +118:...|...|...|...|..ry...| p: (1.4424e-01) +119:...|...|...|...|...|..ry p: (5.1595e-01) +120:======================== +121:...0...|...|...|...|...| +122:...|...1...|...|...|...| +123:...|...|...2...|...|...| +124:...|...|...|...3...|...| +125:...|...|...|...|...4...| +126:...|...|...|...|...|...5 +..o:...0...1...2...3...4...5 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Identity Duration: 1.6945e-04s............................. +Permuted Duration: 1.6952e-04s............................. +Identity active_nodes: 63 ...................................... +Permuted active_nodes: 63 ...................................... +Identity max_nodes: 189...................................... +Permuted max_nodes: 189...................................... +________________________________________________________________________________________________ + +Start Simulation of qnn_indep_qiskit_7__________________________________________________ + +..i:...0...1...2...3...4...5...6 +..1:..u2...|...|...|...|...|...| p: (2.0000e+00) (-3.1416e+00) +..2:...|..u2...|...|...|...|...| p: (2.0000e+00) (-3.1416e+00) +..3:...c...x...|...|...|...|...| +..4:...|...p...|...|...|...|...| p: (9.1728e+00) +..5:...c...x...|...|...|...|...| +..6:...|...|..u2...|...|...|...| p: (2.0000e+00) (-3.1416e+00) +..7:...c...|...x...|...|...|...| +..8:...|...|...p...|...|...|...| p: (9.1728e+00) +..9:...c...|...x...|...|...|...| +.10:...|...c...x...|...|...|...| +.11:...|...|...p...|...|...|...| p: (9.1728e+00) +.12:...|...c...x...|...|...|...| +.13:...|...|...|..u2...|...|...| p: (2.0000e+00) (-3.1416e+00) +.14:...c...|...|...x...|...|...| +.15:...|...|...|...p...|...|...| p: (9.1728e+00) +.16:...c...|...|...x...|...|...| +.17:...|...c...|...x...|...|...| +.18:...|...|...|...p...|...|...| p: (9.1728e+00) +.19:...|...c...|...x...|...|...| +.20:...|...|...c...x...|...|...| +.21:...|...|...|...p...|...|...| p: (9.1728e+00) +.22:...|...|...c...x...|...|...| +.23:...|...|...|...|..u2...|...| p: (2.0000e+00) (-3.1416e+00) +.24:...c...|...|...|...x...|...| +.25:...|...|...|...|...p...|...| p: (9.1728e+00) +.26:...c...|...|...|...x...|...| +.27:...|...c...|...|...x...|...| +.28:...|...|...|...|...p...|...| p: (9.1728e+00) +.29:...|...c...|...|...x...|...| +.30:...|...|...c...|...x...|...| +.31:...|...|...|...|...p...|...| p: (9.1728e+00) +.32:...|...|...c...|...x...|...| +.33:...|...|...|...c...x...|...| +.34:...|...|...|...|...p...|...| p: (9.1728e+00) +.35:...|...|...|...c...x...|...| +.36:...|...|...|...|...|..u2...| p: (2.0000e+00) (-3.1416e+00) +.37:...c...|...|...|...|...x...| +.38:...|...|...|...|...|...p...| p: (9.1728e+00) +.39:...c...|...|...|...|...x...| +.40:...|...c...|...|...|...x...| +.41:...|...|...|...|...|...p...| p: (9.1728e+00) +.42:...|...c...|...|...|...x...| +.43:...|...|...c...|...|...x...| +.44:...|...|...|...|...|...p...| p: (9.1728e+00) +.45:...|...|...c...|...|...x...| +.46:...|...|...|...c...|...x...| +.47:...|...|...|...|...|...p...| p: (9.1728e+00) +.48:...|...|...|...c...|...x...| +.49:...|...|...|...|...c...x...| +.50:...|...|...|...|...|...p...| p: (9.1728e+00) +.51:...|...|...|...|...c...x...| +.52:...|...|...|...|...|...|..u2 p: (2.0000e+00) (-3.1416e+00) +.53:...c...|...|...|...|...|...x +.54:...|...|...|...|...|...|...p p: (9.1728e+00) +.55:...c...|...|...|...|...|...x +.56:..u2...|...|...|...|...|...| p: (2.0000e+00) (-3.1416e+00) +.57:...|...c...|...|...|...|...x +.58:...|...|...|...|...|...|...p p: (9.1728e+00) +.59:...|...c...|...|...|...|...x +.60:...|..u2...|...|...|...|...| p: (2.0000e+00) (-3.1416e+00) +.61:...c...x...|...|...|...|...| +.62:...|...p...|...|...|...|...| p: (9.1728e+00) +.63:...c...x...|...|...|...|...| +.64:...|...|...c...|...|...|...x +.65:...|...|...|...|...|...|...p p: (9.1728e+00) +.66:...|...|...c...|...|...|...x +.67:...|...|..u2...|...|...|...| p: (2.0000e+00) (-3.1416e+00) +.68:...c...|...x...|...|...|...| +.69:...|...|...p...|...|...|...| p: (9.1728e+00) +.70:...c...|...x...|...|...|...| +.71:...|...c...x...|...|...|...| +.72:...|...|...p...|...|...|...| p: (9.1728e+00) +.73:...|...c...x...|...|...|...| +.74:...|...|...|...c...|...|...x +.75:...|...|...|...|...|...|...p p: (9.1728e+00) +.76:...|...|...|...c...|...|...x +.77:...|...|...|..u2...|...|...| p: (2.0000e+00) (-3.1416e+00) +.78:...c...|...|...x...|...|...| +.79:...|...|...|...p...|...|...| p: (9.1728e+00) +.80:...c...|...|...x...|...|...| +.81:...|...c...|...x...|...|...| +.82:...|...|...|...p...|...|...| p: (9.1728e+00) +.83:...|...c...|...x...|...|...| +.84:...|...|...c...x...|...|...| +.85:...|...|...|...p...|...|...| p: (9.1728e+00) +.86:...|...|...c...x...|...|...| +.87:...|...|...|...|...c...|...x +.88:...|...|...|...|...|...|...p p: (9.1728e+00) +.89:...|...|...|...|...c...|...x +.90:...|...|...|...|..u2...|...| p: (2.0000e+00) (-3.1416e+00) +.91:...c...|...|...|...x...|...| +.92:...|...|...|...|...p...|...| p: (9.1728e+00) +.93:...c...|...|...|...x...|...| +.94:...|...c...|...|...x...|...| +.95:...|...|...|...|...p...|...| p: (9.1728e+00) +.96:...|...c...|...|...x...|...| +.97:...|...|...c...|...x...|...| +.98:...|...|...|...|...p...|...| p: (9.1728e+00) +.99:...|...|...c...|...x...|...| +100:...|...|...|...c...x...|...| +101:...|...|...|...|...p...|...| p: (9.1728e+00) +102:...|...|...|...c...x...|...| +103:...|...|...|...|...|...c...x +104:...|...|...|...|...|...|...p p: (9.1728e+00) +105:...|...|...|...|...|...c...x +106:...|...|...|...|...|..u2...| p: (2.0000e+00) (-3.1416e+00) +107:...c...|...|...|...|...x...| +108:...|...|...|...|...|...p...| p: (9.1728e+00) +109:...c...|...|...|...|...x...| +110:...|...c...|...|...|...x...| +111:...|...|...|...|...|...p...| p: (9.1728e+00) +112:...|...c...|...|...|...x...| +113:...|...|...c...|...|...x...| +114:...|...|...|...|...|...p...| p: (9.1728e+00) +115:...|...|...c...|...|...x...| +116:...|...|...|...c...|...x...| +117:...|...|...|...|...|...p...| p: (9.1728e+00) +118:...|...|...|...c...|...x...| +119:...|...|...|...|...c...x...| +120:...|...|...|...|...|...p...| p: (9.1728e+00) +121:...|...|...|...|...c...x...| +122:...|...|...|...|...|...|..u2 p: (2.0000e+00) (-3.1416e+00) +123:...c...|...|...|...|...|...x +124:...|...|...|...|...|...|...p p: (9.1728e+00) +125:...c...|...|...|...|...|...x +126:..ry...|...|...|...|...|...| p: (5.2920e-01) +127:...|...c...|...|...|...|...x +128:...|...|...|...|...|...|...p p: (9.1728e+00) +129:...|...c...|...|...|...|...x +130:...|..ry...|...|...|...|...| p: (6.9700e-01) +131:...|...|...c...|...|...|...x +132:...|...|...|...|...|...|...p p: (9.1728e+00) +133:...|...|...c...|...|...|...x +134:...|...|..ry...|...|...|...| p: (7.6140e-01) +135:...|...|...|...c...|...|...x +136:...|...|...|...|...|...|...p p: (9.1728e+00) +137:...|...|...|...c...|...|...x +138:...|...|...|..ry...|...|...| p: (6.2384e-01) +139:...|...|...|...|...c...|...x +140:...|...|...|...|...|...|...p p: (9.1728e+00) +141:...|...|...|...|...c...|...x +142:...|...|...|...|..ry...|...| p: (2.8897e-03) +143:...|...|...|...|...|...c...x +144:...|...|...|...|...|...|...p p: (9.1728e+00) +145:...|...|...|...|...|...c...x +146:...|...|...|...|...|..ry...| p: (8.1836e-01) +147:...|...|...|...|...|...|..ry p: (4.8199e-01) +148:...|...|...|...|...|...c...x +149:...|...|...|...|...c...x...| +150:...|...|...|...c...x...|...| +151:...|...|...c...x...|...|...| +152:...|...c...x...|...|...|...| +153:...c...x...|...|...|...|...| +154:..ry...|...|...|...|...|...| p: (1.5178e-01) +155:...|..ry...|...|...|...|...| p: (1.2244e-01) +156:...|...|..ry...|...|...|...| p: (2.0466e-01) +157:...|...|...|..ry...|...|...| p: (8.5822e-01) +158:...|...|...|...|..ry...|...| p: (6.8116e-01) +159:...|...|...|...|...|..ry...| p: (9.1446e-01) +160:...|...|...|...|...|...|..ry p: (5.2191e-01) +161:============================ +162:...0...|...|...|...|...|...| +163:...|...1...|...|...|...|...| +164:...|...|...2...|...|...|...| +165:...|...|...|...3...|...|...| +166:...|...|...|...|...4...|...| +167:...|...|...|...|...|...5...| +168:...|...|...|...|...|...|...6 +..o:...0...1...2...3...4...5...6 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Identity Duration: 3.5343e-04s............................. +Permuted Duration: 3.5181e-04s............................. +Identity active_nodes: 127...................................... +Permuted active_nodes: 127...................................... +Identity max_nodes: 381...................................... +Permuted max_nodes: 381...................................... +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/qpeexact_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/qpeexact_indep_qiskit_all.txt new file mode 100644 index 00000000..f865bdc1 --- /dev/null +++ b/test/BenchmarkQuasm/results/qpeexact_indep_qiskit_all.txt @@ -0,0 +1,911 @@ +Start Simulation of qpeexact_indep_qiskit_2__________________________________________________ + +i: 0 1 +1: h | +2: | x +3: z c +4: h | +5:======== +6: 0 | +o: 0 | +Total Permutations: 2 +Min time: 1.6478e-06s................. Permutation 1 : 0 -> 1|1 -> 0| +Max time: 1.6775e-06s................. Permutation 0 : 0 -> 0|1 -> 1| +Min active nodes: 2 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Min max nodes: 5 nodes.................... Permutation 1 : 0 -> 1|1 -> 0| +Max active nodes: 2 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Max max nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +________________________________________________________________________________________________ + +2 permutations have 2 active nodes. + +........................... +Average time: 1.6626e-06s + +________________________________________________________________________________________________ + +1 permutations have 5 max nodes. + +........................... +Average time: 1.6478e-06s + +1 permutations have 6 max nodes. + +........................... +Average time: 1.6775e-06s + +________________________________________________________________________________________________ + +execution time of: 1.6478e-06s: Index: 1 | Max_nodes: 5 | Active_nodes: 2 | 0 -> 1|1 -> 0| +execution time of: 1.6775e-06s: Index: 0 | Max_nodes: 6 | Active_nodes: 2 | 0 -> 0|1 -> 1| +________________________________________________________________________________________________ + +Start Simulation of qpeexact_indep_qiskit_3__________________________________________________ + +.i:...0...1...2 +.1:...h...|...| +.2:...|...h...| +.3:...|...|...x +.4:...z...|...c +.5:..sw..sw...| +.6:...h...|...| +.7:.sdg...c...| +.8:...|...h...| +.9:============ +10:...0...|...| +11:...|...1...| +.o:...0...1...| +Total Permutations: 6 +Min time: 2.7250e-06s................. Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| +Max time: 2.9175e-06s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Min active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Min max nodes: 8 nodes.................... Permutation 2 : 0 -> 1|1 -> 0|2 -> 2| +Max active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max max nodes: 9 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +________________________________________________________________________________________________ + +6 permutations have 3 active nodes. + +........................... +Average time: 2.8084e-06s + +________________________________________________________________________________________________ + +4 permutations have 8 max nodes. + +........................... +Average time: 2.7769e-06s + +2 permutations have 9 max nodes. + +........................... +Average time: 2.8712e-06s + +________________________________________________________________________________________________ + +execution time of: 2.7250e-06s: Index: 5 | Max_nodes: 8 | Active_nodes: 3 | 0 -> 2|1 -> 1|2 -> 0| +execution time of: 2.7478e-06s: Index: 2 | Max_nodes: 8 | Active_nodes: 3 | 0 -> 1|1 -> 0|2 -> 2| +execution time of: 2.7750e-06s: Index: 4 | Max_nodes: 8 | Active_nodes: 3 | 0 -> 2|1 -> 0|2 -> 1| +execution time of: 2.8250e-06s: Index: 1 | Max_nodes: 9 | Active_nodes: 3 | 0 -> 0|1 -> 2|2 -> 1| +execution time of: 2.8600e-06s: Index: 3 | Max_nodes: 8 | Active_nodes: 3 | 0 -> 1|1 -> 2|2 -> 0| +execution time of: 2.9175e-06s: Index: 0 | Max_nodes: 9 | Active_nodes: 3 | 0 -> 0|1 -> 1|2 -> 2| +________________________________________________________________________________________________ + +Start Simulation of qpeexact_indep_qiskit_4__________________________________________________ + +.i:...0...1...2...3 +.1:...h...|...|...| +.2:...|...h...|...| +.3:...|...|...h...| +.4:...|...|...|...x +.5:...z...|...|...c +.6:..sw...|..sw...| +.7:...h...|...|...| +.8:.sdg...c...|...| +.9:...|...h...|...| +10:.tdg...|...c...| +11:...|.sdg...c...| +12:...|...|...h...| +13:================ +14:...0...|...|...| +15:...|...1...|...| +16:...|...|...2...| +.o:...0...1...2...| +Total Permutations: 24 +Min time: 4.1150e-06s................. Permutation 14 : 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +Max time: 4.5950e-06s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Min active nodes: 4 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Min max nodes: 11 nodes.................... Permutation 6 : 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +Max active nodes: 4 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Max max nodes: 12 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +________________________________________________________________________________________________ + +24 permutations have 4 active nodes. + +........................... +Average time: 4.3660e-06s + +________________________________________________________________________________________________ + +18 permutations have 11 max nodes. + +........................... +Average time: 4.3189e-06s + +6 permutations have 12 max nodes. + +........................... +Average time: 4.5071e-06s + +________________________________________________________________________________________________ + +execution time of: 4.1150e-06s: Index: 14 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +execution time of: 4.1652e-06s: Index: 22 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| +execution time of: 4.2200e-06s: Index: 19 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| +execution time of: 4.2352e-06s: Index: 23 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +execution time of: 4.2425e-06s: Index: 10 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +execution time of: 4.2550e-06s: Index: 12 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +execution time of: 4.2725e-06s: Index: 18 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| +execution time of: 4.2800e-06s: Index: 21 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| +execution time of: 4.2875e-06s: Index: 17 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +execution time of: 4.3000e-06s: Index: 20 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +execution time of: 4.3250e-06s: Index: 16 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| +execution time of: 4.3275e-06s: Index: 8 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| +execution time of: 4.3850e-06s: Index: 11 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| +execution time of: 4.4050e-06s: Index: 5 | Max_nodes: 12 | Active_nodes: 4 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +execution time of: 4.4078e-06s: Index: 6 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +execution time of: 4.4450e-06s: Index: 4 | Max_nodes: 12 | Active_nodes: 4 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| +execution time of: 4.4525e-06s: Index: 7 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +execution time of: 4.4600e-06s: Index: 13 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +execution time of: 4.4975e-06s: Index: 2 | Max_nodes: 12 | Active_nodes: 4 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +execution time of: 4.5450e-06s: Index: 3 | Max_nodes: 12 | Active_nodes: 4 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +execution time of: 4.5550e-06s: Index: 1 | Max_nodes: 12 | Active_nodes: 4 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +execution time of: 4.5650e-06s: Index: 9 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +execution time of: 4.5950e-06s: Index: 0 | Max_nodes: 12 | Active_nodes: 4 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +________________________________________________________________________________________________ + +Start Simulation of qpeexact_indep_qiskit_5__________________________________________________ + +.i:...0...1...2...3...4 +.1:...h...|...|...|...| +.2:...|...h...|...|...| +.3:...|...|...h...|...| +.4:...|...|...|...h...| +.5:...|...|...|...|...x +.6:...p...|...|...|...c p: (-2.7489e+00) +.7:...|...t...|...|...c +.8:...|...|...s...|...c +.9:...|..sw..sw...|...| +10:...|...|...|...z...c +11:..sw...|...|..sw...| +12:...h...|...|...|...| +13:.sdg...c...|...|...| +14:...|...h...|...|...| +15:.tdg...|...c...|...| +16:...|.sdg...c...|...| +17:...|...|...h...|...| +18:...p...|...|...c...| p: (-3.9270e-01) +19:...|.tdg...|...c...| +20:...|...|.sdg...c...| +21:...|...|...|...h...| +22:==================== +23:...0...|...|...|...| +24:...|...1...|...|...| +25:...|...|...2...|...| +26:...|...|...|...3...| +.o:...0...1...2...3...| +Total Permutations: 120 +Min time: 8.0277e-06s................. Permutation 46 : 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +Max time: 1.1520e-05s................. Permutation 96 : 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +Min active nodes: 5 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Min max nodes: 14 nodes.................... Permutation 33 : 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +Max active nodes: 5 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Max max nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +________________________________________________________________________________________________ + +120 permutations have 5 active nodes. + +........................... +Average time: 8.5614e-06s + +________________________________________________________________________________________________ + +24 permutations have 14 max nodes. + +........................... +Average time: 8.5099e-06s + +96 permutations have 15 max nodes. + +........................... +Average time: 8.5743e-06s + +________________________________________________________________________________________________ + +execution time of: 8.0277e-06s: Index: 46 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +execution time of: 8.0725e-06s: Index: 86 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +execution time of: 8.0825e-06s: Index: 116 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +execution time of: 8.0875e-06s: Index: 62 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +execution time of: 8.0925e-06s: Index: 44 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +execution time of: 8.0950e-06s: Index: 119 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +execution time of: 8.1075e-06s: Index: 118 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +execution time of: 8.1203e-06s: Index: 94 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +execution time of: 8.1427e-06s: Index: 68 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +execution time of: 8.1550e-06s: Index: 108 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +execution time of: 8.1552e-06s: Index: 106 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +execution time of: 8.1625e-06s: Index: 114 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +execution time of: 8.1628e-06s: Index: 92 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +execution time of: 8.1652e-06s: Index: 80 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +execution time of: 8.1675e-06s: Index: 110 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +execution time of: 8.1752e-06s: Index: 74 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +execution time of: 8.1825e-06s: Index: 70 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +execution time of: 8.1877e-06s: Index: 82 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +execution time of: 8.1900e-06s: Index: 113 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +execution time of: 8.1975e-06s: Index: 95 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +execution time of: 8.2150e-06s: Index: 50 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +execution time of: 8.2202e-06s: Index: 66 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +execution time of: 8.2225e-06s: Index: 32 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +execution time of: 8.2325e-06s: Index: 84 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +execution time of: 8.2525e-06s: Index: 58 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +execution time of: 8.2550e-06s: Index: 43 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +execution time of: 8.2553e-06s: Index: 104 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +execution time of: 8.2702e-06s: Index: 115 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +execution time of: 8.2725e-06s: Index: 64 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +execution time of: 8.2850e-06s: Index: 90 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +execution time of: 8.2900e-06s: Index: 98 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +execution time of: 8.2925e-06s: Index: 117 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +execution time of: 8.3000e-06s: Index: 14 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +execution time of: 8.3027e-06s: Index: 65 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +execution time of: 8.3075e-06s: Index: 45 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +execution time of: 8.3103e-06s: Index: 77 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +execution time of: 8.3125e-06s: Index: 20 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +execution time of: 8.3200e-06s: Index: 40 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +execution time of: 8.3227e-06s: Index: 102 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +execution time of: 8.3250e-06s: Index: 91 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +execution time of: 8.3300e-06s: Index: 8 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +execution time of: 8.3325e-06s: Index: 23 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +execution time of: 8.3375e-06s: Index: 103 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +execution time of: 8.3400e-06s: Index: 22 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +execution time of: 8.3452e-06s: Index: 93 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +execution time of: 8.3575e-06s: Index: 2 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +execution time of: 8.3600e-06s: Index: 83 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +execution time of: 8.3677e-06s: Index: 112 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +execution time of: 8.3703e-06s: Index: 67 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +execution time of: 8.3725e-06s: Index: 88 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +execution time of: 8.3750e-06s: Index: 100 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +execution time of: 8.3900e-06s: Index: 78 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +execution time of: 8.3975e-06s: Index: 38 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +execution time of: 8.4000e-06s: Index: 49 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +execution time of: 8.4175e-06s: Index: 48 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +execution time of: 8.4227e-06s: Index: 59 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +execution time of: 8.4253e-06s: Index: 111 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +execution time of: 8.4275e-06s: Index: 34 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +execution time of: 8.4302e-06s: Index: 4 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +execution time of: 8.4325e-06s: Index: 69 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +execution time of: 8.4375e-06s: Index: 51 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +execution time of: 8.4378e-06s: Index: 16 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +execution time of: 8.4425e-06s: Index: 12 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +execution time of: 8.4453e-06s: Index: 29 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +execution time of: 8.4475e-06s: Index: 97 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| +execution time of: 8.4500e-06s: Index: 17 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +execution time of: 8.4550e-06s: Index: 105 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +execution time of: 8.4578e-06s: Index: 55 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +execution time of: 8.4600e-06s: Index: 10 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +execution time of: 8.4627e-06s: Index: 19 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +execution time of: 8.4800e-06s: Index: 1 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +execution time of: 8.4850e-06s: Index: 5 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +execution time of: 8.4852e-06s: Index: 61 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +execution time of: 8.4878e-06s: Index: 63 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +execution time of: 8.5100e-06s: Index: 7 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +execution time of: 8.5225e-06s: Index: 31 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +execution time of: 8.5228e-06s: Index: 41 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +execution time of: 8.5300e-06s: Index: 85 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +execution time of: 8.5303e-06s: Index: 73 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +execution time of: 8.5375e-06s: Index: 87 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +execution time of: 8.5400e-06s: Index: 6 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +execution time of: 8.5450e-06s: Index: 30 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +execution time of: 8.5452e-06s: Index: 3 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +execution time of: 8.5525e-06s: Index: 18 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +execution time of: 8.5602e-06s: Index: 109 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +execution time of: 8.5725e-06s: Index: 39 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +execution time of: 8.5728e-06s: Index: 25 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +execution time of: 8.5775e-06s: Index: 26 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +execution time of: 8.5800e-06s: Index: 75 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +execution time of: 8.5850e-06s: Index: 52 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +execution time of: 8.5975e-06s: Index: 24 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +execution time of: 8.6002e-06s: Index: 11 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +execution time of: 8.6025e-06s: Index: 27 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +execution time of: 8.6175e-06s: Index: 13 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +execution time of: 8.6200e-06s: Index: 15 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +execution time of: 8.6227e-06s: Index: 0 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +execution time of: 8.6903e-06s: Index: 57 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +execution time of: 8.7028e-06s: Index: 9 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +execution time of: 8.7400e-06s: Index: 36 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +execution time of: 8.9177e-06s: Index: 76 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +execution time of: 1.0790e-05s: Index: 71 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +execution time of: 1.0828e-05s: Index: 101 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +execution time of: 1.0878e-05s: Index: 56 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +execution time of: 1.0895e-05s: Index: 53 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +execution time of: 1.0963e-05s: Index: 72 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +execution time of: 1.1035e-05s: Index: 99 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +execution time of: 1.1245e-05s: Index: 54 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +execution time of: 1.1520e-05s: Index: 96 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +________________________________________________________________________________________________ + +Start Simulation of qpeexact_indep_qiskit_6__________________________________________________ + +.i:...0...1...2...3...4...5 +.1:...h...|...|...|...|...| +.2:...|...h...|...|...|...| +.3:...|...|...h...|...|...| +.4:...|...|...|...h...|...| +.5:...|...|...|...|...h...| +.6:...|...|...|...|...|...x +.7:...p...|...|...|...|...c p: (-2.7489e+00) +.8:..sw...|...|...|..sw...| +.9:...h...|...|...|...|...| +10:...|...t...|...|...|...c +11:...|...|...s...|...|...c +12:...|...|...|...z...|...c +13:...|..sw...|..sw...|...| +14:.sdg...c...|...|...|...| +15:...|...h...|...|...|...| +16:.tdg...|...c...|...|...| +17:...|.sdg...c...|...|...| +18:...|...|...h...|...|...| +19:...p...|...|...c...|...| p: (-3.9270e-01) +20:...|.tdg...|...c...|...| +21:...|...|.sdg...c...|...| +22:...|...|...|...h...|...| +23:...p...|...|...|...c...| p: (-1.9635e-01) +24:...|...p...|...|...c...| p: (-3.9270e-01) +25:...|...|.tdg...|...c...| +26:...|...|...|.sdg...c...| +27:...|...|...|...|...h...| +28:======================== +29:...0...|...|...|...|...| +30:...|...1...|...|...|...| +31:...|...|...2...|...|...| +32:...|...|...|...3...|...| +33:...|...|...|...|...4...| +.o:...0...1...2...3...4...| +Total Permutations: 720 +Min time: 1.0270e-05s................. Permutation 710: 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +Max time: 1.4978e-05s................. Permutation 28 : 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +Min active nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Min max nodes: 17 nodes.................... Permutation 152: 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| +Max active nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Max max nodes: 18 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +________________________________________________________________________________________________ + +720 permutations have 6 active nodes. + +........................... +Average time: 1.1099e-05s + +________________________________________________________________________________________________ + +240 permutations have 17 max nodes. + +........................... +Average time: 1.0919e-05s + +480 permutations have 18 max nodes. + +........................... +Average time: 1.1189e-05s + +________________________________________________________________________________________________ + +execution time of: 1.0270e-05s: Index: 710 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +execution time of: 1.0318e-05s: Index: 446 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +execution time of: 1.0348e-05s: Index: 596 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +execution time of: 1.0353e-05s: Index: 518 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| +execution time of: 1.0358e-05s: Index: 692 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +execution time of: 1.0360e-05s: Index: 598 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +execution time of: 1.0380e-05s: Index: 716 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +execution time of: 1.0385e-05s: Index: 686 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +execution time of: 1.0392e-05s: Index: 566 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +execution time of: 1.0397e-05s: Index: 428 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| +execution time of: 1.0403e-05s: Index: 590 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +execution time of: 1.0405e-05s: Index: 599 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +execution time of: 1.0428e-05s: Index: 718 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +execution time of: 1.0460e-05s: Index: 706 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| +execution time of: 1.0463e-05s: Index: 524 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| +execution time of: 1.0465e-05s: Index: 575 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +execution time of: 1.0465e-05s: Index: 597 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +execution time of: 1.0473e-05s: Index: 572 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| +execution time of: 1.0473e-05s: Index: 551 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +execution time of: 1.0477e-05s: Index: 470 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +execution time of: 1.0480e-05s: Index: 455 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +execution time of: 1.0483e-05s: Index: 356 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| +execution time of: 1.0483e-05s: Index: 584 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +execution time of: 1.0485e-05s: Index: 542 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| +execution time of: 1.0490e-05s: Index: 715 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +execution time of: 1.0495e-05s: Index: 680 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| +execution time of: 1.0500e-05s: Index: 638 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| +execution time of: 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Index: 594 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +execution time of: 1.0545e-05s: Index: 426 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| +execution time of: 1.0548e-05s: Index: 550 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| +execution time of: 1.0550e-05s: Index: 473 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +execution time of: 1.0552e-05s: Index: 662 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| +execution time of: 1.0555e-05s: Index: 623 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| +execution time of: 1.0560e-05s: Index: 574 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +execution time of: 1.0562e-05s: Index: 468 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| +execution time of: 1.0573e-05s: Index: 622 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| +execution time of: 1.0580e-05s: Index: 646 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| +execution time of: 1.0585e-05s: Index: 644 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| +execution time of: 1.0585e-05s: Index: 332 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| +execution time of: 1.0590e-05s: Index: 526 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 2| +execution time of: 1.0593e-05s: Index: 503 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1| +execution time of: 1.0593e-05s: Index: 620 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| +execution time of: 1.0595e-05s: Index: 398 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| +execution time of: 1.0595e-05s: Index: 474 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| +execution time of: 1.0600e-05s: Index: 709 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| +execution time of: 1.0600e-05s: Index: 354 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 3| +execution time of: 1.0603e-05s: Index: 464 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| +execution time of: 1.0607e-05s: Index: 478 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +execution time of: 1.0608e-05s: Index: 571 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| +execution time of: 1.0610e-05s: Index: 573 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +execution time of: 1.0615e-05s: Index: 438 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| +execution time of: 1.0620e-05s: Index: 564 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +execution time of: 1.0623e-05s: Index: 713 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +execution time of: 1.0633e-05s: Index: 502 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| +execution time of: 1.0633e-05s: Index: 335 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +execution time of: 1.0635e-05s: Index: 298 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| +execution time of: 1.0637e-05s: Index: 454 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +execution time of: 1.0638e-05s: Index: 540 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| +execution time of: 1.0640e-05s: Index: 230 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| +execution time of: 1.0643e-05s: Index: 588 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| +execution time of: 1.0643e-05s: Index: 694 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +execution time of: 1.0645e-05s: Index: 420 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| +execution time of: 1.0650e-05s: Index: 451 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| +execution time of: 1.0653e-05s: Index: 538 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| +execution time of: 1.0653e-05s: Index: 591 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| +execution time of: 1.0655e-05s: Index: 359 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +execution time of: 1.0655e-05s: Index: 494 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| +execution time of: 1.0657e-05s: Index: 632 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| +execution time of: 1.0660e-05s: Index: 477 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +execution time of: 1.0660e-05s: Index: 358 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| +execution time of: 1.0663e-05s: Index: 516 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| +execution time of: 1.0668e-05s: Index: 690 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| +execution time of: 1.0670e-05s: Index: 671 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +execution time of: 1.0670e-05s: Index: 586 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| +execution time of: 1.0673e-05s: Index: 453 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +execution time of: 1.0678e-05s: Index: 450 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| 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of: 1.0695e-05s: Index: 536 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| +execution time of: 1.0695e-05s: Index: 214 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 2| +execution time of: 1.0700e-05s: Index: 232 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| +execution time of: 1.0702e-05s: Index: 562 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| +execution time of: 1.0708e-05s: Index: 640 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| +execution time of: 1.0710e-05s: Index: 324 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| +execution time of: 1.0713e-05s: Index: 522 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| +execution time of: 1.0715e-05s: Index: 206 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| +execution time of: 1.0718e-05s: Index: 614 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4| +execution time of: 1.0720e-05s: Index: 434 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| +execution time of: 1.0722e-05s: Index: 589 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| +execution time of: 1.0723e-05s: Index: 570 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| +execution time of: 1.0728e-05s: Index: 577 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| +execution time of: 1.0730e-05s: Index: 374 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 5| +execution time of: 1.0730e-05s: Index: 350 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| +execution time of: 1.0732e-05s: Index: 548 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| +execution time of: 1.0733e-05s: Index: 212 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| +execution time of: 1.0735e-05s: Index: 338 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| +execution time of: 1.0740e-05s: Index: 300 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| +execution time of: 1.0740e-05s: Index: 110 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 4| +execution time of: 1.0743e-05s: Index: 636 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| +execution time of: 1.0745e-05s: Index: 582 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3| +execution time of: 1.0748e-05s: Index: 311 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| +execution time of: 1.0750e-05s: Index: 188 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 4| +execution time of: 1.0750e-05s: Index: 643 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| +execution time of: 1.0753e-05s: Index: 583 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| +execution time of: 1.0755e-05s: Index: 260 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 4| +execution time of: 1.0757e-05s: Index: 530 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| +execution time of: 1.0760e-05s: Index: 392 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| +execution time of: 1.0763e-05s: Index: 674 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| +execution time of: 1.0765e-05s: Index: 334 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| +execution time of: 1.0767e-05s: Index: 677 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| +execution time of: 1.0768e-05s: Index: 262 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| +execution time of: 1.0770e-05s: Index: 211 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 2| +execution time of: 1.0773e-05s: Index: 330 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| +execution time of: 1.0773e-05s: Index: 322 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| +execution time of: 1.0775e-05s: Index: 182 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| +execution time of: 1.0777e-05s: Index: 394 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| +execution time of: 1.0778e-05s: Index: 416 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| +execution time of: 1.0780e-05s: Index: 569 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| +execution time of: 1.0780e-05s: Index: 353 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| +execution time of: 1.0783e-05s: Index: 404 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| +execution time of: 1.0785e-05s: Index: 448 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| +execution time of: 1.0787e-05s: Index: 348 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 4| +execution time of: 1.0788e-05s: Index: 226 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| +execution time of: 1.0793e-05s: Index: 234 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 3| +execution time of: 1.0795e-05s: Index: 424 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| +execution time of: 1.0797e-05s: Index: 520 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| +execution time of: 1.0800e-05s: Index: 166 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 3| +execution time of: 1.0800e-05s: Index: 432 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| +execution time of: 1.0803e-05s: Index: 558 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| +execution time of: 1.0805e-05s: Index: 456 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| +execution time of: 1.0813e-05s: Index: 560 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| +execution time of: 1.0815e-05s: Index: 235 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| +execution time of: 1.0815e-05s: Index: 158 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| +execution time of: 1.0818e-05s: Index: 284 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| +execution time of: 1.0820e-05s: Index: 236 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| 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of: 1.0842e-05s: Index: 254 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| +execution time of: 1.0845e-05s: Index: 568 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| +execution time of: 1.0848e-05s: Index: 355 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| +execution time of: 1.0850e-05s: Index: 357 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| +execution time of: 1.0850e-05s: Index: 471 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +execution time of: 1.0853e-05s: Index: 410 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| +execution time of: 1.0855e-05s: Index: 259 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| +execution time of: 1.0858e-05s: Index: 490 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| +execution time of: 1.0860e-05s: Index: 224 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| +execution time of: 1.0865e-05s: Index: 178 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| +execution time of: 1.0865e-05s: Index: 645 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| +execution time of: 1.0872e-05s: Index: 528 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| +execution time of: 1.0873e-05s: Index: 86 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| +execution time of: 1.0875e-05s: Index: 329 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| +execution time of: 1.0878e-05s: Index: 608 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| +execution time of: 1.0880e-05s: Index: 200 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| +execution time of: 1.0880e-05s: Index: 396 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| +execution time of: 1.0882e-05s: Index: 443 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| +execution time of: 1.0883e-05s: Index: 210 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| +execution time of: 1.0885e-05s: Index: 92 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3| +execution time of: 1.0888e-05s: Index: 656 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| +execution time of: 1.0888e-05s: Index: 239 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| +execution time of: 1.0890e-05s: Index: 283 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| +execution time of: 1.0890e-05s: Index: 436 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 2| +execution time of: 1.0892e-05s: Index: 667 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| +execution time of: 1.0895e-05s: Index: 164 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| +execution time of: 1.0900e-05s: Index: 699 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| +execution time of: 1.0900e-05s: Index: 617 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| +execution time of: 1.0903e-05s: Index: 331 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1| +execution time of: 1.0905e-05s: Index: 705 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +execution time of: 1.0908e-05s: Index: 469 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| +execution time of: 1.0908e-05s: Index: 95 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| +execution time of: 1.0910e-05s: Index: 351 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| +execution time of: 1.0912e-05s: Index: 278 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| +execution time of: 1.0915e-05s: Index: 215 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| +execution time of: 1.0918e-05s: Index: 286 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 3| +execution time of: 1.0918e-05s: Index: 310 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| +execution time of: 1.0920e-05s: Index: 94 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2| +execution time of: 1.0922e-05s: Index: 641 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| +execution time of: 1.0925e-05s: Index: 190 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 2| +execution time of: 1.0925e-05s: Index: 314 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| +execution time of: 1.0928e-05s: Index: 482 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| +execution time of: 1.0933e-05s: Index: 113 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| +execution time of: 1.0935e-05s: Index: 544 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| +execution time of: 1.0935e-05s: Index: 180 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| +execution time of: 1.0937e-05s: Index: 429 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| +execution time of: 1.0938e-05s: Index: 233 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| +execution time of: 1.0940e-05s: Index: 114 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| +execution time of: 1.0943e-05s: Index: 683 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| +execution time of: 1.0945e-05s: Index: 248 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +execution time of: 1.0945e-05s: Index: 68 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| +execution time of: 1.0950e-05s: Index: 208 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 2| +execution time of: 1.0950e-05s: Index: 703 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| +execution time of: 1.0953e-05s: Index: 106 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| +execution time of: 1.0955e-05s: Index: 270 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| +execution time of: 1.0955e-05s: Index: 152 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| +execution time of: 1.0957e-05s: Index: 556 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| 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of: 1.0975e-05s: Index: 186 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| +execution time of: 1.0977e-05s: Index: 191 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| +execution time of: 1.0978e-05s: Index: 415 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| +execution time of: 1.0983e-05s: Index: 661 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| +execution time of: 1.0983e-05s: Index: 370 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 4| +execution time of: 1.0985e-05s: Index: 669 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| +execution time of: 1.0987e-05s: Index: 663 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| +execution time of: 1.0988e-05s: Index: 93 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| +execution time of: 1.0990e-05s: Index: 202 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| +execution time of: 1.0993e-05s: Index: 316 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| +execution time of: 1.0993e-05s: Index: 256 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| +execution time of: 1.0995e-05s: Index: 465 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| +execution time of: 1.0997e-05s: Index: 274 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| +execution time of: 1.0998e-05s: Index: 402 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 4| +execution time of: 1.1000e-05s: Index: 294 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| +execution time of: 1.1000e-05s: Index: 292 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 4| +execution time of: 1.1003e-05s: Index: 23 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +execution time of: 1.1007e-05s: Index: 280 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| +execution time of: 1.1008e-05s: Index: 237 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| +execution time of: 1.1010e-05s: Index: 263 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| +execution time of: 1.1010e-05s: Index: 529 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| +execution time of: 1.1013e-05s: Index: 38 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| +execution time of: 1.1013e-05s: Index: 89 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| +execution time of: 1.1015e-05s: Index: 221 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| +execution time of: 1.1018e-05s: Index: 14 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +execution time of: 1.1020e-05s: Index: 409 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| +execution time of: 1.1020e-05s: Index: 184 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| +execution time of: 1.1025e-05s: Index: 141 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +execution time of: 1.1025e-05s: Index: 217 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| +execution time of: 1.1028e-05s: Index: 624 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| +execution time of: 1.1028e-05s: Index: 71 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| +execution time of: 1.1030e-05s: Index: 405 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| +execution time of: 1.1035e-05s: Index: 80 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| +execution time of: 1.1038e-05s: Index: 22 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +execution time of: 1.1040e-05s: Index: 269 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| +execution time of: 1.1043e-05s: Index: 205 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| +execution time of: 1.1045e-05s: Index: 309 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| +execution time of: 1.1045e-05s: Index: 107 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| +execution time of: 1.1048e-05s: Index: 187 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| +execution time of: 1.1048e-05s: Index: 484 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| +execution time of: 1.1050e-05s: Index: 100 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| +execution time of: 1.1050e-05s: Index: 222 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| +execution time of: 1.1055e-05s: Index: 245 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +execution time of: 1.1055e-05s: Index: 198 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| +execution time of: 1.1060e-05s: Index: 364 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| +execution time of: 1.1062e-05s: Index: 312 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| +execution time of: 1.1063e-05s: Index: 36 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +execution time of: 1.1065e-05s: Index: 220 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| +execution time of: 1.1065e-05s: Index: 400 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| +execution time of: 1.1068e-05s: Index: 328 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| +execution time of: 1.1070e-05s: Index: 687 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +execution time of: 1.1072e-05s: Index: 439 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2| +execution time of: 1.1073e-05s: Index: 101 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| +execution time of: 1.1078e-05s: Index: 388 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| +execution time of: 1.1080e-05s: Index: 219 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| +execution time of: 1.1080e-05s: Index: 90 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| +execution time of: 1.1083e-05s: Index: 98 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| 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18 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| +execution time of: 1.1133e-05s: Index: 555 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| +execution time of: 1.1133e-05s: Index: 70 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| +execution time of: 1.1138e-05s: Index: 253 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| +execution time of: 1.1140e-05s: Index: 194 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| +execution time of: 1.1143e-05s: Index: 390 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| +execution time of: 1.1143e-05s: Index: 21 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +execution time of: 1.1147e-05s: Index: 199 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 3| +execution time of: 1.1148e-05s: Index: 109 | Max_nodes: 18 | Active_nodes: 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-> 5|3 -> 4|4 -> 1|5 -> 3| +execution time of: 1.1165e-05s: Index: 132 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +execution time of: 1.1168e-05s: Index: 174 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| +execution time of: 1.1170e-05s: Index: 19 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +execution time of: 1.1177e-05s: Index: 609 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| +execution time of: 1.1180e-05s: Index: 8 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +execution time of: 1.1180e-05s: Index: 296 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| +execution time of: 1.1183e-05s: Index: 368 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| +execution time of: 1.1185e-05s: Index: 480 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 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Index: 30 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +execution time of: 1.1248e-05s: Index: 243 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +execution time of: 1.1250e-05s: Index: 137 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +execution time of: 1.1260e-05s: Index: 340 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| +execution time of: 1.1262e-05s: Index: 149 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| +execution time of: 1.1263e-05s: Index: 69 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| +execution time of: 1.1265e-05s: Index: 317 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 1| +execution time of: 1.1268e-05s: Index: 154 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| +execution time of: 1.1268e-05s: Index: 83 | 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4| +execution time of: 1.1333e-05s: Index: 179 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| +execution time of: 1.1340e-05s: Index: 631 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 3| +execution time of: 1.1343e-05s: Index: 315 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| +execution time of: 1.1345e-05s: Index: 125 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +execution time of: 1.1347e-05s: Index: 681 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| +execution time of: 1.1348e-05s: Index: 87 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| +execution time of: 1.1350e-05s: Index: 417 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| +execution time of: 1.1355e-05s: Index: 148 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| +execution time of: 1.1357e-05s: Index: 72 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +execution time of: 1.1360e-05s: Index: 64 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| +execution time of: 1.1365e-05s: Index: 59 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| +execution time of: 1.1367e-05s: Index: 383 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| +execution time of: 1.1370e-05s: Index: 142 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +execution time of: 1.1372e-05s: Index: 37 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| +execution time of: 1.1373e-05s: Index: 99 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| +execution time of: 1.1375e-05s: Index: 7 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +execution time of: 1.1375e-05s: Index: 282 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| +execution time of: 1.1380e-05s: Index: 240 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +execution time of: 1.1383e-05s: Index: 75 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| +execution time of: 1.1385e-05s: Index: 61 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| +execution time of: 1.1388e-05s: Index: 9 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +execution time of: 1.1390e-05s: Index: 52 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| +execution time of: 1.1393e-05s: Index: 126 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +execution time of: 1.1395e-05s: Index: 35 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| +execution time of: 1.1395e-05s: Index: 4 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +execution time of: 1.1398e-05s: Index: 24 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +execution time of: 1.1400e-05s: Index: 29 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +execution time of: 1.1402e-05s: Index: 183 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| +execution time of: 1.1403e-05s: Index: 403 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2| +execution time of: 1.1408e-05s: Index: 399 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| +execution time of: 1.1413e-05s: Index: 281 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| +execution time of: 1.1415e-05s: Index: 147 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| +execution time of: 1.1415e-05s: Index: 659 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| +execution time of: 1.1420e-05s: Index: 25 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +execution time of: 1.1425e-05s: Index: 39 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +execution time of: 1.1432e-05s: Index: 241 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +execution time of: 1.1438e-05s: Index: 367 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| +execution time of: 1.1442e-05s: Index: 81 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| +execution time of: 1.1445e-05s: Index: 49 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +execution time of: 1.1448e-05s: Index: 47 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| +execution time of: 1.1455e-05s: Index: 387 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 2| +execution time of: 1.1457e-05s: Index: 275 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| +execution time of: 1.1460e-05s: Index: 160 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| +execution time of: 1.1463e-05s: Index: 48 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +execution time of: 1.1465e-05s: Index: 1 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +execution time of: 1.1470e-05s: Index: 271 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| +execution time of: 1.1473e-05s: Index: 360 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +execution time of: 1.1473e-05s: Index: 53 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +execution time of: 1.1477e-05s: Index: 6 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +execution time of: 1.1480e-05s: Index: 376 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2| +execution time of: 1.1490e-05s: Index: 201 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| +execution time of: 1.1493e-05s: Index: 218 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| +execution time of: 1.1497e-05s: Index: 384 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| +execution time of: 1.1500e-05s: Index: 73 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| +execution time of: 1.1513e-05s: Index: 121 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +execution time of: 1.1518e-05s: Index: 57 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| +execution time of: 1.1525e-05s: Index: 297 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| +execution time of: 1.1527e-05s: Index: 124 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +execution time of: 1.1533e-05s: Index: 279 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| +execution time of: 1.1540e-05s: Index: 651 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| +execution time of: 1.1543e-05s: Index: 120 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +execution time of: 1.1543e-05s: Index: 3 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +execution time of: 1.1545e-05s: Index: 144 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +execution time of: 1.1550e-05s: Index: 505 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 3| +execution time of: 1.1558e-05s: Index: 153 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +execution time of: 1.1565e-05s: Index: 491 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| +execution time of: 1.1568e-05s: Index: 363 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +execution time of: 1.1580e-05s: Index: 689 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +execution time of: 1.1590e-05s: Index: 339 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 1| +execution time of: 1.1590e-05s: Index: 657 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| +execution time of: 1.1593e-05s: Index: 122 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +execution time of: 1.1598e-05s: Index: 266 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| +execution time of: 1.1603e-05s: Index: 337 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| +execution time of: 1.1620e-05s: Index: 33 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +execution time of: 1.1628e-05s: Index: 290 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| +execution time of: 1.1640e-05s: Index: 291 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| +execution time of: 1.1650e-05s: Index: 460 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 2| +execution time of: 1.1660e-05s: Index: 264 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +execution time of: 1.1660e-05s: Index: 0 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +execution time of: 1.1693e-05s: Index: 123 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +execution time of: 1.1695e-05s: Index: 365 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +execution time of: 1.1695e-05s: Index: 382 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2| +execution time of: 1.1710e-05s: Index: 362 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| +execution time of: 1.1720e-05s: Index: 129 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +execution time of: 1.1743e-05s: Index: 313 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3| +execution time of: 1.1753e-05s: Index: 593 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +execution time of: 1.1763e-05s: Index: 517 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| +execution time of: 1.1785e-05s: Index: 604 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| +execution time of: 1.1800e-05s: Index: 2 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +execution time of: 1.1825e-05s: Index: 345 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| +execution time of: 1.1837e-05s: Index: 693 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +execution time of: 1.1855e-05s: Index: 277 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| +execution time of: 1.1860e-05s: Index: 440 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| +execution time of: 1.1867e-05s: Index: 155 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| +execution time of: 1.1870e-05s: Index: 386 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| +execution time of: 1.1880e-05s: Index: 161 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| +execution time of: 1.1938e-05s: Index: 389 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| +execution time of: 1.2163e-05s: Index: 336 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| +execution time of: 1.2170e-05s: Index: 369 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 1| +execution time of: 1.2260e-05s: Index: 51 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +execution time of: 1.2453e-05s: Index: 77 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| +execution time of: 1.2493e-05s: Index: 475 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| +execution time of: 1.2603e-05s: Index: 535 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 3| +execution time of: 1.2668e-05s: Index: 258 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| +execution time of: 1.2680e-05s: Index: 85 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| +execution time of: 1.2835e-05s: Index: 177 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| +execution time of: 1.3283e-05s: Index: 510 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| +execution time of: 1.3435e-05s: Index: 91 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| +execution time of: 1.3888e-05s: Index: 273 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +execution time of: 1.4450e-05s: Index: 20 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +execution time of: 1.4625e-05s: Index: 40 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| +execution time of: 1.4655e-05s: Index: 134 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +execution time of: 1.4718e-05s: Index: 96 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +execution time of: 1.4865e-05s: Index: 135 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +execution time of: 1.4888e-05s: Index: 27 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +execution time of: 1.4915e-05s: Index: 41 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| +execution time of: 1.4978e-05s: Index: 28 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/qpeexact_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/qpeexact_indep_qiskit_controls.txt new file mode 100644 index 00000000..81fefe60 --- /dev/null +++ b/test/BenchmarkQuasm/results/qpeexact_indep_qiskit_controls.txt @@ -0,0 +1,464 @@ +Start Simulation of qpeexact_indep_qiskit_2__________________________________________________ + +i: 0 1 +1: h | +2: | x +3: z c +4: h | +5:======== +6: 0 | +o: 0 | +Q: 0 w: 1 | Q: 1 w: 3 | +Computed Permutation: ................0 -> 0|1 -> 1| +Original Permutation: ................0 -> 0|1 -> 1| +Identity Duration: 1.6000e-06s............................. +Permuted Duration: 1.6025e-06s............................. +Identity active_nodes: 2 ...................................... +Permuted active_nodes: 2 ...................................... +Identity max_nodes: 6 ...................................... +Permuted max_nodes: 6 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qpeexact_indep_qiskit_3__________________________________________________ + +.i:...0...1...2 +.1:...h...|...| +.2:...|...h...| +.3:...|...|...x +.4:...z...|...c +.5:..sw..sw...| +.6:...h...|...| +.7:.sdg...c...| +.8:...|...h...| +.9:============ +10:...0...|...| +11:...|...1...| +.o:...0...1...| +Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 3 | +Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Identity Duration: 3.3750e-06s............................. +Permuted Duration: 2.8875e-06s............................. +Identity active_nodes: 3 ...................................... +Permuted active_nodes: 3 ...................................... +Identity max_nodes: 9 ...................................... +Permuted max_nodes: 9 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qpeexact_indep_qiskit_4__________________________________________________ + +.i:...0...1...2...3 +.1:...h...|...|...| +.2:...|...h...|...| +.3:...|...|...h...| +.4:...|...|...|...x +.5:...z...|...|...c +.6:..sw...|..sw...| +.7:...h...|...|...| +.8:.sdg...c...|...| +.9:...|...h...|...| +10:.tdg...|...c...| +11:...|.sdg...c...| +12:...|...|...h...| +13:================ +14:...0...|...|...| +15:...|...1...|...| +16:...|...|...2...| +.o:...0...1...2...| +Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | Q: 3 w: 3 | +Computed Permutation: ..0 -> 0|1 -> 1|2 -> 3|3 -> 2| +Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Identity Duration: 4.8675e-06s............................. +Permuted Duration: 4.6377e-06s............................. +Identity active_nodes: 4 ...................................... +Permuted active_nodes: 4 ...................................... +Identity max_nodes: 12 ...................................... +Permuted max_nodes: 12 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qpeexact_indep_qiskit_5__________________________________________________ + +.i:...0...1...2...3...4 +.1:...h...|...|...|...| +.2:...|...h...|...|...| +.3:...|...|...h...|...| +.4:...|...|...|...h...| +.5:...|...|...|...|...x +.6:...p...|...|...|...c p: (-2.7489e+00) +.7:...|...t...|...|...c +.8:...|...|...s...|...c +.9:...|..sw..sw...|...| +10:...|...|...|...z...c +11:..sw...|...|..sw...| +12:...h...|...|...|...| +13:.sdg...c...|...|...| +14:...|...h...|...|...| +15:.tdg...|...c...|...| +16:...|.sdg...c...|...| +17:...|...|...h...|...| +18:...p...|...|...c...| p: (-3.9270e-01) +19:...|.tdg...|...c...| +20:...|...|.sdg...c...| +21:...|...|...|...h...| +22:==================== +23:...0...|...|...|...| +24:...|...1...|...|...| +25:...|...|...2...|...| +26:...|...|...|...3...| +.o:...0...1...2...3...| +Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | Q: 3 w: 5 | Q: 4 w: 6 | +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Identity Duration: 9.2552e-06s............................. +Permuted Duration: 8.5500e-06s............................. +Identity active_nodes: 5 ...................................... +Permuted active_nodes: 5 ...................................... +Identity max_nodes: 15 ...................................... +Permuted max_nodes: 15 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qpeexact_indep_qiskit_6__________________________________________________ + +.i:...0...1...2...3...4...5 +.1:...h...|...|...|...|...| +.2:...|...h...|...|...|...| +.3:...|...|...h...|...|...| +.4:...|...|...|...h...|...| +.5:...|...|...|...|...h...| +.6:...|...|...|...|...|...x +.7:...p...|...|...|...|...c p: (-2.7489e+00) +.8:..sw...|...|...|..sw...| +.9:...h...|...|...|...|...| +10:...|...t...|...|...|...c +11:...|...|...s...|...|...c +12:...|...|...|...z...|...c +13:...|..sw...|..sw...|...| +14:.sdg...c...|...|...|...| +15:...|...h...|...|...|...| +16:.tdg...|...c...|...|...| +17:...|.sdg...c...|...|...| +18:...|...|...h...|...|...| +19:...p...|...|...c...|...| p: (-3.9270e-01) +20:...|.tdg...|...c...|...| +21:...|...|.sdg...c...|...| +22:...|...|...|...h...|...| +23:...p...|...|...|...c...| p: (-1.9635e-01) +24:...|...p...|...|...c...| p: (-3.9270e-01) +25:...|...|.tdg...|...c...| +26:...|...|...|.sdg...c...| +27:...|...|...|...|...h...| +28:======================== +29:...0...|...|...|...|...| +30:...|...1...|...|...|...| +31:...|...|...2...|...|...| +32:...|...|...|...3...|...| +33:...|...|...|...|...4...| +.o:...0...1...2...3...4...| +Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | Q: 3 w: 5 | Q: 4 w: 6 | Q: 5 w: 6 | +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Identity Duration: 1.2070e-05s............................. +Permuted Duration: 1.1595e-05s............................. +Identity active_nodes: 6 ...................................... +Permuted active_nodes: 6 ...................................... +Identity max_nodes: 18 ...................................... +Permuted max_nodes: 18 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qpeexact_indep_qiskit_7__________________________________________________ + +.i:...0...1...2...3...4...5...6 +.1:...h...|...|...|...|...|...| +.2:...|...h...|...|...|...|...| +.3:...|...|...h...|...|...|...| +.4:...|...|...|...h...|...|...| +.5:...|...|...|...|...h...|...| +.6:...|...|...|...|...|...h...| +.7:...|...|...|...|...|...|...x +.8:...p...|...|...|...|...|...c p: (-2.7489e+00) +.9:..sw...|...|...|...|..sw...| +10:...h...|...|...|...|...|...| +11:...|...t...|...|...|...|...c +12:...|..sw...|...|..sw...|...| +13:.sdg...c...|...|...|...|...| +14:...|...h...|...|...|...|...| +15:...|...|...s...|...|...|...c +16:...|...|...|...z...|...|...c +17:...|...|..sw..sw...|...|...| +18:.tdg...|...c...|...|...|...| +19:...|.sdg...c...|...|...|...| +20:...|...|...h...|...|...|...| +21:...p...|...|...c...|...|...| p: (-3.9270e-01) +22:...|.tdg...|...c...|...|...| +23:...|...|.sdg...c...|...|...| +24:...|...|...|...h...|...|...| +25:...p...|...|...|...c...|...| p: (-1.9635e-01) +26:...|...p...|...|...c...|...| p: (-3.9270e-01) +27:...|...|.tdg...|...c...|...| +28:...|...|...|.sdg...c...|...| +29:...|...|...|...|...h...|...| +30:...p...|...|...|...|...c...| p: (-9.8175e-02) +31:...|...p...|...|...|...c...| p: (-1.9635e-01) +32:...|...|...p...|...|...c...| p: (-3.9270e-01) +33:...|...|...|.tdg...|...c...| +34:...|...|...|...|.sdg...c...| +35:...|...|...|...|...|...h...| +36:============================ +37:...0...|...|...|...|...|...| +38:...|...1...|...|...|...|...| +39:...|...|...2...|...|...|...| +40:...|...|...|...3...|...|...| +41:...|...|...|...|...4...|...| +42:...|...|...|...|...|...5...| +.o:...0...1...2...3...4...5...| +Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | Q: 3 w: 5 | Q: 4 w: 6 | Q: 5 w: 7 | Q: 6 w: 6 | +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 6|6 -> 5| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Identity Duration: 1.5783e-05s............................. +Permuted Duration: 1.5123e-05s............................. +Identity active_nodes: 7 ...................................... +Permuted active_nodes: 7 ...................................... +Identity max_nodes: 21 ...................................... +Permuted max_nodes: 21 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qpeexact_indep_qiskit_8__________________________________________________ + +.i:...0...1...2...3...4...5...6...7 +.1:...h...|...|...|...|...|...|...| +.2:...|...h...|...|...|...|...|...| +.3:...|...|...h...|...|...|...|...| +.4:...|...|...|...h...|...|...|...| +.5:...|...|...|...|...h...|...|...| +.6:...|...|...|...|...|...h...|...| +.7:...|...|...|...|...|...|...h...| +.8:...|...|...|...|...|...|...|...x +.9:...p...|...|...|...|...|...|...c p: (-2.6998e+00) +10:...|...p...|...|...|...|...|...c p: (8.8357e-01) +11:...|...|...p...|...|...|...|...c p: (1.7671e+00) +12:...|...|...|...p...|...|...|...c p: (-2.7489e+00) +13:...|...|...|...|...t...|...|...c +14:...|...|..sw...|..sw...|...|...| +15:...|...|...|...|...|...s...|...c +16:...|..sw...|...|...|..sw...|...| +17:...|...|...|...|...|...|...z...c +18:..sw...|...|...|...|...|..sw...| +19:...h...|...|...|...|...|...|...| +20:.sdg...c...|...|...|...|...|...| +21:...|...h...|...|...|...|...|...| +22:.tdg...|...c...|...|...|...|...| +23:...|.sdg...c...|...|...|...|...| +24:...|...|...h...|...|...|...|...| +25:...p...|...|...c...|...|...|...| p: (-3.9270e-01) +26:...|.tdg...|...c...|...|...|...| +27:...|...|.sdg...c...|...|...|...| +28:...|...|...|...h...|...|...|...| +29:...p...|...|...|...c...|...|...| p: (-1.9635e-01) +30:...|...p...|...|...c...|...|...| p: (-3.9270e-01) +31:...|...|.tdg...|...c...|...|...| +32:...|...|...|.sdg...c...|...|...| +33:...|...|...|...|...h...|...|...| +34:...p...|...|...|...|...c...|...| p: (-9.8175e-02) +35:...|...p...|...|...|...c...|...| p: (-1.9635e-01) +36:...|...|...p...|...|...c...|...| p: (-3.9270e-01) +37:...|...|...|.tdg...|...c...|...| +38:...|...|...|...|.sdg...c...|...| +39:...|...|...|...|...|...h...|...| +40:...p...|...|...|...|...|...c...| p: (-4.9087e-02) +41:...|...p...|...|...|...|...c...| p: (-9.8175e-02) +42:...|...|...p...|...|...|...c...| p: (-1.9635e-01) +43:...|...|...|...p...|...|...c...| p: (-3.9270e-01) +44:...|...|...|...|.tdg...|...c...| +45:...|...|...|...|...|.sdg...c...| +46:...|...|...|...|...|...|...h...| +47:================================ +48:...0...|...|...|...|...|...|...| +49:...|...1...|...|...|...|...|...| +50:...|...|...2...|...|...|...|...| +51:...|...|...|...3...|...|...|...| +52:...|...|...|...|...4...|...|...| +53:...|...|...|...|...|...5...|...| +54:...|...|...|...|...|...|...6...| +.o:...0...1...2...3...4...5...6...| +Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | Q: 3 w: 5 | Q: 4 w: 6 | Q: 5 w: 7 | Q: 6 w: 8 | Q: 7 w: 9 | +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7| +Identity Duration: 2.3520e-05s............................. +Permuted Duration: 2.1596e-05s............................. +Identity active_nodes: 8 ...................................... +Permuted active_nodes: 8 ...................................... +Identity max_nodes: 24 ...................................... +Permuted max_nodes: 24 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qpeexact_indep_qiskit_9__________________________________________________ + +.i:...0...1...2...3...4...5...6...7...8 +.1:...h...|...|...|...|...|...|...|...| +.2:...|...h...|...|...|...|...|...|...| +.3:...|...|...h...|...|...|...|...|...| +.4:...|...|...|...h...|...|...|...|...| +.5:...|...|...|...|...h...|...|...|...| +.6:...|...|...|...|...|...h...|...|...| +.7:...|...|...|...|...|...|...h...|...| +.8:...|...|...|...|...|...|...|...h...| +.9:...|...|...|...|...|...|...|...|...x +10:...p...|...|...|...|...|...|...|...c p: (-2.6998e+00) +11:..sw...|...|...|...|...|...|..sw...| +12:...h...|...|...|...|...|...|...|...| +13:...|...p...|...|...|...|...|...|...c p: (8.8357e-01) +14:...|...|...p...|...|...|...|...|...c p: (1.7671e+00) +15:...|...|...|...p...|...|...|...|...c p: (-2.7489e+00) +16:...|...|...|...|...t...|...|...|...c +17:...|...|...|..sw..sw...|...|...|...| +18:...|...|...|...|...|...s...|...|...c +19:...|...|..sw...|...|..sw...|...|...| +20:...|...|...|...|...|...|...z...|...c +21:...|..sw...|...|...|...|..sw...|...| +22:.sdg...c...|...|...|...|...|...|...| +23:...|...h...|...|...|...|...|...|...| +24:.tdg...|...c...|...|...|...|...|...| +25:...|.sdg...c...|...|...|...|...|...| +26:...|...|...h...|...|...|...|...|...| +27:...p...|...|...c...|...|...|...|...| p: (-3.9270e-01) +28:...|.tdg...|...c...|...|...|...|...| +29:...|...|.sdg...c...|...|...|...|...| +30:...|...|...|...h...|...|...|...|...| +31:...p...|...|...|...c...|...|...|...| p: (-1.9635e-01) +32:...|...p...|...|...c...|...|...|...| p: (-3.9270e-01) +33:...|...|.tdg...|...c...|...|...|...| +34:...|...|...|.sdg...c...|...|...|...| +35:...|...|...|...|...h...|...|...|...| +36:...p...|...|...|...|...c...|...|...| p: (-9.8175e-02) +37:...|...p...|...|...|...c...|...|...| p: (-1.9635e-01) +38:...|...|...p...|...|...c...|...|...| p: (-3.9270e-01) +39:...|...|...|.tdg...|...c...|...|...| +40:...|...|...|...|.sdg...c...|...|...| +41:...|...|...|...|...|...h...|...|...| +42:...p...|...|...|...|...|...c...|...| p: (-4.9087e-02) +43:...|...p...|...|...|...|...c...|...| p: (-9.8175e-02) +44:...|...|...p...|...|...|...c...|...| p: (-1.9635e-01) +45:...|...|...|...p...|...|...c...|...| p: (-3.9270e-01) +46:...|...|...|...|.tdg...|...c...|...| +47:...|...|...|...|...|.sdg...c...|...| +48:...|...|...|...|...|...|...h...|...| +49:...p...|...|...|...|...|...|...c...| p: (-2.4544e-02) +50:...|...p...|...|...|...|...|...c...| p: (-4.9087e-02) +51:...|...|...p...|...|...|...|...c...| p: (-9.8175e-02) +52:...|...|...|...p...|...|...|...c...| p: (-1.9635e-01) +53:...|...|...|...|...p...|...|...c...| p: (-3.9270e-01) +54:...|...|...|...|...|.tdg...|...c...| +55:...|...|...|...|...|...|.sdg...c...| +56:...|...|...|...|...|...|...|...h...| +57:==================================== +58:...0...|...|...|...|...|...|...|...| +59:...|...1...|...|...|...|...|...|...| +60:...|...|...2...|...|...|...|...|...| +61:...|...|...|...3...|...|...|...|...| +62:...|...|...|...|...4...|...|...|...| +63:...|...|...|...|...|...5...|...|...| +64:...|...|...|...|...|...|...6...|...| +65:...|...|...|...|...|...|...|...7...| +.o:...0...1...2...3...4...5...6...7...| +Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | Q: 3 w: 5 | Q: 4 w: 6 | Q: 5 w: 7 | Q: 6 w: 8 | Q: 7 w: 9 | Q: 8 w: 9 | +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8| +Identity Duration: 2.6578e-05s............................. +Permuted Duration: 2.6405e-05s............................. +Identity active_nodes: 9 ...................................... +Permuted active_nodes: 9 ...................................... +Identity max_nodes: 27 ...................................... +Permuted max_nodes: 27 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qpeexact_indep_qiskit_10__________________________________________________ + +.i:...0...1...2...3...4...5...6...7...8...9 +.1:...h...|...|...|...|...|...|...|...|...| +.2:...|...h...|...|...|...|...|...|...|...| +.3:...|...|...h...|...|...|...|...|...|...| +.4:...|...|...|...h...|...|...|...|...|...| +.5:...|...|...|...|...h...|...|...|...|...| +.6:...|...|...|...|...|...h...|...|...|...| +.7:...|...|...|...|...|...|...h...|...|...| +.8:...|...|...|...|...|...|...|...h...|...| +.9:...|...|...|...|...|...|...|...|...h...| +10:...|...|...|...|...|...|...|...|...|...x +11:...p...|...|...|...|...|...|...|...|...c p: (-2.6998e+00) +12:..sw...|...|...|...|...|...|...|..sw...| +13:...h...|...|...|...|...|...|...|...|...| +14:...|...p...|...|...|...|...|...|...|...c p: (8.8357e-01) +15:...|..sw...|...|...|...|...|..sw...|...| +16:.sdg...c...|...|...|...|...|...|...|...| +17:...|...h...|...|...|...|...|...|...|...| +18:...|...|...p...|...|...|...|...|...|...c p: (1.7671e+00) +19:...|...|...|...p...|...|...|...|...|...c p: (-2.7489e+00) +20:...|...|...|...|...t...|...|...|...|...c +21:...|...|...|...|...|...s...|...|...|...c +22:...|...|...|..sw...|..sw...|...|...|...| +23:...|...|...|...|...|...|...z...|...|...c +24:...|...|..sw...|...|...|..sw...|...|...| +25:.tdg...|...c...|...|...|...|...|...|...| +26:...|.sdg...c...|...|...|...|...|...|...| +27:...|...|...h...|...|...|...|...|...|...| +28:...p...|...|...c...|...|...|...|...|...| p: (-3.9270e-01) +29:...|.tdg...|...c...|...|...|...|...|...| +30:...|...|.sdg...c...|...|...|...|...|...| +31:...|...|...|...h...|...|...|...|...|...| +32:...p...|...|...|...c...|...|...|...|...| p: (-1.9635e-01) +33:...|...p...|...|...c...|...|...|...|...| p: (-3.9270e-01) +34:...|...|.tdg...|...c...|...|...|...|...| +35:...|...|...|.sdg...c...|...|...|...|...| +36:...|...|...|...|...h...|...|...|...|...| +37:...p...|...|...|...|...c...|...|...|...| p: (-9.8175e-02) +38:...|...p...|...|...|...c...|...|...|...| p: (-1.9635e-01) +39:...|...|...p...|...|...c...|...|...|...| p: (-3.9270e-01) +40:...|...|...|.tdg...|...c...|...|...|...| +41:...|...|...|...|.sdg...c...|...|...|...| +42:...|...|...|...|...|...h...|...|...|...| +43:...p...|...|...|...|...|...c...|...|...| p: (-4.9087e-02) +44:...|...p...|...|...|...|...c...|...|...| p: (-9.8175e-02) +45:...|...|...p...|...|...|...c...|...|...| p: (-1.9635e-01) +46:...|...|...|...p...|...|...c...|...|...| p: (-3.9270e-01) +47:...|...|...|...|.tdg...|...c...|...|...| +48:...|...|...|...|...|.sdg...c...|...|...| +49:...|...|...|...|...|...|...h...|...|...| +50:...p...|...|...|...|...|...|...c...|...| p: (-2.4544e-02) +51:...|...p...|...|...|...|...|...c...|...| p: (-4.9087e-02) +52:...|...|...p...|...|...|...|...c...|...| p: (-9.8175e-02) +53:...|...|...|...p...|...|...|...c...|...| p: (-1.9635e-01) +54:...|...|...|...|...p...|...|...c...|...| p: (-3.9270e-01) +55:...|...|...|...|...|.tdg...|...c...|...| +56:...|...|...|...|...|...|.sdg...c...|...| +57:...|...|...|...|...|...|...|...h...|...| +58:...p...|...|...|...|...|...|...|...c...| p: (-1.2272e-02) +59:...|...p...|...|...|...|...|...|...c...| p: (-2.4544e-02) +60:...|...|...p...|...|...|...|...|...c...| p: (-4.9087e-02) +61:...|...|...|...p...|...|...|...|...c...| p: (-9.8175e-02) +62:...|...|...|...|...p...|...|...|...c...| p: (-1.9635e-01) +63:...|...|...|...|...|...p...|...|...c...| p: (-3.9270e-01) +64:...|...|...|...|...|...|.tdg...|...c...| +65:...|...|...|...|...|...|...|.sdg...c...| +66:...|...|...|...|...|...|...|...|...h...| +67:======================================== +68:...0...|...|...|...|...|...|...|...|...| +69:...|...1...|...|...|...|...|...|...|...| +70:...|...|...2...|...|...|...|...|...|...| +71:...|...|...|...3...|...|...|...|...|...| +72:...|...|...|...|...4...|...|...|...|...| +73:...|...|...|...|...|...5...|...|...|...| +74:...|...|...|...|...|...|...6...|...|...| +75:...|...|...|...|...|...|...|...7...|...| +76:...|...|...|...|...|...|...|...|...8...| +.o:...0...1...2...3...4...5...6...7...8...| +Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | Q: 3 w: 5 | Q: 4 w: 6 | Q: 5 w: 7 | Q: 6 w: 8 | Q: 7 w: 9 | Q: 8 w: 10 | Q: 9 w: 9 | +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 9|9 -> 8| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8|9 -> 9| +Identity Duration: 3.0951e-05s............................. +Permuted Duration: 3.1348e-05s............................. +Identity active_nodes: 10 ...................................... +Permuted active_nodes: 10 ...................................... +Identity max_nodes: 30 ...................................... +Permuted max_nodes: 30 ...................................... +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/qpeexact_indep_qiskit_gates.txt b/test/BenchmarkQuasm/results/qpeexact_indep_qiskit_gates.txt new file mode 100644 index 00000000..0cc46b07 --- /dev/null +++ b/test/BenchmarkQuasm/results/qpeexact_indep_qiskit_gates.txt @@ -0,0 +1,455 @@ +Start Simulation of qpeexact_indep_qiskit_2__________________________________________________ + +i: 0 1 +1: h | +2: | x +3: z c +4: h | +5:======== +6: 0 | +o: 0 | +Computed Permutation: ................0 -> 0|1 -> 1| +Original Permutation: ................0 -> 0|1 -> 1| +Identity Duration: 1.5852e-06s............................. +Permuted Duration: 1.5800e-06s............................. +Identity active_nodes: 2 ...................................... +Permuted active_nodes: 2 ...................................... +Identity max_nodes: 6 ...................................... +Permuted max_nodes: 6 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qpeexact_indep_qiskit_3__________________________________________________ + +.i:...0...1...2 +.1:...h...|...| +.2:...|...h...| +.3:...|...|...x +.4:...z...|...c +.5:..sw..sw...| +.6:...h...|...| +.7:.sdg...c...| +.8:...|...h...| +.9:============ +10:...0...|...| +11:...|...1...| +.o:...0...1...| +Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Identity Duration: 3.3700e-06s............................. +Permuted Duration: 2.8775e-06s............................. +Identity active_nodes: 3 ...................................... +Permuted active_nodes: 3 ...................................... +Identity max_nodes: 9 ...................................... +Permuted max_nodes: 9 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qpeexact_indep_qiskit_4__________________________________________________ + +.i:...0...1...2...3 +.1:...h...|...|...| +.2:...|...h...|...| +.3:...|...|...h...| +.4:...|...|...|...x +.5:...z...|...|...c +.6:..sw...|..sw...| +.7:...h...|...|...| +.8:.sdg...c...|...| +.9:...|...h...|...| +10:.tdg...|...c...| +11:...|.sdg...c...| +12:...|...|...h...| +13:================ +14:...0...|...|...| +15:...|...1...|...| +16:...|...|...2...| +.o:...0...1...2...| +Computed Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Identity Duration: 4.8925e-06s............................. +Permuted Duration: 4.5825e-06s............................. +Identity active_nodes: 4 ...................................... +Permuted active_nodes: 4 ...................................... +Identity max_nodes: 12 ...................................... +Permuted max_nodes: 12 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qpeexact_indep_qiskit_5__________________________________________________ + +.i:...0...1...2...3...4 +.1:...h...|...|...|...| +.2:...|...h...|...|...| +.3:...|...|...h...|...| +.4:...|...|...|...h...| +.5:...|...|...|...|...x +.6:...p...|...|...|...c p: (-2.7489e+00) +.7:...|...t...|...|...c +.8:...|...|...s...|...c +.9:...|..sw..sw...|...| +10:...|...|...|...z...c +11:..sw...|...|..sw...| +12:...h...|...|...|...| +13:.sdg...c...|...|...| +14:...|...h...|...|...| +15:.tdg...|...c...|...| +16:...|.sdg...c...|...| +17:...|...|...h...|...| +18:...p...|...|...c...| p: (-3.9270e-01) +19:...|.tdg...|...c...| +20:...|...|.sdg...c...| +21:...|...|...|...h...| +22:==================== +23:...0...|...|...|...| +24:...|...1...|...|...| +25:...|...|...2...|...| +26:...|...|...|...3...| +.o:...0...1...2...3...| +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Identity Duration: 9.4353e-06s............................. +Permuted Duration: 8.6825e-06s............................. +Identity active_nodes: 5 ...................................... +Permuted active_nodes: 5 ...................................... +Identity max_nodes: 15 ...................................... +Permuted max_nodes: 15 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qpeexact_indep_qiskit_6__________________________________________________ + +.i:...0...1...2...3...4...5 +.1:...h...|...|...|...|...| +.2:...|...h...|...|...|...| +.3:...|...|...h...|...|...| +.4:...|...|...|...h...|...| +.5:...|...|...|...|...h...| +.6:...|...|...|...|...|...x +.7:...p...|...|...|...|...c p: (-2.7489e+00) +.8:..sw...|...|...|..sw...| +.9:...h...|...|...|...|...| +10:...|...t...|...|...|...c +11:...|...|...s...|...|...c +12:...|...|...|...z...|...c +13:...|..sw...|..sw...|...| +14:.sdg...c...|...|...|...| +15:...|...h...|...|...|...| +16:.tdg...|...c...|...|...| +17:...|.sdg...c...|...|...| +18:...|...|...h...|...|...| +19:...p...|...|...c...|...| p: (-3.9270e-01) +20:...|.tdg...|...c...|...| +21:...|...|.sdg...c...|...| +22:...|...|...|...h...|...| +23:...p...|...|...|...c...| p: (-1.9635e-01) +24:...|...p...|...|...c...| p: (-3.9270e-01) +25:...|...|.tdg...|...c...| +26:...|...|...|.sdg...c...| +27:...|...|...|...|...h...| +28:======================== +29:...0...|...|...|...|...| +30:...|...1...|...|...|...| +31:...|...|...2...|...|...| +32:...|...|...|...3...|...| +33:...|...|...|...|...4...| +.o:...0...1...2...3...4...| +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Identity Duration: 1.2098e-05s............................. +Permuted Duration: 1.1700e-05s............................. +Identity active_nodes: 6 ...................................... +Permuted active_nodes: 6 ...................................... +Identity max_nodes: 18 ...................................... +Permuted max_nodes: 18 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qpeexact_indep_qiskit_7__________________________________________________ + +.i:...0...1...2...3...4...5...6 +.1:...h...|...|...|...|...|...| +.2:...|...h...|...|...|...|...| +.3:...|...|...h...|...|...|...| +.4:...|...|...|...h...|...|...| +.5:...|...|...|...|...h...|...| +.6:...|...|...|...|...|...h...| +.7:...|...|...|...|...|...|...x +.8:...p...|...|...|...|...|...c p: (-2.7489e+00) +.9:..sw...|...|...|...|..sw...| +10:...h...|...|...|...|...|...| +11:...|...t...|...|...|...|...c +12:...|..sw...|...|..sw...|...| +13:.sdg...c...|...|...|...|...| +14:...|...h...|...|...|...|...| +15:...|...|...s...|...|...|...c +16:...|...|...|...z...|...|...c +17:...|...|..sw..sw...|...|...| +18:.tdg...|...c...|...|...|...| +19:...|.sdg...c...|...|...|...| +20:...|...|...h...|...|...|...| +21:...p...|...|...c...|...|...| p: (-3.9270e-01) +22:...|.tdg...|...c...|...|...| +23:...|...|.sdg...c...|...|...| +24:...|...|...|...h...|...|...| +25:...p...|...|...|...c...|...| p: (-1.9635e-01) +26:...|...p...|...|...c...|...| p: (-3.9270e-01) +27:...|...|.tdg...|...c...|...| +28:...|...|...|.sdg...c...|...| +29:...|...|...|...|...h...|...| +30:...p...|...|...|...|...c...| p: (-9.8175e-02) +31:...|...p...|...|...|...c...| p: (-1.9635e-01) +32:...|...|...p...|...|...c...| p: (-3.9270e-01) +33:...|...|...|.tdg...|...c...| +34:...|...|...|...|.sdg...c...| +35:...|...|...|...|...|...h...| +36:============================ +37:...0...|...|...|...|...|...| +38:...|...1...|...|...|...|...| +39:...|...|...2...|...|...|...| +40:...|...|...|...3...|...|...| +41:...|...|...|...|...4...|...| +42:...|...|...|...|...|...5...| +.o:...0...1...2...3...4...5...| +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Identity Duration: 1.5753e-05s............................. +Permuted Duration: 1.5063e-05s............................. +Identity active_nodes: 7 ...................................... +Permuted active_nodes: 7 ...................................... +Identity max_nodes: 21 ...................................... +Permuted max_nodes: 21 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qpeexact_indep_qiskit_8__________________________________________________ + +.i:...0...1...2...3...4...5...6...7 +.1:...h...|...|...|...|...|...|...| +.2:...|...h...|...|...|...|...|...| +.3:...|...|...h...|...|...|...|...| +.4:...|...|...|...h...|...|...|...| +.5:...|...|...|...|...h...|...|...| +.6:...|...|...|...|...|...h...|...| +.7:...|...|...|...|...|...|...h...| +.8:...|...|...|...|...|...|...|...x +.9:...p...|...|...|...|...|...|...c p: (-2.6998e+00) +10:...|...p...|...|...|...|...|...c p: (8.8357e-01) +11:...|...|...p...|...|...|...|...c p: (1.7671e+00) +12:...|...|...|...p...|...|...|...c p: (-2.7489e+00) +13:...|...|...|...|...t...|...|...c +14:...|...|..sw...|..sw...|...|...| +15:...|...|...|...|...|...s...|...c +16:...|..sw...|...|...|..sw...|...| +17:...|...|...|...|...|...|...z...c +18:..sw...|...|...|...|...|..sw...| +19:...h...|...|...|...|...|...|...| +20:.sdg...c...|...|...|...|...|...| +21:...|...h...|...|...|...|...|...| +22:.tdg...|...c...|...|...|...|...| +23:...|.sdg...c...|...|...|...|...| +24:...|...|...h...|...|...|...|...| +25:...p...|...|...c...|...|...|...| p: (-3.9270e-01) +26:...|.tdg...|...c...|...|...|...| +27:...|...|.sdg...c...|...|...|...| +28:...|...|...|...h...|...|...|...| +29:...p...|...|...|...c...|...|...| p: (-1.9635e-01) +30:...|...p...|...|...c...|...|...| p: (-3.9270e-01) +31:...|...|.tdg...|...c...|...|...| +32:...|...|...|.sdg...c...|...|...| +33:...|...|...|...|...h...|...|...| +34:...p...|...|...|...|...c...|...| p: (-9.8175e-02) +35:...|...p...|...|...|...c...|...| p: (-1.9635e-01) +36:...|...|...p...|...|...c...|...| p: (-3.9270e-01) +37:...|...|...|.tdg...|...c...|...| +38:...|...|...|...|.sdg...c...|...| +39:...|...|...|...|...|...h...|...| +40:...p...|...|...|...|...|...c...| p: (-4.9087e-02) +41:...|...p...|...|...|...|...c...| p: (-9.8175e-02) +42:...|...|...p...|...|...|...c...| p: (-1.9635e-01) +43:...|...|...|...p...|...|...c...| p: (-3.9270e-01) +44:...|...|...|...|.tdg...|...c...| +45:...|...|...|...|...|.sdg...c...| +46:...|...|...|...|...|...|...h...| +47:================================ +48:...0...|...|...|...|...|...|...| +49:...|...1...|...|...|...|...|...| +50:...|...|...2...|...|...|...|...| +51:...|...|...|...3...|...|...|...| +52:...|...|...|...|...4...|...|...| +53:...|...|...|...|...|...5...|...| +54:...|...|...|...|...|...|...6...| +.o:...0...1...2...3...4...5...6...| +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7| +Identity Duration: 2.2365e-05s............................. +Permuted Duration: 2.1675e-05s............................. +Identity active_nodes: 8 ...................................... +Permuted active_nodes: 8 ...................................... +Identity max_nodes: 24 ...................................... +Permuted max_nodes: 24 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qpeexact_indep_qiskit_9__________________________________________________ + +.i:...0...1...2...3...4...5...6...7...8 +.1:...h...|...|...|...|...|...|...|...| +.2:...|...h...|...|...|...|...|...|...| +.3:...|...|...h...|...|...|...|...|...| +.4:...|...|...|...h...|...|...|...|...| +.5:...|...|...|...|...h...|...|...|...| +.6:...|...|...|...|...|...h...|...|...| +.7:...|...|...|...|...|...|...h...|...| +.8:...|...|...|...|...|...|...|...h...| +.9:...|...|...|...|...|...|...|...|...x +10:...p...|...|...|...|...|...|...|...c p: (-2.6998e+00) +11:..sw...|...|...|...|...|...|..sw...| +12:...h...|...|...|...|...|...|...|...| +13:...|...p...|...|...|...|...|...|...c p: (8.8357e-01) +14:...|...|...p...|...|...|...|...|...c p: (1.7671e+00) +15:...|...|...|...p...|...|...|...|...c p: (-2.7489e+00) +16:...|...|...|...|...t...|...|...|...c +17:...|...|...|..sw..sw...|...|...|...| +18:...|...|...|...|...|...s...|...|...c +19:...|...|..sw...|...|..sw...|...|...| +20:...|...|...|...|...|...|...z...|...c +21:...|..sw...|...|...|...|..sw...|...| +22:.sdg...c...|...|...|...|...|...|...| +23:...|...h...|...|...|...|...|...|...| +24:.tdg...|...c...|...|...|...|...|...| +25:...|.sdg...c...|...|...|...|...|...| +26:...|...|...h...|...|...|...|...|...| +27:...p...|...|...c...|...|...|...|...| p: (-3.9270e-01) +28:...|.tdg...|...c...|...|...|...|...| +29:...|...|.sdg...c...|...|...|...|...| +30:...|...|...|...h...|...|...|...|...| +31:...p...|...|...|...c...|...|...|...| p: (-1.9635e-01) +32:...|...p...|...|...c...|...|...|...| p: (-3.9270e-01) +33:...|...|.tdg...|...c...|...|...|...| +34:...|...|...|.sdg...c...|...|...|...| +35:...|...|...|...|...h...|...|...|...| +36:...p...|...|...|...|...c...|...|...| p: (-9.8175e-02) +37:...|...p...|...|...|...c...|...|...| p: (-1.9635e-01) +38:...|...|...p...|...|...c...|...|...| p: (-3.9270e-01) +39:...|...|...|.tdg...|...c...|...|...| +40:...|...|...|...|.sdg...c...|...|...| +41:...|...|...|...|...|...h...|...|...| +42:...p...|...|...|...|...|...c...|...| p: (-4.9087e-02) +43:...|...p...|...|...|...|...c...|...| p: (-9.8175e-02) +44:...|...|...p...|...|...|...c...|...| p: (-1.9635e-01) +45:...|...|...|...p...|...|...c...|...| p: (-3.9270e-01) +46:...|...|...|...|.tdg...|...c...|...| +47:...|...|...|...|...|.sdg...c...|...| +48:...|...|...|...|...|...|...h...|...| +49:...p...|...|...|...|...|...|...c...| p: (-2.4544e-02) +50:...|...p...|...|...|...|...|...c...| p: (-4.9087e-02) +51:...|...|...p...|...|...|...|...c...| p: (-9.8175e-02) +52:...|...|...|...p...|...|...|...c...| p: (-1.9635e-01) +53:...|...|...|...|...p...|...|...c...| p: (-3.9270e-01) +54:...|...|...|...|...|.tdg...|...c...| +55:...|...|...|...|...|...|.sdg...c...| +56:...|...|...|...|...|...|...|...h...| +57:==================================== +58:...0...|...|...|...|...|...|...|...| +59:...|...1...|...|...|...|...|...|...| +60:...|...|...2...|...|...|...|...|...| +61:...|...|...|...3...|...|...|...|...| +62:...|...|...|...|...4...|...|...|...| +63:...|...|...|...|...|...5...|...|...| +64:...|...|...|...|...|...|...6...|...| +65:...|...|...|...|...|...|...|...7...| +.o:...0...1...2...3...4...5...6...7...| +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8| +Identity Duration: 2.6643e-05s............................. +Permuted Duration: 2.6313e-05s............................. +Identity active_nodes: 9 ...................................... +Permuted active_nodes: 9 ...................................... +Identity max_nodes: 27 ...................................... +Permuted max_nodes: 27 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qpeexact_indep_qiskit_10__________________________________________________ + +.i:...0...1...2...3...4...5...6...7...8...9 +.1:...h...|...|...|...|...|...|...|...|...| +.2:...|...h...|...|...|...|...|...|...|...| +.3:...|...|...h...|...|...|...|...|...|...| +.4:...|...|...|...h...|...|...|...|...|...| +.5:...|...|...|...|...h...|...|...|...|...| +.6:...|...|...|...|...|...h...|...|...|...| +.7:...|...|...|...|...|...|...h...|...|...| +.8:...|...|...|...|...|...|...|...h...|...| +.9:...|...|...|...|...|...|...|...|...h...| +10:...|...|...|...|...|...|...|...|...|...x +11:...p...|...|...|...|...|...|...|...|...c p: (-2.6998e+00) +12:..sw...|...|...|...|...|...|...|..sw...| +13:...h...|...|...|...|...|...|...|...|...| +14:...|...p...|...|...|...|...|...|...|...c p: (8.8357e-01) +15:...|..sw...|...|...|...|...|..sw...|...| +16:.sdg...c...|...|...|...|...|...|...|...| +17:...|...h...|...|...|...|...|...|...|...| +18:...|...|...p...|...|...|...|...|...|...c p: (1.7671e+00) +19:...|...|...|...p...|...|...|...|...|...c p: (-2.7489e+00) +20:...|...|...|...|...t...|...|...|...|...c +21:...|...|...|...|...|...s...|...|...|...c +22:...|...|...|..sw...|..sw...|...|...|...| +23:...|...|...|...|...|...|...z...|...|...c +24:...|...|..sw...|...|...|..sw...|...|...| +25:.tdg...|...c...|...|...|...|...|...|...| +26:...|.sdg...c...|...|...|...|...|...|...| +27:...|...|...h...|...|...|...|...|...|...| +28:...p...|...|...c...|...|...|...|...|...| p: (-3.9270e-01) +29:...|.tdg...|...c...|...|...|...|...|...| +30:...|...|.sdg...c...|...|...|...|...|...| +31:...|...|...|...h...|...|...|...|...|...| +32:...p...|...|...|...c...|...|...|...|...| p: (-1.9635e-01) +33:...|...p...|...|...c...|...|...|...|...| p: (-3.9270e-01) +34:...|...|.tdg...|...c...|...|...|...|...| +35:...|...|...|.sdg...c...|...|...|...|...| +36:...|...|...|...|...h...|...|...|...|...| +37:...p...|...|...|...|...c...|...|...|...| p: (-9.8175e-02) +38:...|...p...|...|...|...c...|...|...|...| p: (-1.9635e-01) +39:...|...|...p...|...|...c...|...|...|...| p: (-3.9270e-01) +40:...|...|...|.tdg...|...c...|...|...|...| +41:...|...|...|...|.sdg...c...|...|...|...| +42:...|...|...|...|...|...h...|...|...|...| +43:...p...|...|...|...|...|...c...|...|...| p: (-4.9087e-02) +44:...|...p...|...|...|...|...c...|...|...| p: (-9.8175e-02) +45:...|...|...p...|...|...|...c...|...|...| p: (-1.9635e-01) +46:...|...|...|...p...|...|...c...|...|...| p: (-3.9270e-01) +47:...|...|...|...|.tdg...|...c...|...|...| +48:...|...|...|...|...|.sdg...c...|...|...| +49:...|...|...|...|...|...|...h...|...|...| +50:...p...|...|...|...|...|...|...c...|...| p: (-2.4544e-02) +51:...|...p...|...|...|...|...|...c...|...| p: (-4.9087e-02) +52:...|...|...p...|...|...|...|...c...|...| p: (-9.8175e-02) +53:...|...|...|...p...|...|...|...c...|...| p: (-1.9635e-01) +54:...|...|...|...|...p...|...|...c...|...| p: (-3.9270e-01) +55:...|...|...|...|...|.tdg...|...c...|...| +56:...|...|...|...|...|...|.sdg...c...|...| +57:...|...|...|...|...|...|...|...h...|...| +58:...p...|...|...|...|...|...|...|...c...| p: (-1.2272e-02) +59:...|...p...|...|...|...|...|...|...c...| p: (-2.4544e-02) +60:...|...|...p...|...|...|...|...|...c...| p: (-4.9087e-02) +61:...|...|...|...p...|...|...|...|...c...| p: (-9.8175e-02) +62:...|...|...|...|...p...|...|...|...c...| p: (-1.9635e-01) +63:...|...|...|...|...|...p...|...|...c...| p: (-3.9270e-01) +64:...|...|...|...|...|...|.tdg...|...c...| +65:...|...|...|...|...|...|...|.sdg...c...| +66:...|...|...|...|...|...|...|...|...h...| +67:======================================== +68:...0...|...|...|...|...|...|...|...|...| +69:...|...1...|...|...|...|...|...|...|...| +70:...|...|...2...|...|...|...|...|...|...| +71:...|...|...|...3...|...|...|...|...|...| +72:...|...|...|...|...4...|...|...|...|...| +73:...|...|...|...|...|...5...|...|...|...| +74:...|...|...|...|...|...|...6...|...|...| +75:...|...|...|...|...|...|...|...7...|...| +76:...|...|...|...|...|...|...|...|...8...| +.o:...0...1...2...3...4...5...6...7...8...| +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8|9 -> 9| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8|9 -> 9| +Identity Duration: 3.0735e-05s............................. +Permuted Duration: 3.1353e-05s............................. +Identity active_nodes: 10 ...................................... +Permuted active_nodes: 10 ...................................... +Identity max_nodes: 30 ...................................... +Permuted max_nodes: 30 ...................................... +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/qpeinexact_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/qpeinexact_indep_qiskit_all.txt new file mode 100644 index 00000000..65358b62 --- /dev/null +++ b/test/BenchmarkQuasm/results/qpeinexact_indep_qiskit_all.txt @@ -0,0 +1,1215 @@ +Start Simulation of qpeinexact_indep_qiskit_2__________________________________________________ + +i: 0 1 +1: h | +2: | x +3: s c +4: h | +5:======== +6: 0 | +o: 0 | +Total Permutations: 2 +Min time: 1.7000e-06s................. Permutation 1 : 0 -> 1|1 -> 0| +Max time: 1.7025e-06s................. Permutation 0 : 0 -> 0|1 -> 1| +Min active nodes: 2 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Min max nodes: 5 nodes.................... Permutation 1 : 0 -> 1|1 -> 0| +Max active nodes: 2 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Max max nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +________________________________________________________________________________________________ + +2 permutations have 2 active nodes. + +........................... +Average time: 1.7013e-06s + +________________________________________________________________________________________________ + +1 permutations have 5 max nodes. + +........................... +Average time: 1.7000e-06s + +1 permutations have 6 max nodes. + +........................... +Average time: 1.7025e-06s + +________________________________________________________________________________________________ + +execution time of: 1.7000e-06s: Index: 1 | Max_nodes: 5 | Active_nodes: 2 | 0 -> 1|1 -> 0| +execution time of: 1.7025e-06s: Index: 0 | Max_nodes: 6 | Active_nodes: 2 | 0 -> 0|1 -> 1| +________________________________________________________________________________________________ + +Start Simulation of qpeinexact_indep_qiskit_3__________________________________________________ + +.i:...0...1...2 +.1:...h...|...| +.2:...|...h...| +.3:...|...|...x +.4:...p...|...c p: (2.3562e+00) +.5:...|.sdg...c +.6:..sw..sw...| +.7:...h...|...| +.8:.sdg...c...| +.9:...|...h...| +10:============ +11:...0...|...| +12:...|...1...| +.o:...0...1...| +Total Permutations: 6 +Min time: 3.5125e-06s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max time: 3.6150e-06s................. Permutation 2 : 0 -> 1|1 -> 0|2 -> 2| +Min active nodes: 4 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Min max nodes: 9 nodes.................... Permutation 3 : 0 -> 1|1 -> 2|2 -> 0| +Max active nodes: 5 nodes.................... Permutation 1 : 0 -> 0|1 -> 2|2 -> 1| +Max max nodes: 11 nodes.................... Permutation 1 : 0 -> 0|1 -> 2|2 -> 1| +________________________________________________________________________________________________ + +4 permutations have 4 active nodes. + +........................... +Average time: 3.5526e-06s + +2 permutations have 5 active nodes. + +........................... +Average time: 3.5513e-06s + +________________________________________________________________________________________________ + +2 permutations have 9 max nodes. + +........................... +Average time: 3.5415e-06s + +2 permutations have 10 max nodes. + +........................... +Average time: 3.5637e-06s + +2 permutations have 11 max nodes. + +........................... +Average time: 3.5513e-06s + +________________________________________________________________________________________________ + +execution time of: 3.5125e-06s: Index: 0 | Max_nodes: 10 | Active_nodes: 4 | 0 -> 0|1 -> 1|2 -> 2| +execution time of: 3.5350e-06s: Index: 1 | Max_nodes: 11 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 1| +execution time of: 3.5353e-06s: Index: 5 | Max_nodes: 9 | Active_nodes: 4 | 0 -> 2|1 -> 1|2 -> 0| +execution time of: 3.5478e-06s: Index: 3 | Max_nodes: 9 | Active_nodes: 4 | 0 -> 1|1 -> 2|2 -> 0| +execution time of: 3.5675e-06s: Index: 4 | Max_nodes: 11 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 1| +execution time of: 3.6150e-06s: Index: 2 | Max_nodes: 10 | Active_nodes: 4 | 0 -> 1|1 -> 0|2 -> 2| +________________________________________________________________________________________________ + +Start Simulation of qpeinexact_indep_qiskit_4__________________________________________________ + +.i:...0...1...2...3 +.1:...h...|...|...| +.2:...|...h...|...| +.3:...|...|...h...| +.4:...|...|...|...x +.5:...p...|...|...c p: (-2.7489e+00) +.6:...|...t...|...c +.7:...|...|...s...c +.8:..sw...|..sw...| +.9:...h...|...|...| +10:.sdg...c...|...| +11:...|...h...|...| +12:.tdg...|...c...| +13:...|.sdg...c...| +14:...|...|...h...| +15:================ +16:...0...|...|...| +17:...|...1...|...| +18:...|...|...2...| +.o:...0...1...2...| +Total Permutations: 24 +Min time: 6.2425e-06s................. Permutation 23 : 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +Max time: 6.6925e-06s................. Permutation 13 : 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +Min active nodes: 8 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Min max nodes: 18 nodes.................... Permutation 21 : 0 -> 3|1 -> 1|2 -> 2|3 -> 0| +Max active nodes: 11 nodes.................... Permutation 3 : 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +Max max nodes: 25 nodes.................... Permutation 3 : 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +________________________________________________________________________________________________ + +12 permutations have 8 active nodes. + +........................... +Average time: 6.3850e-06s + +6 permutations have 9 active nodes. + +........................... +Average time: 6.5297e-06s + +6 permutations have 11 active nodes. + +........................... +Average time: 6.5718e-06s + +________________________________________________________________________________________________ + +2 permutations have 18 max nodes. + +........................... +Average time: 6.2914e-06s + +6 permutations have 19 max nodes. + +........................... +Average time: 6.4075e-06s + +4 permutations have 20 max nodes. + +........................... +Average time: 6.3981e-06s + +2 permutations have 21 max nodes. + +........................... +Average time: 6.4239e-06s + +4 permutations have 23 max nodes. + +........................... +Average time: 6.5826e-06s + +2 permutations have 24 max nodes. + +........................... +Average time: 6.5000e-06s + +4 permutations have 25 max nodes. + +........................... +Average time: 6.6076e-06s + +________________________________________________________________________________________________ + +execution time of: 6.2425e-06s: Index: 23 | Max_nodes: 18 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +execution time of: 6.2825e-06s: Index: 14 | Max_nodes: 19 | Active_nodes: 8 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +execution time of: 6.3050e-06s: Index: 12 | Max_nodes: 19 | Active_nodes: 8 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +execution time of: 6.3175e-06s: Index: 2 | Max_nodes: 20 | Active_nodes: 8 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +execution time of: 6.3402e-06s: Index: 21 | Max_nodes: 18 | Active_nodes: 8 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| +execution time of: 6.3828e-06s: Index: 18 | Max_nodes: 21 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| +execution time of: 6.3850e-06s: Index: 11 | Max_nodes: 19 | Active_nodes: 8 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| +execution time of: 6.3900e-06s: Index: 6 | Max_nodes: 20 | Active_nodes: 8 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +execution time of: 6.3975e-06s: Index: 17 | Max_nodes: 19 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +execution time of: 6.4275e-06s: Index: 0 | Max_nodes: 20 | Active_nodes: 8 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +execution time of: 6.4575e-06s: Index: 8 | Max_nodes: 20 | Active_nodes: 8 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| +execution time of: 6.4650e-06s: Index: 20 | Max_nodes: 21 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +execution time of: 6.4775e-06s: Index: 15 | Max_nodes: 19 | Active_nodes: 8 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +execution time of: 6.4850e-06s: Index: 19 | Max_nodes: 24 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| +execution time of: 6.5003e-06s: Index: 5 | Max_nodes: 25 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +execution time of: 6.5050e-06s: Index: 1 | Max_nodes: 23 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +execution time of: 6.5150e-06s: Index: 22 | Max_nodes: 24 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| +execution time of: 6.5603e-06s: Index: 10 | Max_nodes: 23 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +execution time of: 6.5803e-06s: Index: 3 | Max_nodes: 25 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +execution time of: 6.5975e-06s: Index: 9 | Max_nodes: 19 | Active_nodes: 8 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +execution time of: 6.6302e-06s: Index: 4 | Max_nodes: 23 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| +execution time of: 6.6350e-06s: Index: 7 | Max_nodes: 23 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +execution time of: 6.6575e-06s: Index: 16 | Max_nodes: 25 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| +execution time of: 6.6925e-06s: Index: 13 | Max_nodes: 25 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +________________________________________________________________________________________________ + +Start Simulation of qpeinexact_indep_qiskit_5__________________________________________________ + +.i:...0...1...2...3...4 +.1:...h...|...|...|...| +.2:...|...h...|...|...| +.3:...|...|...h...|...| +.4:...|...|...|...h...| +.5:...|...|...|...|...x +.6:...p...|...|...|...c p: (1.9635e-01) +.7:...|...p...|...|...c p: (3.9270e-01) +.8:...|...|...t...|...c +.9:...|..sw..sw...|...| +10:...|...|...|...s...c +11:..sw...|...|..sw...| +12:...h...|...|...|...| +13:.sdg...c...|...|...| +14:...|...h...|...|...| +15:.tdg...|...c...|...| +16:...|.sdg...c...|...| +17:...|...|...h...|...| +18:...p...|...|...c...| p: (-3.9270e-01) +19:...|.tdg...|...c...| +20:...|...|.sdg...c...| +21:...|...|...|...h...| +22:==================== +23:...0...|...|...|...| +24:...|...1...|...|...| +25:...|...|...2...|...| +26:...|...|...|...3...| +.o:...0...1...2...3...| +Total Permutations: 120 +Min time: 9.8900e-06s................. Permutation 119: 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +Max time: 1.5608e-05s................. Permutation 28 : 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +Min active nodes: 16 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Min max nodes: 36 nodes.................... Permutation 105: 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +Max active nodes: 23 nodes.................... Permutation 9 : 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +Max max nodes: 53 nodes.................... Permutation 9 : 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +________________________________________________________________________________________________ + +48 permutations have 16 active nodes. + +........................... +Average time: 1.0997e-05s + +24 permutations have 17 active nodes. + +........................... +Average time: 1.1071e-05s + +24 permutations have 19 active nodes. + +........................... +Average time: 1.1342e-05s + +24 permutations have 23 active nodes. + +........................... +Average time: 1.1182e-05s + +________________________________________________________________________________________________ + +6 permutations have 36 max nodes. + +........................... +Average time: 1.0686e-05s + +12 permutations have 37 max nodes. + +........................... +Average time: 1.0419e-05s + +6 permutations have 38 max nodes. + +........................... +Average time: 1.1056e-05s + +18 permutations have 39 max nodes. + +........................... +Average time: 1.0803e-05s + +12 permutations have 40 max nodes. + +........................... +Average time: 1.1647e-05s + +6 permutations have 41 max nodes. + +........................... +Average time: 1.1125e-05s + +12 permutations have 43 max nodes. + +........................... +Average time: 1.1426e-05s + +6 permutations have 44 max nodes. + +........................... +Average time: 1.1017e-05s + +6 permutations have 45 max nodes. + +........................... +Average time: 1.0720e-05s + +12 permutations have 49 max nodes. + +........................... +Average time: 1.1815e-05s + +6 permutations have 50 max nodes. + +........................... +Average time: 1.1083e-05s + +6 permutations have 51 max nodes. + +........................... +Average time: 1.0899e-05s + +12 permutations have 53 max nodes. + +........................... +Average time: 1.1373e-05s + +________________________________________________________________________________________________ + +execution time of: 9.8900e-06s: Index: 119 | Max_nodes: 36 | Active_nodes: 16 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +execution time of: 1.0145e-05s: Index: 95 | Max_nodes: 37 | Active_nodes: 16 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +execution time of: 1.0150e-05s: Index: 107 | Max_nodes: 36 | Active_nodes: 16 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +execution time of: 1.0175e-05s: Index: 110 | Max_nodes: 39 | Active_nodes: 17 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +execution time of: 1.0260e-05s: Index: 98 | Max_nodes: 39 | Active_nodes: 17 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +execution time of: 1.0283e-05s: Index: 84 | Max_nodes: 37 | Active_nodes: 16 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +execution time of: 1.0287e-05s: Index: 86 | Max_nodes: 37 | Active_nodes: 16 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +execution time of: 1.0290e-05s: Index: 72 | Max_nodes: 37 | Active_nodes: 16 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +execution time of: 1.0305e-05s: Index: 117 | Max_nodes: 36 | Active_nodes: 16 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +execution time of: 1.0328e-05s: Index: 111 | Max_nodes: 36 | Active_nodes: 16 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +execution time of: 1.0330e-05s: Index: 96 | Max_nodes: 39 | Active_nodes: 17 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +execution time of: 1.0338e-05s: Index: 102 | Max_nodes: 39 | Active_nodes: 17 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +execution time of: 1.0345e-05s: Index: 105 | Max_nodes: 36 | Active_nodes: 16 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +execution time of: 1.0362e-05s: Index: 104 | Max_nodes: 39 | Active_nodes: 17 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +execution time of: 1.0365e-05s: Index: 78 | Max_nodes: 37 | Active_nodes: 16 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +execution time of: 1.0370e-05s: Index: 74 | Max_nodes: 37 | Active_nodes: 16 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +execution time of: 1.0370e-05s: Index: 118 | Max_nodes: 50 | Active_nodes: 23 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +execution time of: 1.0375e-05s: Index: 108 | Max_nodes: 39 | Active_nodes: 17 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +execution time of: 1.0382e-05s: Index: 62 | Max_nodes: 38 | Active_nodes: 16 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +execution time of: 1.0385e-05s: Index: 60 | Max_nodes: 38 | Active_nodes: 16 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +execution time of: 1.0388e-05s: Index: 100 | Max_nodes: 44 | Active_nodes: 19 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +execution time of: 1.0395e-05s: Index: 80 | Max_nodes: 37 | Active_nodes: 16 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +execution time of: 1.0397e-05s: Index: 93 | Max_nodes: 37 | Active_nodes: 16 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +execution time of: 1.0460e-05s: Index: 92 | Max_nodes: 45 | Active_nodes: 19 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +execution time of: 1.0480e-05s: Index: 83 | Max_nodes: 37 | Active_nodes: 16 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +execution time of: 1.0483e-05s: Index: 68 | Max_nodes: 41 | Active_nodes: 17 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +execution time of: 1.0513e-05s: Index: 114 | Max_nodes: 44 | Active_nodes: 19 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +execution time of: 1.0518e-05s: Index: 89 | Max_nodes: 37 | Active_nodes: 16 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +execution time of: 1.0525e-05s: Index: 103 | Max_nodes: 44 | Active_nodes: 19 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +execution time of: 1.0548e-05s: Index: 90 | Max_nodes: 45 | Active_nodes: 19 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +execution time of: 1.0553e-05s: Index: 99 | Max_nodes: 50 | Active_nodes: 23 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +execution time of: 1.0558e-05s: Index: 81 | Max_nodes: 37 | Active_nodes: 16 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +execution time of: 1.0563e-05s: Index: 106 | Max_nodes: 44 | Active_nodes: 19 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +execution time of: 1.0565e-05s: Index: 112 | Max_nodes: 50 | Active_nodes: 23 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +execution time of: 1.0568e-05s: Index: 97 | Max_nodes: 44 | Active_nodes: 19 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| +execution time of: 1.0570e-05s: Index: 50 | Max_nodes: 38 | Active_nodes: 16 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +execution time of: 1.0615e-05s: Index: 56 | Max_nodes: 38 | Active_nodes: 16 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +execution time of: 1.0623e-05s: Index: 2 | Max_nodes: 40 | Active_nodes: 16 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +execution time of: 1.0680e-05s: Index: 12 | Max_nodes: 40 | Active_nodes: 16 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +execution time of: 1.0685e-05s: Index: 77 | Max_nodes: 51 | Active_nodes: 23 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +execution time of: 1.0688e-05s: Index: 45 | Max_nodes: 39 | Active_nodes: 16 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +execution time of: 1.0708e-05s: Index: 54 | Max_nodes: 38 | Active_nodes: 16 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +execution time of: 1.0712e-05s: Index: 66 | Max_nodes: 41 | Active_nodes: 17 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +execution time of: 1.0715e-05s: Index: 0 | Max_nodes: 40 | Active_nodes: 16 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +execution time of: 1.0732e-05s: Index: 59 | Max_nodes: 39 | Active_nodes: 16 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +execution time of: 1.0740e-05s: Index: 109 | Max_nodes: 50 | Active_nodes: 23 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +execution time of: 1.0760e-05s: Index: 52 | Max_nodes: 41 | Active_nodes: 17 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +execution time of: 1.0760e-05s: Index: 35 | Max_nodes: 39 | Active_nodes: 16 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +execution time of: 1.0763e-05s: Index: 69 | Max_nodes: 39 | Active_nodes: 16 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +execution time of: 1.0785e-05s: Index: 76 | Max_nodes: 45 | Active_nodes: 19 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +execution time of: 1.0798e-05s: Index: 88 | Max_nodes: 51 | Active_nodes: 23 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +execution time of: 1.0820e-05s: Index: 79 | Max_nodes: 45 | Active_nodes: 19 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +execution time of: 1.0823e-05s: Index: 58 | Max_nodes: 41 | Active_nodes: 17 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +execution time of: 1.0830e-05s: Index: 82 | Max_nodes: 45 | Active_nodes: 19 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +execution time of: 1.0835e-05s: Index: 75 | Max_nodes: 51 | Active_nodes: 23 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +execution time of: 1.0842e-05s: Index: 21 | Max_nodes: 53 | Active_nodes: 23 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +execution time of: 1.0845e-05s: Index: 39 | Max_nodes: 39 | Active_nodes: 16 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +execution time of: 1.0845e-05s: Index: 101 | Max_nodes: 50 | Active_nodes: 23 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +execution time of: 1.0848e-05s: Index: 57 | Max_nodes: 39 | Active_nodes: 16 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +execution time of: 1.0850e-05s: Index: 24 | Max_nodes: 40 | Active_nodes: 16 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +execution time of: 1.0878e-05s: Index: 73 | Max_nodes: 45 | Active_nodes: 19 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +execution time of: 1.0878e-05s: Index: 8 | Max_nodes: 40 | Active_nodes: 16 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +execution time of: 1.0885e-05s: Index: 1 | Max_nodes: 43 | Active_nodes: 17 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +execution time of: 1.0893e-05s: Index: 6 | Max_nodes: 40 | Active_nodes: 16 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +execution time of: 1.0903e-05s: Index: 55 | Max_nodes: 41 | Active_nodes: 17 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +execution time of: 1.0905e-05s: Index: 14 | Max_nodes: 40 | Active_nodes: 16 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +execution time of: 1.0908e-05s: Index: 20 | Max_nodes: 43 | Active_nodes: 17 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +execution time of: 1.0910e-05s: Index: 18 | Max_nodes: 43 | Active_nodes: 17 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +execution time of: 1.0922e-05s: Index: 36 | Max_nodes: 40 | Active_nodes: 16 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +execution time of: 1.0940e-05s: Index: 65 | Max_nodes: 39 | Active_nodes: 16 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +execution time of: 1.0945e-05s: Index: 9 | Max_nodes: 53 | Active_nodes: 23 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +execution time of: 1.0955e-05s: Index: 63 | Max_nodes: 39 | Active_nodes: 16 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +execution time of: 1.0968e-05s: Index: 5 | Max_nodes: 49 | Active_nodes: 19 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +execution time of: 1.0970e-05s: Index: 85 | Max_nodes: 51 | Active_nodes: 23 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +execution time of: 1.0977e-05s: Index: 33 | Max_nodes: 39 | Active_nodes: 16 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +execution time of: 1.0980e-05s: Index: 11 | Max_nodes: 53 | Active_nodes: 23 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +execution time of: 1.0995e-05s: Index: 91 | Max_nodes: 51 | Active_nodes: 23 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +execution time of: 1.1010e-05s: Index: 4 | Max_nodes: 43 | Active_nodes: 17 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +execution time of: 1.1015e-05s: Index: 42 | Max_nodes: 43 | Active_nodes: 17 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +execution time of: 1.1038e-05s: Index: 44 | Max_nodes: 43 | Active_nodes: 17 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +execution time of: 1.1070e-05s: Index: 3 | Max_nodes: 49 | Active_nodes: 19 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +execution time of: 1.1070e-05s: Index: 7 | Max_nodes: 43 | Active_nodes: 17 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +execution time of: 1.1078e-05s: Index: 25 | Max_nodes: 43 | Active_nodes: 17 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +execution time of: 1.1080e-05s: Index: 30 | Max_nodes: 40 | Active_nodes: 16 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +execution time of: 1.1085e-05s: Index: 53 | Max_nodes: 53 | Active_nodes: 23 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +execution time of: 1.1090e-05s: Index: 51 | Max_nodes: 53 | Active_nodes: 23 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +execution time of: 1.1102e-05s: Index: 10 | Max_nodes: 43 | Active_nodes: 17 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +execution time of: 1.1107e-05s: Index: 94 | Max_nodes: 51 | Active_nodes: 23 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +execution time of: 1.1180e-05s: Index: 17 | Max_nodes: 53 | Active_nodes: 23 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +execution time of: 1.1205e-05s: Index: 15 | Max_nodes: 53 | Active_nodes: 23 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +execution time of: 1.1212e-05s: Index: 31 | Max_nodes: 43 | Active_nodes: 17 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +execution time of: 1.1245e-05s: Index: 19 | Max_nodes: 49 | Active_nodes: 19 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +execution time of: 1.1252e-05s: Index: 43 | Max_nodes: 49 | Active_nodes: 19 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +execution time of: 1.1278e-05s: Index: 34 | Max_nodes: 43 | Active_nodes: 17 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +execution time of: 1.1283e-05s: Index: 29 | Max_nodes: 49 | Active_nodes: 19 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +execution time of: 1.1313e-05s: Index: 67 | Max_nodes: 53 | Active_nodes: 23 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +execution time of: 1.1315e-05s: Index: 70 | Max_nodes: 53 | Active_nodes: 23 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +execution time of: 1.1343e-05s: Index: 16 | Max_nodes: 49 | Active_nodes: 19 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +execution time of: 1.1345e-05s: Index: 61 | Max_nodes: 53 | Active_nodes: 23 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +execution time of: 1.1423e-05s: Index: 27 | Max_nodes: 49 | Active_nodes: 19 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +execution time of: 1.1430e-05s: Index: 13 | Max_nodes: 49 | Active_nodes: 19 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +execution time of: 1.1497e-05s: Index: 37 | Max_nodes: 49 | Active_nodes: 19 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +execution time of: 1.1507e-05s: Index: 40 | Max_nodes: 49 | Active_nodes: 19 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +execution time of: 1.2105e-05s: Index: 64 | Max_nodes: 53 | Active_nodes: 23 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +execution time of: 1.3070e-05s: Index: 49 | Max_nodes: 41 | Active_nodes: 17 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +execution time of: 1.3075e-05s: Index: 23 | Max_nodes: 53 | Active_nodes: 23 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +execution time of: 1.3097e-05s: Index: 113 | Max_nodes: 36 | Active_nodes: 16 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +execution time of: 1.3425e-05s: Index: 115 | Max_nodes: 50 | Active_nodes: 23 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +execution time of: 1.3522e-05s: Index: 47 | Max_nodes: 39 | Active_nodes: 16 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +execution time of: 1.3548e-05s: Index: 116 | Max_nodes: 44 | Active_nodes: 19 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +execution time of: 1.3678e-05s: Index: 48 | Max_nodes: 38 | Active_nodes: 16 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +execution time of: 1.3935e-05s: Index: 26 | Max_nodes: 40 | Active_nodes: 16 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +execution time of: 1.4088e-05s: Index: 38 | Max_nodes: 40 | Active_nodes: 16 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +execution time of: 1.4193e-05s: Index: 32 | Max_nodes: 40 | Active_nodes: 16 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +execution time of: 1.4315e-05s: Index: 22 | Max_nodes: 49 | Active_nodes: 19 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +execution time of: 1.4443e-05s: Index: 46 | Max_nodes: 49 | Active_nodes: 19 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +execution time of: 1.5608e-05s: Index: 28 | Max_nodes: 43 | Active_nodes: 17 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +________________________________________________________________________________________________ + +Start Simulation of qpeinexact_indep_qiskit_6__________________________________________________ + +.i:...0...1...2...3...4...5 +.1:...h...|...|...|...|...| +.2:...|...h...|...|...|...| +.3:...|...|...h...|...|...| +.4:...|...|...|...h...|...| +.5:...|...|...|...|...h...| +.6:...|...|...|...|...|...x +.7:...p...|...|...|...|...c p: (2.6507e+00) +.8:...|...p...|...|...|...c p: (-9.8175e-01) +.9:...|...|...p...|...|...c p: (-1.9635e+00) +10:...|...|...|...p...|...c p: (2.3562e+00) +11:...|..sw...|..sw...|...| +12:...|...|...|...|.sdg...c +13:..sw...|...|...|..sw...| +14:...h...|...|...|...|...| +15:.sdg...c...|...|...|...| +16:...|...h...|...|...|...| +17:.tdg...|...c...|...|...| +18:...|.sdg...c...|...|...| +19:...|...|...h...|...|...| +20:...p...|...|...c...|...| p: (-3.9270e-01) +21:...|.tdg...|...c...|...| +22:...|...|.sdg...c...|...| +23:...|...|...|...h...|...| +24:...p...|...|...|...c...| p: (-1.9635e-01) +25:...|...p...|...|...c...| p: (-3.9270e-01) +26:...|...|.tdg...|...c...| +27:...|...|...|.sdg...c...| +28:...|...|...|...|...h...| +29:======================== +30:...0...|...|...|...|...| +31:...|...1...|...|...|...| +32:...|...|...2...|...|...| +33:...|...|...|...3...|...| +34:...|...|...|...|...4...| +.o:...0...1...2...3...4...| +Total Permutations: 720 +Min time: 1.5365e-05s................. Permutation 717: 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +Max time: 2.7423e-05s................. Permutation 323: 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| +Min active nodes: 32 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Min max nodes: 72 nodes.................... Permutation 633: 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| +Max active nodes: 47 nodes.................... Permutation 33 : 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +Max max nodes: 109 nodes.................... Permutation 33 : 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +________________________________________________________________________________________________ + +240 permutations have 32 active nodes. + +........................... +Average time: 1.7076e-05s + +120 permutations have 33 active nodes. + +........................... +Average time: 1.7314e-05s + +120 permutations have 35 active nodes. + +........................... +Average time: 1.7621e-05s + +120 permutations have 39 active nodes. + +........................... +Average time: 1.7839e-05s + +120 permutations have 47 active nodes. + +........................... +Average time: 1.7754e-05s + +________________________________________________________________________________________________ + +24 permutations have 72 max nodes. + +........................... +Average time: 1.6153e-05s + +48 permutations have 73 max nodes. + +........................... +Average time: 1.6324e-05s + +24 permutations have 74 max nodes. + +........................... +Average time: 1.7036e-05s + +48 permutations have 75 max nodes. + +........................... +Average time: 1.6740e-05s + +24 permutations have 76 max nodes. + +........................... +Average time: 1.7299e-05s + +24 permutations have 77 max nodes. + +........................... +Average time: 1.6844e-05s + +72 permutations have 79 max nodes. + +........................... +Average time: 1.7595e-05s + +72 permutations have 80 max nodes. + +........................... +Average time: 1.7281e-05s + +24 permutations have 81 max nodes. + +........................... +Average time: 1.6895e-05s + +48 permutations have 83 max nodes. + +........................... +Average time: 1.7912e-05s + +24 permutations have 85 max nodes. + +........................... +Average time: 1.7982e-05s + +48 permutations have 89 max nodes. + +........................... +Average time: 1.8322e-05s + +24 permutations have 90 max nodes. + +........................... +Average time: 1.6840e-05s + +24 permutations have 91 max nodes. + +........................... +Average time: 1.7154e-05s + +24 permutations have 93 max nodes. + +........................... +Average time: 1.7915e-05s + +48 permutations have 101 max nodes. + +........................... +Average time: 1.8644e-05s + +24 permutations have 102 max nodes. + +........................... +Average time: 1.7297e-05s + +24 permutations have 103 max nodes. + +........................... +Average time: 1.7295e-05s + +24 permutations have 105 max nodes. + +........................... +Average time: 1.7896e-05s + +48 permutations have 109 max nodes. + +........................... +Average time: 1.8142e-05s + +________________________________________________________________________________________________ + +execution time of: 1.5365e-05s: Index: 717 | Max_nodes: 72 | Active_nodes: 32 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +execution time of: 1.5573e-05s: Index: 564 | Max_nodes: 73 | Active_nodes: 32 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +execution time of: 1.5593e-05s: Index: 719 | Max_nodes: 72 | Active_nodes: 32 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +execution time of: 1.5618e-05s: Index: 713 | Max_nodes: 72 | Active_nodes: 32 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +execution time of: 1.5665e-05s: Index: 599 | Max_nodes: 73 | Active_nodes: 32 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +execution time of: 1.5700e-05s: Index: 597 | Max_nodes: 73 | Active_nodes: 32 | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +execution time of: 1.5758e-05s: Index: 566 | Max_nodes: 73 | Active_nodes: 32 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +execution time of: 1.5808e-05s: Index: 707 | Max_nodes: 72 | Active_nodes: 32 | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +execution time of: 1.5845e-05s: Index: 554 | Max_nodes: 73 | Active_nodes: 32 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| +execution time of: 1.5865e-05s: Index: 468 | Max_nodes: 77 | Active_nodes: 33 | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| +execution time of: 1.5905e-05s: Index: 684 | Max_nodes: 75 | Active_nodes: 33 | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| +execution time of: 1.5923e-05s: Index: 585 | Max_nodes: 73 | Active_nodes: 32 | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +execution time of: 1.5943e-05s: Index: 647 | Max_nodes: 72 | Active_nodes: 32 | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 0| +execution time of: 1.5948e-05s: Index: 593 | Max_nodes: 73 | Active_nodes: 32 | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +execution time of: 1.5950e-05s: Index: 695 | Max_nodes: 72 | Active_nodes: 32 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +execution time of: 1.5965e-05s: Index: 540 | Max_nodes: 73 | Active_nodes: 32 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| +execution time of: 1.5968e-05s: Index: 434 | Max_nodes: 74 | Active_nodes: 32 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| +execution time of: 1.5973e-05s: Index: 705 | Max_nodes: 72 | Active_nodes: 32 | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +execution time of: 1.5978e-05s: Index: 635 | Max_nodes: 72 | Active_nodes: 32 | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| +execution time of: 1.5985e-05s: Index: 494 | Max_nodes: 73 | Active_nodes: 32 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| +execution time of: 1.5990e-05s: Index: 587 | Max_nodes: 73 | Active_nodes: 32 | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +execution time of: 1.5998e-05s: Index: 542 | Max_nodes: 73 | Active_nodes: 32 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| +execution time of: 1.6000e-05s: Index: 591 | Max_nodes: 73 | Active_nodes: 32 | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| +execution time of: 1.6008e-05s: Index: 708 | Max_nodes: 80 | Active_nodes: 35 | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| +execution time of: 1.6010e-05s: Index: 645 | Max_nodes: 72 | Active_nodes: 32 | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| +execution time of: 1.6010e-05s: Index: 477 | Max_nodes: 75 | Active_nodes: 32 | 0 -> 3|1 -> 5|2 -> 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Index: 337 | Max_nodes: 85 | Active_nodes: 35 | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| +execution time of: 1.7498e-05s: Index: 640 | Max_nodes: 90 | Active_nodes: 39 | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| +execution time of: 1.7500e-05s: Index: 550 | Max_nodes: 103 | Active_nodes: 47 | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| +execution time of: 1.7503e-05s: Index: 273 | Max_nodes: 79 | Active_nodes: 32 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +execution time of: 1.7505e-05s: Index: 228 | Max_nodes: 83 | Active_nodes: 33 | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 4| +execution time of: 1.7508e-05s: Index: 93 | Max_nodes: 109 | Active_nodes: 47 | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| +execution time of: 1.7513e-05s: Index: 457 | Max_nodes: 93 | Active_nodes: 39 | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| +execution time of: 1.7520e-05s: Index: 66 | Max_nodes: 83 | Active_nodes: 33 | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| +execution time of: 1.7523e-05s: Index: 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Max_nodes: 76 | Active_nodes: 32 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +execution time of: 1.7558e-05s: Index: 33 | Max_nodes: 109 | Active_nodes: 47 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +execution time of: 1.7560e-05s: Index: 298 | Max_nodes: 79 | Active_nodes: 33 | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| +execution time of: 1.7565e-05s: Index: 472 | Max_nodes: 105 | Active_nodes: 47 | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| +execution time of: 1.7570e-05s: Index: 664 | Max_nodes: 102 | Active_nodes: 47 | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| +execution time of: 1.7573e-05s: Index: 218 | Max_nodes: 83 | Active_nodes: 33 | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| +execution time of: 1.7575e-05s: Index: 52 | Max_nodes: 83 | Active_nodes: 33 | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| +execution time of: 1.7578e-05s: Index: 132 | Max_nodes: 80 | Active_nodes: 32 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +execution time of: 1.7583e-05s: Index: 114 | Max_nodes: 89 | Active_nodes: 35 | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| +execution time of: 1.7588e-05s: Index: 111 | Max_nodes: 109 | Active_nodes: 47 | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| +execution time of: 1.7595e-05s: Index: 685 | Max_nodes: 102 | Active_nodes: 47 | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| +execution time of: 1.7600e-05s: Index: 116 | Max_nodes: 89 | Active_nodes: 35 | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 3| +execution time of: 1.7605e-05s: Index: 1 | Max_nodes: 83 | Active_nodes: 33 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +execution time of: 1.7608e-05s: Index: 28 | Max_nodes: 83 | Active_nodes: 33 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +execution time of: 1.7610e-05s: Index: 204 | Max_nodes: 80 | Active_nodes: 32 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| +execution time of: 1.7610e-05s: Index: 186 | Max_nodes: 83 | Active_nodes: 33 | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| +execution time of: 1.7615e-05s: Index: 194 | 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Max_nodes: 91 | Active_nodes: 39 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| +execution time of: 1.7743e-05s: Index: 369 | Max_nodes: 105 | Active_nodes: 47 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 1| +execution time of: 1.7753e-05s: Index: 105 | Max_nodes: 109 | Active_nodes: 47 | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| +execution time of: 1.7760e-05s: Index: 97 | Max_nodes: 89 | Active_nodes: 35 | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| +execution time of: 1.7770e-05s: Index: 44 | Max_nodes: 83 | Active_nodes: 33 | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| +execution time of: 1.7772e-05s: Index: 87 | Max_nodes: 109 | Active_nodes: 47 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| +execution time of: 1.7778e-05s: Index: 381 | Max_nodes: 105 | Active_nodes: 47 | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1| +execution time of: 1.7783e-05s: Index: 379 | Max_nodes: 93 | Active_nodes: 39 | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| +execution time of: 1.7790e-05s: Index: 391 | 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Max_nodes: 79 | Active_nodes: 32 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| +execution time of: 1.7813e-05s: Index: 25 | Max_nodes: 83 | Active_nodes: 33 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +execution time of: 1.7815e-05s: Index: 59 | Max_nodes: 109 | Active_nodes: 47 | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| +execution time of: 1.7818e-05s: Index: 57 | Max_nodes: 109 | Active_nodes: 47 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| +execution time of: 1.7820e-05s: Index: 19 | Max_nodes: 89 | Active_nodes: 35 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +execution time of: 1.7823e-05s: Index: 100 | Max_nodes: 89 | Active_nodes: 35 | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| +execution time of: 1.7825e-05s: Index: 81 | Max_nodes: 109 | Active_nodes: 47 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| +execution time of: 1.7828e-05s: Index: 284 | Max_nodes: 79 | Active_nodes: 33 | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| +execution time of: 1.7830e-05s: Index: 140 | Max_nodes: 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Active_nodes: 33 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +execution time of: 1.7873e-05s: Index: 392 | Max_nodes: 74 | Active_nodes: 32 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| +execution time of: 1.7875e-05s: Index: 442 | Max_nodes: 93 | Active_nodes: 39 | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| +execution time of: 1.7880e-05s: Index: 48 | Max_nodes: 80 | Active_nodes: 32 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +execution time of: 1.7883e-05s: Index: 250 | Max_nodes: 79 | Active_nodes: 33 | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| +execution time of: 1.7885e-05s: Index: 281 | Max_nodes: 79 | Active_nodes: 32 | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| +execution time of: 1.7908e-05s: Index: 168 | Max_nodes: 80 | Active_nodes: 32 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| +execution time of: 1.7910e-05s: Index: 299 | Max_nodes: 79 | Active_nodes: 32 | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| +execution time of: 1.7915e-05s: Index: 309 | Max_nodes: 79 | Active_nodes: 32 | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| +execution time of: 1.7920e-05s: Index: 69 | Max_nodes: 109 | Active_nodes: 47 | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| +execution time of: 1.7923e-05s: Index: 411 | Max_nodes: 105 | Active_nodes: 47 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 1| +execution time of: 1.7925e-05s: Index: 387 | Max_nodes: 93 | Active_nodes: 39 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 2| +execution time of: 1.7930e-05s: Index: 311 | Max_nodes: 79 | Active_nodes: 32 | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| +execution time of: 1.7933e-05s: Index: 22 | Max_nodes: 89 | Active_nodes: 35 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +execution time of: 1.7940e-05s: Index: 121 | Max_nodes: 83 | Active_nodes: 33 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +execution time of: 1.7953e-05s: Index: 544 | Max_nodes: 103 | Active_nodes: 47 | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| +execution time of: 1.7962e-05s: Index: 305 | Max_nodes: 79 | Active_nodes: 32 | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| +execution time of: 1.7963e-05s: Index: 101 | Max_nodes: 101 | Active_nodes: 39 | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| +execution time of: 1.7965e-05s: Index: 120 | Max_nodes: 80 | Active_nodes: 32 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +execution time of: 1.7968e-05s: Index: 262 | Max_nodes: 85 | Active_nodes: 35 | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| +execution time of: 1.7970e-05s: Index: 144 | Max_nodes: 80 | Active_nodes: 32 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +execution time of: 1.7973e-05s: Index: 661 | Max_nodes: 102 | Active_nodes: 47 | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| +execution time of: 1.7990e-05s: Index: 5 | Max_nodes: 89 | Active_nodes: 35 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +execution time of: 1.7995e-05s: Index: 383 | Max_nodes: 105 | Active_nodes: 47 | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| +execution time of: 1.8010e-05s: Index: 41 | Max_nodes: 109 | Active_nodes: 47 | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| +execution time of: 1.8020e-05s: Index: 73 | Max_nodes: 89 | Active_nodes: 35 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| +execution time of: 1.8023e-05s: Index: 454 | Max_nodes: 105 | Active_nodes: 47 | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +execution time of: 1.8025e-05s: Index: 375 | Max_nodes: 105 | Active_nodes: 47 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| +execution time of: 1.8028e-05s: Index: 124 | Max_nodes: 83 | Active_nodes: 33 | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +execution time of: 1.8030e-05s: Index: 316 | Max_nodes: 85 | Active_nodes: 35 | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| +execution time of: 1.8033e-05s: Index: 360 | Max_nodes: 74 | Active_nodes: 32 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +execution time of: 1.8035e-05s: Index: 34 | Max_nodes: 83 | Active_nodes: 33 | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| +execution time of: 1.8053e-05s: Index: 212 | Max_nodes: 89 | Active_nodes: 35 | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| +execution time of: 1.8055e-05s: Index: 382 | Max_nodes: 93 | Active_nodes: 39 | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2| +execution time of: 1.8058e-05s: Index: 21 | Max_nodes: 101 | Active_nodes: 39 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +execution time of: 1.8062e-05s: Index: 9 | Max_nodes: 101 | Active_nodes: 39 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +execution time of: 1.8065e-05s: Index: 267 | Max_nodes: 85 | Active_nodes: 35 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| +execution time of: 1.8068e-05s: Index: 65 | Max_nodes: 109 | Active_nodes: 47 | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| +execution time of: 1.8073e-05s: Index: 23 | Max_nodes: 101 | Active_nodes: 39 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +execution time of: 1.8075e-05s: Index: 259 | Max_nodes: 85 | Active_nodes: 35 | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| +execution time of: 1.8078e-05s: Index: 27 | Max_nodes: 89 | Active_nodes: 35 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +execution time of: 1.8080e-05s: Index: 180 | Max_nodes: 80 | Active_nodes: 32 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| +execution time of: 1.8083e-05s: Index: 220 | Max_nodes: 89 | Active_nodes: 35 | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| +execution time of: 1.8085e-05s: Index: 156 | Max_nodes: 80 | Active_nodes: 32 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| +execution time of: 1.8087e-05s: Index: 425 | Max_nodes: 75 | Active_nodes: 32 | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| +execution time of: 1.8093e-05s: Index: 253 | Max_nodes: 85 | Active_nodes: 35 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| +execution time of: 1.8095e-05s: Index: 373 | Max_nodes: 93 | Active_nodes: 39 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 2| +execution time of: 1.8098e-05s: Index: 13 | Max_nodes: 89 | Active_nodes: 35 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +execution time of: 1.8100e-05s: Index: 430 | Max_nodes: 105 | Active_nodes: 47 | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| +execution time of: 1.8105e-05s: Index: 172 | Max_nodes: 83 | Active_nodes: 33 | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| +execution time of: 1.8110e-05s: Index: 210 | Max_nodes: 89 | Active_nodes: 35 | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| +execution time of: 1.8118e-05s: Index: 37 | Max_nodes: 89 | Active_nodes: 35 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| +execution time of: 1.8120e-05s: Index: 91 | Max_nodes: 101 | Active_nodes: 39 | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| +execution time of: 1.8140e-05s: Index: 282 | Max_nodes: 79 | Active_nodes: 33 | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| +execution time of: 1.8153e-05s: Index: 11 | Max_nodes: 101 | Active_nodes: 39 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +execution time of: 1.8163e-05s: Index: 145 | Max_nodes: 83 | Active_nodes: 33 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +execution time of: 1.8170e-05s: Index: 403 | Max_nodes: 93 | Active_nodes: 39 | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2| +execution time of: 1.8173e-05s: Index: 3 | Max_nodes: 89 | Active_nodes: 35 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +execution time of: 1.8175e-05s: Index: 92 | Max_nodes: 89 | Active_nodes: 35 | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3| +execution time of: 1.8178e-05s: Index: 341 | Max_nodes: 109 | Active_nodes: 47 | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| +execution time of: 1.8188e-05s: Index: 58 | Max_nodes: 83 | Active_nodes: 33 | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| +execution time of: 1.8190e-05s: Index: 76 | Max_nodes: 89 | Active_nodes: 35 | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| +execution time of: 1.8195e-05s: Index: 178 | Max_nodes: 83 | Active_nodes: 33 | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| +execution time of: 1.8198e-05s: Index: 193 | Max_nodes: 89 | Active_nodes: 35 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| +execution time of: 1.8200e-05s: Index: 29 | Max_nodes: 89 | Active_nodes: 35 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +execution time of: 1.8203e-05s: Index: 269 | Max_nodes: 85 | Active_nodes: 35 | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| +execution time of: 1.8208e-05s: Index: 449 | Max_nodes: 75 | Active_nodes: 32 | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| +execution time of: 1.8210e-05s: Index: 199 | Max_nodes: 89 | Active_nodes: 35 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 3| +execution time of: 1.8218e-05s: Index: 334 | Max_nodes: 109 | Active_nodes: 47 | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| +execution time of: 1.8225e-05s: Index: 283 | Max_nodes: 85 | Active_nodes: 35 | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| +execution time of: 1.8233e-05s: Index: 46 | Max_nodes: 89 | Active_nodes: 35 | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| +execution time of: 1.8237e-05s: Index: 138 | Max_nodes: 83 | Active_nodes: 33 | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +execution time of: 1.8238e-05s: Index: 448 | Max_nodes: 105 | Active_nodes: 47 | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| +execution time of: 1.8240e-05s: Index: 377 | Max_nodes: 105 | Active_nodes: 47 | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 1| +execution time of: 1.8240e-05s: Index: 358 | Max_nodes: 109 | Active_nodes: 47 | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| +execution time of: 1.8253e-05s: Index: 130 | Max_nodes: 83 | Active_nodes: 33 | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +execution time of: 1.8255e-05s: Index: 15 | Max_nodes: 101 | Active_nodes: 39 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +execution time of: 1.8263e-05s: Index: 99 | Max_nodes: 101 | Active_nodes: 39 | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| +execution time of: 1.8273e-05s: Index: 150 | Max_nodes: 80 | Active_nodes: 32 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| +execution time of: 1.8278e-05s: Index: 16 | Max_nodes: 89 | Active_nodes: 35 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +execution time of: 1.8280e-05s: Index: 235 | Max_nodes: 101 | Active_nodes: 39 | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| +execution time of: 1.8303e-05s: Index: 249 | Max_nodes: 109 | Active_nodes: 47 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +execution time of: 1.8310e-05s: Index: 94 | Max_nodes: 101 | Active_nodes: 39 | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2| +execution time of: 1.8343e-05s: Index: 444 | Max_nodes: 74 | Active_nodes: 32 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +execution time of: 1.8363e-05s: Index: 277 | Max_nodes: 85 | Active_nodes: 35 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| +execution time of: 1.8368e-05s: Index: 75 | Max_nodes: 101 | Active_nodes: 39 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| +execution time of: 1.8370e-05s: Index: 151 | Max_nodes: 83 | Active_nodes: 33 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| +execution time of: 1.8373e-05s: Index: 286 | Max_nodes: 85 | Active_nodes: 35 | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 3| +execution time of: 1.8373e-05s: Index: 238 | Max_nodes: 101 | Active_nodes: 39 | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 2| +execution time of: 1.8375e-05s: Index: 152 | Max_nodes: 80 | Active_nodes: 32 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| +execution time of: 1.8378e-05s: Index: 118 | Max_nodes: 101 | Active_nodes: 39 | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| +execution time of: 1.8385e-05s: Index: 406 | Max_nodes: 93 | Active_nodes: 39 | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| +execution time of: 1.8398e-05s: Index: 251 | Max_nodes: 109 | Active_nodes: 47 | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| +execution time of: 1.8408e-05s: Index: 89 | Max_nodes: 109 | Active_nodes: 47 | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| +execution time of: 1.8410e-05s: Index: 125 | Max_nodes: 89 | Active_nodes: 35 | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +execution time of: 1.8425e-05s: Index: 177 | Max_nodes: 79 | Active_nodes: 32 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| +execution time of: 1.8430e-05s: Index: 77 | Max_nodes: 101 | Active_nodes: 39 | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| +execution time of: 1.8433e-05s: Index: 376 | Max_nodes: 93 | Active_nodes: 39 | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2| +execution time of: 1.8435e-05s: Index: 123 | Max_nodes: 89 | Active_nodes: 35 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +execution time of: 1.8442e-05s: Index: 53 | Max_nodes: 101 | Active_nodes: 39 | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +execution time of: 1.8443e-05s: Index: 17 | Max_nodes: 101 | Active_nodes: 39 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +execution time of: 1.8445e-05s: Index: 143 | Max_nodes: 101 | Active_nodes: 39 | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +execution time of: 1.8448e-05s: Index: 256 | Max_nodes: 85 | Active_nodes: 35 | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| +execution time of: 1.8455e-05s: Index: 103 | Max_nodes: 89 | Active_nodes: 35 | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| +execution time of: 1.8458e-05s: Index: 112 | Max_nodes: 101 | Active_nodes: 39 | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| +execution time of: 1.8468e-05s: Index: 109 | Max_nodes: 101 | Active_nodes: 39 | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| +execution time of: 1.8473e-05s: Index: 424 | Max_nodes: 105 | Active_nodes: 47 | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| +execution time of: 1.8480e-05s: Index: 349 | Max_nodes: 109 | Active_nodes: 47 | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| +execution time of: 1.8483e-05s: Index: 339 | Max_nodes: 109 | Active_nodes: 47 | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 1| +execution time of: 1.8523e-05s: Index: 142 | Max_nodes: 89 | Active_nodes: 35 | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +execution time of: 1.8540e-05s: Index: 202 | Max_nodes: 89 | Active_nodes: 35 | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| +execution time of: 1.8558e-05s: Index: 211 | Max_nodes: 101 | Active_nodes: 39 | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 2| +execution time of: 1.8588e-05s: Index: 257 | Max_nodes: 109 | Active_nodes: 47 | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| +execution time of: 1.8593e-05s: Index: 325 | Max_nodes: 109 | Active_nodes: 47 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1| +execution time of: 1.8600e-05s: Index: 195 | Max_nodes: 101 | Active_nodes: 39 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| +execution time of: 1.8605e-05s: Index: 400 | Max_nodes: 93 | Active_nodes: 39 | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| +execution time of: 1.8630e-05s: Index: 31 | Max_nodes: 83 | Active_nodes: 33 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| +execution time of: 1.8638e-05s: Index: 85 | Max_nodes: 101 | Active_nodes: 39 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| +execution time of: 1.8648e-05s: Index: 129 | Max_nodes: 101 | Active_nodes: 39 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +execution time of: 1.8653e-05s: Index: 315 | Max_nodes: 109 | Active_nodes: 47 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| +execution time of: 1.8653e-05s: Index: 133 | Max_nodes: 89 | Active_nodes: 35 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +execution time of: 1.8668e-05s: Index: 229 | Max_nodes: 101 | Active_nodes: 39 | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2| +execution time of: 1.8675e-05s: Index: 131 | Max_nodes: 101 | Active_nodes: 39 | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +execution time of: 1.8688e-05s: Index: 115 | Max_nodes: 101 | Active_nodes: 39 | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| +execution time of: 1.8693e-05s: Index: 352 | Max_nodes: 109 | Active_nodes: 47 | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| +execution time of: 1.8693e-05s: Index: 141 | Max_nodes: 101 | Active_nodes: 39 | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +execution time of: 1.8708e-05s: Index: 40 | Max_nodes: 89 | Active_nodes: 35 | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| +execution time of: 1.8713e-05s: Index: 214 | Max_nodes: 101 | Active_nodes: 39 | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 2| +execution time of: 1.8735e-05s: Index: 51 | Max_nodes: 101 | Active_nodes: 39 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +execution time of: 1.8740e-05s: Index: 70 | Max_nodes: 101 | Active_nodes: 39 | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| +execution time of: 1.8743e-05s: Index: 321 | Max_nodes: 79 | Active_nodes: 32 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| +execution time of: 1.8770e-05s: Index: 301 | Max_nodes: 109 | Active_nodes: 47 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| +execution time of: 1.8775e-05s: Index: 7 | Max_nodes: 83 | Active_nodes: 33 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +execution time of: 1.8800e-05s: Index: 149 | Max_nodes: 89 | Active_nodes: 35 | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| +execution time of: 1.8813e-05s: Index: 64 | Max_nodes: 101 | Active_nodes: 39 | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| +execution time of: 1.8818e-05s: Index: 147 | Max_nodes: 89 | Active_nodes: 35 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| +execution time of: 1.8835e-05s: Index: 157 | Max_nodes: 89 | Active_nodes: 35 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| 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+execution time of: 2.0118e-05s: Index: 163 | Max_nodes: 89 | Active_nodes: 35 | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| +execution time of: 2.0188e-05s: Index: 445 | Max_nodes: 105 | Active_nodes: 47 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| +execution time of: 2.0568e-05s: Index: 365 | Max_nodes: 93 | Active_nodes: 39 | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +execution time of: 2.7423e-05s: Index: 323 | Max_nodes: 79 | Active_nodes: 32 | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/qpeinexact_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/qpeinexact_indep_qiskit_controls.txt new file mode 100644 index 00000000..05c3bacc --- /dev/null +++ b/test/BenchmarkQuasm/results/qpeinexact_indep_qiskit_controls.txt @@ -0,0 +1,230 @@ +Start Simulation of qpeinexact_indep_qiskit_2__________________________________________________ + +i: 0 1 +1: h | +2: | x +3: s c +4: h | +5:======== +6: 0 | +o: 0 | +Q: 0 w: 1 | Q: 1 w: 3 | +Computed Permutation: ................0 -> 0|1 -> 1| +Original Permutation: ................0 -> 0|1 -> 1| +Identity Duration: 1.6500e-06s............................. +Permuted Duration: 1.6575e-06s............................. +Identity active_nodes: 2 ...................................... +Permuted active_nodes: 2 ...................................... +Identity max_nodes: 6 ...................................... +Permuted max_nodes: 6 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qpeinexact_indep_qiskit_3__________________________________________________ + +.i:...0...1...2 +.1:...h...|...| +.2:...|...h...| +.3:...|...|...x +.4:...p...|...c p: (2.3562e+00) +.5:...|.sdg...c +.6:..sw..sw...| +.7:...h...|...| +.8:.sdg...c...| +.9:...|...h...| +10:============ +11:...0...|...| +12:...|...1...| +.o:...0...1...| +Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | +Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Identity Duration: 4.1425e-06s............................. +Permuted Duration: 3.5400e-06s............................. +Identity active_nodes: 4 ...................................... +Permuted active_nodes: 4 ...................................... +Identity max_nodes: 10 ...................................... +Permuted max_nodes: 10 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qpeinexact_indep_qiskit_4__________________________________________________ + +.i:...0...1...2...3 +.1:...h...|...|...| +.2:...|...h...|...| +.3:...|...|...h...| +.4:...|...|...|...x +.5:...p...|...|...c p: (-2.7489e+00) +.6:...|...t...|...c +.7:...|...|...s...c +.8:..sw...|..sw...| +.9:...h...|...|...| +10:.sdg...c...|...| +11:...|...h...|...| +12:.tdg...|...c...| +13:...|.sdg...c...| +14:...|...|...h...| +15:================ +16:...0...|...|...| +17:...|...1...|...| +18:...|...|...2...| +.o:...0...1...2...| +Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | Q: 3 w: 5 | +Computed Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Identity Duration: 6.9200e-06s............................. +Permuted Duration: 6.4478e-06s............................. +Identity active_nodes: 8 ...................................... +Permuted active_nodes: 8 ...................................... +Identity max_nodes: 19 ...................................... +Permuted max_nodes: 20 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qpeinexact_indep_qiskit_5__________________________________________________ + +.i:...0...1...2...3...4 +.1:...h...|...|...|...| +.2:...|...h...|...|...| +.3:...|...|...h...|...| +.4:...|...|...|...h...| +.5:...|...|...|...|...x +.6:...p...|...|...|...c p: (1.9635e-01) +.7:...|...p...|...|...c p: (3.9270e-01) +.8:...|...|...t...|...c +.9:...|..sw..sw...|...| +10:...|...|...|...s...c +11:..sw...|...|..sw...| +12:...h...|...|...|...| +13:.sdg...c...|...|...| +14:...|...h...|...|...| +15:.tdg...|...c...|...| +16:...|.sdg...c...|...| +17:...|...|...h...|...| +18:...p...|...|...c...| p: (-3.9270e-01) +19:...|.tdg...|...c...| +20:...|...|.sdg...c...| +21:...|...|...|...h...| +22:==================== +23:...0...|...|...|...| +24:...|...1...|...|...| +25:...|...|...2...|...| +26:...|...|...|...3...| +.o:...0...1...2...3...| +Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | Q: 3 w: 5 | Q: 4 w: 6 | +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Identity Duration: 1.1655e-05s............................. +Permuted Duration: 1.0915e-05s............................. +Identity active_nodes: 16 ...................................... +Permuted active_nodes: 16 ...................................... +Identity max_nodes: 37 ...................................... +Permuted max_nodes: 40 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qpeinexact_indep_qiskit_6__________________________________________________ + +.i:...0...1...2...3...4...5 +.1:...h...|...|...|...|...| +.2:...|...h...|...|...|...| +.3:...|...|...h...|...|...| +.4:...|...|...|...h...|...| +.5:...|...|...|...|...h...| +.6:...|...|...|...|...|...x +.7:...p...|...|...|...|...c p: (2.6507e+00) +.8:...|...p...|...|...|...c p: (-9.8175e-01) +.9:...|...|...p...|...|...c p: (-1.9635e+00) +10:...|...|...|...p...|...c p: (2.3562e+00) +11:...|..sw...|..sw...|...| +12:...|...|...|...|.sdg...c +13:..sw...|...|...|..sw...| +14:...h...|...|...|...|...| +15:.sdg...c...|...|...|...| +16:...|...h...|...|...|...| +17:.tdg...|...c...|...|...| +18:...|.sdg...c...|...|...| +19:...|...|...h...|...|...| +20:...p...|...|...c...|...| p: (-3.9270e-01) +21:...|.tdg...|...c...|...| +22:...|...|.sdg...c...|...| +23:...|...|...|...h...|...| +24:...p...|...|...|...c...| p: (-1.9635e-01) +25:...|...p...|...|...c...| p: (-3.9270e-01) +26:...|...|.tdg...|...c...| +27:...|...|...|.sdg...c...| +28:...|...|...|...|...h...| +29:======================== +30:...0...|...|...|...|...| +31:...|...1...|...|...|...| +32:...|...|...2...|...|...| +33:...|...|...|...3...|...| +34:...|...|...|...|...4...| +.o:...0...1...2...3...4...| +Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | Q: 3 w: 5 | Q: 4 w: 6 | Q: 5 w: 7 | +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Identity Duration: 1.7790e-05s............................. +Permuted Duration: 1.8153e-05s............................. +Identity active_nodes: 32 ...................................... +Permuted active_nodes: 32 ...................................... +Identity max_nodes: 73 ...................................... +Permuted max_nodes: 80 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qpeinexact_indep_qiskit_7__________________________________________________ + +.i:...0...1...2...3...4...5...6 +.1:...h...|...|...|...|...|...| +.2:...|...h...|...|...|...|...| +.3:...|...|...h...|...|...|...| +.4:...|...|...|...h...|...|...| +.5:...|...|...|...|...h...|...| +.6:...|...|...|...|...|...h...| +.7:...|...|...|...|...|...|...x +.8:...p...|...|...|...|...|...c p: (-2.6998e+00) +.9:...|...p...|...|...|...|...c p: (8.8357e-01) +10:...|...|...p...|...|...|...c p: (1.7671e+00) +11:...|...|...|...p...|...|...c p: (-2.7489e+00) +12:...|...|..sw..sw...|...|...| +13:...|...|...|...|...t...|...c +14:...|..sw...|...|..sw...|...| 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+42:...|...|...|...3...|...|...| +43:...|...|...|...|...4...|...| +44:...|...|...|...|...|...5...| +.o:...0...1...2...3...4...5...| +Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | Q: 3 w: 5 | Q: 4 w: 6 | Q: 5 w: 7 | Q: 6 w: 8 | +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Identity Duration: 2.7610e-05s............................. +Permuted Duration: 3.0340e-05s............................. +Identity active_nodes: 64 ...................................... +Permuted active_nodes: 64 ...................................... +Identity max_nodes: 145...................................... +Permuted max_nodes: 160...................................... +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/qpeinexact_indep_qiskit_gates.txt b/test/BenchmarkQuasm/results/qpeinexact_indep_qiskit_gates.txt new file mode 100644 index 00000000..be7749fb --- /dev/null +++ b/test/BenchmarkQuasm/results/qpeinexact_indep_qiskit_gates.txt @@ -0,0 +1,224 @@ +Start Simulation of qpeinexact_indep_qiskit_2__________________________________________________ + +i: 0 1 +1: h | +2: | x +3: s c +4: h | +5:======== +6: 0 | +o: 0 | +Computed Permutation: ................0 -> 0|1 -> 1| +Original Permutation: ................0 -> 0|1 -> 1| +Identity Duration: 1.6225e-06s............................. +Permuted Duration: 1.6125e-06s............................. +Identity active_nodes: 2 ...................................... +Permuted active_nodes: 2 ...................................... +Identity max_nodes: 6 ...................................... +Permuted max_nodes: 6 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qpeinexact_indep_qiskit_3__________________________________________________ + +.i:...0...1...2 +.1:...h...|...| +.2:...|...h...| +.3:...|...|...x +.4:...p...|...c p: (2.3562e+00) +.5:...|.sdg...c +.6:..sw..sw...| +.7:...h...|...| +.8:.sdg...c...| +.9:...|...h...| +10:============ +11:...0...|...| +12:...|...1...| +.o:...0...1...| +Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Identity Duration: 5.3525e-06s............................. +Permuted Duration: 4.4950e-06s............................. +Identity active_nodes: 4 ...................................... +Permuted active_nodes: 4 ...................................... +Identity max_nodes: 10 ...................................... +Permuted max_nodes: 10 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qpeinexact_indep_qiskit_4__________________________________________________ + +.i:...0...1...2...3 +.1:...h...|...|...| +.2:...|...h...|...| +.3:...|...|...h...| +.4:...|...|...|...x +.5:...p...|...|...c p: (-2.7489e+00) +.6:...|...t...|...c +.7:...|...|...s...c +.8:..sw...|..sw...| +.9:...h...|...|...| +10:.sdg...c...|...| +11:...|...h...|...| +12:.tdg...|...c...| +13:...|.sdg...c...| +14:...|...|...h...| +15:================ +16:...0...|...|...| +17:...|...1...|...| +18:...|...|...2...| +.o:...0...1...2...| +Computed Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Identity Duration: 8.7575e-06s............................. +Permuted Duration: 8.1178e-06s............................. +Identity active_nodes: 8 ...................................... +Permuted active_nodes: 8 ...................................... +Identity max_nodes: 19 ...................................... +Permuted max_nodes: 20 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qpeinexact_indep_qiskit_5__________________________________________________ + +.i:...0...1...2...3...4 +.1:...h...|...|...|...| +.2:...|...h...|...|...| +.3:...|...|...h...|...| +.4:...|...|...|...h...| +.5:...|...|...|...|...x +.6:...p...|...|...|...c p: (1.9635e-01) +.7:...|...p...|...|...c p: (3.9270e-01) +.8:...|...|...t...|...c +.9:...|..sw..sw...|...| +10:...|...|...|...s...c +11:..sw...|...|..sw...| +12:...h...|...|...|...| +13:.sdg...c...|...|...| +14:...|...h...|...|...| +15:.tdg...|...c...|...| +16:...|.sdg...c...|...| +17:...|...|...h...|...| +18:...p...|...|...c...| p: (-3.9270e-01) +19:...|.tdg...|...c...| +20:...|...|.sdg...c...| +21:...|...|...|...h...| +22:==================== +23:...0...|...|...|...| +24:...|...1...|...|...| +25:...|...|...2...|...| +26:...|...|...|...3...| +.o:...0...1...2...3...| +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Identity Duration: 1.6941e-05s............................. +Permuted Duration: 2.7493e-05s............................. +Identity active_nodes: 16 ...................................... +Permuted active_nodes: 16 ...................................... +Identity max_nodes: 37 ...................................... +Permuted max_nodes: 40 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qpeinexact_indep_qiskit_6__________________________________________________ + +.i:...0...1...2...3...4...5 +.1:...h...|...|...|...|...| +.2:...|...h...|...|...|...| +.3:...|...|...h...|...|...| +.4:...|...|...|...h...|...| +.5:...|...|...|...|...h...| +.6:...|...|...|...|...|...x +.7:...p...|...|...|...|...c p: (2.6507e+00) +.8:...|...p...|...|...|...c p: (-9.8175e-01) +.9:...|...|...p...|...|...c p: (-1.9635e+00) +10:...|...|...|...p...|...c p: (2.3562e+00) +11:...|..sw...|..sw...|...| +12:...|...|...|...|.sdg...c +13:..sw...|...|...|..sw...| +14:...h...|...|...|...|...| +15:.sdg...c...|...|...|...| +16:...|...h...|...|...|...| +17:.tdg...|...c...|...|...| +18:...|.sdg...c...|...|...| +19:...|...|...h...|...|...| +20:...p...|...|...c...|...| p: (-3.9270e-01) +21:...|.tdg...|...c...|...| +22:...|...|.sdg...c...|...| +23:...|...|...|...h...|...| +24:...p...|...|...|...c...| p: (-1.9635e-01) +25:...|...p...|...|...c...| p: (-3.9270e-01) +26:...|...|.tdg...|...c...| +27:...|...|...|.sdg...c...| +28:...|...|...|...|...h...| +29:======================== +30:...0...|...|...|...|...| +31:...|...1...|...|...|...| +32:...|...|...2...|...|...| +33:...|...|...|...3...|...| +34:...|...|...|...|...4...| +.o:...0...1...2...3...4...| +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Identity Duration: 1.7760e-05s............................. +Permuted Duration: 1.8133e-05s............................. +Identity active_nodes: 32 ...................................... +Permuted active_nodes: 32 ...................................... +Identity max_nodes: 73 ...................................... +Permuted max_nodes: 80 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qpeinexact_indep_qiskit_7__________________________________________________ + +.i:...0...1...2...3...4...5...6 +.1:...h...|...|...|...|...|...| +.2:...|...h...|...|...|...|...| +.3:...|...|...h...|...|...|...| +.4:...|...|...|...h...|...|...| +.5:...|...|...|...|...h...|...| +.6:...|...|...|...|...|...h...| +.7:...|...|...|...|...|...|...x +.8:...p...|...|...|...|...|...c p: (-2.6998e+00) +.9:...|...p...|...|...|...|...c p: (8.8357e-01) +10:...|...|...p...|...|...|...c p: (1.7671e+00) +11:...|...|...|...p...|...|...c p: (-2.7489e+00) +12:...|...|..sw..sw...|...|...| +13:...|...|...|...|...t...|...c +14:...|..sw...|...|..sw...|...| +15:...|...|...|...|...|...s...c +16:..sw...|...|...|...|..sw...| +17:...h...|...|...|...|...|...| +18:.sdg...c...|...|...|...|...| +19:...|...h...|...|...|...|...| +20:.tdg...|...c...|...|...|...| +21:...|.sdg...c...|...|...|...| +22:...|...|...h...|...|...|...| +23:...p...|...|...c...|...|...| p: (-3.9270e-01) +24:...|.tdg...|...c...|...|...| +25:...|...|.sdg...c...|...|...| +26:...|...|...|...h...|...|...| +27:...p...|...|...|...c...|...| p: (-1.9635e-01) +28:...|...p...|...|...c...|...| p: (-3.9270e-01) +29:...|...|.tdg...|...c...|...| +30:...|...|...|.sdg...c...|...| +31:...|...|...|...|...h...|...| +32:...p...|...|...|...|...c...| p: (-9.8175e-02) +33:...|...p...|...|...|...c...| p: (-1.9635e-01) +34:...|...|...p...|...|...c...| p: (-3.9270e-01) +35:...|...|...|.tdg...|...c...| +36:...|...|...|...|.sdg...c...| +37:...|...|...|...|...|...h...| +38:============================ +39:...0...|...|...|...|...|...| +40:...|...1...|...|...|...|...| +41:...|...|...2...|...|...|...| +42:...|...|...|...3...|...|...| +43:...|...|...|...|...4...|...| +44:...|...|...|...|...|...5...| +.o:...0...1...2...3...4...5...| +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Identity Duration: 2.7843e-05s............................. +Permuted Duration: 3.0691e-05s............................. +Identity active_nodes: 64 ...................................... +Permuted active_nodes: 64 ...................................... +Identity max_nodes: 145...................................... +Permuted max_nodes: 160...................................... +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/qwalk-noancilla_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/qwalk-noancilla_indep_qiskit_all.txt new file mode 100644 index 00000000..2e7a2d7a --- /dev/null +++ b/test/BenchmarkQuasm/results/qwalk-noancilla_indep_qiskit_all.txt @@ -0,0 +1,2801 @@ +Start Simulation of qwalk-noancilla_indep_qiskit_3__________________________________________________ + + i: 0 1 2 + 1: | | h + 2: x c c + 3: | x c + 4: | x | + 5: | | x + 6: x c c + 7: | x c + 8: | x | + 9: | | u2 p: (-3.14159) (-3.14159) +10: x c c +11: | x c +12: | x | +13: | | x +14: x c c +15: | x c +16: | x | +17: | | u2 p: (-3.14159) (-3.14159) +18: x c c +19: | x c +20: | x | +21: | | x +22: x c c +23: | x c +24: | x | +25: | | x +26:============ +27: 0 | | +28: | 1 | +29: | | 2 + o: 0 1 2 +Total Permutations: 6 +Min time: 9.4602e-06s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max time: 1.5008e-05s................. Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| +Min active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Min max nodes: 10 nodes.................... Permutation 2 : 0 -> 1|1 -> 0|2 -> 2| +Max active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max max nodes: 12 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +________________________________________________________________________________________________ + +6 permutations have 3 active nodes. + +........................... +Average time: 1.1843e-05s + +________________________________________________________________________________________________ + +2 permutations have 10 max nodes. + +........................... +Average time: 1.1616e-05s + +4 permutations have 12 max nodes. + +........................... +Average time: 1.1956e-05s + +________________________________________________________________________________________________ + +execution time of: 9.4602e-06s: Index: 0 | Max_nodes: 12 | Active_nodes: 3 | 0 -> 0|1 -> 1|2 -> 2| +execution time of: 1.0607e-05s: Index: 2 | Max_nodes: 10 | Active_nodes: 3 | 0 -> 1|1 -> 0|2 -> 2| +execution time of: 1.0815e-05s: Index: 1 | Max_nodes: 12 | Active_nodes: 3 | 0 -> 0|1 -> 2|2 -> 1| +execution time of: 1.2543e-05s: Index: 3 | Max_nodes: 12 | Active_nodes: 3 | 0 -> 1|1 -> 2|2 -> 0| +execution time of: 1.2625e-05s: Index: 4 | Max_nodes: 10 | Active_nodes: 3 | 0 -> 2|1 -> 0|2 -> 1| +execution time of: 1.5008e-05s: Index: 5 | Max_nodes: 12 | Active_nodes: 3 | 0 -> 2|1 -> 1|2 -> 0| +________________________________________________________________________________________________ + +Start Simulation of qwalk-noancilla_indep_qiskit_4__________________________________________________ + +..i:...0...1...2...3 +..1:..u2...|...|...| p: (3.9270e-01) (-3.1416e+00) +..2:...|...p...|...| p: (3.9270e-01) +..3:...|...|...p...| p: (3.9270e-01) +..4:...|...|...|..u2 p: (3.9270e-01) (-3.1416e+00) +..5:...|...x...|...c +..6:...|...p...|...| p: (-3.9270e-01) +..7:...|...x...|...c +..8:...|...c...x...| +..9:...|...|...p...| p: (-3.9270e-01) +.10:...|...|...x...c +.11:...|...|...p...| p: (3.9270e-01) +.12:...|...c...x...| +.13:...|...|...p...| p: (-3.9270e-01) +.14:...|...|...x...c +.15:...x...|...c...| +.16:...p...|...|...| p: (-3.9270e-01) +.17:...x...c...|...| +.18:...p...|...|...| p: (3.9270e-01) +.19:...x...|...c...| +.20:...p...|...|...| p: (-3.9270e-01) +.21:...x...|...|...c +.22:...p...|...|...| p: (3.9270e-01) +.23:...x...|...c...| +.24:...p...|...|...| p: (-3.9270e-01) +.25:...x...c...|...| +.26:...p...|...|...| p: (3.9270e-01) +.27:...x...|...c...| +.28:...p...|...|...| p: (-3.9270e-01) +.29:...x...|...|...c +.30:...p...|...|...| p: (3.9270e-01) +.31:...|...x...c...c +.32:...|...u...|...| p: (3.1416e+00) (-3.1416e+00) (-3.9270e-01) +.33:...|...|...x...c +.34:...|...|...u...| p: (3.1416e+00) (-3.1416e+00) (-3.9270e-01) +.35:...|...|...|...u p: (3.1416e+00) (-3.1416e+00) (-3.9270e-01) +.36:...|...x...|...c +.37:...|...p...|...| p: (-3.9270e-01) +.38:...|...x...|...c +.39:...|...c...x...| +.40:...|...|...p...| p: (-3.9270e-01) +.41:...|...|...x...c +.42:...|...|...p...| p: (3.9270e-01) +.43:...|...c...x...| +.44:...|...|...p...| p: (-3.9270e-01) +.45:...|...|...x...c +.46:...x...|...c...| +.47:...p...|...|...| p: (-3.9270e-01) +.48:...x...c...|...| +.49:...p...|...|...| p: (3.9270e-01) +.50:...x...|...c...| +.51:...p...|...|...| p: (-3.9270e-01) +.52:...x...|...|...c +.53:...p...|...|...| p: (3.9270e-01) +.54:...x...|...c...| +.55:...p...|...|...| p: (-3.9270e-01) +.56:...x...c...|...| +.57:...p...|...|...| p: (3.9270e-01) +.58:...x...|...c...| +.59:...p...|...|...| p: (-3.9270e-01) +.60:...x...|...|...c +.61:...p...|...|...| p: (3.9270e-01) +.62:...|...x...c...c +.63:...|...u...|...| p: (3.1416e+00) (-3.1416e+00) (-3.9270e-01) +.64:...|...|...x...c +.65:...|...|...u...| p: (3.1416e+00) (-3.1416e+00) (-3.9270e-01) +.66:...|...|...|..u2 p: (-2.7489e+00) (-3.1416e+00) +.67:...|...x...|...c +.68:...|...p...|...| p: (-3.9270e-01) +.69:...|...x...|...c +.70:...|...c...x...| +.71:...|...|...p...| p: (-3.9270e-01) +.72:...|...|...x...c +.73:...|...|...p...| p: (3.9270e-01) +.74:...|...c...x...| +.75:...|...|...p...| p: (-3.9270e-01) +.76:...|...|...x...c +.77:...x...|...c...| +.78:...p...|...|...| p: (-3.9270e-01) +.79:...x...c...|...| +.80:...p...|...|...| p: (3.9270e-01) +.81:...x...|...c...| +.82:...p...|...|...| p: (-3.9270e-01) +.83:...x...|...|...c +.84:...p...|...|...| p: (3.9270e-01) +.85:...x...|...c...| +.86:...p...|...|...| p: (-3.9270e-01) +.87:...x...c...|...| +.88:...p...|...|...| p: (3.9270e-01) +.89:...x...|...c...| +.90:...p...|...|...| p: (-3.9270e-01) +.91:...x...|...|...c +.92:...p...|...|...| p: (3.9270e-01) +.93:...|...x...c...c +.94:...|...u...|...| p: (3.1416e+00) (-3.1416e+00) (-3.9270e-01) +.95:...|...|...x...c +.96:...|...|...u...| p: (3.1416e+00) (-3.1416e+00) (-3.9270e-01) +.97:...|...|...|...u p: (3.1416e+00) (-3.1416e+00) (-3.9270e-01) +.98:...|...x...|...c +.99:...|...p...|...| p: (-3.9270e-01) +100:...|...x...|...c +101:...|...c...x...| +102:...|...|...p...| p: (-3.9270e-01) +103:...|...|...x...c +104:...|...|...p...| p: (3.9270e-01) +105:...|...c...x...| +106:...|...|...p...| p: (-3.9270e-01) +107:...|...|...x...c +108:...x...|...c...| +109:...p...|...|...| p: (-3.9270e-01) +110:...x...c...|...| +111:...p...|...|...| p: (3.9270e-01) +112:...x...|...c...| +113:...p...|...|...| p: (-3.9270e-01) +114:...x...|...|...c +115:...p...|...|...| p: (3.9270e-01) +116:...x...|...c...| +117:...p...|...|...| p: (-3.9270e-01) +118:...x...c...|...| +119:...p...|...|...| p: (3.9270e-01) +120:...x...|...c...| +121:...p...|...|...| p: (-3.9270e-01) +122:...x...|...|...c +123:...p...|...|...| p: (3.9270e-01) +124:...|...x...c...c +125:...|...u...|...| p: (3.1416e+00) (-3.1416e+00) (-3.9270e-01) +126:...|...|...x...c +127:...|...|...u...| p: (3.1416e+00) (-3.1416e+00) (-3.9270e-01) +128:...|...|...|..u2 p: (-2.7489e+00) (-3.1416e+00) +129:...|...x...|...c +130:...|...p...|...| p: (-3.9270e-01) +131:...|...x...|...c +132:...|...c...x...| +133:...|...|...p...| p: (-3.9270e-01) +134:...|...|...x...c +135:...|...|...p...| p: (3.9270e-01) +136:...|...c...x...| +137:...|...|...p...| p: (-3.9270e-01) +138:...|...|...x...c +139:...x...|...c...| +140:...p...|...|...| p: (-3.9270e-01) +141:...x...c...|...| +142:...p...|...|...| p: (3.9270e-01) +143:...x...|...c...| +144:...p...|...|...| p: (-3.9270e-01) +145:...x...|...|...c +146:...p...|...|...| p: (3.9270e-01) +147:...x...|...c...| +148:...p...|...|...| p: (-3.9270e-01) +149:...x...c...|...| +150:...p...|...|...| p: (3.9270e-01) +151:...x...|...c...| +152:...p...|...|...| p: (-3.9270e-01) +153:...x...|...|...c +154:...p...|...|...| p: (3.9270e-01) +155:...|...x...c...c +156:...|...u...|...| p: (3.1416e+00) (-3.1416e+00) (-3.9270e-01) +157:...|...|...x...c +158:...|...|...u...| p: (3.1416e+00) (-3.1416e+00) (-3.9270e-01) +159:...|...|...|...u p: (3.1416e+00) (-3.1416e+00) (-3.9270e-01) +160:...|...x...|...c +161:...|...p...|...| p: (-3.9270e-01) +162:...|...x...|...c +163:...|...c...x...| +164:...|...|...p...| p: (-3.9270e-01) +165:...|...|...x...c +166:...|...|...p...| p: (3.9270e-01) +167:...|...c...x...| +168:...|...|...p...| p: (-3.9270e-01) +169:...|...|...x...c +170:...x...|...c...| +171:...p...|...|...| p: (-3.9270e-01) +172:...x...c...|...| +173:...p...|...|...| p: (3.9270e-01) +174:...x...|...c...| +175:...p...|...|...| p: (-3.9270e-01) +176:...x...|...|...c +177:...p...|...|...| p: (3.9270e-01) +178:...x...|...c...| +179:...p...|...|...| p: (-3.9270e-01) +180:...x...c...|...| +181:...p...|...|...| p: (3.9270e-01) +182:...x...|...c...| +183:...p...|...|...| p: (-3.9270e-01) +184:...x...|...|...c +185:...h...|...|...| +186:...|...x...c...c +187:...|...x...|...| +188:...|...|...x...c +189:...|...|...x...| +190:...|...|...|...x +191:================ +192:...0...|...|...| +193:...|...1...|...| +194:...|...|...2...| +195:...|...|...|...3 +..o:...0...1...2...3 +Total Permutations: 24 +Min time: 8.9666e-05s................. Permutation 2 : 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +Max time: 1.3282e-04s................. Permutation 22 : 0 -> 3|1 -> 2|2 -> 0|3 -> 1| +Min active nodes: 7 nodes.................... Permutation 1 : 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +Min max nodes: 21 nodes.................... Permutation 16 : 0 -> 2|1 -> 3|2 -> 0|3 -> 1| +Max active nodes: 9 nodes.................... Permutation 2 : 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +Max max nodes: 31 nodes.................... Permutation 12 : 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +________________________________________________________________________________________________ + +12 permutations have 7 active nodes. + +........................... +Average time: 1.0234e-04s + +6 permutations have 8 active nodes. + +........................... +Average time: 1.0015e-04s + +6 permutations have 9 active nodes. + +........................... +Average time: 9.8592e-05s + +________________________________________________________________________________________________ + +2 permutations have 21 max nodes. + +........................... +Average time: 1.1563e-04s + +4 permutations have 22 max nodes. + +........................... +Average time: 9.8716e-05s + +1 permutations have 24 max nodes. + +........................... +Average time: 9.5666e-05s + +1 permutations have 25 max nodes. + +........................... +Average time: 9.4206e-05s + +1 permutations have 26 max nodes. + +........................... +Average time: 9.8904e-05s + +4 permutations have 27 max nodes. + +........................... +Average time: 1.0013e-04s + +5 permutations have 28 max nodes. + +........................... +Average time: 1.0423e-04s + +3 permutations have 29 max nodes. + +........................... +Average time: 9.3961e-05s + +1 permutations have 30 max nodes. + +........................... +Average time: 1.0330e-04s + +2 permutations have 31 max nodes. + +........................... +Average time: 9.9376e-05s + +________________________________________________________________________________________________ + +execution time of: 8.9666e-05s: Index: 2 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +execution time of: 9.2369e-05s: Index: 4 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| +execution time of: 9.2986e-05s: Index: 6 | Max_nodes: 27 | Active_nodes: 8 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +execution time of: 9.4106e-05s: Index: 8 | Max_nodes: 22 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| +execution time of: 9.4126e-05s: Index: 20 | Max_nodes: 22 | Active_nodes: 7 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +execution time of: 9.4206e-05s: Index: 0 | Max_nodes: 25 | Active_nodes: 8 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +execution time of: 9.5666e-05s: Index: 1 | Max_nodes: 24 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +execution time of: 9.6753e-05s: Index: 10 | Max_nodes: 22 | Active_nodes: 7 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +execution time of: 9.8431e-05s: Index: 16 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| +execution time of: 9.8774e-05s: Index: 12 | Max_nodes: 31 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +execution time of: 9.8904e-05s: Index: 7 | Max_nodes: 26 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +execution time of: 9.9849e-05s: Index: 13 | Max_nodes: 29 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +execution time of: 9.9979e-05s: Index: 18 | Max_nodes: 31 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| +execution time of: 1.0112e-04s: Index: 3 | Max_nodes: 27 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +execution time of: 1.0114e-04s: Index: 9 | Max_nodes: 27 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +execution time of: 1.0138e-04s: Index: 11 | Max_nodes: 28 | Active_nodes: 8 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| +execution time of: 1.0274e-04s: Index: 17 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +execution time of: 1.0279e-04s: Index: 5 | Max_nodes: 28 | Active_nodes: 8 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +execution time of: 1.0330e-04s: Index: 19 | Max_nodes: 30 | Active_nodes: 8 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| +execution time of: 1.0528e-04s: Index: 15 | Max_nodes: 27 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +execution time of: 1.0622e-04s: Index: 21 | Max_nodes: 28 | Active_nodes: 8 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| +execution time of: 1.0803e-04s: Index: 23 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +execution time of: 1.0988e-04s: Index: 14 | Max_nodes: 22 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +execution time of: 1.3282e-04s: Index: 22 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| +________________________________________________________________________________________________ + +Start Simulation of qwalk-noancilla_indep_qiskit_5__________________________________________________ + +..i:...0...1...2...3...4 +..1:...h...|...|...|...| +..2:...s...|...|...c...| +..3:...|...|...|..u2...| p: (7.8540e-01) (-3.1416e+00) +..4:...|...|...c...x...| +..5:...|...|...|..u2...| p: (0.0000e+00) (2.3562e+00) +..6:...|...|...|...|...h +..7:...|...|...|...x...c +..8:...|...|...|...t...| +..9:...|...c...|...x...| +.10:...|...|...|.tdg...| +.11:...|...|...|...x...c +.12:...|...|...|...t...| +.13:...|...c...|...x...| +.14:...|...|...|..u2...| p: (7.8540e-01) (2.3562e+00) +.15:...|...|...c...x...| +.16:...|...|...|..u2...| p: (0.0000e+00) (2.3562e+00) +.17:.sdg...|...|...c...| +.18:...|...|...|..u2...| p: (7.8540e-01) (-3.1416e+00) +.19:...|...|...c...x...| +.20:...|...|...|..u2...| p: (7.8540e-01) (2.3562e+00) +.21:...|...c...|...x...| +.22:...|...|...|.tdg...| +.23:...|...|...|...x...c +.24:...|...|...|...t...| +.25:...|...c...|...x...| +.26:...|...|...|.tdg...| +.27:...|...|...|...x...c +.28:...|...|...|..u2...| p: (7.8540e-01) (-3.1416e+00) +.29:...|...|...c...x...| +.30:...|...|...|..u2...| p: (3.9270e-01) (2.3562e+00) +.31:...p...|...|...|...c p: (3.9270e-01) +.32:...|...x...|...|...c +.33:...p...c...|...|...| p: (-3.9270e-01) +.34:...|...x...|...|...c +.35:...p...c...|...|...| p: (3.9270e-01) +.36:...|...c...x...|...| +.37:...p...|...c...|...| p: (-3.9270e-01) +.38:...|...|...x...|...c +.39:...p...|...c...|...| p: (3.9270e-01) +.40:...|...c...x...|...| +.41:...|..u2...|...|...| p: (3.9270e-01) (-3.1416e+00) +.42:...p...|...c...|...| p: (-3.9270e-01) +.43:...|...|...x...|...c +.44:...p...|...c...|...| p: (3.9270e-01) +.45:...|...|...p...|...| p: (3.9270e-01) 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+278:...|...|...|...p...| p: (3.9270e-01) +279:...|...|...c...x...| +280:...|...|...|...p...| p: (-3.9270e-01) +281:...|...|...|...x...c +282:...|...x...|...c...| +283:...|...p...|...|...| p: (-3.9270e-01) +284:...|...x...c...|...| +285:...|...p...|...|...| p: (3.9270e-01) +286:...|...x...|...c...| +287:...|...p...|...|...| p: (-3.9270e-01) +288:...|...x...|...|...c +289:...|...p...|...|...| p: (3.9270e-01) +290:...|...x...|...c...| +291:...|...p...|...|...| p: (-3.9270e-01) +292:...|...x...c...|...| +293:...|...p...|...|...| p: (3.9270e-01) +294:...|...x...|...c...| +295:...|...p...|...|...| p: (-3.9270e-01) +296:...|...x...|...|...c +297:...|..ry...|...|...| p: (1.5708e+00) +298:...|...|...x...c...c +299:...|...|...x...|...| +300:...|...|...|...x...c +301:...|...|...|...x...| +302:...s...|...|...c...| +303:...|...|...|..u2...| p: (7.8540e-01) (-3.1416e+00) +304:...|...|...c...x...| +305:...|...|...|..u2...| p: (0.0000e+00) (2.3562e+00) +306:...|...|...|...|..u2 p: (-3.1416e+00) (-3.1416e+00) +307:...|...|...|...x...c +308:...|...|...|...t...| +309:...|...c...|...x...| +310:...|...|...|.tdg...| +311:...|...|...|...x...c +312:...|...|...|...t...| +313:...|...c...|...x...| +314:...|...|...|..u2...| p: (7.8540e-01) (2.3562e+00) +315:...|...|...c...x...| +316:...|...|...|..u2...| p: (0.0000e+00) (2.3562e+00) +317:.sdg...|...|...c...| +318:...|...|...|..u2...| p: (7.8540e-01) (-3.1416e+00) +319:...|...|...c...x...| +320:...|...|...|..u2...| p: (7.8540e-01) (2.3562e+00) +321:...|...c...|...x...| +322:...|...|...|.tdg...| +323:...|...|...|...x...c +324:...|...|...|...t...| +325:...|...c...|...x...| +326:...|...|...|.tdg...| +327:...|...|...|...x...c +328:...|...|...|..u2...| p: (7.8540e-01) (-3.1416e+00) +329:...|...|...c...x...| +330:...|...|...|..u2...| p: (3.9270e-01) (2.3562e+00) +331:...p...|...|...|...c p: (3.9270e-01) +332:...|...x...|...|...c +333:...p...c...|...|...| p: (-3.9270e-01) +334:...|...x...|...|...c +335:...p...c...|...|...| p: (3.9270e-01) +336:...|...c...x...|...| +337:...p...|...c...|...| p: (-3.9270e-01) +338:...|...|...x...|...c +339:...p...|...c...|...| p: (3.9270e-01) +340:...|...c...x...|...| +341:...|..u2...|...|...| p: (3.9270e-01) (-3.1416e+00) +342:...p...|...c...|...| p: (-3.9270e-01) +343:...|...|...x...|...c +344:...p...|...c...|...| p: (3.9270e-01) +345:...|...|...p...|...| p: (3.9270e-01) +346:...|...|...|...|...p p: (3.9270e-01) +347:...|...|...x...|...c +348:...|...|...p...|...| p: (-3.9270e-01) +349:...|...|...x...|...c +350:...|...|...c...x...| +351:...|...|...|...p...| p: (-3.9270e-01) +352:...|...|...|...x...c +353:...|...|...|...p...| p: (3.9270e-01) +354:...|...|...c...x...| +355:...|...|...|...p...| p: (-3.9270e-01) +356:...|...|...|...x...c +357:...|...x...|...c...| +358:...|...p...|...|...| p: (-3.9270e-01) +359:...|...x...c...|...| +360:...|...p...|...|...| p: (3.9270e-01) +361:...|...x...|...c...| +362:...|...p...|...|...| p: (-3.9270e-01) +363:...|...x...|...|...c +364:...|...p...|...|...| p: (3.9270e-01) +365:...|...x...|...c...| +366:...|...p...|...|...| p: (-3.9270e-01) +367:...|...x...c...|...| +368:...|...p...|...|...| p: (3.9270e-01) +369:...|...x...|...c...| +370:...|...p...|...|...| p: (-3.9270e-01) +371:...|...x...|...|...c +372:...|..ry...|...|...| p: (1.5708e+00) +373:...|...|...x...c...c +374:...|...|...x...|...| +375:...|...|...|...x...c +376:...|...|...|...x...| +377:...s...|...|...c...| +378:...|...|...|..u2...| p: (7.8540e-01) (-3.1416e+00) +379:...|...|...c...x...| +380:...|...|...|..u2...| p: (0.0000e+00) (2.3562e+00) +381:...|...|...|...|...x +382:...|...|...|...x...c +383:...|...|...|...t...| +384:...|...c...|...x...| +385:...|...|...|.tdg...| +386:...|...|...|...x...c +387:...|...|...|...t...| +388:...|...c...|...x...| +389:...|...|...|..u2...| p: (7.8540e-01) (2.3562e+00) +390:...|...|...c...x...| +391:...|...|...|..u2...| p: (0.0000e+00) (2.3562e+00) +392:.sdg...|...|...c...| +393:...|...|...|..u2...| p: (7.8540e-01) (-3.1416e+00) +394:...|...|...c...x...| +395:...|...|...|..u2...| p: (7.8540e-01) (2.3562e+00) +396:...|...c...|...x...| +397:...|...|...|.tdg...| +398:...|...|...|...x...c +399:...|...|...|...t...| +400:...|...c...|...x...| +401:...|...|...|.tdg...| +402:...|...|...|...x...c +403:...|...|...|..u2...| p: (7.8540e-01) (-3.1416e+00) +404:...|...|...c...x...| +405:...|...|...|..u2...| p: (3.9270e-01) (2.3562e+00) +406:...p...|...|...|...c p: (3.9270e-01) +407:...|...x...|...|...c +408:...p...c...|...|...| p: (-3.9270e-01) +409:...|...x...|...|...c +410:...p...c...|...|...| p: (3.9270e-01) +411:...|...c...x...|...| +412:...p...|...c...|...| p: (-3.9270e-01) +413:...|...|...x...|...c +414:...p...|...c...|...| p: (3.9270e-01) +415:...|...c...x...|...| +416:...|..u2...|...|...| p: (3.9270e-01) (-3.1416e+00) +417:...p...|...c...|...| p: (-3.9270e-01) +418:...|...|...x...|...c +419:...p...|...c...|...| p: (3.9270e-01) +420:...h...|...|...|...| +421:...|...|...p...|...| p: (3.9270e-01) +422:...|...|...|...|...p p: (3.9270e-01) +423:...|...|...x...|...c +424:...|...|...p...|...| p: (-3.9270e-01) +425:...|...|...x...|...c +426:...|...|...c...x...| +427:...|...|...|...p...| p: (-3.9270e-01) +428:...|...|...|...x...c +429:...|...|...|...p...| p: (3.9270e-01) +430:...|...|...c...x...| +431:...|...|...|...p...| p: (-3.9270e-01) +432:...|...|...|...x...c +433:...|...x...|...c...| +434:...|...p...|...|...| p: (-3.9270e-01) +435:...|...x...c...|...| +436:...|...p...|...|...| p: (3.9270e-01) +437:...|...x...|...c...| +438:...|...p...|...|...| p: (-3.9270e-01) +439:...|...x...|...|...c +440:...|...p...|...|...| p: (3.9270e-01) +441:...|...x...|...c...| +442:...|...p...|...|...| p: (-3.9270e-01) +443:...|...x...c...|...| +444:...|...p...|...|...| p: (3.9270e-01) +445:...|...x...|...c...| +446:...|...p...|...|...| p: (-3.9270e-01) +447:...|...x...|...|...c +448:...|..ry...|...|...| p: (1.5708e+00) +449:...|...|...x...c...c +450:...|...|...x...|...| +451:...|...|...|...x...c +452:...|...|...|...x...| +453:...|...|...|...|...x +454:==================== +455:...0...|...|...|...| +456:...|...1...|...|...| +457:...|...|...2...|...| +458:...|...|...|...3...| +459:...|...|...|...|...4 +..o:...0...1...2...3...4 +Total Permutations: 120 +Min time: 2.7108e-04s................. Permutation 10 : 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +Max time: 4.7795e-04s................. Permutation 36 : 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +Min active nodes: 9 nodes.................... Permutation 1 : 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +Min max nodes: 38 nodes.................... Permutation 1 : 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +Max active nodes: 14 nodes.................... Permutation 36 : 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +Max max nodes: 49 nodes.................... Permutation 72 : 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +________________________________________________________________________________________________ + +16 permutations have 9 active nodes. + +........................... +Average time: 3.1525e-04s + +32 permutations have 10 active nodes. + +........................... +Average time: 3.1973e-04s + +40 permutations have 11 active nodes. + +........................... +Average time: 3.2253e-04s + +8 permutations have 12 active nodes. + +........................... +Average time: 3.1370e-04s + +16 permutations have 13 active nodes. + +........................... +Average time: 3.3032e-04s + +8 permutations have 14 active nodes. + +........................... +Average time: 3.5176e-04s + +________________________________________________________________________________________________ + +2 permutations have 38 max nodes. + +........................... +Average time: 3.2984e-04s + +4 permutations have 39 max nodes. + +........................... +Average time: 3.0685e-04s + +10 permutations have 40 max nodes. + +........................... +Average time: 3.1626e-04s + +16 permutations have 41 max nodes. + +........................... +Average time: 3.1997e-04s + +24 permutations have 42 max nodes. + +........................... +Average time: 3.0922e-04s + +26 permutations have 43 max nodes. + +........................... +Average time: 3.2340e-04s + +14 permutations have 44 max nodes. + +........................... +Average time: 3.3842e-04s + +12 permutations have 45 max nodes. + +........................... +Average time: 3.3839e-04s + +4 permutations have 46 max nodes. + +........................... +Average time: 3.1814e-04s + +4 permutations have 47 max nodes. + +........................... +Average time: 3.3432e-04s + +2 permutations have 48 max nodes. + +........................... +Average time: 3.4918e-04s + +2 permutations have 49 max nodes. + +........................... +Average time: 3.3996e-04s + +________________________________________________________________________________________________ + +execution time of: 2.7108e-04s: Index: 10 | Max_nodes: 41 | Active_nodes: 10 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +execution time of: 2.7267e-04s: Index: 32 | Max_nodes: 42 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +execution time of: 2.7362e-04s: Index: 28 | Max_nodes: 43 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +execution time of: 2.7599e-04s: Index: 26 | Max_nodes: 43 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +execution time of: 2.8557e-04s: Index: 6 | Max_nodes: 40 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +execution time of: 2.8646e-04s: Index: 58 | Max_nodes: 42 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +execution time of: 2.8661e-04s: Index: 38 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +execution time of: 2.8695e-04s: Index: 35 | Max_nodes: 41 | Active_nodes: 12 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +execution time of: 2.8729e-04s: Index: 14 | Max_nodes: 42 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +execution time of: 2.8831e-04s: Index: 24 | Max_nodes: 42 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +execution time of: 2.8902e-04s: Index: 0 | Max_nodes: 39 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +execution time of: 2.9052e-04s: Index: 34 | Max_nodes: 42 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +execution time of: 2.9135e-04s: Index: 3 | Max_nodes: 38 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +execution time of: 2.9154e-04s: Index: 16 | Max_nodes: 42 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +execution time of: 2.9256e-04s: Index: 7 | Max_nodes: 39 | Active_nodes: 10 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +execution time of: 2.9368e-04s: Index: 30 | Max_nodes: 42 | Active_nodes: 12 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +execution time of: 2.9407e-04s: Index: 20 | Max_nodes: 42 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +execution time of: 2.9505e-04s: Index: 56 | Max_nodes: 42 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +execution time of: 2.9539e-04s: Index: 29 | Max_nodes: 42 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +execution time of: 2.9693e-04s: Index: 33 | Max_nodes: 40 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +execution time of: 2.9747e-04s: Index: 13 | Max_nodes: 39 | Active_nodes: 10 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +execution time of: 2.9825e-04s: Index: 44 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +execution time of: 2.9859e-04s: Index: 11 | Max_nodes: 41 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +execution time of: 2.9869e-04s: Index: 62 | Max_nodes: 42 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +execution time of: 2.9966e-04s: Index: 40 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +execution time of: 3.0146e-04s: Index: 52 | Max_nodes: 44 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +execution time of: 3.0159e-04s: Index: 9 | Max_nodes: 40 | Active_nodes: 10 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +execution time of: 3.0170e-04s: Index: 37 | Max_nodes: 41 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +execution time of: 3.0208e-04s: Index: 23 | Max_nodes: 43 | Active_nodes: 13 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +execution time of: 3.0327e-04s: Index: 50 | Max_nodes: 44 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +execution time of: 3.0352e-04s: Index: 12 | Max_nodes: 42 | Active_nodes: 13 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +execution time of: 3.0373e-04s: Index: 17 | Max_nodes: 43 | Active_nodes: 13 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +execution time of: 3.0481e-04s: Index: 59 | Max_nodes: 42 | Active_nodes: 12 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +execution time of: 3.0577e-04s: Index: 27 | Max_nodes: 41 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +execution time of: 3.0665e-04s: Index: 53 | Max_nodes: 45 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +execution time of: 3.0763e-04s: Index: 41 | Max_nodes: 43 | Active_nodes: 14 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +execution time of: 3.0792e-04s: Index: 21 | Max_nodes: 41 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +execution time of: 3.0948e-04s: Index: 22 | Max_nodes: 42 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +execution time of: 3.0995e-04s: Index: 92 | Max_nodes: 40 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +execution time of: 3.1008e-04s: Index: 55 | Max_nodes: 45 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +execution time of: 3.1044e-04s: Index: 49 | Max_nodes: 46 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +execution time of: 3.1077e-04s: Index: 60 | Max_nodes: 43 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +execution time of: 3.1083e-04s: Index: 19 | Max_nodes: 40 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +execution time of: 3.1150e-04s: Index: 61 | Max_nodes: 44 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +execution time of: 3.1179e-04s: Index: 43 | Max_nodes: 42 | Active_nodes: 12 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +execution time of: 3.1191e-04s: Index: 73 | Max_nodes: 46 | Active_nodes: 10 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +execution time of: 3.1262e-04s: Index: 25 | Max_nodes: 41 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +execution time of: 3.1314e-04s: Index: 54 | Max_nodes: 46 | Active_nodes: 12 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +execution time of: 3.1332e-04s: Index: 31 | Max_nodes: 41 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +execution time of: 3.1347e-04s: Index: 67 | Max_nodes: 45 | Active_nodes: 10 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +execution time of: 3.1348e-04s: Index: 110 | Max_nodes: 42 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +execution time of: 3.1383e-04s: Index: 15 | Max_nodes: 40 | Active_nodes: 10 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +execution time of: 3.1627e-04s: Index: 46 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +execution time of: 3.1742e-04s: Index: 116 | Max_nodes: 40 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +execution time of: 3.1766e-04s: Index: 48 | Max_nodes: 47 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +execution time of: 3.2012e-04s: Index: 63 | Max_nodes: 42 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +execution time of: 3.2087e-04s: Index: 64 | Max_nodes: 44 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +execution time of: 3.2124e-04s: Index: 57 | Max_nodes: 41 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +execution time of: 3.2168e-04s: Index: 45 | Max_nodes: 41 | Active_nodes: 12 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +execution time of: 3.2208e-04s: Index: 18 | Max_nodes: 42 | Active_nodes: 13 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +execution time of: 3.2216e-04s: Index: 42 | Max_nodes: 44 | Active_nodes: 14 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +execution time of: 3.2237e-04s: Index: 85 | Max_nodes: 44 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +execution time of: 3.2265e-04s: Index: 81 | Max_nodes: 41 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +execution time of: 3.2285e-04s: Index: 66 | Max_nodes: 43 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +execution time of: 3.2473e-04s: Index: 112 | Max_nodes: 44 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +execution time of: 3.2503e-04s: Index: 39 | Max_nodes: 40 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +execution time of: 3.2612e-04s: Index: 77 | Max_nodes: 47 | Active_nodes: 13 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +execution time of: 3.2638e-04s: Index: 75 | Max_nodes: 44 | Active_nodes: 10 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +execution time of: 3.2716e-04s: Index: 84 | Max_nodes: 43 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +execution time of: 3.2719e-04s: Index: 106 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +execution time of: 3.2742e-04s: Index: 83 | Max_nodes: 44 | Active_nodes: 14 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +execution time of: 3.2773e-04s: Index: 95 | Max_nodes: 41 | Active_nodes: 11 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +execution time of: 3.2798e-04s: Index: 68 | Max_nodes: 42 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +execution time of: 3.2904e-04s: Index: 51 | Max_nodes: 44 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +execution time of: 3.2948e-04s: Index: 69 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +execution time of: 3.2968e-04s: Index: 80 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +execution time of: 3.3078e-04s: Index: 87 | Max_nodes: 42 | 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p: (3.9270e-01) +661:...|...|...|...|...|...p p: (3.9270e-01) +662:...|...|...|...x...|...c +663:...|...|...|...p...|...| p: (-3.9270e-01) +664:...|...|...|...x...|...c +665:...|...|...|...c...x...| +666:...|...|...|...|...p...| p: (-3.9270e-01) +667:...|...|...|...|...x...c +668:...|...|...|...|...p...| p: (3.9270e-01) +669:...|...|...|...c...x...| +670:...|...|...|...|...p...| p: (-3.9270e-01) +671:...|...|...|...|...x...c +672:...|...|...x...|...c...| +673:...|...|...p...|...|...| p: (-3.9270e-01) +674:...|...|...x...c...|...| +675:...|...|...p...|...|...| p: (3.9270e-01) +676:...|...|...x...|...c...| +677:...|...|...p...|...|...| p: (-3.9270e-01) +678:...|...|...x...|...|...c +679:...|...|...p...|...|...| p: (3.9270e-01) +680:...|...|...x...|...c...| +681:...|...|...p...|...|...| p: (-3.9270e-01) +682:...|...|...x...c...|...| +683:...|...|...p...|...|...| p: (3.9270e-01) +684:...|...|...x...|...c...| +685:...|...|...p...|...|...| p: (-3.9270e-01) +686:...|...|...x...|...|...c 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+739:...|...h...|...|...|...| +740:...p...|...|...|...|...c p: (-1.9635e-01) +741:...|...|...|...|...c...x +742:...p...|...|...|...|...c p: (1.9635e-01) +743:...|...|...|...c...|...x +744:...p...|...|...|...|...c p: (-1.9635e-01) +745:...|...|...|...|...c...x +746:...p...|...|...|...|...c p: (1.9635e-01) +747:...|...|...c...|...|...x +748:...p...|...|...|...|...c p: (-1.9635e-01) +749:...|...|...|...|...c...x +750:...p...|...|...|...|...c p: (1.9635e-01) +751:...|...|...|...c...|...x +752:...p...|...|...|...|...c p: (-1.9635e-01) +753:...|...|...|...|...c...x +754:...|...s...|...|...c...| +755:...|...|...|...|..u2...| p: (7.8540e-01) (-3.1416e+00) +756:...|...|...|...c...x...| +757:...|...|...|...|..u2...| p: (0.0000e+00) (2.3562e+00) +758:...p...|...|...|...|...c p: (1.9635e-01) +759:...h...|...|...|...|...| +760:...|...|...|...|...x...c +761:...|...|...|...|...t...| +762:...|...|...c...|...x...| +763:...|...|...|...|.tdg...| +764:...|...|...|...|...x...c +765:...|...|...|...|...t...| +766:...|...|...c...|...x...| +767:...|...|...|...|..u2...| p: (7.8540e-01) (2.3562e+00) +768:...|...|...|...c...x...| +769:...|...|...|...|..u2...| p: (0.0000e+00) (2.3562e+00) +770:...|.sdg...|...|...c...| +771:...|...|...|...|..u2...| p: (7.8540e-01) (-3.1416e+00) +772:...|...|...|...c...x...| +773:...|...|...|...|..u2...| p: (7.8540e-01) (2.3562e+00) +774:...|...|...c...|...x...| +775:...|...|...|...|.tdg...| +776:...|...|...|...|...x...c +777:...|...|...|...|...t...| +778:...|...|...c...|...x...| +779:...|...|...|...|.tdg...| +780:...|...|...|...|...x...c +781:...|...|...|...|..u2...| p: (7.8540e-01) (-3.1416e+00) +782:...|...|...|...c...x...| +783:...|...|...|...|..u2...| p: (3.9270e-01) (2.3562e+00) +784:...|...p...|...|...|...c p: (3.9270e-01) +785:...|...|...x...|...|...c +786:...|...p...c...|...|...| p: (-3.9270e-01) +787:...|...|...x...|...|...c +788:...|...p...c...|...|...| p: (3.9270e-01) +789:...|...|...c...x...|...| +790:...|...p...|...c...|...| p: (-3.9270e-01) +791:...|...|...|...x...|...c +792:...|...p...|...c...|...| p: (3.9270e-01) +793:...|...|...c...x...|...| +794:...|...|..u2...|...|...| p: (3.9270e-01) (-3.1416e+00) +795:...|...p...|...c...|...| p: (-3.9270e-01) +796:...|...|...|...x...|...c +797:...|...p...|...c...|...| p: (3.9270e-01) +798:...|..ry...|...|...|...| p: (1.5708e+00) +799:...|...|...|...p...|...| p: (3.9270e-01) +800:...|...|...|...|...|...p p: (3.9270e-01) +801:...|...|...|...x...|...c +802:...|...|...|...p...|...| p: (-3.9270e-01) +803:...|...|...|...x...|...c +804:...|...|...|...c...x...| +805:...|...|...|...|...p...| p: (-3.9270e-01) +806:...|...|...|...|...x...c +807:...|...|...|...|...p...| p: (3.9270e-01) +808:...|...|...|...c...x...| +809:...|...|...|...|...p...| p: (-3.9270e-01) +810:...|...|...|...|...x...c +811:...|...|...x...|...c...| +812:...|...|...p...|...|...| p: (-3.9270e-01) +813:...|...|...x...c...|...| +814:...|...|...p...|...|...| p: (3.9270e-01) +815:...|...|...x...|...c...| +816:...|...|...p...|...|...| p: (-3.9270e-01) +817:...|...|...x...|...|...c +818:...|...|...p...|...|...| p: (3.9270e-01) +819:...|...|...x...|...c...| +820:...|...|...p...|...|...| p: (-3.9270e-01) +821:...|...|...x...c...|...| +822:...|...|...p...|...|...| p: (3.9270e-01) +823:...|...|...x...|...c...| +824:...|...|...p...|...|...| p: (-3.9270e-01) +825:...|...|...x...|...|...c +826:...|...|..ry...|...|...| p: (1.5708e+00) +827:...|...|...|...x...c...c +828:...|...|...|...x...|...| +829:...|...|...|...|...x...c +830:...|...|...|...|...x...| +831:...|...|...|...|...|...x +832:======================== +833:...0...|...|...|...|...| +834:...|...1...|...|...|...| +835:...|...|...2...|...|...| +836:...|...|...|...3...|...| +837:...|...|...|...|...4...| +838:...|...|...|...|...|...5 +..o:...0...1...2...3...4...5 +Total Permutations: 720 +Min time: 5.7451e-04s................. Permutation 25 : 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +Max time: 9.8333e-04s................. Permutation 671: 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +Min active nodes: 11 nodes.................... Permutation 1 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Min max nodes: 50 nodes.................... Permutation 1 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Max active nodes: 18 nodes.................... Permutation 156: 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| +Max max nodes: 74 nodes.................... Permutation 437: 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 1| +________________________________________________________________________________________________ + +48 permutations have 11 active nodes. + +........................... +Average time: 6.9898e-04s + +144 permutations have 12 active nodes. + +........................... +Average time: 7.0653e-04s + +156 permutations have 13 active nodes. + +........................... +Average time: 7.1932e-04s + +72 permutations have 14 active nodes. + +........................... +Average time: 7.1476e-04s + +144 permutations have 15 active nodes. + +........................... +Average time: 7.1693e-04s + +36 permutations have 16 active nodes. + +........................... +Average time: 7.1324e-04s + +72 permutations have 17 active nodes. + +........................... +Average time: 7.3361e-04s + +48 permutations have 18 active nodes. + +........................... +Average time: 7.2117e-04s + +________________________________________________________________________________________________ + +6 permutations have 50 max nodes. + +........................... +Average time: 5.8355e-04s + +6 permutations have 51 max nodes. + +........................... +Average time: 6.0476e-04s + +6 permutations have 52 max nodes. + +........................... +Average time: 6.1566e-04s + +26 permutations have 53 max nodes. + +........................... +Average time: 6.2774e-04s + +60 permutations have 54 max nodes. + +........................... +Average time: 6.7113e-04s + +38 permutations have 55 max nodes. + +........................... +Average time: 6.9550e-04s + +48 permutations have 56 max nodes. + +........................... +Average time: 6.8856e-04s + +56 permutations have 57 max nodes. + +........................... +Average time: 6.9326e-04s + +60 permutations have 58 max nodes. + +........................... +Average time: 6.9729e-04s + +44 permutations have 59 max nodes. + +........................... +Average time: 7.2163e-04s + +60 permutations have 60 max nodes. + +........................... +Average time: 6.8453e-04s + +38 permutations have 61 max nodes. + +........................... +Average time: 7.0489e-04s + +22 permutations have 62 max nodes. + +........................... +Average time: 6.8676e-04s + +24 permutations have 63 max nodes. + +........................... +Average time: 7.0861e-04s + +16 permutations have 64 max nodes. + +........................... +Average time: 7.4617e-04s + +20 permutations have 65 max nodes. + +........................... +Average time: 7.7292e-04s + +34 permutations have 66 max nodes. + +........................... +Average time: 7.4688e-04s + +28 permutations have 67 max nodes. + +........................... +Average time: 7.8056e-04s + +20 permutations have 68 max nodes. + +........................... +Average time: 7.6756e-04s + +26 permutations have 69 max nodes. + +........................... +Average time: 7.8331e-04s + +12 permutations have 70 max nodes. + +........................... +Average time: 7.8335e-04s + +18 permutations have 71 max nodes. + +........................... +Average time: 7.6005e-04s + +16 permutations have 72 max nodes. + +........................... +Average time: 7.9387e-04s + +12 permutations have 73 max nodes. + +........................... +Average time: 8.0478e-04s + +24 permutations have 74 max nodes. + +........................... +Average time: 8.4319e-04s + +________________________________________________________________________________________________ + +execution time of: 5.7451e-04s: Index: 25 | Max_nodes: 50 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +execution time of: 5.7560e-04s: Index: 121 | Max_nodes: 50 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +execution time of: 5.7774e-04s: Index: 126 | Max_nodes: 54 | Active_nodes: 13 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +execution time of: 5.7912e-04s: Index: 123 | Max_nodes: 50 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +execution time of: 5.7969e-04s: Index: 1 | Max_nodes: 50 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +execution time of: 5.8232e-04s: Index: 147 | Max_nodes: 53 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| +execution time of: 5.8348e-04s: Index: 127 | Max_nodes: 53 | Active_nodes: 12 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +execution time of: 5.8459e-04s: Index: 247 | Max_nodes: 55 | Active_nodes: 14 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| +execution time of: 5.8544e-04s: Index: 145 | Max_nodes: 53 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +execution time of: 5.8724e-04s: Index: 11 | Max_nodes: 54 | Active_nodes: 13 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +execution time of: 5.8905e-04s: Index: 245 | Max_nodes: 54 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +execution time of: 5.9127e-04s: Index: 131 | Max_nodes: 54 | Active_nodes: 13 | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +execution time of: 5.9190e-04s: Index: 243 | Max_nodes: 53 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +execution time of: 5.9215e-04s: Index: 5 | Max_nodes: 51 | Active_nodes: 12 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +execution time of: 5.9259e-04s: Index: 125 | Max_nodes: 51 | Active_nodes: 12 | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +execution time of: 5.9533e-04s: Index: 27 | Max_nodes: 50 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +execution time of: 5.9599e-04s: Index: 137 | Max_nodes: 56 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +execution time of: 5.9630e-04s: Index: 171 | Max_nodes: 57 | Active_nodes: 12 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| +execution time of: 5.9650e-04s: Index: 241 | Max_nodes: 53 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +execution time of: 5.9702e-04s: Index: 3 | Max_nodes: 50 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +execution time of: 5.9815e-04s: Index: 366 | Max_nodes: 60 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +execution time of: 5.9880e-04s: Index: 265 | Max_nodes: 56 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +execution time of: 5.9939e-04s: Index: 361 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +execution time of: 6.0095e-04s: Index: 124 | Max_nodes: 52 | Active_nodes: 13 | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +execution time of: 6.0107e-04s: Index: 240 | Max_nodes: 54 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +execution time of: 6.0128e-04s: Index: 169 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| +execution time of: 6.0132e-04s: Index: 149 | Max_nodes: 54 | Active_nodes: 12 | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| +execution time of: 6.0143e-04s: Index: 29 | Max_nodes: 51 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +execution time of: 6.0191e-04s: Index: 41 | Max_nodes: 60 | Active_nodes: 17 | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| +execution time of: 6.0267e-04s: Index: 246 | Max_nodes: 56 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +execution time of: 6.0376e-04s: Index: 135 | Max_nodes: 53 | Active_nodes: 12 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +execution time of: 6.0384e-04s: Index: 253 | Max_nodes: 55 | Active_nodes: 14 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| +execution time of: 6.0393e-04s: Index: 120 | Max_nodes: 51 | Active_nodes: 12 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +execution time of: 6.0460e-04s: Index: 385 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4| +execution time of: 6.0517e-04s: Index: 129 | Max_nodes: 53 | Active_nodes: 12 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +execution time of: 6.0533e-04s: Index: 395 | Max_nodes: 64 | Active_nodes: 16 | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| +execution time of: 6.0568e-04s: Index: 31 | Max_nodes: 55 | Active_nodes: 14 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| +execution time of: 6.0631e-04s: Index: 57 | Max_nodes: 58 | Active_nodes: 14 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| +execution time of: 6.0664e-04s: Index: 270 | Max_nodes: 58 | Active_nodes: 16 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| +execution time of: 6.0665e-04s: Index: 249 | Max_nodes: 57 | Active_nodes: 14 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +execution time of: 6.0683e-04s: Index: 133 | Max_nodes: 53 | Active_nodes: 12 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +execution time of: 6.0716e-04s: Index: 4 | Max_nodes: 52 | Active_nodes: 13 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +execution time of: 6.0765e-04s: Index: 144 | Max_nodes: 54 | Active_nodes: 12 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +execution time of: 6.0777e-04s: Index: 7 | Max_nodes: 53 | Active_nodes: 12 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +execution time of: 6.0974e-04s: Index: 148 | Max_nodes: 55 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| +execution time of: 6.0990e-04s: Index: 151 | Max_nodes: 57 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| +execution time of: 6.1064e-04s: Index: 271 | Max_nodes: 57 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| +execution time of: 6.1067e-04s: Index: 269 | Max_nodes: 57 | Active_nodes: 12 | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| +execution time of: 6.1115e-04s: Index: 2 | Max_nodes: 52 | Active_nodes: 13 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +execution time of: 6.1133e-04s: Index: 35 | Max_nodes: 58 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| +execution time of: 6.1166e-04s: Index: 242 | Max_nodes: 55 | Active_nodes: 13 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +execution time of: 6.1174e-04s: Index: 6 | Max_nodes: 54 | Active_nodes: 13 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +execution time of: 6.1238e-04s: Index: 146 | Max_nodes: 55 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| +execution time of: 6.1309e-04s: Index: 51 | Max_nodes: 54 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +execution time of: 6.1478e-04s: Index: 122 | Max_nodes: 52 | Active_nodes: 13 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +execution time of: 6.1561e-04s: Index: 205 | Max_nodes: 58 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| +execution time of: 6.1670e-04s: Index: 49 | Max_nodes: 57 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +execution time of: 6.1741e-04s: Index: 255 | Max_nodes: 57 | Active_nodes: 14 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +execution time of: 6.1887e-04s: Index: 0 | Max_nodes: 51 | Active_nodes: 12 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +execution time of: 6.1903e-04s: Index: 15 | Max_nodes: 53 | Active_nodes: 12 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +execution time of: 6.1905e-04s: Index: 175 | Max_nodes: 61 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| +execution time of: 6.1909e-04s: Index: 139 | Max_nodes: 54 | Active_nodes: 13 | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +execution time of: 6.1958e-04s: Index: 24 | Max_nodes: 51 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +execution time of: 6.2029e-04s: Index: 128 | Max_nodes: 53 | Active_nodes: 12 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +execution time of: 6.2056e-04s: Index: 17 | Max_nodes: 56 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +execution time of: 6.2059e-04s: Index: 75 | Max_nodes: 54 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| +execution time of: 6.2093e-04s: Index: 150 | Max_nodes: 58 | Active_nodes: 16 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| +execution time of: 6.2222e-04s: Index: 267 | Max_nodes: 56 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| +execution time of: 6.2262e-04s: Index: 143 | Max_nodes: 56 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +execution time of: 6.2263e-04s: Index: 266 | Max_nodes: 58 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| +execution time of: 6.2338e-04s: Index: 65 | Max_nodes: 61 | Active_nodes: 17 | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| +execution time of: 6.2349e-04s: Index: 21 | Max_nodes: 54 | Active_nodes: 13 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +execution time of: 6.2369e-04s: Index: 64 | Max_nodes: 57 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| +execution time of: 6.2372e-04s: Index: 141 | Max_nodes: 54 | Active_nodes: 13 | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +execution time of: 6.2408e-04s: Index: 367 | Max_nodes: 59 | Active_nodes: 14 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| +execution time of: 6.2454e-04s: Index: 283 | Max_nodes: 58 | Active_nodes: 16 | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| +execution time of: 6.2472e-04s: Index: 360 | Max_nodes: 61 | Active_nodes: 13 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +execution time of: 6.2474e-04s: Index: 28 | Max_nodes: 52 | Active_nodes: 13 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +execution time of: 6.2502e-04s: Index: 59 | Max_nodes: 59 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| +execution time of: 6.2503e-04s: Index: 483 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| +execution time of: 6.2528e-04s: Index: 388 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| +execution time of: 6.2533e-04s: Index: 281 | Max_nodes: 62 | Active_nodes: 18 | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| +execution time of: 6.2552e-04s: Index: 364 | Max_nodes: 56 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| +execution time of: 6.2648e-04s: Index: 389 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| +execution time of: 6.2652e-04s: Index: 10 | Max_nodes: 53 | Active_nodes: 12 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +execution time of: 6.2666e-04s: Index: 277 | Max_nodes: 57 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| +execution time of: 6.2702e-04s: Index: 53 | Max_nodes: 55 | Active_nodes: 13 | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +execution time of: 6.2703e-04s: Index: 33 | Max_nodes: 57 | Active_nodes: 14 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +execution time of: 6.2721e-04s: Index: 268 | Max_nodes: 58 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| +execution time of: 6.2751e-04s: Index: 63 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| +execution time of: 6.2759e-04s: Index: 79 | Max_nodes: 59 | Active_nodes: 14 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| +execution time of: 6.2769e-04s: Index: 9 | Max_nodes: 53 | Active_nodes: 12 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +execution time of: 6.2789e-04s: Index: 48 | Max_nodes: 58 | Active_nodes: 13 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +execution time of: 6.2920e-04s: Index: 375 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| +execution time of: 6.2939e-04s: Index: 261 | Max_nodes: 58 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| +execution time of: 6.2939e-04s: Index: 481 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 3| +execution time of: 6.2982e-04s: Index: 183 | Max_nodes: 60 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| +execution time of: 6.3058e-04s: Index: 47 | Max_nodes: 60 | Active_nodes: 17 | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| +execution time of: 6.3061e-04s: Index: 37 | Max_nodes: 55 | Active_nodes: 14 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| +execution time of: 6.3183e-04s: Index: 363 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +execution time of: 6.3193e-04s: Index: 373 | Max_nodes: 57 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 2| +execution time of: 6.3211e-04s: Index: 285 | Max_nodes: 60 | Active_nodes: 16 | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| +execution time of: 6.3224e-04s: Index: 54 | Max_nodes: 60 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +execution time of: 6.3316e-04s: Index: 18 | Max_nodes: 56 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +execution time of: 6.3340e-04s: Index: 168 | Max_nodes: 61 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| +execution time of: 6.3373e-04s: Index: 259 | Max_nodes: 56 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| +execution time of: 6.3383e-04s: Index: 159 | Max_nodes: 59 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| +execution time of: 6.3425e-04s: Index: 130 | Max_nodes: 53 | Active_nodes: 12 | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +execution time of: 6.3458e-04s: Index: 393 | Max_nodes: 63 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| +execution time of: 6.3480e-04s: Index: 161 | Max_nodes: 62 | Active_nodes: 18 | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| +execution time of: 6.3483e-04s: Index: 258 | Max_nodes: 58 | Active_nodes: 17 | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| +execution time of: 6.3516e-04s: Index: 26 | Max_nodes: 52 | Active_nodes: 13 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +execution time of: 6.3564e-04s: Index: 13 | Max_nodes: 53 | Active_nodes: 12 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +execution time of: 6.3578e-04s: Index: 251 | Max_nodes: 58 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| +execution time of: 6.3595e-04s: Index: 155 | Max_nodes: 60 | Active_nodes: 16 | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| +execution time of: 6.3679e-04s: Index: 76 | Max_nodes: 54 | Active_nodes: 13 | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| +execution time of: 6.3700e-04s: Index: 157 | Max_nodes: 57 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| +execution time of: 6.3722e-04s: Index: 12 | Max_nodes: 56 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +execution time of: 6.3747e-04s: Index: 173 | Max_nodes: 58 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| +execution time of: 6.3819e-04s: Index: 399 | Max_nodes: 61 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| +execution time of: 6.3843e-04s: Index: 34 | Max_nodes: 53 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| +execution time of: 6.3851e-04s: Index: 8 | Max_nodes: 53 | Active_nodes: 12 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +execution time of: 6.3867e-04s: Index: 73 | Max_nodes: 57 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| +execution time of: 6.3875e-04s: Index: 250 | Max_nodes: 53 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| +execution time of: 6.3885e-04s: Index: 32 | Max_nodes: 53 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +execution time of: 6.3906e-04s: Index: 295 | Max_nodes: 65 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 4| +execution time of: 6.3921e-04s: Index: 52 | Max_nodes: 53 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| +execution time of: 6.3921e-04s: Index: 45 | Max_nodes: 58 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| +execution time of: 6.3936e-04s: Index: 185 | Max_nodes: 63 | Active_nodes: 18 | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| +execution time of: 6.3964e-04s: Index: 179 | Max_nodes: 61 | Active_nodes: 16 | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| +execution time of: 6.3968e-04s: Index: 264 | Max_nodes: 57 | Active_nodes: 12 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +execution time of: 6.4027e-04s: Index: 55 | Max_nodes: 59 | Active_nodes: 14 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| 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8.3057e-04s: Index: 469 | Max_nodes: 74 | Active_nodes: 12 | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| +execution time of: 8.3155e-04s: Index: 665 | Max_nodes: 67 | Active_nodes: 17 | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| +execution time of: 8.3400e-04s: Index: 584 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +execution time of: 8.3421e-04s: Index: 578 | Max_nodes: 63 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| +execution time of: 8.3750e-04s: Index: 563 | Max_nodes: 73 | Active_nodes: 18 | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| +execution time of: 8.4058e-04s: Index: 664 | Max_nodes: 66 | Active_nodes: 15 | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| +execution time of: 8.4196e-04s: Index: 443 | Max_nodes: 73 | Active_nodes: 18 | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| +execution time of: 8.4217e-04s: Index: 715 | Max_nodes: 74 | Active_nodes: 12 | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +execution time of: 8.4288e-04s: Index: 677 | Max_nodes: 74 | Active_nodes: 17 | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| +execution time of: 8.4297e-04s: Index: 679 | Max_nodes: 66 | Active_nodes: 14 | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| +execution time of: 8.4479e-04s: Index: 457 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| +execution time of: 8.4816e-04s: Index: 692 | Max_nodes: 58 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +execution time of: 8.4910e-04s: Index: 717 | Max_nodes: 74 | Active_nodes: 12 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +execution time of: 8.4920e-04s: Index: 676 | Max_nodes: 69 | Active_nodes: 15 | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| +execution time of: 8.5049e-04s: Index: 693 | Max_nodes: 74 | Active_nodes: 12 | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +execution time of: 8.5372e-04s: Index: 700 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 2| +execution time of: 8.5619e-04s: Index: 586 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| +execution time of: 8.5781e-04s: Index: 703 | Max_nodes: 66 | Active_nodes: 14 | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| +execution time of: 8.5931e-04s: Index: 690 | Max_nodes: 59 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| +execution time of: 8.6067e-04s: Index: 695 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +execution time of: 8.6117e-04s: Index: 673 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| +execution time of: 8.6142e-04s: Index: 570 | Max_nodes: 59 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| +execution time of: 8.6421e-04s: Index: 569 | Max_nodes: 73 | Active_nodes: 17 | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| +execution time of: 8.6459e-04s: Index: 697 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| +execution time of: 8.6542e-04s: Index: 704 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +execution time of: 8.6547e-04s: Index: 678 | Max_nodes: 66 | Active_nodes: 18 | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| +execution time of: 8.6732e-04s: Index: 694 | Max_nodes: 68 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +execution time of: 8.6857e-04s: Index: 576 | Max_nodes: 65 | Active_nodes: 15 | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| +execution time of: 8.7424e-04s: Index: 698 | Max_nodes: 63 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| +execution time of: 8.7679e-04s: Index: 716 | Max_nodes: 58 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +execution time of: 8.7864e-04s: Index: 709 | Max_nodes: 74 | Active_nodes: 12 | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| +execution time of: 8.8191e-04s: Index: 719 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +execution time of: 8.8370e-04s: Index: 691 | Max_nodes: 74 | Active_nodes: 12 | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| +execution time of: 8.8456e-04s: Index: 587 | Max_nodes: 71 | Active_nodes: 16 | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +execution time of: 8.8765e-04s: Index: 581 | Max_nodes: 72 | Active_nodes: 15 | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| +execution time of: 8.8771e-04s: Index: 580 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 2| +execution time of: 8.8881e-04s: Index: 595 | Max_nodes: 74 | Active_nodes: 12 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +execution time of: 8.8920e-04s: Index: 591 | Max_nodes: 74 | Active_nodes: 12 | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| +execution time of: 8.8998e-04s: Index: 699 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| +execution time of: 8.9227e-04s: Index: 596 | Max_nodes: 58 | Active_nodes: 11 | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +execution time of: 8.9230e-04s: Index: 688 | Max_nodes: 72 | Active_nodes: 15 | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| +execution time of: 8.9444e-04s: Index: 328 | Max_nodes: 67 | Active_nodes: 15 | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| +execution time of: 8.9556e-04s: Index: 696 | Max_nodes: 65 | Active_nodes: 15 | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 3| +execution time of: 8.9668e-04s: Index: 672 | Max_nodes: 67 | Active_nodes: 17 | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| +execution time of: 8.9949e-04s: Index: 686 | Max_nodes: 58 | Active_nodes: 15 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +execution time of: 8.9989e-04s: Index: 702 | Max_nodes: 64 | Active_nodes: 16 | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| +execution time of: 9.0251e-04s: Index: 582 | Max_nodes: 64 | Active_nodes: 16 | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3| +execution time of: 9.0433e-04s: Index: 701 | Max_nodes: 72 | Active_nodes: 15 | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| +execution time of: 9.0491e-04s: Index: 710 | Max_nodes: 56 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +execution time of: 9.0543e-04s: Index: 707 | Max_nodes: 71 | Active_nodes: 16 | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +execution time of: 9.0572e-04s: Index: 711 | Max_nodes: 74 | Active_nodes: 12 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| +execution time of: 9.0875e-04s: Index: 571 | Max_nodes: 74 | Active_nodes: 12 | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| +execution time of: 9.1118e-04s: Index: 708 | Max_nodes: 57 | Active_nodes: 15 | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| +execution time of: 9.1214e-04s: Index: 585 | Max_nodes: 69 | Active_nodes: 14 | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +execution time of: 9.1222e-04s: Index: 577 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| +execution time of: 9.1257e-04s: Index: 713 | Max_nodes: 71 | Active_nodes: 15 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +execution time of: 9.1467e-04s: Index: 329 | Max_nodes: 68 | Active_nodes: 17 | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| +execution time of: 9.1553e-04s: Index: 593 | Max_nodes: 71 | Active_nodes: 15 | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +execution time of: 9.1920e-04s: Index: 718 | Max_nodes: 68 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +execution time of: 9.1951e-04s: Index: 706 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| +execution time of: 9.2049e-04s: Index: 714 | Max_nodes: 59 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +execution time of: 9.2371e-04s: Index: 684 | Max_nodes: 59 | Active_nodes: 17 | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| +execution time of: 9.2507e-04s: Index: 712 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +execution time of: 9.3145e-04s: Index: 588 | Max_nodes: 57 | Active_nodes: 15 | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| +execution time of: 9.3352e-04s: Index: 590 | Max_nodes: 56 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +execution time of: 9.3368e-04s: Index: 598 | Max_nodes: 68 | Active_nodes: 11 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +execution time of: 9.3778e-04s: Index: 670 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| +execution time of: 9.4220e-04s: Index: 594 | Max_nodes: 59 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +execution time of: 9.4665e-04s: Index: 592 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +execution time of: 9.5236e-04s: Index: 599 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +execution time of: 9.5309e-04s: Index: 597 | Max_nodes: 74 | Active_nodes: 12 | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +execution time of: 9.5932e-04s: Index: 579 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1| +execution time of: 9.6040e-04s: Index: 583 | Max_nodes: 66 | Active_nodes: 14 | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| +execution time of: 9.6924e-04s: Index: 589 | Max_nodes: 74 | Active_nodes: 12 | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| +execution time of: 9.8333e-04s: Index: 671 | Max_nodes: 65 | Active_nodes: 15 | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/qwalk-noancilla_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/qwalk-noancilla_indep_qiskit_controls.txt new file mode 100644 index 00000000..1908614d --- /dev/null +++ b/test/BenchmarkQuasm/results/qwalk-noancilla_indep_qiskit_controls.txt @@ -0,0 +1,3197 @@ +Start Simulation of qwalk-noancilla_indep_qiskit_3__________________________________________________ + + i: 0 1 2 + 1: | | h + 2: x c c + 3: | x c + 4: | x | + 5: | | x + 6: x c c + 7: | x c + 8: | x | + 9: | | u2 p: (-3.14159) (-3.14159) +10: x c c +11: | x c +12: | x | +13: | | x +14: x c c +15: | x c +16: | x | +17: | | u2 p: (-3.14159) (-3.14159) +18: x c c +19: | x c +20: | x | +21: | | x +22: x c c +23: | x c +24: | x | +25: | | x +26:============ +27: 0 | | +28: | 1 | +29: | | 2 + o: 0 1 2 +Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | +Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Identity Duration: 9.2025e-06s............................. +Permuted Duration: 9.1800e-06s............................. +Identity active_nodes: 3 ...................................... +Permuted active_nodes: 3 ...................................... +Identity max_nodes: 12 ...................................... +Permuted max_nodes: 12 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qwalk-noancilla_indep_qiskit_4__________________________________________________ + 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+1595:...0...|...|...|...|...|...| +1596:...|...1...|...|...|...|...| +1597:...|...|...2...|...|...|...| +1598:...|...|...|...3...|...|...| +1599:...|...|...|...|...4...|...| +1600:...|...|...|...|...|...5...| +1601:...|...|...|...|...|...|...6 +...o:...0...1...2...3...4...5...6 +Q: 0 w: 1 | Q: 1 w: 4 | Q: 2 w: 6 | Q: 3 w: 10 | Q: 4 w: 13 | Q: 5 w: 15 | Q: 6 w: 16 | +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Identity Duration: 1.5478e-03s............................. +Permuted Duration: 1.5394e-03s............................. +Identity active_nodes: 14 ...................................... +Permuted active_nodes: 14 ...................................... +Identity max_nodes: 61 ...................................... +Permuted max_nodes: 61 ...................................... +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/qwalk-noancilla_indep_qiskit_gates.txt b/test/BenchmarkQuasm/results/qwalk-noancilla_indep_qiskit_gates.txt new file mode 100644 index 00000000..2b9141a6 --- /dev/null +++ b/test/BenchmarkQuasm/results/qwalk-noancilla_indep_qiskit_gates.txt @@ -0,0 +1,3192 @@ +Start Simulation of qwalk-noancilla_indep_qiskit_3__________________________________________________ + + i: 0 1 2 + 1: | | h + 2: x c c + 3: | x c + 4: | x | + 5: | | x + 6: x c c + 7: | x c + 8: | x | + 9: | | u2 p: (-3.14159) (-3.14159) +10: x c c +11: | x c +12: | x | +13: | | x +14: x c c +15: | x c +16: | x | +17: | | u2 p: (-3.14159) (-3.14159) +18: x c c +19: | x c +20: | x | +21: | | x +22: x c c +23: | x c +24: | x | +25: | | x +26:============ +27: 0 | | +28: | 1 | +29: | | 2 + o: 0 1 2 +Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Identity Duration: 9.1725e-06s............................. +Permuted Duration: 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+824:...|...|...p...|...|...| p: (-3.9270e-01) +825:...|...|...x...|...|...c +826:...|...|..ry...|...|...| p: (1.5708e+00) +827:...|...|...|...x...c...c +828:...|...|...|...x...|...| +829:...|...|...|...|...x...c +830:...|...|...|...|...x...| +831:...|...|...|...|...|...x +832:======================== +833:...0...|...|...|...|...| +834:...|...1...|...|...|...| +835:...|...|...2...|...|...| +836:...|...|...|...3...|...| +837:...|...|...|...|...4...| +838:...|...|...|...|...|...5 +..o:...0...1...2...3...4...5 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Identity Duration: 5.9564e-04s............................. +Permuted Duration: 6.0074e-04s............................. +Identity active_nodes: 12 ...................................... +Permuted active_nodes: 12 ...................................... +Identity max_nodes: 51 ...................................... +Permuted max_nodes: 51 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(-1.9635e-01) +1476:...|...|...x...|...|...c...| +1477:...|...p...c...|...|...|...| p: (1.9635e-01) +1478:...|...|...x...|...c...|...| +1479:...|...p...c...|...|...|...| p: (-1.9635e-01) +1480:...|...|...x...|...|...c...| +1481:...|...p...c...|...|...|...| p: (1.9635e-01) +1482:...p...|...|...|...|...|...c p: (9.8175e-02) +1483:...h...|...|...|...|...|...| +1484:...|...|...c...|...|...|...x +1485:...|...p...|...|...|...|...c p: (-1.9635e-01) +1486:...|...|...|...|...|...c...x +1487:...|...p...|...|...|...|...c p: (1.9635e-01) +1488:...|...|...|...|...c...|...x +1489:...|...p...|...|...|...|...c p: (-1.9635e-01) +1490:...|...|...|...|...|...c...x +1491:...|...p...|...|...|...|...c p: (1.9635e-01) +1492:...|...|...|...c...|...|...x +1493:...|...p...|...|...|...|...c p: (-1.9635e-01) +1494:...|...|...|...|...|...c...x +1495:...|...p...|...|...|...|...c p: (1.9635e-01) +1496:...|...|...|...|...c...|...x +1497:...|...p...|...|...|...|...c p: (-1.9635e-01) +1498:...|...|...|...|...|...c...x +1499:...|...p...|...|...|...|...c p: (1.9635e-01) +1500:...|...|...c...|...|...|...x +1501:...|...|...h...|...|...|...| +1502:...|...p...|...|...|...|...c p: (-1.9635e-01) +1503:...|...|...|...|...|...c...x +1504:...|...p...|...|...|...|...c p: (1.9635e-01) +1505:...|...|...|...|...c...|...x +1506:...|...p...|...|...|...|...c p: (-1.9635e-01) +1507:...|...|...|...|...|...c...x +1508:...|...p...|...|...|...|...c p: (1.9635e-01) +1509:...|...|...|...c...|...|...x +1510:...|...p...|...|...|...|...c p: (-1.9635e-01) +1511:...|...|...|...|...|...c...x +1512:...|...p...|...|...|...|...c p: (1.9635e-01) +1513:...|...|...|...|...c...|...x +1514:...|...p...|...|...|...|...c p: (-1.9635e-01) +1515:...|...|...|...|...|...c...x +1516:...|...|...s...|...|...c...| +1517:...|...|...|...|...|..u2...| p: (7.8540e-01) (-3.1416e+00) +1518:...|...|...|...|...c...x...| +1519:...|...|...|...|...|..u2...| p: (0.0000e+00) (2.3562e+00) +1520:...|...p...|...|...|...|...c p: (1.9635e-01) +1521:...|..ry...|...|...|...|...| p: (1.5708e+00) +1522:...|...|...|...|...|...x...c +1523:...|...|...|...|...|...t...| +1524:...|...|...|...c...|...x...| +1525:...|...|...|...|...|.tdg...| +1526:...|...|...|...|...|...x...c +1527:...|...|...|...|...|...t...| +1528:...|...|...|...c...|...x...| +1529:...|...|...|...|...|..u2...| p: (7.8540e-01) (2.3562e+00) +1530:...|...|...|...|...c...x...| +1531:...|...|...|...|...|..u2...| p: (0.0000e+00) (2.3562e+00) +1532:...|...|.sdg...|...|...c...| +1533:...|...|...|...|...|..u2...| p: (7.8540e-01) (-3.1416e+00) +1534:...|...|...|...|...c...x...| +1535:...|...|...|...|...|..u2...| p: (7.8540e-01) (2.3562e+00) +1536:...|...|...|...c...|...x...| +1537:...|...|...|...|...|.tdg...| +1538:...|...|...|...|...|...x...c +1539:...|...|...|...|...|...t...| +1540:...|...|...|...c...|...x...| +1541:...|...|...|...|...|.tdg...| +1542:...|...|...|...|...|...x...c +1543:...|...|...|...|...|..u2...| p: (7.8540e-01) (-3.1416e+00) +1544:...|...|...|...|...c...x...| +1545:...|...|...|...|...|..u2...| p: (3.9270e-01) (2.3562e+00) +1546:...|...|...p...|...|...|...c p: (3.9270e-01) +1547:...|...|...|...x...|...|...c +1548:...|...|...p...c...|...|...| p: (-3.9270e-01) +1549:...|...|...|...x...|...|...c +1550:...|...|...p...c...|...|...| p: (3.9270e-01) +1551:...|...|...|...c...x...|...| +1552:...|...|...p...|...c...|...| p: (-3.9270e-01) +1553:...|...|...|...|...x...|...c +1554:...|...|...p...|...c...|...| p: (3.9270e-01) +1555:...|...|...|...c...x...|...| +1556:...|...|...|..u2...|...|...| p: (3.9270e-01) (-3.1416e+00) +1557:...|...|...p...|...c...|...| p: (-3.9270e-01) +1558:...|...|...|...|...x...|...c +1559:...|...|...p...|...c...|...| p: (3.9270e-01) +1560:...|...|..ry...|...|...|...| p: (1.5708e+00) +1561:...|...|...|...|...p...|...| p: (3.9270e-01) +1562:...|...|...|...|...|...|...p p: (3.9270e-01) +1563:...|...|...|...|...x...|...c +1564:...|...|...|...|...p...|...| p: (-3.9270e-01) +1565:...|...|...|...|...x...|...c +1566:...|...|...|...|...c...x...| +1567:...|...|...|...|...|...p...| p: (-3.9270e-01) +1568:...|...|...|...|...|...x...c +1569:...|...|...|...|...|...p...| p: (3.9270e-01) +1570:...|...|...|...|...c...x...| +1571:...|...|...|...|...|...p...| p: (-3.9270e-01) +1572:...|...|...|...|...|...x...c +1573:...|...|...|...x...|...c...| +1574:...|...|...|...p...|...|...| p: (-3.9270e-01) +1575:...|...|...|...x...c...|...| +1576:...|...|...|...p...|...|...| p: (3.9270e-01) +1577:...|...|...|...x...|...c...| +1578:...|...|...|...p...|...|...| p: (-3.9270e-01) +1579:...|...|...|...x...|...|...c +1580:...|...|...|...p...|...|...| p: (3.9270e-01) +1581:...|...|...|...x...|...c...| +1582:...|...|...|...p...|...|...| p: (-3.9270e-01) +1583:...|...|...|...x...c...|...| +1584:...|...|...|...p...|...|...| p: (3.9270e-01) +1585:...|...|...|...x...|...c...| +1586:...|...|...|...p...|...|...| p: (-3.9270e-01) +1587:...|...|...|...x...|...|...c +1588:...|...|...|..ry...|...|...| p: (1.5708e+00) +1589:...|...|...|...|...x...c...c +1590:...|...|...|...|...x...|...| +1591:...|...|...|...|...|...x...c +1592:...|...|...|...|...|...x...| +1593:...|...|...|...|...|...|...x +1594:============================ +1595:...0...|...|...|...|...|...| +1596:...|...1...|...|...|...|...| +1597:...|...|...2...|...|...|...| +1598:...|...|...|...3...|...|...| +1599:...|...|...|...|...4...|...| +1600:...|...|...|...|...|...5...| +1601:...|...|...|...|...|...|...6 +...o:...0...1...2...3...4...5...6 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Identity Duration: 1.4964e-03s............................. +Permuted Duration: 1.5119e-03s............................. +Identity active_nodes: 14 ...................................... +Permuted active_nodes: 14 ...................................... +Identity max_nodes: 61 ...................................... +Permuted max_nodes: 61 ...................................... +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/qwalk-v-chain_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/qwalk-v-chain_indep_qiskit_all.txt new file mode 100644 index 00000000..5b95d1e0 --- /dev/null +++ b/test/BenchmarkQuasm/results/qwalk-v-chain_indep_qiskit_all.txt @@ -0,0 +1,916 @@ +Start Simulation of qwalk-v-chain_indep_qiskit_3__________________________________________________ + + i: 0 1 2 + 1: | | h + 2: x c c + 3: | x c + 4: | x | + 5: | | x + 6: x c c + 7: | x c + 8: | x | + 9: | | u2 p: (-3.14159) (-3.14159) +10: x c c +11: | x c +12: | x | +13: | | x +14: x c c +15: | x c +16: | x | +17: | | u2 p: (-3.14159) (-3.14159) +18: x c c +19: | x c +20: | x | +21: | | x +22: x c c +23: | x c +24: | x | +25: | | x +26:============ +27: 0 | | +28: | 1 | +29: | | 2 + o: 0 1 2 +Total Permutations: 6 +Min time: 9.3778e-06s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max time: 1.4583e-05s................. Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| +Min active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Min max nodes: 10 nodes.................... Permutation 2 : 0 -> 1|1 -> 0|2 -> 2| +Max active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max max nodes: 12 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +________________________________________________________________________________________________ + +6 permutations have 3 active nodes. + +........................... +Average time: 1.1901e-05s + +________________________________________________________________________________________________ + +2 permutations have 10 max nodes. + +........................... +Average time: 1.1802e-05s + +4 permutations have 12 max nodes. + +........................... +Average time: 1.1950e-05s + +________________________________________________________________________________________________ + +execution time of: 9.3778e-06s: Index: 0 | Max_nodes: 12 | Active_nodes: 3 | 0 -> 0|1 -> 1|2 -> 2| +execution time of: 1.0980e-05s: Index: 2 | Max_nodes: 10 | Active_nodes: 3 | 0 -> 1|1 -> 0|2 -> 2| +execution time of: 1.1023e-05s: Index: 1 | Max_nodes: 12 | Active_nodes: 3 | 0 -> 0|1 -> 2|2 -> 1| +execution time of: 1.2623e-05s: Index: 4 | Max_nodes: 10 | Active_nodes: 3 | 0 -> 2|1 -> 0|2 -> 1| +execution time of: 1.2818e-05s: Index: 3 | Max_nodes: 12 | Active_nodes: 3 | 0 -> 1|1 -> 2|2 -> 0| +execution time of: 1.4583e-05s: Index: 5 | Max_nodes: 12 | Active_nodes: 3 | 0 -> 2|1 -> 1|2 -> 0| +________________________________________________________________________________________________ + +Start Simulation of qwalk-v-chain_indep_qiskit_4__________________________________________________ + +.i:...0...1...2 +.1:...|...|...h +.2:...x...c...c +.3:...|...x...c +.4:...|...x...| +.5:...|...|...x +.6:...x...c...c +.7:...|...x...c +.8:...|...x...| +.9:...|...|..u2 p: (-3.1416e+00) (-3.1416e+00) +10:...x...c...c +11:...|...x...c +12:...|...x...| +13:...|...|...x +14:...x...c...c +15:...|...x...c +16:...|...x...| +17:...|...|..u2 p: (-3.1416e+00) (-3.1416e+00) +18:...x...c...c +19:...|...x...c +20:...|...x...| +21:...|...|...x +22:...x...c...c +23:...|...x...c +24:...|...x...| +25:...|...|...x +26:============ +27:...0...|...| +28:...|...1...| +29:...|...|...2 +.o:...0...1...2 +Total Permutations: 6 +Min time: 9.4325e-06s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max time: 1.4525e-05s................. Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| +Min active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Min max nodes: 10 nodes.................... Permutation 2 : 0 -> 1|1 -> 0|2 -> 2| +Max active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max max nodes: 12 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +________________________________________________________________________________________________ + +6 permutations have 3 active nodes. + +........................... +Average time: 1.1916e-05s + +________________________________________________________________________________________________ + +2 permutations have 10 max nodes. + +........................... +Average time: 1.1954e-05s + +4 permutations have 12 max nodes. + +........................... +Average time: 1.1898e-05s + +________________________________________________________________________________________________ + +execution time of: 9.4325e-06s: Index: 0 | Max_nodes: 12 | Active_nodes: 3 | 0 -> 0|1 -> 1|2 -> 2| +execution time of: 1.0965e-05s: Index: 1 | Max_nodes: 12 | Active_nodes: 3 | 0 -> 0|1 -> 2|2 -> 1| +execution time of: 1.1055e-05s: Index: 2 | Max_nodes: 10 | Active_nodes: 3 | 0 -> 1|1 -> 0|2 -> 2| +execution time of: 1.2668e-05s: Index: 3 | Max_nodes: 12 | Active_nodes: 3 | 0 -> 1|1 -> 2|2 -> 0| +execution time of: 1.2852e-05s: Index: 4 | Max_nodes: 10 | Active_nodes: 3 | 0 -> 2|1 -> 0|2 -> 1| +execution time of: 1.4525e-05s: Index: 5 | Max_nodes: 12 | Active_nodes: 3 | 0 -> 2|1 -> 1|2 -> 0| +________________________________________________________________________________________________ + +Start Simulation of qwalk-v-chain_indep_qiskit_5__________________________________________________ + +.i:...0...1...2...3...4 +.1:...|...|...|...h...| +.2:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +.3:...x...|...c...|...c +.4:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +.5:...|...x...c...c...| +.6:...|...x...|...|...| +.7:...|...|...x...c...| +.8:...|...|...x...|...| +.9:...|...|...|...x...| +10:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +11:...x...|...c...|...c +12:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +13:...|...x...c...c...| +14:...|...x...|...|...| +15:...|...|...x...c...| +16:...|...|...x...|...| +17:...|...|...|..u2...| p: (-3.1416e+00) (-3.1416e+00) +18:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +19:...x...|...c...|...c +20:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +21:...|...x...c...c...| +22:...|...x...|...|...| +23:...|...|...x...c...| +24:...|...|...x...|...| +25:...|...|...|...x...| +26:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +27:...x...|...c...|...c +28:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +29:...|...x...c...c...| +30:...|...x...|...|...| +31:...|...|...x...c...| +32:...|...|...x...|...| +33:...|...|...|..u2...| p: (-3.1416e+00) (-3.1416e+00) +34:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +35:...x...|...c...|...c +36:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +37:...|...x...c...c...| +38:...|...x...|...|...| +39:...|...|...x...c...| +40:...|...|...x...|...| +41:...|...|...|...x...| +42:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +43:...x...|...c...|...c +44:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +45:...|...x...c...c...| +46:...|...x...|...|...| +47:...|...|...x...c...| +48:...|...|...x...|...| +49:...|...|...|...x...| +50:==================== +51:...0...|...|...|...| +52:...|...1...|...|...| +53:...|...|...2...|...| +54:...|...|...|...3...| +55:...|...|...|...|...4 +.o:...0...1...2...3...4 +Total Permutations: 120 +Min time: 4.1610e-05s................. Permutation 9 : 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +Max time: 6.9393e-05s................. Permutation 88 : 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +Min active nodes: 8 nodes.................... Permutation 2 : 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +Min max nodes: 21 nodes.................... Permutation 59 : 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +Max active nodes: 12 nodes.................... Permutation 13 : 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +Max max nodes: 30 nodes.................... Permutation 92 : 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +________________________________________________________________________________________________ + +36 permutations have 8 active nodes. + +........................... +Average time: 5.1515e-05s + +24 permutations have 9 active nodes. + +........................... +Average time: 5.2306e-05s + +36 permutations have 10 active nodes. + +........................... +Average time: 5.2419e-05s + +12 permutations have 11 active nodes. + +........................... +Average time: 5.1783e-05s + +12 permutations have 12 active nodes. + +........................... +Average time: 5.0051e-05s + +________________________________________________________________________________________________ + +9 permutations have 21 max nodes. + +........................... +Average time: 4.7481e-05s + +10 permutations have 22 max nodes. + +........................... +Average time: 5.0504e-05s + +11 permutations have 23 max nodes. + +........................... +Average time: 5.0988e-05s + +19 permutations have 24 max nodes. + +........................... +Average time: 5.1323e-05s + +19 permutations have 25 max nodes. + +........................... +Average time: 5.1085e-05s + +20 permutations have 26 max nodes. + +........................... +Average time: 5.1262e-05s + +13 permutations have 27 max nodes. + +........................... +Average time: 5.2577e-05s + +7 permutations have 28 max nodes. + +........................... +Average time: 5.4971e-05s + +8 permutations have 29 max nodes. + +........................... +Average time: 5.7245e-05s + +4 permutations have 30 max nodes. + +........................... +Average time: 5.7117e-05s + +________________________________________________________________________________________________ + +execution time of: 4.1610e-05s: Index: 9 | Max_nodes: 25 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +execution time of: 4.2978e-05s: Index: 15 | Max_nodes: 26 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +execution time of: 4.3158e-05s: Index: 13 | Max_nodes: 27 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +execution time of: 4.3165e-05s: Index: 11 | Max_nodes: 24 | Active_nodes: 10 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +execution time of: 4.4815e-05s: Index: 21 | Max_nodes: 26 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +execution time of: 4.4958e-05s: Index: 39 | Max_nodes: 24 | Active_nodes: 10 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +execution time of: 4.5006e-05s: Index: 19 | Max_nodes: 27 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +execution time of: 4.5043e-05s: Index: 37 | Max_nodes: 25 | Active_nodes: 10 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +execution time of: 4.5065e-05s: Index: 35 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +execution time of: 4.5375e-05s: Index: 33 | Max_nodes: 23 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +execution time of: 4.5461e-05s: Index: 57 | Max_nodes: 22 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +execution time of: 4.5968e-05s: Index: 63 | Max_nodes: 21 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +execution time of: 4.6036e-05s: Index: 105 | Max_nodes: 23 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +execution time of: 4.6153e-05s: Index: 85 | Max_nodes: 21 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +execution time of: 4.6208e-05s: Index: 17 | Max_nodes: 25 | Active_nodes: 10 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +execution time of: 4.6448e-05s: Index: 83 | Max_nodes: 23 | Active_nodes: 8 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +execution time of: 4.6503e-05s: Index: 41 | Max_nodes: 23 | Active_nodes: 8 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +execution time of: 4.6503e-05s: Index: 61 | Max_nodes: 21 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +execution time of: 4.6728e-05s: Index: 81 | Max_nodes: 23 | Active_nodes: 10 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +execution time of: 4.6771e-05s: Index: 87 | Max_nodes: 21 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +execution time of: 4.6775e-05s: Index: 43 | Max_nodes: 25 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +execution time of: 4.6933e-05s: Index: 59 | Max_nodes: 21 | Active_nodes: 8 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +execution time of: 4.7001e-05s: Index: 23 | Max_nodes: 26 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +execution time of: 4.7483e-05s: Index: 111 | Max_nodes: 21 | Active_nodes: 8 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +execution time of: 4.7831e-05s: Index: 67 | Max_nodes: 21 | Active_nodes: 8 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +execution time of: 4.7878e-05s: Index: 45 | Max_nodes: 24 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +execution time of: 4.8020e-05s: Index: 3 | Max_nodes: 25 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +execution time of: 4.8076e-05s: Index: 93 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +execution time of: 4.8221e-05s: Index: 71 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +execution time of: 4.8226e-05s: Index: 89 | Max_nodes: 25 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +execution time of: 4.8418e-05s: Index: 91 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +execution time of: 4.8451e-05s: Index: 27 | Max_nodes: 26 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +execution time of: 4.8488e-05s: Index: 16 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +execution time of: 4.8736e-05s: Index: 47 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +execution time of: 4.8820e-05s: Index: 1 | Max_nodes: 25 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +execution time of: 4.8913e-05s: Index: 65 | Max_nodes: 24 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +execution time of: 4.9051e-05s: Index: 18 | Max_nodes: 26 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +execution time of: 4.9088e-05s: Index: 25 | Max_nodes: 26 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +execution time of: 4.9203e-05s: Index: 109 | Max_nodes: 21 | Active_nodes: 8 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +execution time of: 4.9206e-05s: Index: 107 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +execution time of: 4.9243e-05s: Index: 40 | Max_nodes: 27 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +execution time of: 4.9345e-05s: Index: 5 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +execution time of: 4.9531e-05s: Index: 51 | Max_nodes: 25 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +execution time of: 4.9603e-05s: Index: 29 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +execution time of: 4.9686e-05s: Index: 117 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +execution time of: 4.9771e-05s: Index: 115 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +execution time of: 4.9830e-05s: Index: 7 | Max_nodes: 26 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +execution time of: 5.0096e-05s: Index: 46 | Max_nodes: 28 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +execution time of: 5.0176e-05s: Index: 49 | Max_nodes: 27 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +execution time of: 5.0233e-05s: Index: 113 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +execution time of: 5.0371e-05s: Index: 64 | Max_nodes: 27 | Active_nodes: 10 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +execution time of: 5.0486e-05s: Index: 69 | Max_nodes: 21 | Active_nodes: 8 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +execution time of: 5.0776e-05s: Index: 42 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +execution time of: 5.1008e-05s: Index: 53 | Max_nodes: 24 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +execution time of: 5.1063e-05s: Index: 95 | Max_nodes: 26 | Active_nodes: 10 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +execution time of: 5.1206e-05s: Index: 31 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +execution time of: 5.1263e-05s: Index: 119 | Max_nodes: 26 | Active_nodes: 10 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +execution time of: 5.1298e-05s: Index: 20 | Max_nodes: 26 | Active_nodes: 10 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +execution time of: 5.1313e-05s: Index: 75 | Max_nodes: 26 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +execution time of: 5.1338e-05s: Index: 66 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +execution time of: 5.1378e-05s: Index: 73 | Max_nodes: 28 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +execution time of: 5.1666e-05s: Index: 0 | Max_nodes: 23 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +execution time of: 5.1706e-05s: Index: 70 | Max_nodes: 28 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +execution time of: 5.1736e-05s: Index: 99 | Max_nodes: 26 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +execution time of: 5.1953e-05s: Index: 55 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +execution time of: 5.2106e-05s: Index: 24 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +execution time of: 5.2353e-05s: Index: 97 | Max_nodes: 28 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| +execution time of: 5.2393e-05s: Index: 77 | Max_nodes: 26 | Active_nodes: 10 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +execution time of: 5.2716e-05s: Index: 2 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +execution time of: 5.3180e-05s: Index: 68 | Max_nodes: 28 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +execution time of: 5.3270e-05s: Index: 90 | Max_nodes: 27 | Active_nodes: 10 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +execution time of: 5.3326e-05s: Index: 6 | Max_nodes: 24 | Active_nodes: 10 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +execution time of: 5.3358e-05s: Index: 26 | Max_nodes: 23 | Active_nodes: 8 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +execution time of: 5.3398e-05s: Index: 79 | Max_nodes: 25 | Active_nodes: 10 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +execution time of: 5.3515e-05s: Index: 28 | Max_nodes: 24 | Active_nodes: 8 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +execution time of: 5.3578e-05s: Index: 114 | Max_nodes: 27 | Active_nodes: 10 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +execution time of: 5.3618e-05s: Index: 22 | Max_nodes: 27 | Active_nodes: 10 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +execution time of: 5.3686e-05s: Index: 94 | Max_nodes: 29 | Active_nodes: 12 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +execution time of: 5.3801e-05s: Index: 103 | Max_nodes: 25 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +execution time of: 5.3853e-05s: Index: 112 | Max_nodes: 29 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +execution time of: 5.4108e-05s: Index: 118 | Max_nodes: 29 | Active_nodes: 12 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +execution time of: 5.4273e-05s: Index: 92 | Max_nodes: 30 | Active_nodes: 12 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +execution time of: 5.4346e-05s: Index: 4 | Max_nodes: 23 | Active_nodes: 8 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +execution time of: 5.4356e-05s: Index: 10 | Max_nodes: 24 | Active_nodes: 8 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +execution time of: 5.4478e-05s: Index: 52 | Max_nodes: 26 | Active_nodes: 8 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +execution time of: 5.4493e-05s: Index: 12 | Max_nodes: 24 | Active_nodes: 10 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +execution time of: 5.4591e-05s: Index: 101 | Max_nodes: 27 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +execution time of: 5.4608e-05s: Index: 72 | Max_nodes: 26 | Active_nodes: 10 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +execution time of: 5.4863e-05s: Index: 54 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +execution time of: 5.4886e-05s: Index: 30 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +execution time of: 5.5066e-05s: Index: 48 | Max_nodes: 25 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +execution time of: 5.5473e-05s: Index: 34 | Max_nodes: 25 | Active_nodes: 8 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +execution time of: 5.5486e-05s: Index: 76 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +execution time of: 5.5653e-05s: Index: 32 | Max_nodes: 24 | Active_nodes: 8 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +execution time of: 5.5733e-05s: Index: 58 | Max_nodes: 26 | Active_nodes: 8 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +execution time of: 5.5733e-05s: Index: 56 | Max_nodes: 25 | Active_nodes: 8 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +execution time of: 5.5741e-05s: Index: 44 | Max_nodes: 27 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +execution time of: 5.5808e-05s: Index: 116 | Max_nodes: 30 | Active_nodes: 12 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +execution time of: 5.6008e-05s: Index: 8 | Max_nodes: 23 | Active_nodes: 8 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +execution time of: 5.6103e-05s: Index: 36 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +execution time of: 5.6568e-05s: Index: 50 | Max_nodes: 25 | Active_nodes: 8 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +execution time of: 5.6653e-05s: Index: 14 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +execution time of: 5.6693e-05s: Index: 96 | Max_nodes: 28 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +execution time of: 5.6808e-05s: Index: 74 | Max_nodes: 27 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +execution time of: 5.6936e-05s: Index: 60 | Max_nodes: 23 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +execution time of: 5.7456e-05s: Index: 82 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +execution time of: 5.7463e-05s: Index: 38 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +execution time of: 5.7466e-05s: Index: 78 | Max_nodes: 23 | Active_nodes: 8 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +execution time of: 5.7898e-05s: Index: 84 | Max_nodes: 24 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +execution time of: 5.8488e-05s: Index: 80 | Max_nodes: 27 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +execution time of: 5.8638e-05s: Index: 98 | Max_nodes: 29 | Active_nodes: 10 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +execution time of: 5.8738e-05s: Index: 100 | Max_nodes: 30 | Active_nodes: 10 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +execution time of: 5.9451e-05s: Index: 86 | Max_nodes: 27 | Active_nodes: 10 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +execution time of: 5.9651e-05s: Index: 106 | Max_nodes: 30 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +execution time of: 5.9716e-05s: Index: 102 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +execution time of: 6.0326e-05s: Index: 108 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +execution time of: 6.0553e-05s: Index: 104 | Max_nodes: 29 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +execution time of: 6.1088e-05s: Index: 62 | Max_nodes: 26 | Active_nodes: 10 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +execution time of: 6.4178e-05s: Index: 110 | Max_nodes: 29 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +execution time of: 6.9393e-05s: Index: 88 | Max_nodes: 28 | Active_nodes: 10 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +________________________________________________________________________________________________ + +Start Simulation of qwalk-v-chain_indep_qiskit_6__________________________________________________ + +.i:...0...1...2...3...4 +.1:...|...|...|...h...| +.2:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +.3:...x...|...c...|...c +.4:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +.5:...|...x...c...c...| +.6:...|...x...|...|...| +.7:...|...|...x...c...| +.8:...|...|...x...|...| +.9:...|...|...|...x...| +10:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +11:...x...|...c...|...c +12:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +13:...|...x...c...c...| +14:...|...x...|...|...| +15:...|...|...x...c...| +16:...|...|...x...|...| +17:...|...|...|..u2...| p: (-3.1416e+00) (-3.1416e+00) +18:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +19:...x...|...c...|...c +20:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +21:...|...x...c...c...| +22:...|...x...|...|...| +23:...|...|...x...c...| +24:...|...|...x...|...| +25:...|...|...|...x...| +26:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +27:...x...|...c...|...c +28:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +29:...|...x...c...c...| +30:...|...x...|...|...| +31:...|...|...x...c...| +32:...|...|...x...|...| +33:...|...|...|..u2...| p: (-3.1416e+00) (-3.1416e+00) +34:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +35:...x...|...c...|...c +36:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +37:...|...x...c...c...| +38:...|...x...|...|...| +39:...|...|...x...c...| +40:...|...|...x...|...| +41:...|...|...|...x...| +42:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +43:...x...|...c...|...c +44:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +45:...|...x...c...c...| +46:...|...x...|...|...| +47:...|...|...x...c...| +48:...|...|...x...|...| +49:...|...|...|...x...| +50:==================== +51:...0...|...|...|...| +52:...|...1...|...|...| +53:...|...|...2...|...| +54:...|...|...|...3...| +55:...|...|...|...|...4 +.o:...0...1...2...3...4 +Total Permutations: 120 +Min time: 4.1591e-05s................. Permutation 9 : 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +Max time: 7.1253e-05s................. Permutation 116: 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +Min active nodes: 8 nodes.................... Permutation 2 : 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +Min max nodes: 21 nodes.................... Permutation 59 : 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +Max active nodes: 12 nodes.................... Permutation 13 : 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +Max max nodes: 30 nodes.................... Permutation 92 : 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +________________________________________________________________________________________________ + +36 permutations have 8 active nodes. + +........................... +Average time: 5.1432e-05s + +24 permutations have 9 active nodes. + +........................... +Average time: 5.2035e-05s + +36 permutations have 10 active nodes. + +........................... +Average time: 5.1203e-05s + +12 permutations have 11 active nodes. + +........................... +Average time: 5.2624e-05s + +12 permutations have 12 active nodes. + +........................... +Average time: 5.1316e-05s + +________________________________________________________________________________________________ + +9 permutations have 21 max nodes. + +........................... +Average time: 4.6601e-05s + +10 permutations have 22 max nodes. + +........................... +Average time: 5.0425e-05s + +11 permutations have 23 max nodes. + +........................... +Average time: 5.0277e-05s + +19 permutations have 24 max nodes. + +........................... +Average time: 5.1072e-05s + +19 permutations have 25 max nodes. + +........................... +Average time: 5.1301e-05s + +20 permutations have 26 max nodes. + +........................... +Average time: 5.1009e-05s + +13 permutations have 27 max nodes. + +........................... +Average time: 5.1720e-05s + +7 permutations have 28 max nodes. + +........................... +Average time: 5.2279e-05s + +8 permutations have 29 max nodes. + +........................... +Average time: 5.8491e-05s + +4 permutations have 30 max nodes. + +........................... +Average time: 6.0690e-05s + +________________________________________________________________________________________________ + +execution time of: 4.1591e-05s: Index: 9 | Max_nodes: 25 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +execution time of: 4.2763e-05s: Index: 15 | Max_nodes: 26 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +execution time of: 4.2983e-05s: Index: 11 | Max_nodes: 24 | Active_nodes: 10 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +execution time of: 4.3208e-05s: Index: 57 | Max_nodes: 22 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +execution time of: 4.3743e-05s: Index: 13 | Max_nodes: 27 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +execution time of: 4.4030e-05s: Index: 33 | Max_nodes: 23 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +execution time of: 4.4438e-05s: Index: 81 | Max_nodes: 23 | Active_nodes: 10 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +execution time of: 4.4441e-05s: Index: 59 | Max_nodes: 21 | Active_nodes: 8 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +execution time of: 4.4750e-05s: Index: 17 | Max_nodes: 25 | Active_nodes: 10 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +execution time of: 4.4876e-05s: Index: 19 | Max_nodes: 27 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +execution time of: 4.5010e-05s: Index: 21 | Max_nodes: 26 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +execution time of: 4.5198e-05s: Index: 39 | Max_nodes: 24 | Active_nodes: 10 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +execution time of: 4.5505e-05s: Index: 37 | Max_nodes: 25 | Active_nodes: 10 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +execution time of: 4.5626e-05s: Index: 83 | Max_nodes: 23 | Active_nodes: 8 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +execution time of: 4.5631e-05s: Index: 45 | Max_nodes: 24 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +execution time of: 4.5766e-05s: Index: 105 | Max_nodes: 23 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +execution time of: 4.5946e-05s: Index: 35 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +execution time of: 4.5988e-05s: Index: 63 | Max_nodes: 21 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +execution time of: 4.6078e-05s: Index: 43 | Max_nodes: 25 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +execution time of: 4.6148e-05s: Index: 87 | Max_nodes: 21 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +execution time of: 4.6153e-05s: Index: 61 | Max_nodes: 21 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +execution time of: 4.6308e-05s: Index: 85 | Max_nodes: 21 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +execution time of: 4.6338e-05s: Index: 65 | Max_nodes: 24 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +execution time of: 4.6793e-05s: Index: 23 | Max_nodes: 26 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +execution time of: 4.7021e-05s: Index: 89 | Max_nodes: 25 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +execution time of: 4.7148e-05s: Index: 109 | Max_nodes: 21 | Active_nodes: 8 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +execution time of: 4.7263e-05s: Index: 41 | Max_nodes: 23 | Active_nodes: 8 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +execution time of: 4.7418e-05s: Index: 67 | Max_nodes: 21 | Active_nodes: 8 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +execution time of: 4.7533e-05s: Index: 69 | Max_nodes: 21 | Active_nodes: 8 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +execution time of: 4.7665e-05s: Index: 91 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +execution time of: 4.7878e-05s: Index: 3 | Max_nodes: 25 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +execution time of: 4.8153e-05s: Index: 47 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +execution time of: 4.8218e-05s: Index: 93 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +execution time of: 4.8268e-05s: Index: 111 | Max_nodes: 21 | Active_nodes: 8 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +execution time of: 4.8428e-05s: Index: 107 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +execution time of: 4.8543e-05s: Index: 25 | Max_nodes: 26 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +execution time of: 4.8668e-05s: Index: 18 | Max_nodes: 26 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +execution time of: 4.8753e-05s: Index: 16 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +execution time of: 4.8770e-05s: Index: 1 | Max_nodes: 25 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +execution time of: 4.9126e-05s: Index: 71 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +execution time of: 4.9475e-05s: Index: 40 | Max_nodes: 27 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +execution time of: 4.9488e-05s: Index: 115 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +execution time of: 4.9558e-05s: Index: 5 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +execution time of: 4.9613e-05s: Index: 51 | Max_nodes: 25 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +execution time of: 4.9661e-05s: Index: 7 | Max_nodes: 26 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +execution time of: 4.9688e-05s: Index: 64 | Max_nodes: 27 | Active_nodes: 10 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +execution time of: 4.9733e-05s: Index: 95 | Max_nodes: 26 | Active_nodes: 10 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +execution time of: 4.9796e-05s: Index: 27 | Max_nodes: 26 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +execution time of: 4.9893e-05s: Index: 49 | Max_nodes: 27 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +execution time of: 4.9926e-05s: Index: 117 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +execution time of: 4.9991e-05s: Index: 113 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +execution time of: 5.0196e-05s: Index: 22 | Max_nodes: 27 | Active_nodes: 10 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +execution time of: 5.0213e-05s: Index: 46 | Max_nodes: 28 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +execution time of: 5.0383e-05s: Index: 29 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +execution time of: 5.0478e-05s: Index: 88 | Max_nodes: 28 | Active_nodes: 10 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +execution time of: 5.0743e-05s: Index: 53 | Max_nodes: 24 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +execution time of: 5.0993e-05s: Index: 55 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +execution time of: 5.1036e-05s: Index: 66 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +execution time of: 5.1041e-05s: Index: 75 | Max_nodes: 26 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +execution time of: 5.1068e-05s: Index: 44 | Max_nodes: 27 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +execution time of: 5.1328e-05s: Index: 70 | Max_nodes: 28 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +execution time of: 5.1471e-05s: Index: 24 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +execution time of: 5.1595e-05s: Index: 20 | Max_nodes: 26 | Active_nodes: 10 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +execution time of: 5.1643e-05s: Index: 0 | Max_nodes: 23 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +execution time of: 5.1801e-05s: Index: 99 | Max_nodes: 26 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +execution time of: 5.1978e-05s: Index: 31 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +execution time of: 5.1993e-05s: Index: 119 | Max_nodes: 26 | Active_nodes: 10 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +execution time of: 5.2058e-05s: Index: 97 | Max_nodes: 28 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| +execution time of: 5.2071e-05s: Index: 42 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +execution time of: 5.2411e-05s: Index: 79 | Max_nodes: 25 | Active_nodes: 10 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +execution time of: 5.2528e-05s: Index: 90 | Max_nodes: 27 | Active_nodes: 10 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +execution time of: 5.2726e-05s: Index: 73 | Max_nodes: 28 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +execution time of: 5.2863e-05s: Index: 4 | Max_nodes: 23 | Active_nodes: 8 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +execution time of: 5.2963e-05s: Index: 103 | Max_nodes: 25 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +execution time of: 5.2973e-05s: Index: 6 | Max_nodes: 24 | Active_nodes: 10 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +execution time of: 5.3048e-05s: Index: 2 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +execution time of: 5.3056e-05s: Index: 68 | Max_nodes: 28 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +execution time of: 5.3213e-05s: Index: 48 | Max_nodes: 25 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +execution time of: 5.3258e-05s: Index: 94 | Max_nodes: 29 | Active_nodes: 12 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +execution time of: 5.3336e-05s: Index: 118 | Max_nodes: 29 | Active_nodes: 12 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +execution time of: 5.3498e-05s: Index: 77 | Max_nodes: 26 | Active_nodes: 10 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +execution time of: 5.3506e-05s: Index: 114 | Max_nodes: 27 | Active_nodes: 10 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +execution time of: 5.3696e-05s: Index: 72 | Max_nodes: 26 | Active_nodes: 10 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +execution time of: 5.3748e-05s: Index: 28 | Max_nodes: 24 | Active_nodes: 8 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +execution time of: 5.3771e-05s: Index: 52 | Max_nodes: 26 | Active_nodes: 8 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +execution time of: 5.3923e-05s: Index: 92 | Max_nodes: 30 | Active_nodes: 12 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +execution time of: 5.4108e-05s: Index: 101 | Max_nodes: 27 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +execution time of: 5.4370e-05s: Index: 54 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +execution time of: 5.4556e-05s: Index: 8 | Max_nodes: 23 | Active_nodes: 8 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +execution time of: 5.4688e-05s: Index: 10 | Max_nodes: 24 | Active_nodes: 8 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +execution time of: 5.4741e-05s: Index: 26 | Max_nodes: 23 | Active_nodes: 8 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +execution time of: 5.4761e-05s: Index: 56 | Max_nodes: 25 | Active_nodes: 8 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +execution time of: 5.4836e-05s: Index: 12 | Max_nodes: 24 | Active_nodes: 10 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +execution time of: 5.5276e-05s: Index: 58 | Max_nodes: 26 | Active_nodes: 8 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +execution time of: 5.5393e-05s: Index: 34 | Max_nodes: 25 | Active_nodes: 8 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +execution time of: 5.5406e-05s: Index: 30 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +execution time of: 5.5598e-05s: Index: 76 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +execution time of: 5.5646e-05s: Index: 32 | Max_nodes: 24 | Active_nodes: 8 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +execution time of: 5.5780e-05s: Index: 78 | Max_nodes: 23 | Active_nodes: 8 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +execution time of: 5.6098e-05s: Index: 96 | Max_nodes: 28 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +execution time of: 5.6336e-05s: Index: 60 | Max_nodes: 23 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +execution time of: 5.6491e-05s: Index: 74 | Max_nodes: 27 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +execution time of: 5.6973e-05s: Index: 36 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +execution time of: 5.7031e-05s: Index: 102 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +execution time of: 5.7138e-05s: Index: 38 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +execution time of: 5.7236e-05s: Index: 84 | Max_nodes: 24 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +execution time of: 5.7353e-05s: Index: 82 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +execution time of: 5.7701e-05s: Index: 14 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +execution time of: 5.8035e-05s: Index: 80 | Max_nodes: 27 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +execution time of: 5.8093e-05s: Index: 100 | Max_nodes: 30 | Active_nodes: 10 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +execution time of: 5.8186e-05s: Index: 98 | Max_nodes: 29 | Active_nodes: 10 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +execution time of: 5.8603e-05s: Index: 62 | Max_nodes: 26 | Active_nodes: 10 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +execution time of: 5.8755e-05s: Index: 86 | Max_nodes: 27 | Active_nodes: 10 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +execution time of: 5.9196e-05s: Index: 108 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +execution time of: 5.9491e-05s: Index: 106 | Max_nodes: 30 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +execution time of: 5.9521e-05s: Index: 104 | Max_nodes: 29 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +execution time of: 6.2111e-05s: Index: 110 | Max_nodes: 29 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +execution time of: 6.8566e-05s: Index: 112 | Max_nodes: 29 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +execution time of: 7.0053e-05s: Index: 50 | Max_nodes: 25 | Active_nodes: 8 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +execution time of: 7.1253e-05s: Index: 116 | Max_nodes: 30 | Active_nodes: 12 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/qwalk-v-chain_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/qwalk-v-chain_indep_qiskit_controls.txt new file mode 100644 index 00000000..934193c3 --- /dev/null +++ b/test/BenchmarkQuasm/results/qwalk-v-chain_indep_qiskit_controls.txt @@ -0,0 +1,936 @@ +Start Simulation of qwalk-v-chain_indep_qiskit_3__________________________________________________ + + i: 0 1 2 + 1: | | h + 2: x c c + 3: | x c + 4: | x | + 5: | | x + 6: x c c + 7: | x c + 8: | x | + 9: | | u2 p: (-3.14159) (-3.14159) +10: x c c +11: | x c +12: | x | +13: | | x +14: x c c +15: | x c +16: | x | +17: | | u2 p: (-3.14159) (-3.14159) +18: x c c +19: | x c +20: | x | +21: | | x +22: x c c +23: | x c +24: | x | +25: | | x +26:============ +27: 0 | | +28: | 1 | +29: | | 2 + o: 0 1 2 +Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | +Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Identity Duration: 9.3000e-06s............................. +Permuted Duration: 9.2977e-06s............................. +Identity active_nodes: 3 ...................................... +Permuted active_nodes: 3 ...................................... +Identity max_nodes: 12 ...................................... +Permuted max_nodes: 12 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qwalk-v-chain_indep_qiskit_4__________________________________________________ + +.i:...0...1...2 +.1:...|...|...h +.2:...x...c...c +.3:...|...x...c +.4:...|...x...| +.5:...|...|...x +.6:...x...c...c +.7:...|...x...c +.8:...|...x...| +.9:...|...|..u2 p: (-3.1416e+00) (-3.1416e+00) +10:...x...c...c +11:...|...x...c +12:...|...x...| +13:...|...|...x +14:...x...c...c +15:...|...x...c +16:...|...x...| +17:...|...|..u2 p: (-3.1416e+00) (-3.1416e+00) +18:...x...c...c +19:...|...x...c +20:...|...x...| +21:...|...|...x +22:...x...c...c +23:...|...x...c +24:...|...x...| +25:...|...|...x +26:============ +27:...0...|...| +28:...|...1...| +29:...|...|...2 +.o:...0...1...2 +Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | +Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Identity Duration: 9.2753e-06s............................. +Permuted Duration: 9.2675e-06s............................. +Identity active_nodes: 3 ...................................... +Permuted active_nodes: 3 ...................................... +Identity max_nodes: 12 ...................................... +Permuted max_nodes: 12 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qwalk-v-chain_indep_qiskit_5__________________________________________________ + +.i:...0...1...2...3...4 +.1:...|...|...|...h...| +.2:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +.3:...x...|...c...|...c +.4:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +.5:...|...x...c...c...| +.6:...|...x...|...|...| +.7:...|...|...x...c...| +.8:...|...|...x...|...| +.9:...|...|...|...x...| +10:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +11:...x...|...c...|...c +12:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +13:...|...x...c...c...| +14:...|...x...|...|...| +15:...|...|...x...c...| +16:...|...|...x...|...| +17:...|...|...|..u2...| p: (-3.1416e+00) (-3.1416e+00) +18:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +19:...x...|...c...|...c +20:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +21:...|...x...c...c...| +22:...|...x...|...|...| +23:...|...|...x...c...| +24:...|...|...x...|...| +25:...|...|...|...x...| +26:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +27:...x...|...c...|...c +28:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +29:...|...x...c...c...| +30:...|...x...|...|...| +31:...|...|...x...c...| +32:...|...|...x...|...| +33:...|...|...|..u2...| p: (-3.1416e+00) (-3.1416e+00) +34:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +35:...x...|...c...|...c +36:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +37:...|...x...c...c...| +38:...|...x...|...|...| +39:...|...|...x...c...| +40:...|...|...x...|...| +41:...|...|...|...x...| +42:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +43:...x...|...c...|...c +44:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +45:...|...x...c...c...| +46:...|...x...|...|...| +47:...|...|...x...c...| +48:...|...|...x...|...| +49:...|...|...|...x...| +50:==================== +51:...0...|...|...|...| +52:...|...1...|...|...| +53:...|...|...2...|...| +54:...|...|...|...3...| +55:...|...|...|...|...4 +.o:...0...1...2...3...4 +Q: 0 w: 1 | Q: 1 w: 1 | Q: 2 w: 4 | Q: 3 w: 5 | Q: 4 w: 3 | +Computed Permutation: 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Identity Duration: 5.1771e-05s............................. +Permuted Duration: 5.5035e-05s............................. +Identity active_nodes: 9 ...................................... +Permuted active_nodes: 8 ...................................... +Identity max_nodes: 23 ...................................... +Permuted max_nodes: 23 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qwalk-v-chain_indep_qiskit_6__________________________________________________ + +.i:...0...1...2...3...4 +.1:...|...|...|...h...| +.2:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +.3:...x...|...c...|...c +.4:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +.5:...|...x...c...c...| +.6:...|...x...|...|...| +.7:...|...|...x...c...| +.8:...|...|...x...|...| +.9:...|...|...|...x...| +10:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +11:...x...|...c...|...c +12:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +13:...|...x...c...c...| +14:...|...x...|...|...| +15:...|...|...x...c...| +16:...|...|...x...|...| +17:...|...|...|..u2...| p: (-3.1416e+00) (-3.1416e+00) +18:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +19:...x...|...c...|...c +20:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +21:...|...x...c...c...| +22:...|...x...|...|...| +23:...|...|...x...c...| +24:...|...|...x...|...| +25:...|...|...|...x...| +26:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +27:...x...|...c...|...c +28:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +29:...|...x...c...c...| +30:...|...x...|...|...| +31:...|...|...x...c...| +32:...|...|...x...|...| +33:...|...|...|..u2...| p: (-3.1416e+00) (-3.1416e+00) +34:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +35:...x...|...c...|...c +36:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +37:...|...x...c...c...| +38:...|...x...|...|...| +39:...|...|...x...c...| +40:...|...|...x...|...| +41:...|...|...|...x...| +42:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +43:...x...|...c...|...c +44:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +45:...|...x...c...c...| +46:...|...x...|...|...| +47:...|...|...x...c...| +48:...|...|...x...|...| +49:...|...|...|...x...| +50:==================== +51:...0...|...|...|...| +52:...|...1...|...|...| +53:...|...|...2...|...| +54:...|...|...|...3...| +55:...|...|...|...|...4 +.o:...0...1...2...3...4 +Q: 0 w: 1 | Q: 1 w: 1 | Q: 2 w: 4 | Q: 3 w: 5 | Q: 4 w: 3 | +Computed Permutation: 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Identity Duration: 5.1648e-05s............................. +Permuted Duration: 5.3048e-05s............................. +Identity active_nodes: 9 ...................................... +Permuted active_nodes: 8 ...................................... +Identity max_nodes: 23 ...................................... +Permuted max_nodes: 23 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qwalk-v-chain_indep_qiskit_7__________________________________________________ + +.i:...0...1...2...3...4...5...6 +.1:...|...|...|...|...h...|...| +.2:---------------------------- + :...|...|...|...|...|...h...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...c...x...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...|...h...| + ----------------------------- +.3:---------------------------- + :...|...|...|...|...|...|...h + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...c...|...|...|...x + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...|...|...|...|...h + ----------------------------- +.4:...x...|...|...c...|...|...c +.5:---------------------------- + :...|...|...|...|...|...|...h + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...c...|...|...|...x + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...|...|...|...|...h + ----------------------------- +.6:---------------------------- + :...|...|...|...|...|...h...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...c...x...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...|...h...| + ----------------------------- +.7:---------------------------- + :...|...|...|...|...|...h...| + :...|...|...|...|...|...t...| + :...|...|...c...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...c...x...| + :...|...|...|...|...|...t...| + :...|...|...c...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...|...h...| + ----------------------------- +.8:...|...x...|...c...|...c...| +.9:...|...x...|...|...|...|...| +10:---------------------------- + :...|...|...|...|...|...h...| + :...|...|...|...|...|...t...| + :...|...|...c...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...c...x...| + :...|...|...|...|...|...t...| + :...|...|...c...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...|...h...| + ----------------------------- +11:...|...|...x...c...c...|...| +12:...|...|...x...|...|...|...| +13:...|...|...|...x...c...|...| +14:...|...|...|...x...|...|...| +15:...|...|...|...|...x...|...| +16:---------------------------- + :...|...|...|...|...|...h...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...c...x...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...|...h...| + ----------------------------- +17:---------------------------- + :...|...|...|...|...|...|...h + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...c...|...|...|...x + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...|...|...|...|...h + ----------------------------- +18:...x...|...|...c...|...|...c +19:---------------------------- + :...|...|...|...|...|...|...h + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...c...|...|...|...x + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...|...|...|...|...h + ----------------------------- +20:---------------------------- + :...|...|...|...|...|...h...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...c...x...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...|...h...| + ----------------------------- +21:---------------------------- + :...|...|...|...|...|...h...| + :...|...|...|...|...|...t...| + :...|...|...c...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...c...x...| + :...|...|...|...|...|...t...| + :...|...|...c...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...|...h...| + ----------------------------- +22:...|...x...|...c...|...c...| +23:...|...x...|...|...|...|...| +24:---------------------------- + :...|...|...|...|...|...h...| + :...|...|...|...|...|...t...| + :...|...|...c...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...c...x...| + :...|...|...|...|...|...t...| + :...|...|...c...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...|...h...| + ----------------------------- +25:...|...|...x...c...c...|...| +26:...|...|...x...|...|...|...| +27:...|...|...|...x...c...|...| +28:...|...|...|...x...|...|...| +29:...|...|...|...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) +30:---------------------------- + :...|...|...|...|...|...h...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...c...x...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...|...h...| + ----------------------------- +31:---------------------------- + :...|...|...|...|...|...|...h + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...c...|...|...|...x + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...|...|...|...|...h + ----------------------------- +32:...x...|...|...c...|...|...c +33:---------------------------- + :...|...|...|...|...|...|...h + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...c...|...|...|...x + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...|...|...|...|...h + ----------------------------- +34:---------------------------- + :...|...|...|...|...|...h...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...c...x...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...|...h...| + ----------------------------- +35:---------------------------- + :...|...|...|...|...|...h...| + :...|...|...|...|...|...t...| + :...|...|...c...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...c...x...| + :...|...|...|...|...|...t...| + :...|...|...c...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...|...h...| + ----------------------------- +36:...|...x...|...c...|...c...| +37:...|...x...|...|...|...|...| +38:---------------------------- + :...|...|...|...|...|...h...| + :...|...|...|...|...|...t...| + :...|...|...c...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...c...x...| + :...|...|...|...|...|...t...| + :...|...|...c...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...|...h...| + ----------------------------- +39:...|...|...x...c...c...|...| +40:...|...|...x...|...|...|...| +41:...|...|...|...x...c...|...| +42:...|...|...|...x...|...|...| +43:...|...|...|...|...x...|...| +44:---------------------------- + :...|...|...|...|...|...h...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...c...x...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...|...h...| + ----------------------------- +45:---------------------------- + :...|...|...|...|...|...|...h + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...c...|...|...|...x + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...|...|...|...|...h + ----------------------------- +46:...x...|...|...c...|...|...c +47:---------------------------- + :...|...|...|...|...|...|...h + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...c...|...|...|...x + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...|...|...|...|...h + ----------------------------- +48:---------------------------- + :...|...|...|...|...|...h...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...c...x...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...|...h...| + ----------------------------- +49:---------------------------- + :...|...|...|...|...|...h...| + :...|...|...|...|...|...t...| + :...|...|...c...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...c...x...| + :...|...|...|...|...|...t...| + :...|...|...c...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...|...h...| + ----------------------------- +50:...|...x...|...c...|...c...| +51:...|...x...|...|...|...|...| +52:---------------------------- + :...|...|...|...|...|...h...| + :...|...|...|...|...|...t...| + :...|...|...c...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...c...x...| + :...|...|...|...|...|...t...| + :...|...|...c...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...|...h...| + ----------------------------- +53:...|...|...x...c...c...|...| +54:...|...|...x...|...|...|...| +55:...|...|...|...x...c...|...| +56:...|...|...|...x...|...|...| +57:...|...|...|...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) +58:---------------------------- + :...|...|...|...|...|...h...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...c...x...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...|...h...| + ----------------------------- +59:---------------------------- + :...|...|...|...|...|...|...h + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...c...|...|...|...x + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...|...|...|...|...h + ----------------------------- +60:...x...|...|...c...|...|...c +61:---------------------------- + :...|...|...|...|...|...|...h + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...c...|...|...|...x + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...|...|...|...|...h + ----------------------------- +62:---------------------------- + :...|...|...|...|...|...h...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...c...x...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...|...h...| + ----------------------------- +63:---------------------------- + :...|...|...|...|...|...h...| + :...|...|...|...|...|...t...| + :...|...|...c...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...c...x...| + :...|...|...|...|...|...t...| + :...|...|...c...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...|...h...| + ----------------------------- +64:...|...x...|...c...|...c...| +65:...|...x...|...|...|...|...| +66:---------------------------- + :...|...|...|...|...|...h...| + :...|...|...|...|...|...t...| + :...|...|...c...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...c...x...| + :...|...|...|...|...|...t...| + :...|...|...c...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...|...h...| + ----------------------------- +67:...|...|...x...c...c...|...| +68:...|...|...x...|...|...|...| +69:...|...|...|...x...c...|...| +70:...|...|...|...x...|...|...| +71:...|...|...|...|...x...|...| +72:---------------------------- + :...|...|...|...|...|...h...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...c...x...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...|...h...| + ----------------------------- +73:---------------------------- + :...|...|...|...|...|...|...h + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...c...|...|...|...x + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...|...|...|...|...h + ----------------------------- +74:...x...|...|...c...|...|...c +75:---------------------------- + :...|...|...|...|...|...|...h + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...c...|...|...|...x + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...|...|...|...|...h + ----------------------------- +76:---------------------------- + :...|...|...|...|...|...h...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...c...x...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...|...h...| + ----------------------------- +77:---------------------------- + :...|...|...|...|...|...h...| + :...|...|...|...|...|...t...| + :...|...|...c...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...c...x...| + :...|...|...|...|...|...t...| + :...|...|...c...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...|...h...| + ----------------------------- +78:...|...x...|...c...|...c...| +79:...|...x...|...|...|...|...| +80:---------------------------- + :...|...|...|...|...|...h...| + :...|...|...|...|...|...t...| + :...|...|...c...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...c...x...| + :...|...|...|...|...|...t...| + :...|...|...c...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...|...h...| + ----------------------------- +81:...|...|...x...c...c...|...| +82:...|...|...x...|...|...|...| +83:...|...|...|...x...c...|...| +84:...|...|...|...x...|...|...| +85:...|...|...|...|...x...|...| +86:============================ +87:...0...|...|...|...|...|...| +88:...|...1...|...|...|...|...| +89:...|...|...2...|...|...|...| +90:...|...|...|...3...|...|...| +91:...|...|...|...|...4...|...| +92:...|...|...|...|...|...5...| +93:...|...|...|...|...|...|...6 +.o:...0...1...2...3...4...5...6 +Q: 0 w: 1 | Q: 1 w: 1 | Q: 2 w: 1 | Q: 3 w: 5 | Q: 4 w: 6 | Q: 5 w: 3 | Q: 6 w: 3 | +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 6|5 -> 3|6 -> 4| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Identity Duration: 1.3160e-04s............................. +Permuted Duration: 1.2627e-04s............................. +Identity active_nodes: 12 ...................................... +Permuted active_nodes: 14 ...................................... +Identity max_nodes: 37 ...................................... +Permuted max_nodes: 38 ...................................... +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/qwalk-v-chain_indep_qiskit_gates.txt b/test/BenchmarkQuasm/results/qwalk-v-chain_indep_qiskit_gates.txt new file mode 100644 index 00000000..f30d637f --- /dev/null +++ b/test/BenchmarkQuasm/results/qwalk-v-chain_indep_qiskit_gates.txt @@ -0,0 +1,931 @@ +Start Simulation of qwalk-v-chain_indep_qiskit_3__________________________________________________ + + i: 0 1 2 + 1: | | h + 2: x c c + 3: | x c + 4: | x | + 5: | | x + 6: x c c + 7: | x c + 8: | x | + 9: | | u2 p: (-3.14159) (-3.14159) +10: x c c +11: | x c +12: | x | +13: | | x +14: x c c +15: | x c +16: | x | +17: | | u2 p: (-3.14159) (-3.14159) +18: x c c +19: | x c +20: | x | +21: | | x +22: x c c +23: | x c +24: | x | +25: | | x +26:============ +27: 0 | | +28: | 1 | +29: | | 2 + o: 0 1 2 +Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Identity Duration: 9.3878e-06s............................. +Permuted Duration: 9.3575e-06s............................. +Identity active_nodes: 3 ...................................... +Permuted active_nodes: 3 ...................................... +Identity max_nodes: 12 ...................................... +Permuted max_nodes: 12 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qwalk-v-chain_indep_qiskit_4__________________________________________________ + +.i:...0...1...2 +.1:...|...|...h +.2:...x...c...c +.3:...|...x...c +.4:...|...x...| +.5:...|...|...x +.6:...x...c...c +.7:...|...x...c +.8:...|...x...| +.9:...|...|..u2 p: (-3.1416e+00) (-3.1416e+00) +10:...x...c...c +11:...|...x...c +12:...|...x...| +13:...|...|...x +14:...x...c...c +15:...|...x...c +16:...|...x...| +17:...|...|..u2 p: (-3.1416e+00) (-3.1416e+00) +18:...x...c...c +19:...|...x...c +20:...|...x...| +21:...|...|...x +22:...x...c...c +23:...|...x...c +24:...|...x...| +25:...|...|...x +26:============ +27:...0...|...| +28:...|...1...| +29:...|...|...2 +.o:...0...1...2 +Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Identity Duration: 9.3800e-06s............................. +Permuted Duration: 9.3603e-06s............................. +Identity active_nodes: 3 ...................................... +Permuted active_nodes: 3 ...................................... +Identity max_nodes: 12 ...................................... +Permuted max_nodes: 12 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qwalk-v-chain_indep_qiskit_5__________________________________________________ + +.i:...0...1...2...3...4 +.1:...|...|...|...h...| +.2:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +.3:...x...|...c...|...c +.4:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +.5:...|...x...c...c...| 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:...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +19:...x...|...c...|...c +20:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +21:...|...x...c...c...| +22:...|...x...|...|...| +23:...|...|...x...c...| +24:...|...|...x...|...| +25:...|...|...|...x...| +26:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +27:...x...|...c...|...c +28:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + 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5.1051e-05s............................. +Identity active_nodes: 9 ...................................... +Permuted active_nodes: 9 ...................................... +Identity max_nodes: 23 ...................................... +Permuted max_nodes: 23 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qwalk-v-chain_indep_qiskit_6__________________________________________________ + +.i:...0...1...2...3...4 +.1:...|...|...|...h...| +.2:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +.3:...x...|...c...|...c +.4:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +.5:...|...x...c...c...| +.6:...|...x...|...|...| +.7:...|...|...x...c...| +.8:...|...|...x...|...| +.9:...|...|...|...x...| +10:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +11:...x...|...c...|...c +12:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +13:...|...x...c...c...| +14:...|...x...|...|...| +15:...|...|...x...c...| +16:...|...|...x...|...| +17:...|...|...|..u2...| p: (-3.1416e+00) (-3.1416e+00) +18:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +19:...x...|...c...|...c +20:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +21:...|...x...c...c...| +22:...|...x...|...|...| +23:...|...|...x...c...| +24:...|...|...x...|...| +25:...|...|...|...x...| +26:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +27:...x...|...c...|...c +28:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +29:...|...x...c...c...| +30:...|...x...|...|...| +31:...|...|...x...c...| +32:...|...|...x...|...| +33:...|...|...|..u2...| p: (-3.1416e+00) (-3.1416e+00) +34:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +35:...x...|...c...|...c +36:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +37:...|...x...c...c...| +38:...|...x...|...|...| +39:...|...|...x...c...| +40:...|...|...x...|...| +41:...|...|...|...x...| +42:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +43:...x...|...c...|...c +44:-------------------- + :...|...|...|...|...h + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...c...x + :...|...|...|...|...t + :...|...c...|...|...x + :...|...|...|...|.tdg + :...|...|...|...|...h + --------------------- +45:...|...x...c...c...| +46:...|...x...|...|...| +47:...|...|...x...c...| +48:...|...|...x...|...| +49:...|...|...|...x...| +50:==================== +51:...0...|...|...|...| +52:...|...1...|...|...| +53:...|...|...2...|...| +54:...|...|...|...3...| +55:...|...|...|...|...4 +.o:...0...1...2...3...4 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Identity Duration: 5.1163e-05s............................. +Permuted Duration: 5.1208e-05s............................. +Identity active_nodes: 9 ...................................... +Permuted active_nodes: 9 ...................................... +Identity max_nodes: 23 ...................................... +Permuted max_nodes: 23 ...................................... +________________________________________________________________________________________________ + +Start Simulation of qwalk-v-chain_indep_qiskit_7__________________________________________________ + +.i:...0...1...2...3...4...5...6 +.1:...|...|...|...|...h...|...| +.2:---------------------------- + :...|...|...|...|...|...h...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...c...x...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...|...h...| + ----------------------------- +.3:---------------------------- + :...|...|...|...|...|...|...h + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...c...|...|...|...x + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...|...|...|...|...h + ----------------------------- +.4:...x...|...|...c...|...|...c +.5:---------------------------- + :...|...|...|...|...|...|...h + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...c...|...|...|...x + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...|...|...|...|...h + ----------------------------- +.6:---------------------------- + :...|...|...|...|...|...h...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...c...x...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...|...h...| + ----------------------------- +.7:---------------------------- + :...|...|...|...|...|...h...| + :...|...|...|...|...|...t...| + :...|...|...c...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...c...x...| + :...|...|...|...|...|...t...| + :...|...|...c...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...|...h...| + ----------------------------- +.8:...|...x...|...c...|...c...| +.9:...|...x...|...|...|...|...| +10:---------------------------- + :...|...|...|...|...|...h...| + :...|...|...|...|...|...t...| + :...|...|...c...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...c...x...| + :...|...|...|...|...|...t...| + :...|...|...c...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...|...h...| + ----------------------------- +11:...|...|...x...c...c...|...| +12:...|...|...x...|...|...|...| +13:...|...|...|...x...c...|...| +14:...|...|...|...x...|...|...| +15:...|...|...|...|...x...|...| +16:---------------------------- + :...|...|...|...|...|...h...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...c...x...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...|...h...| + ----------------------------- +17:---------------------------- + :...|...|...|...|...|...|...h + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...c...|...|...|...x + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...|...|...|...|...h + ----------------------------- +18:...x...|...|...c...|...|...c +19:---------------------------- + :...|...|...|...|...|...|...h + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...c...|...|...|...x + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...|...|...|...|...h + ----------------------------- +20:---------------------------- + :...|...|...|...|...|...h...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...c...x...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...|...h...| + ----------------------------- +21:---------------------------- + :...|...|...|...|...|...h...| + :...|...|...|...|...|...t...| + :...|...|...c...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...c...x...| + :...|...|...|...|...|...t...| + :...|...|...c...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...|...h...| + ----------------------------- +22:...|...x...|...c...|...c...| +23:...|...x...|...|...|...|...| +24:---------------------------- + :...|...|...|...|...|...h...| + :...|...|...|...|...|...t...| + :...|...|...c...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...c...x...| + :...|...|...|...|...|...t...| + :...|...|...c...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...|...h...| + ----------------------------- +25:...|...|...x...c...c...|...| +26:...|...|...x...|...|...|...| +27:...|...|...|...x...c...|...| +28:...|...|...|...x...|...|...| +29:...|...|...|...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) +30:---------------------------- + :...|...|...|...|...|...h...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...c...x...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...|...h...| + ----------------------------- +31:---------------------------- + :...|...|...|...|...|...|...h + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...c...|...|...|...x + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...|...|...|...|...h + ----------------------------- +32:...x...|...|...c...|...|...c +33:---------------------------- + :...|...|...|...|...|...|...h + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...c...|...|...|...x + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...|...|...|...|...h + ----------------------------- +34:---------------------------- + :...|...|...|...|...|...h...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...c...x...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...|...h...| + ----------------------------- +35:---------------------------- + :...|...|...|...|...|...h...| + :...|...|...|...|...|...t...| + :...|...|...c...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...c...x...| + :...|...|...|...|...|...t...| + :...|...|...c...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...|...h...| + ----------------------------- +36:...|...x...|...c...|...c...| +37:...|...x...|...|...|...|...| +38:---------------------------- + :...|...|...|...|...|...h...| + :...|...|...|...|...|...t...| + :...|...|...c...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...c...x...| + :...|...|...|...|...|...t...| + :...|...|...c...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...|...h...| + ----------------------------- +39:...|...|...x...c...c...|...| +40:...|...|...x...|...|...|...| +41:...|...|...|...x...c...|...| +42:...|...|...|...x...|...|...| +43:...|...|...|...|...x...|...| +44:---------------------------- + :...|...|...|...|...|...h...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...c...x...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...|...h...| + ----------------------------- +45:---------------------------- + :...|...|...|...|...|...|...h + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...c...|...|...|...x + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...|...|...|...|...h + ----------------------------- +46:...x...|...|...c...|...|...c +47:---------------------------- + :...|...|...|...|...|...|...h + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...c...|...|...|...x + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...|...|...|...|...h + ----------------------------- +48:---------------------------- + :...|...|...|...|...|...h...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...c...x...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...|...h...| + ----------------------------- +49:---------------------------- + :...|...|...|...|...|...h...| + :...|...|...|...|...|...t...| + :...|...|...c...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...c...x...| + :...|...|...|...|...|...t...| + :...|...|...c...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...|...h...| + ----------------------------- +50:...|...x...|...c...|...c...| +51:...|...x...|...|...|...|...| +52:---------------------------- + :...|...|...|...|...|...h...| + :...|...|...|...|...|...t...| + :...|...|...c...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...c...x...| + :...|...|...|...|...|...t...| + :...|...|...c...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...|...h...| + ----------------------------- +53:...|...|...x...c...c...|...| +54:...|...|...x...|...|...|...| +55:...|...|...|...x...c...|...| +56:...|...|...|...x...|...|...| +57:...|...|...|...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) +58:---------------------------- + :...|...|...|...|...|...h...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...c...x...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...|...h...| + ----------------------------- +59:---------------------------- + :...|...|...|...|...|...|...h + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...c...|...|...|...x + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...|...|...|...|...h + ----------------------------- +60:...x...|...|...c...|...|...c +61:---------------------------- + :...|...|...|...|...|...|...h + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...c...|...|...|...x + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...|...|...|...|...h + ----------------------------- +62:---------------------------- + :...|...|...|...|...|...h...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...c...x...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...|...h...| + ----------------------------- +63:---------------------------- + :...|...|...|...|...|...h...| + :...|...|...|...|...|...t...| + :...|...|...c...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...c...x...| + :...|...|...|...|...|...t...| + :...|...|...c...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...|...h...| + ----------------------------- +64:...|...x...|...c...|...c...| +65:...|...x...|...|...|...|...| +66:---------------------------- + :...|...|...|...|...|...h...| + :...|...|...|...|...|...t...| + :...|...|...c...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...c...x...| + :...|...|...|...|...|...t...| + :...|...|...c...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...|...h...| + ----------------------------- +67:...|...|...x...c...c...|...| +68:...|...|...x...|...|...|...| +69:...|...|...|...x...c...|...| +70:...|...|...|...x...|...|...| +71:...|...|...|...|...x...|...| +72:---------------------------- + :...|...|...|...|...|...h...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...c...x...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...|...h...| + ----------------------------- +73:---------------------------- + :...|...|...|...|...|...|...h + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...c...|...|...|...x + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...|...|...|...|...h + ----------------------------- +74:...x...|...|...c...|...|...c +75:---------------------------- + :...|...|...|...|...|...|...h + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...c...|...|...|...x + :...|...|...|...|...|...|...t + :...|...|...|...|...|...c...x + :...|...|...|...|...|...|.tdg + :...|...|...|...|...|...|...h + ----------------------------- +76:---------------------------- + :...|...|...|...|...|...h...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...c...x...| + :...|...|...|...|...|...t...| + :...|...c...|...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...|...h...| + ----------------------------- +77:---------------------------- + :...|...|...|...|...|...h...| + :...|...|...|...|...|...t...| + :...|...|...c...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...c...x...| + :...|...|...|...|...|...t...| + :...|...|...c...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...|...h...| + ----------------------------- +78:...|...x...|...c...|...c...| +79:...|...x...|...|...|...|...| +80:---------------------------- + :...|...|...|...|...|...h...| + :...|...|...|...|...|...t...| + :...|...|...c...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...c...x...| + :...|...|...|...|...|...t...| + :...|...|...c...|...|...x...| + :...|...|...|...|...|.tdg...| + :...|...|...|...|...|...h...| + ----------------------------- +81:...|...|...x...c...c...|...| +82:...|...|...x...|...|...|...| +83:...|...|...|...x...c...|...| +84:...|...|...|...x...|...|...| +85:...|...|...|...|...x...|...| +86:============================ +87:...0...|...|...|...|...|...| +88:...|...1...|...|...|...|...| +89:...|...|...2...|...|...|...| +90:...|...|...|...3...|...|...| +91:...|...|...|...|...4...|...| +92:...|...|...|...|...|...5...| +93:...|...|...|...|...|...|...6 +.o:...0...1...2...3...4...5...6 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Identity Duration: 1.3307e-04s............................. +Permuted Duration: 1.3143e-04s............................. +Identity active_nodes: 12 ...................................... +Permuted active_nodes: 12 ...................................... +Identity max_nodes: 37 ...................................... +Permuted max_nodes: 37 ...................................... +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/random_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/random_indep_qiskit_all.txt new file mode 100644 index 00000000..124715e5 --- /dev/null +++ b/test/BenchmarkQuasm/results/random_indep_qiskit_all.txt @@ -0,0 +1,442 @@ +Start Simulation of random_indep_qiskit_2__________________________________________________ + + i: 0 1 + 1: sdg | + 2: | sdg + 3: rxx rxx p: (1.3049) + 4: u2 | p: (0) (-1.5708) + 5: | s + 6: x c + 7: rz | p: (3.22205) + 8: x c + 9: u2 | p: (0.714421) (-3.14159) +10: | rx p: (-3.14159) +11: x c +12: ry | p: (-3.00627) +13: | ry p: (3.00627) +14: x c +15: p | p: (-2.66826) +16: | u2 p: (-3.14159) (-3.14159) +17:======== +18: 0 | +19: | 1 + o: 0 1 +Total Permutations: 2 +Min time: 7.1000e-06s................. Permutation 0 : 0 -> 0|1 -> 1| +Max time: 8.1225e-06s................. Permutation 1 : 0 -> 1|1 -> 0| +Min active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Min max nodes: 9 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Max active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Max max nodes: 9 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +________________________________________________________________________________________________ + +2 permutations have 3 active nodes. + +........................... +Average time: 7.6113e-06s + +________________________________________________________________________________________________ + +2 permutations have 9 max nodes. + +........................... +Average time: 7.6113e-06s + +________________________________________________________________________________________________ + +execution time of: 7.1000e-06s: Index: 0 | Max_nodes: 9 | Active_nodes: 3 | 0 -> 0|1 -> 1| +execution time of: 8.1225e-06s: Index: 1 | Max_nodes: 9 | Active_nodes: 3 | 0 -> 1|1 -> 0| +________________________________________________________________________________________________ + +Start Simulation of random_indep_qiskit_3__________________________________________________ + +.i:...0...1...2 +.1:...u...|...| p: (3.2220e+00) (-7.1679e-01) (7.1679e-01) +.2:...|..ry...| p: (1.5708e+00) +.3:...|...|...p p: (6.3283e-01) +.4:...|...c...x +.5:...|..ry...| p: (2.6026e+00) +.6:...|...|..ry p: (-2.6026e+00) +.7:...|...c...x +.8:...|..u2...| p: (-3.1416e+00) (-3.1416e+00) +.9:...c...s...| +10:...|...|...p p: (2.5088e+00) +11:...c..sw..sw +12:...p...|...| p: (5.8650e+00) +13:...|.rzz.rzz p: (5.1968e+00) +14:.rzz...|.rzz p: (5.6959e+00) +15:...c...|...u p: (3.2536e+00) (2.0262e+00) (1.7746e+00) +16:...|...u...| p: (2.4764e+00) (-1.0445e+00) (2.5432e+00) +17:============ +18:...0...|...| +19:...|...1...| +20:...|...|...2 +.o:...0...1...2 +Total Permutations: 6 +Min time: 8.4650e-06s................. Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| +Max time: 1.0168e-05s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Min active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Min max nodes: 17 nodes.................... Permutation 2 : 0 -> 1|1 -> 0|2 -> 2| +Max active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max max nodes: 18 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +________________________________________________________________________________________________ + +6 permutations have 7 active nodes. + +........................... +Average time: 9.3714e-06s + +________________________________________________________________________________________________ + +4 permutations have 17 max nodes. + +........................... +Average time: 9.1651e-06s + +2 permutations have 18 max nodes. + +........................... +Average time: 9.7839e-06s + +________________________________________________________________________________________________ + +execution time of: 8.4650e-06s: Index: 5 | Max_nodes: 17 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 0| +execution time of: 9.0375e-06s: Index: 3 | Max_nodes: 17 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 0| +execution time of: 9.1727e-06s: Index: 4 | Max_nodes: 17 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 1| +execution time of: 9.4003e-06s: Index: 1 | Max_nodes: 18 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 1| +execution time of: 9.9853e-06s: Index: 2 | Max_nodes: 17 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 2| +execution time of: 1.0168e-05s: Index: 0 | Max_nodes: 18 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 2| +________________________________________________________________________________________________ + +Start Simulation of random_indep_qiskit_4__________________________________________________ + +.i:...0...1...2...3 +.1:..u2...|...|...| p: (1.5708e+00) (-7.1679e-01) +.2:...|...p...|...| p: (-1.4903e+00) +.3:...|...|..ry...| p: (1.5708e+00) +.4:...|...x...c...| +.5:...|..ry...|...| p: (-4.6898e-01) +.6:...|...|..ry...| p: (-4.6898e-01) +.7:...|...x...c...| +.8:...|..u2...|...| p: (7.8540e-01) (-1.6513e+00) +.9:...|...|..u2...| p: (-3.1416e+00) (-3.1416e+00) +10:...|...x...c...| +11:...|.tdg...|...| +12:...|...|...|..u2 p: (4.3293e+00) (5.2889e+00) +13:...|...x...|...c +14:...|...t...|...| +15:...|...x...c...| +16:...|..u2...|...| p: (0.0000e+00) (2.3562e+00) +17:...|...|...u...| p: (3.1416e+00) (4.6106e-01) (1.1097e+00) +18:...|...|...|...h +19:...c...c...|...x +20:...p...|...|...| p: (-1.7604e+00) +21:...|...u...|...| p: (1.4105e-03) (1.5708e+00) (2.6780e+00) +22:...|...|...|..rx p: (-3.1416e+00) +23:...|...|...x...c +24:...|...|..ry...| p: (-7.1036e-01) +25:...|...|...|..ry p: (7.1036e-01) +26:...|...|...x...c +27:...|...|..u2...| p: (-2.0191e+00) (-1.5226e+00) +28:...|...|...|..u2 p: (1.5708e+00) (-3.1416e+00) +29:.rxx...|...|.rxx p: (2.0971e+00) +30:...s...|...|...| +31:..rx...|...c...| p: (1.5640e+00) +32:...p...|...|...| p: (2.5043e+00) +33:...x...c...|...| +34:..ry...|...|...| p: (-1.0666e+00) +35:...|..ry...|...| p: (-1.0666e+00) +36:...x...c...|...| +37:...p...|...|...| p: (-2.5043e+00) +38:...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) +39:...|...|...|..u2 p: (0.0000e+00) (-2.3562e+00) +40:...|...|...c...x +41:...|...|...|...h +42:...|...|...c...s +43:...|...c...x...| +44:...|...x...c...| +45:...|...|...|...p p: (-1.4625e+00) +46:...u...|...|...c p: (3.9824e+00) (7.2033e-01) (1.4646e+00) +47:================ +48:...0...|...|...| +49:...|...1...|...| +50:...|...|...2...| +51:...|...|...|...3 +.o:...0...1...2...3 +Total Permutations: 24 +Min time: 2.8848e-05s................. Permutation 1 : 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +Max time: 3.1295e-05s................. Permutation 14 : 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +Min active nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Min max nodes: 45 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Max active nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Max max nodes: 45 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +________________________________________________________________________________________________ + +24 permutations have 15 active nodes. + +........................... +Average time: 3.0044e-05s + +________________________________________________________________________________________________ + +24 permutations have 45 max nodes. + +........................... +Average time: 3.0044e-05s + +________________________________________________________________________________________________ + +execution time of: 2.8848e-05s: Index: 1 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +execution time of: 2.8913e-05s: Index: 3 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +execution time of: 2.9140e-05s: Index: 6 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +execution time of: 2.9225e-05s: Index: 0 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +execution time of: 2.9470e-05s: Index: 5 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +execution time of: 2.9548e-05s: Index: 17 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +execution time of: 2.9590e-05s: Index: 18 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| +execution time of: 2.9708e-05s: Index: 7 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +execution time of: 2.9773e-05s: Index: 9 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +execution time of: 2.9880e-05s: Index: 2 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +execution time of: 2.9905e-05s: Index: 4 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| +execution time of: 2.9998e-05s: Index: 12 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +execution time of: 3.0028e-05s: Index: 19 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| +execution time of: 3.0040e-05s: Index: 16 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| +execution time of: 3.0198e-05s: Index: 21 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| +execution time of: 3.0268e-05s: Index: 15 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +execution time of: 3.0373e-05s: Index: 22 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| +execution time of: 3.0488e-05s: Index: 13 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +execution time of: 3.0663e-05s: Index: 23 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +execution time of: 3.0763e-05s: Index: 11 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| +execution time of: 3.0856e-05s: Index: 10 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +execution time of: 3.0995e-05s: Index: 20 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +execution time of: 3.1078e-05s: Index: 8 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| +execution time of: 3.1295e-05s: Index: 14 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +________________________________________________________________________________________________ + +Start Simulation of random_indep_qiskit_5__________________________________________________ + +.i:...0...1...2...3...4 +.1:..u2...|...|...|...| p: (7.8540e-01) (-3.1416e+00) +.2:...|...p...|...|...| p: (-1.4903e+00) +.3:...x...|...|...c...| +.4:.tdg...|...|...|...| +.5:...x...|...c...|...| +.6:...t...|...|...|...| +.7:...x...|...|...c...| +.8:..u2...|...|...|...| p: (-1.5708e+00) (2.3562e+00) +.9:...|...|...|.sdg...| +10:.rxx...|...|.rxx...| p: (5.1857e+00) +11:..u2...|...|...|...| p: (0.0000e+00) (-1.5708e+00) +12:...|...|...|...s...| +13:...|...|...|...|..ry p: (1.5708e+00) +14:...|...x...|...|...c +15:...|..ry...|...|...| p: (-4.6898e-01) +16:...|...|...|...|..ry p: (-4.6898e-01) +17:...|...x...|...|...c +18:...|...p...|...|...| p: (1.4903e+00) +19:...|...x...c...|...| +20:...x...c...|...c...| +21:..u2...|...|...|...| p: (-3.0295e+00) (-3.1416e+00) +22:...|...c...|...z...| +23:...|...|...p...|...| p: (8.7557e-01) +24:...|...|...|...h...| +25:...|...c...|...x...| +26:...|...|...|...h...| +27:...|...c...|...s...| +28:...|...u...|...|...| p: (1.9553e+00) (1.6645e+00) (-8.6953e-02) +29:...|...|...|...t...| +30:...|...|...|...|..u2 p: (1.5708e+00) (-3.1416e+00) +31:...|...|...c...|...u p: (5.8650e+00) (9.1103e-01) (4.6846e+00) +32:...|...|..sw...|..sw +33:...u...|...c...|...| p: (9.7028e-01) (1.5694e+00) (5.4657e+00) +34:...t...|...|...|...| +35:...|...|...|...|..ry p: (3.7722e+00) +36:...|...|..rx...|...c p: (4.0783e+00) +37:...|...|..rx...c...| p: (2.3453e+00) +38:...|...|...z...|...| +39:...|...x...c...|...| +40:...|...c...x...|...| +41:...|...h...|...|...| +42:...|...|..rx...|...| p: (3.4508e+00) +43:...|...|...|..u2...| p: (-1.8375e+00) (1.5708e+00) +44:...h...|...|...|...c +45:...h...|...|...|...| +46:...x...|...|...|...c +47:...h...|...|...|...| +48:...s...|...|...|...c +49:...|...|...|...|...p p: (5.5407e+00) +50:...u...|...|...|...c p: (5.4325e+00) (4.3138e-01) (5.1317e+00) +51:...c...x...|...|...| +52:...|...h...|...|...| +53:...c...s...|...|...| +54:...|...|...|...|...u p: (1.2119e+00) (2.0937e+00) (1.7437e+00) +55:==================== +56:...0...|...|...|...| +57:...|...1...|...|...| +58:...|...|...2...|...| +59:...|...|...|...3...| +60:...|...|...|...|...4 +.o:...0...1...2...3...4 +Total Permutations: 120 +Min time: 3.2175e-05s................. Permutation 44 : 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +Max time: 4.7518e-05s................. Permutation 28 : 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +Min active nodes: 31 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Min max nodes: 71 nodes.................... Permutation 57 : 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +Max active nodes: 31 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Max max nodes: 93 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +________________________________________________________________________________________________ + +120 permutations have 31 active nodes. + +........................... +Average time: 3.7774e-05s + +________________________________________________________________________________________________ + +12 permutations have 71 max nodes. + +........................... +Average time: 3.5335e-05s + +36 permutations have 75 max nodes. + +........................... +Average time: 3.6047e-05s + +12 permutations have 81 max nodes. + +........................... +Average time: 3.7528e-05s + +36 permutations have 85 max nodes. + +........................... +Average time: 4.0267e-05s + +24 permutations have 93 max nodes. + +........................... +Average time: 3.7968e-05s + +________________________________________________________________________________________________ + +execution time of: 3.2175e-05s: Index: 44 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +execution time of: 3.2258e-05s: Index: 40 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +execution time of: 3.2370e-05s: Index: 34 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +execution time of: 3.2605e-05s: Index: 38 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +execution time of: 3.2611e-05s: Index: 46 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +execution time of: 3.3000e-05s: Index: 32 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +execution time of: 3.3240e-05s: Index: 59 | Max_nodes: 71 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +execution time of: 3.3530e-05s: Index: 62 | Max_nodes: 71 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +execution time of: 3.3630e-05s: Index: 89 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +execution time of: 3.3730e-05s: Index: 14 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +execution time of: 3.3776e-05s: Index: 71 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +execution time of: 3.3793e-05s: Index: 83 | Max_nodes: 71 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +execution time of: 3.3793e-05s: Index: 16 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +execution time of: 3.3810e-05s: Index: 64 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +execution time of: 3.3890e-05s: Index: 41 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +execution time of: 3.4085e-05s: Index: 88 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +execution time of: 3.4183e-05s: Index: 65 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +execution time of: 3.4453e-05s: Index: 20 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +execution time of: 3.4543e-05s: Index: 81 | Max_nodes: 71 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +execution time of: 3.4550e-05s: Index: 68 | Max_nodes: 71 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +execution time of: 3.4783e-05s: Index: 8 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +execution time of: 3.4790e-05s: Index: 10 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +execution time of: 3.4820e-05s: Index: 77 | Max_nodes: 81 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +execution time of: 3.5096e-05s: Index: 105 | Max_nodes: 71 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +execution time of: 3.5133e-05s: Index: 58 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +execution time of: 3.5208e-05s: Index: 107 | Max_nodes: 71 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +execution time of: 3.5290e-05s: Index: 57 | Max_nodes: 71 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +execution time of: 3.5338e-05s: Index: 22 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +execution time of: 3.5426e-05s: Index: 113 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +execution time of: 3.5816e-05s: Index: 75 | Max_nodes: 81 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +execution time of: 3.5993e-05s: Index: 106 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +execution time of: 3.6013e-05s: Index: 94 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +execution time of: 3.6043e-05s: Index: 18 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +execution time of: 3.6190e-05s: Index: 112 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +execution time of: 3.6198e-05s: Index: 87 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +execution time of: 3.6288e-05s: Index: 118 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +execution time of: 3.6338e-05s: Index: 86 | Max_nodes: 71 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +execution time of: 3.6358e-05s: Index: 70 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +execution time of: 3.6415e-05s: Index: 36 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +execution time of: 3.6513e-05s: Index: 51 | Max_nodes: 81 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +execution time of: 3.6526e-05s: Index: 119 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +execution time of: 3.6568e-05s: Index: 66 | Max_nodes: 81 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +execution time of: 3.6620e-05s: Index: 99 | Max_nodes: 81 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +execution time of: 3.6641e-05s: Index: 12 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +execution time of: 3.6795e-05s: Index: 92 | Max_nodes: 71 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +execution time of: 3.6803e-05s: Index: 110 | Max_nodes: 71 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +execution time of: 3.6813e-05s: Index: 23 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +execution time of: 3.6841e-05s: Index: 35 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +execution time of: 3.6866e-05s: Index: 69 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +execution time of: 3.6903e-05s: Index: 42 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +execution time of: 3.7068e-05s: Index: 101 | Max_nodes: 81 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +execution time of: 3.7105e-05s: Index: 93 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +execution time of: 3.7108e-05s: Index: 117 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +execution time of: 3.7481e-05s: Index: 111 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +execution time of: 3.7531e-05s: Index: 4 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +execution time of: 3.7725e-05s: Index: 52 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +execution time of: 3.7775e-05s: Index: 29 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +execution time of: 3.7806e-05s: Index: 60 | Max_nodes: 81 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +execution time of: 3.7846e-05s: Index: 63 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +execution time of: 3.7988e-05s: Index: 80 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +execution time of: 3.8023e-05s: Index: 109 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +execution time of: 3.8073e-05s: Index: 104 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +execution time of: 3.8123e-05s: Index: 82 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +execution time of: 3.8136e-05s: Index: 39 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +execution time of: 3.8188e-05s: Index: 85 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +execution time of: 3.8295e-05s: Index: 53 | Max_nodes: 81 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +execution time of: 3.8375e-05s: Index: 103 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +execution time of: 3.8518e-05s: Index: 11 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +execution time of: 3.8520e-05s: Index: 95 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +execution time of: 3.8566e-05s: Index: 19 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +execution time of: 3.8696e-05s: Index: 76 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +execution time of: 3.8698e-05s: Index: 84 | Max_nodes: 81 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +execution time of: 3.8710e-05s: Index: 56 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +execution time of: 3.8723e-05s: Index: 90 | Max_nodes: 81 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +execution time of: 3.8828e-05s: Index: 116 | Max_nodes: 71 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +execution time of: 3.8858e-05s: Index: 26 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +execution time of: 3.8965e-05s: Index: 5 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +execution time of: 3.9040e-05s: Index: 50 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +execution time of: 3.9043e-05s: Index: 73 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +execution time of: 3.9090e-05s: Index: 33 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +execution time of: 3.9106e-05s: Index: 2 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +execution time of: 3.9110e-05s: Index: 91 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +execution time of: 3.9125e-05s: Index: 21 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +execution time of: 3.9303e-05s: Index: 27 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +execution time of: 3.9308e-05s: Index: 7 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +execution time of: 3.9318e-05s: Index: 100 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +execution time of: 3.9348e-05s: Index: 31 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +execution time of: 3.9378e-05s: Index: 108 | Max_nodes: 81 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +execution time of: 3.9403e-05s: Index: 6 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +execution time of: 3.9406e-05s: Index: 13 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +execution time of: 3.9551e-05s: Index: 67 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +execution time of: 3.9800e-05s: Index: 45 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +execution time of: 3.9858e-05s: Index: 15 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +execution time of: 4.0033e-05s: Index: 114 | Max_nodes: 81 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +execution time of: 4.0058e-05s: Index: 25 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +execution time of: 4.0113e-05s: Index: 54 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +execution time of: 4.0240e-05s: Index: 17 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +execution time of: 4.0248e-05s: Index: 9 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +execution time of: 4.0296e-05s: Index: 30 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +execution time of: 4.0333e-05s: Index: 1 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +execution time of: 4.0820e-05s: Index: 78 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +execution time of: 4.0828e-05s: Index: 55 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +execution time of: 4.0858e-05s: Index: 37 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +execution time of: 4.0860e-05s: Index: 97 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| +execution time of: 4.1070e-05s: Index: 79 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +execution time of: 4.1113e-05s: Index: 48 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +execution time of: 4.1190e-05s: Index: 0 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +execution time of: 4.1383e-05s: Index: 24 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +execution time of: 4.1413e-05s: Index: 61 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +execution time of: 4.1570e-05s: Index: 72 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +execution time of: 4.1591e-05s: Index: 49 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +execution time of: 4.1706e-05s: Index: 98 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +execution time of: 4.1838e-05s: Index: 74 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +execution time of: 4.1868e-05s: Index: 43 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +execution time of: 4.2380e-05s: Index: 96 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +execution time of: 4.3056e-05s: Index: 3 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +execution time of: 4.3473e-05s: Index: 47 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +execution time of: 4.4818e-05s: Index: 115 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +execution time of: 4.7518e-05s: Index: 28 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/random_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/random_indep_qiskit_controls.txt new file mode 100644 index 00000000..7b42c01f --- /dev/null +++ b/test/BenchmarkQuasm/results/random_indep_qiskit_controls.txt @@ -0,0 +1,342 @@ +Start Simulation of random_indep_qiskit_2__________________________________________________ + + i: 0 1 + 1: sdg | + 2: | sdg + 3: rxx rxx p: (1.3049) + 4: u2 | p: (0) (-1.5708) + 5: | s + 6: x c + 7: rz | p: (3.22205) + 8: x c + 9: u2 | p: (0.714421) (-3.14159) +10: | rx p: (-3.14159) +11: x c +12: ry | p: (-3.00627) +13: | ry p: (3.00627) +14: x c +15: p | p: (-2.66826) +16: | u2 p: (-3.14159) (-3.14159) +17:======== +18: 0 | +19: | 1 + o: 0 1 +Q: 0 w: 1 | Q: 1 w: 3 | +Computed Permutation: ................0 -> 0|1 -> 1| +Original Permutation: ................0 -> 0|1 -> 1| +Identity Duration: 7.4125e-06s............................. +Permuted Duration: 7.8775e-06s............................. +Identity active_nodes: 3 ...................................... +Permuted active_nodes: 3 ...................................... +Identity max_nodes: 9 ...................................... +Permuted max_nodes: 9 ...................................... +________________________________________________________________________________________________ + +Start Simulation of random_indep_qiskit_3__________________________________________________ + +.i:...0...1...2 +.1:...u...|...| p: (3.2220e+00) (-7.1679e-01) (7.1679e-01) +.2:...|..ry...| p: (1.5708e+00) +.3:...|...|...p p: (6.3283e-01) +.4:...|...c...x +.5:...|..ry...| p: (2.6026e+00) +.6:...|...|..ry p: (-2.6026e+00) +.7:...|...c...x +.8:...|..u2...| p: (-3.1416e+00) (-3.1416e+00) +.9:...c...s...| +10:...|...|...p p: (2.5088e+00) +11:...c..sw..sw +12:...p...|...| p: (5.8650e+00) +13:...|.rzz.rzz p: (5.1968e+00) +14:.rzz...|.rzz p: (5.6959e+00) +15:...c...|...u p: (3.2536e+00) (2.0262e+00) (1.7746e+00) +16:...|...u...| p: (2.4764e+00) (-1.0445e+00) (2.5432e+00) +17:============ +18:...0...|...| +19:...|...1...| +20:...|...|...2 +.o:...0...1...2 +Q: 0 w: 4 | Q: 1 w: 3 | Q: 2 w: 1 | +Computed Permutation: .........0 -> 2|1 -> 1|2 -> 0| +Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Identity Duration: 1.1025e-05s............................. +Permuted Duration: 9.4902e-06s............................. +Identity active_nodes: 7 ...................................... +Permuted active_nodes: 7 ...................................... +Identity max_nodes: 18 ...................................... +Permuted max_nodes: 17 ...................................... +________________________________________________________________________________________________ + +Start Simulation of random_indep_qiskit_4__________________________________________________ + +.i:...0...1...2...3 +.1:..u2...|...|...| p: (1.5708e+00) (-7.1679e-01) +.2:...|...p...|...| p: (-1.4903e+00) +.3:...|...|..ry...| p: (1.5708e+00) +.4:...|...x...c...| +.5:...|..ry...|...| p: (-4.6898e-01) +.6:...|...|..ry...| p: (-4.6898e-01) +.7:...|...x...c...| +.8:...|..u2...|...| p: (7.8540e-01) (-1.6513e+00) +.9:...|...|..u2...| p: (-3.1416e+00) (-3.1416e+00) +10:...|...x...c...| +11:...|.tdg...|...| +12:...|...|...|..u2 p: (4.3293e+00) (5.2889e+00) +13:...|...x...|...c +14:...|...t...|...| +15:...|...x...c...| +16:...|..u2...|...| p: (0.0000e+00) (2.3562e+00) +17:...|...|...u...| p: (3.1416e+00) (4.6106e-01) (1.1097e+00) +18:...|...|...|...h +19:...c...c...|...x +20:...p...|...|...| p: (-1.7604e+00) +21:...|...u...|...| p: (1.4105e-03) (1.5708e+00) (2.6780e+00) +22:...|...|...|..rx p: (-3.1416e+00) +23:...|...|...x...c +24:...|...|..ry...| p: (-7.1036e-01) +25:...|...|...|..ry p: (7.1036e-01) +26:...|...|...x...c +27:...|...|..u2...| p: (-2.0191e+00) (-1.5226e+00) +28:...|...|...|..u2 p: (1.5708e+00) (-3.1416e+00) +29:.rxx...|...|.rxx p: (2.0971e+00) +30:...s...|...|...| +31:..rx...|...c...| p: (1.5640e+00) +32:...p...|...|...| p: (2.5043e+00) +33:...x...c...|...| +34:..ry...|...|...| p: (-1.0666e+00) +35:...|..ry...|...| p: (-1.0666e+00) +36:...x...c...|...| +37:...p...|...|...| p: (-2.5043e+00) +38:...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) +39:...|...|...|..u2 p: (0.0000e+00) (-2.3562e+00) +40:...|...|...c...x +41:...|...|...|...h +42:...|...|...c...s +43:...|...c...x...| +44:...|...x...c...| +45:...|...|...|...p p: (-1.4625e+00) +46:...u...|...|...c p: (3.9824e+00) (7.2033e-01) (1.4646e+00) +47:================ +48:...0...|...|...| +49:...|...1...|...| +50:...|...|...2...| +51:...|...|...|...3 +.o:...0...1...2...3 +Q: 0 w: 3 | Q: 1 w: 6 | Q: 2 w: 8 | Q: 3 w: 9 | +Computed Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Identity Duration: 2.7635e-05s............................. +Permuted Duration: 2.8193e-05s............................. +Identity active_nodes: 15 ...................................... +Permuted active_nodes: 15 ...................................... +Identity max_nodes: 45 ...................................... +Permuted max_nodes: 45 ...................................... +________________________________________________________________________________________________ + +Start Simulation of random_indep_qiskit_5__________________________________________________ + +.i:...0...1...2...3...4 +.1:..u2...|...|...|...| p: (7.8540e-01) (-3.1416e+00) +.2:...|...p...|...|...| p: (-1.4903e+00) +.3:...x...|...|...c...| +.4:.tdg...|...|...|...| +.5:...x...|...c...|...| +.6:...t...|...|...|...| +.7:...x...|...|...c...| +.8:..u2...|...|...|...| p: (-1.5708e+00) (2.3562e+00) +.9:...|...|...|.sdg...| +10:.rxx...|...|.rxx...| p: (5.1857e+00) +11:..u2...|...|...|...| p: (0.0000e+00) (-1.5708e+00) +12:...|...|...|...s...| +13:...|...|...|...|..ry p: (1.5708e+00) +14:...|...x...|...|...c +15:...|..ry...|...|...| p: (-4.6898e-01) +16:...|...|...|...|..ry p: (-4.6898e-01) +17:...|...x...|...|...c +18:...|...p...|...|...| p: (1.4903e+00) +19:...|...x...c...|...| +20:...x...c...|...c...| +21:..u2...|...|...|...| p: (-3.0295e+00) (-3.1416e+00) +22:...|...c...|...z...| +23:...|...|...p...|...| p: (8.7557e-01) +24:...|...|...|...h...| +25:...|...c...|...x...| +26:...|...|...|...h...| +27:...|...c...|...s...| +28:...|...u...|...|...| p: (1.9553e+00) (1.6645e+00) (-8.6953e-02) +29:...|...|...|...t...| +30:...|...|...|...|..u2 p: (1.5708e+00) (-3.1416e+00) +31:...|...|...c...|...u p: (5.8650e+00) (9.1103e-01) (4.6846e+00) +32:...|...|..sw...|..sw +33:...u...|...c...|...| p: (9.7028e-01) (1.5694e+00) (5.4657e+00) +34:...t...|...|...|...| +35:...|...|...|...|..ry p: (3.7722e+00) +36:...|...|..rx...|...c p: (4.0783e+00) +37:...|...|..rx...c...| p: (2.3453e+00) +38:...|...|...z...|...| +39:...|...x...c...|...| +40:...|...c...x...|...| +41:...|...h...|...|...| +42:...|...|..rx...|...| p: (3.4508e+00) +43:...|...|...|..u2...| p: (-1.8375e+00) (1.5708e+00) +44:...h...|...|...|...c +45:...h...|...|...|...| +46:...x...|...|...|...c +47:...h...|...|...|...| +48:...s...|...|...|...c +49:...|...|...|...|...p p: (5.5407e+00) +50:...u...|...|...|...c p: (5.4325e+00) (4.3138e-01) (5.1317e+00) +51:...c...x...|...|...| +52:...|...h...|...|...| +53:...c...s...|...|...| +54:...|...|...|...|...u p: (1.2119e+00) (2.0937e+00) (1.7437e+00) +55:==================== +56:...0...|...|...|...| +57:...|...1...|...|...| +58:...|...|...2...|...| +59:...|...|...|...3...| +60:...|...|...|...|...4 +.o:...0...1...2...3...4 +Q: 0 w: 3 | Q: 1 w: 6 | Q: 2 w: 8 | Q: 3 w: 9 | Q: 4 w: 9 | +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Identity Duration: 4.0810e-05s............................. +Permuted Duration: 4.2258e-05s............................. +Identity active_nodes: 31 ...................................... +Permuted active_nodes: 31 ...................................... +Identity max_nodes: 93 ...................................... +Permuted max_nodes: 93 ...................................... +________________________________________________________________________________________________ + +Start Simulation of random_indep_qiskit_7__________________________________________________ + +..i:...0...1...2...3...4...5...6 +..1:.tdg...|...|...|...|...|...| +..2:...|...p...|...|...|...|...| p: (2.4248e+00) +..3:...|...|..u2...|...|...|...| p: (7.8540e-01) (-3.1416e+00) +..4:...|...|...|..ry...|...|...| p: (1.5708e+00) +..5:...|...x...|...c...|...|...| +..6:...|..ry...|...|...|...|...| p: (-1.6110e+00) +..7:...|...|...|..ry...|...|...| p: (-1.6110e+00) +..8:...|...x...|...c...|...|...| +..9:...|..u2...|...|...|...|...| p: (7.8540e-01) (7.1679e-01) +.10:...c...x...|...|...|...|...| +.11:...|.tdg...|...|...|...|...| +.12:...|...|...|..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) +.13:...|...|...|...|...u...|...| p: (1.7746e+00) (-2.4764e+00) (-1.0237e+00) +.14:...|...|...x...|...|...|...c +.15:...|...|.tdg...|...|...|...| +.16:...|...|...x...|...|...c...| +.17:...|...|...t...|...|...|...| +.18:...|...|...|...|...|...h...| +.19:...|...|...|...c...|...x...| +.20:...|...|...|...|...|...h...| +.21:...|...|...|...c...|...s...| +.22:...|...|...|..ry...|...|...| p: (1.5708e+00) +.23:...|...|...|...|...|...s...| +.24:...|...|...x...|...|...|...c +.25:...|...|..u2...|...|...|...| p: (0.0000e+00) (2.3562e+00) +.26:...|...x...c...|...|...|...| +.27:...|...t...|...|...|...|...| +.28:...c...x...|...|...|...|...| +.29:...p...|...|...|...|...|...| p: (3.2536e+00) +.30:...c...|...|...|...|..rx...| p: (5.2626e+00) +.31:...|..u2...|...|...|...|...| p: (1.7604e+00) (2.3562e+00) +.32:...|...|...p...|...|...|...| p: (2.0262e+00) +.33:...|...x...|...c...|...|...| +.34:...|..ry...|...|...|...|...| p: (-9.6233e-01) +.35:...|...|...|..ry...|...|...| p: (9.6233e-01) +.36:...|...x...|...c...|...|...| +.37:...|...p...|...|...|...|...| p: (-1.7604e+00) +.38:...|...|...|..u2...|...|...| p: (2.3562e+00) (-3.1416e+00) +.39:...|...u...|...|...c...|...| p: (1.5640e+00) (2.4054e+00) (4.0783e+00) +.40:...|...|...|...|...p...|...| p: (4.9994e+00) +.41:...|...|...|...u...c...|...| p: (6.2023e+00) (5.0768e+00) (5.2965e+00) +.42:...|...|...|..u2...|...|...| p: (-3.1416e+00) (1.5708e+00) +.43:...|...|...|...|...p...|...| p: (2.3132e+00) +.44:...|...x...|...|...|...c...| +.45:...|...c...|...|...|...x...| +.46:...|...|...|...|...|...u...| p: (3.1416e+00) (-7.8540e-01) (-1.5708e+00) +.47:...|...|...|...|...|...|..u2 p: (-1.5708e+00) (-1.5708e+00) +.48:...|...|..rz...|...|...|...c p: (4.8760e+00) +.49:...c...|...x...|...|...|...| +.50:...x...|...c...|...|...|...| +.51:...u...|...|...|...|...|...| p: (1.8272e+00) (-1.2096e+00) (1.4509e+00) +.52:...|...c...h...|...|...|...| +.53:...|.tdg...|...|...|...|...| +.54:...|...|...z...|...|...|...| +.55:...|...|...|...|...|...|...u p: (1.6408e+00) (7.1753e-01) (2.8345e-02) +.56:...|...|...|...|...x...|...c +.57:...|...|...|...|..ry...|...| p: (-2.5658e+00) +.58:...|...|...|...|...|...|..ry p: (2.5658e+00) +.59:...|...|...|...|...x...|...c +.60:...|...|...|...|..u2...|...| p: (-1.9865e+00) (9.7671e-01) +.61:...|...|...c...|...s...|...| +.62:...|...|...|...|...v...|...| +.63:...|...|...|...|...|...|..u2 p: (1.5708e+00) (-3.1416e+00) +.64:...|...|...|.rxx...|...|.rxx p: (2.9177e+00) +.65:...|...|...|...u...|...|...| p: (2.3015e+00) (1.8254e+00) (-1.5708e+00) +.66:...|...|...|...|...|...|...s +.67:...|..sw...|...|...|..sw...c +.68:...|...s...|...|...|...|...| +.69:...|...c...|...|...x...|...| +.70:...|...x...|...|...|...|...| +.71:...|...y...|...|...c...|...| +.72:...|..u2...|...|...|...|...| p: (1.4683e+00) (3.4155e+00) +.73:...|...|...|...|...x...|...| +.74:...|...|...|...|...|...s...| +.75:...|...|...|...|...|...|..sx +.76:...|...|...|...|...|...c...x +.77:...|...|...c...|...|...x...| +.78:...|...|...x...|...|...|...| +.79:...|...h...|...|...|...c...| +.80:...|...p...|...|...|...|...| p: (4.1997e-01) +.81:...|...|...|...|...|...h...| +.82:...|...|...c...|...|...x...| +.83:...|...|...|...|...|..rz...| p: (6.0277e+00) +.84:...|...|...c...|...|...x...| +.85:...|...|...|...|...|..u2...| p: (1.5708e+00) (-3.1416e+00) +.86:...x...|...|...c...|...|...c +.87:...c...|...|...x...|...|...| +.88:...x...|...|...c...|...|...| +.89:.rxx...|...|.rxx...|...|...| p: (6.9651e-01) +.90:...u...|...|...|...|...|...| p: (1.3401e+00) (1.5708e+00) (-3.1416e+00) +.91:...|...|...|..ry...|...|...| p: (1.5708e+00) +.92:...|...x...|...c...|...|...| +.93:...|..ry...|...|...|...|...| p: (-1.3664e+00) +.94:...|...|...|..ry...|...|...| p: (1.3664e+00) +.95:...|...x...|...c...|...|...| +.96:...|...u...|...|...|...|...| p: (2.9767e+00) (-1.5708e+00) (1.1508e+00) +.97:...|...|...|..u2...|...|...| p: (1.5708e+00) (-3.1416e+00) +.98:.rxx...|...|.rxx...|...|...| p: (1.6463e-01) +.99:...s...|...|...|...|...|...| +100:...|...|...|...s...|...|...| +101:...|...|...|...|...|...|...x +102:...|...|...|...|...u...|...c p: (2.5101e+00) (2.3428e+00) (2.6953e+00) +103:...|...|...|...|...h...|...| +104:...|...|...|...|...s...|...c +105:...|...|...|...|...v...|...| +106:...|...|...|...|...c...x...| +107:...|...|...|...|...x...c...| +108:...|...|...|...|...|...h...| +109:...|...|..ry...|...|...|...c p: (5.9152e-01) +110:============================ +111:...0...|...|...|...|...|...| +112:...|...1...|...|...|...|...| +113:...|...|...2...|...|...|...| +114:...|...|...|...3...|...|...| +115:...|...|...|...|...4...|...| +116:...|...|...|...|...|...5...| +117:...|...|...|...|...|...|...6 +..o:...0...1...2...3...4...5...6 +Q: 0 w: 6 | Q: 1 w: 5 | Q: 2 w: 10 | Q: 3 w: 9 | Q: 4 w: 11 | Q: 5 w: 13 | Q: 6 w: 14 | +Computed Permutation: 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5|6 -> 6| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Identity Duration: 2.1161e-04s............................. +Permuted Duration: 2.0708e-04s............................. +Identity active_nodes: 127...................................... +Permuted active_nodes: 127...................................... +Identity max_nodes: 381...................................... +Permuted max_nodes: 381...................................... +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/random_indep_qiskit_gates.txt b/test/BenchmarkQuasm/results/random_indep_qiskit_gates.txt new file mode 100644 index 00000000..0298142b --- /dev/null +++ b/test/BenchmarkQuasm/results/random_indep_qiskit_gates.txt @@ -0,0 +1,337 @@ +Start Simulation of random_indep_qiskit_2__________________________________________________ + + i: 0 1 + 1: sdg | + 2: | sdg + 3: rxx rxx p: (1.3049) + 4: u2 | p: (0) (-1.5708) + 5: | s + 6: x c + 7: rz | p: (3.22205) + 8: x c + 9: u2 | p: (0.714421) (-3.14159) +10: | rx p: (-3.14159) +11: x c +12: ry | p: (-3.00627) +13: | ry p: (3.00627) +14: x c +15: p | p: (-2.66826) +16: | u2 p: (-3.14159) (-3.14159) +17:======== +18: 0 | +19: | 1 + o: 0 1 +Computed Permutation: ................0 -> 0|1 -> 1| +Original Permutation: ................0 -> 0|1 -> 1| +Identity Duration: 6.7850e-06s............................. +Permuted Duration: 6.7878e-06s............................. +Identity active_nodes: 3 ...................................... +Permuted active_nodes: 3 ...................................... +Identity max_nodes: 9 ...................................... +Permuted max_nodes: 9 ...................................... +________________________________________________________________________________________________ + +Start Simulation of random_indep_qiskit_3__________________________________________________ + +.i:...0...1...2 +.1:...u...|...| p: (3.2220e+00) (-7.1679e-01) (7.1679e-01) +.2:...|..ry...| p: (1.5708e+00) +.3:...|...|...p p: (6.3283e-01) +.4:...|...c...x +.5:...|..ry...| p: (2.6026e+00) +.6:...|...|..ry p: (-2.6026e+00) +.7:...|...c...x +.8:...|..u2...| p: (-3.1416e+00) (-3.1416e+00) +.9:...c...s...| +10:...|...|...p p: (2.5088e+00) +11:...c..sw..sw +12:...p...|...| p: (5.8650e+00) +13:...|.rzz.rzz p: (5.1968e+00) +14:.rzz...|.rzz p: (5.6959e+00) +15:...c...|...u p: (3.2536e+00) (2.0262e+00) (1.7746e+00) +16:...|...u...| p: (2.4764e+00) (-1.0445e+00) (2.5432e+00) +17:============ +18:...0...|...| +19:...|...1...| +20:...|...|...2 +.o:...0...1...2 +Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Identity Duration: 1.2995e-05s............................. +Permuted Duration: 1.3035e-05s............................. +Identity active_nodes: 7 ...................................... +Permuted active_nodes: 7 ...................................... +Identity max_nodes: 18 ...................................... +Permuted max_nodes: 18 ...................................... +________________________________________________________________________________________________ + +Start Simulation of random_indep_qiskit_4__________________________________________________ + +.i:...0...1...2...3 +.1:..u2...|...|...| p: (1.5708e+00) (-7.1679e-01) +.2:...|...p...|...| p: (-1.4903e+00) +.3:...|...|..ry...| p: (1.5708e+00) +.4:...|...x...c...| +.5:...|..ry...|...| p: (-4.6898e-01) +.6:...|...|..ry...| p: (-4.6898e-01) +.7:...|...x...c...| +.8:...|..u2...|...| p: (7.8540e-01) (-1.6513e+00) +.9:...|...|..u2...| p: (-3.1416e+00) (-3.1416e+00) +10:...|...x...c...| +11:...|.tdg...|...| +12:...|...|...|..u2 p: (4.3293e+00) (5.2889e+00) +13:...|...x...|...c +14:...|...t...|...| +15:...|...x...c...| +16:...|..u2...|...| p: (0.0000e+00) (2.3562e+00) +17:...|...|...u...| p: (3.1416e+00) (4.6106e-01) (1.1097e+00) +18:...|...|...|...h +19:...c...c...|...x +20:...p...|...|...| p: (-1.7604e+00) +21:...|...u...|...| p: (1.4105e-03) (1.5708e+00) (2.6780e+00) +22:...|...|...|..rx p: (-3.1416e+00) +23:...|...|...x...c +24:...|...|..ry...| p: (-7.1036e-01) +25:...|...|...|..ry p: (7.1036e-01) +26:...|...|...x...c +27:...|...|..u2...| p: (-2.0191e+00) (-1.5226e+00) +28:...|...|...|..u2 p: (1.5708e+00) (-3.1416e+00) +29:.rxx...|...|.rxx p: (2.0971e+00) +30:...s...|...|...| +31:..rx...|...c...| p: (1.5640e+00) +32:...p...|...|...| p: (2.5043e+00) +33:...x...c...|...| +34:..ry...|...|...| p: (-1.0666e+00) +35:...|..ry...|...| p: (-1.0666e+00) +36:...x...c...|...| +37:...p...|...|...| p: (-2.5043e+00) +38:...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) +39:...|...|...|..u2 p: (0.0000e+00) (-2.3562e+00) +40:...|...|...c...x +41:...|...|...|...h +42:...|...|...c...s +43:...|...c...x...| +44:...|...x...c...| +45:...|...|...|...p p: (-1.4625e+00) +46:...u...|...|...c p: (3.9824e+00) (7.2033e-01) (1.4646e+00) +47:================ +48:...0...|...|...| +49:...|...1...|...| +50:...|...|...2...| +51:...|...|...|...3 +.o:...0...1...2...3 +Computed Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Identity Duration: 2.7667e-05s............................. +Permuted Duration: 2.8193e-05s............................. +Identity active_nodes: 15 ...................................... +Permuted active_nodes: 15 ...................................... +Identity max_nodes: 45 ...................................... +Permuted max_nodes: 45 ...................................... +________________________________________________________________________________________________ + +Start Simulation of random_indep_qiskit_5__________________________________________________ + +.i:...0...1...2...3...4 +.1:..u2...|...|...|...| p: (7.8540e-01) (-3.1416e+00) +.2:...|...p...|...|...| p: (-1.4903e+00) +.3:...x...|...|...c...| +.4:.tdg...|...|...|...| +.5:...x...|...c...|...| +.6:...t...|...|...|...| +.7:...x...|...|...c...| +.8:..u2...|...|...|...| p: (-1.5708e+00) (2.3562e+00) +.9:...|...|...|.sdg...| +10:.rxx...|...|.rxx...| p: (5.1857e+00) +11:..u2...|...|...|...| p: (0.0000e+00) (-1.5708e+00) +12:...|...|...|...s...| +13:...|...|...|...|..ry p: (1.5708e+00) +14:...|...x...|...|...c +15:...|..ry...|...|...| p: (-4.6898e-01) +16:...|...|...|...|..ry p: (-4.6898e-01) +17:...|...x...|...|...c +18:...|...p...|...|...| p: (1.4903e+00) +19:...|...x...c...|...| +20:...x...c...|...c...| +21:..u2...|...|...|...| p: (-3.0295e+00) (-3.1416e+00) +22:...|...c...|...z...| +23:...|...|...p...|...| p: (8.7557e-01) +24:...|...|...|...h...| +25:...|...c...|...x...| +26:...|...|...|...h...| +27:...|...c...|...s...| +28:...|...u...|...|...| p: (1.9553e+00) (1.6645e+00) (-8.6953e-02) +29:...|...|...|...t...| +30:...|...|...|...|..u2 p: (1.5708e+00) (-3.1416e+00) +31:...|...|...c...|...u p: (5.8650e+00) (9.1103e-01) (4.6846e+00) +32:...|...|..sw...|..sw +33:...u...|...c...|...| p: (9.7028e-01) (1.5694e+00) (5.4657e+00) +34:...t...|...|...|...| +35:...|...|...|...|..ry p: (3.7722e+00) +36:...|...|..rx...|...c p: (4.0783e+00) +37:...|...|..rx...c...| p: (2.3453e+00) +38:...|...|...z...|...| +39:...|...x...c...|...| +40:...|...c...x...|...| +41:...|...h...|...|...| +42:...|...|..rx...|...| p: (3.4508e+00) +43:...|...|...|..u2...| p: (-1.8375e+00) (1.5708e+00) +44:...h...|...|...|...c +45:...h...|...|...|...| +46:...x...|...|...|...c +47:...h...|...|...|...| +48:...s...|...|...|...c +49:...|...|...|...|...p p: (5.5407e+00) +50:...u...|...|...|...c p: (5.4325e+00) (4.3138e-01) (5.1317e+00) +51:...c...x...|...|...| +52:...|...h...|...|...| +53:...c...s...|...|...| +54:...|...|...|...|...u p: (1.2119e+00) (2.0937e+00) (1.7437e+00) +55:==================== +56:...0...|...|...|...| +57:...|...1...|...|...| +58:...|...|...2...|...| +59:...|...|...|...3...| +60:...|...|...|...|...4 +.o:...0...1...2...3...4 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Identity Duration: 4.0888e-05s............................. +Permuted Duration: 4.1473e-05s............................. +Identity active_nodes: 31 ...................................... +Permuted active_nodes: 31 ...................................... +Identity max_nodes: 93 ...................................... +Permuted max_nodes: 93 ...................................... +________________________________________________________________________________________________ + +Start Simulation of random_indep_qiskit_7__________________________________________________ + +..i:...0...1...2...3...4...5...6 +..1:.tdg...|...|...|...|...|...| +..2:...|...p...|...|...|...|...| p: (2.4248e+00) +..3:...|...|..u2...|...|...|...| p: (7.8540e-01) (-3.1416e+00) +..4:...|...|...|..ry...|...|...| p: (1.5708e+00) +..5:...|...x...|...c...|...|...| +..6:...|..ry...|...|...|...|...| p: (-1.6110e+00) +..7:...|...|...|..ry...|...|...| p: (-1.6110e+00) +..8:...|...x...|...c...|...|...| +..9:...|..u2...|...|...|...|...| p: (7.8540e-01) (7.1679e-01) +.10:...c...x...|...|...|...|...| +.11:...|.tdg...|...|...|...|...| +.12:...|...|...|..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) +.13:...|...|...|...|...u...|...| p: (1.7746e+00) (-2.4764e+00) (-1.0237e+00) +.14:...|...|...x...|...|...|...c +.15:...|...|.tdg...|...|...|...| +.16:...|...|...x...|...|...c...| +.17:...|...|...t...|...|...|...| +.18:...|...|...|...|...|...h...| +.19:...|...|...|...c...|...x...| +.20:...|...|...|...|...|...h...| +.21:...|...|...|...c...|...s...| +.22:...|...|...|..ry...|...|...| p: (1.5708e+00) +.23:...|...|...|...|...|...s...| +.24:...|...|...x...|...|...|...c +.25:...|...|..u2...|...|...|...| p: (0.0000e+00) (2.3562e+00) +.26:...|...x...c...|...|...|...| +.27:...|...t...|...|...|...|...| +.28:...c...x...|...|...|...|...| +.29:...p...|...|...|...|...|...| p: (3.2536e+00) +.30:...c...|...|...|...|..rx...| p: (5.2626e+00) +.31:...|..u2...|...|...|...|...| p: (1.7604e+00) (2.3562e+00) +.32:...|...|...p...|...|...|...| p: (2.0262e+00) +.33:...|...x...|...c...|...|...| +.34:...|..ry...|...|...|...|...| p: (-9.6233e-01) +.35:...|...|...|..ry...|...|...| p: (9.6233e-01) +.36:...|...x...|...c...|...|...| +.37:...|...p...|...|...|...|...| p: (-1.7604e+00) +.38:...|...|...|..u2...|...|...| p: (2.3562e+00) (-3.1416e+00) +.39:...|...u...|...|...c...|...| p: (1.5640e+00) (2.4054e+00) (4.0783e+00) +.40:...|...|...|...|...p...|...| p: (4.9994e+00) +.41:...|...|...|...u...c...|...| p: (6.2023e+00) (5.0768e+00) (5.2965e+00) +.42:...|...|...|..u2...|...|...| p: (-3.1416e+00) (1.5708e+00) +.43:...|...|...|...|...p...|...| p: (2.3132e+00) +.44:...|...x...|...|...|...c...| +.45:...|...c...|...|...|...x...| +.46:...|...|...|...|...|...u...| p: (3.1416e+00) (-7.8540e-01) (-1.5708e+00) +.47:...|...|...|...|...|...|..u2 p: (-1.5708e+00) (-1.5708e+00) +.48:...|...|..rz...|...|...|...c p: (4.8760e+00) +.49:...c...|...x...|...|...|...| +.50:...x...|...c...|...|...|...| +.51:...u...|...|...|...|...|...| p: (1.8272e+00) (-1.2096e+00) (1.4509e+00) +.52:...|...c...h...|...|...|...| +.53:...|.tdg...|...|...|...|...| +.54:...|...|...z...|...|...|...| +.55:...|...|...|...|...|...|...u p: (1.6408e+00) (7.1753e-01) (2.8345e-02) +.56:...|...|...|...|...x...|...c +.57:...|...|...|...|..ry...|...| p: (-2.5658e+00) +.58:...|...|...|...|...|...|..ry p: (2.5658e+00) +.59:...|...|...|...|...x...|...c +.60:...|...|...|...|..u2...|...| p: (-1.9865e+00) (9.7671e-01) +.61:...|...|...c...|...s...|...| +.62:...|...|...|...|...v...|...| +.63:...|...|...|...|...|...|..u2 p: (1.5708e+00) (-3.1416e+00) +.64:...|...|...|.rxx...|...|.rxx p: (2.9177e+00) +.65:...|...|...|...u...|...|...| p: (2.3015e+00) (1.8254e+00) (-1.5708e+00) +.66:...|...|...|...|...|...|...s +.67:...|..sw...|...|...|..sw...c +.68:...|...s...|...|...|...|...| +.69:...|...c...|...|...x...|...| +.70:...|...x...|...|...|...|...| +.71:...|...y...|...|...c...|...| +.72:...|..u2...|...|...|...|...| p: (1.4683e+00) (3.4155e+00) +.73:...|...|...|...|...x...|...| +.74:...|...|...|...|...|...s...| +.75:...|...|...|...|...|...|..sx +.76:...|...|...|...|...|...c...x +.77:...|...|...c...|...|...x...| +.78:...|...|...x...|...|...|...| +.79:...|...h...|...|...|...c...| +.80:...|...p...|...|...|...|...| p: (4.1997e-01) +.81:...|...|...|...|...|...h...| +.82:...|...|...c...|...|...x...| +.83:...|...|...|...|...|..rz...| p: (6.0277e+00) +.84:...|...|...c...|...|...x...| +.85:...|...|...|...|...|..u2...| p: (1.5708e+00) (-3.1416e+00) +.86:...x...|...|...c...|...|...c +.87:...c...|...|...x...|...|...| +.88:...x...|...|...c...|...|...| +.89:.rxx...|...|.rxx...|...|...| p: (6.9651e-01) +.90:...u...|...|...|...|...|...| p: (1.3401e+00) (1.5708e+00) (-3.1416e+00) +.91:...|...|...|..ry...|...|...| p: (1.5708e+00) +.92:...|...x...|...c...|...|...| +.93:...|..ry...|...|...|...|...| p: (-1.3664e+00) +.94:...|...|...|..ry...|...|...| p: (1.3664e+00) +.95:...|...x...|...c...|...|...| +.96:...|...u...|...|...|...|...| p: (2.9767e+00) (-1.5708e+00) (1.1508e+00) +.97:...|...|...|..u2...|...|...| p: (1.5708e+00) (-3.1416e+00) +.98:.rxx...|...|.rxx...|...|...| p: (1.6463e-01) +.99:...s...|...|...|...|...|...| +100:...|...|...|...s...|...|...| +101:...|...|...|...|...|...|...x +102:...|...|...|...|...u...|...c p: (2.5101e+00) (2.3428e+00) (2.6953e+00) +103:...|...|...|...|...h...|...| +104:...|...|...|...|...s...|...c +105:...|...|...|...|...v...|...| +106:...|...|...|...|...c...x...| +107:...|...|...|...|...x...c...| +108:...|...|...|...|...|...h...| +109:...|...|..ry...|...|...|...c p: (5.9152e-01) +110:============================ +111:...0...|...|...|...|...|...| +112:...|...1...|...|...|...|...| +113:...|...|...2...|...|...|...| +114:...|...|...|...3...|...|...| +115:...|...|...|...|...4...|...| +116:...|...|...|...|...|...5...| +117:...|...|...|...|...|...|...6 +..o:...0...1...2...3...4...5...6 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Identity Duration: 2.3953e-04s............................. +Permuted Duration: 2.3794e-04s............................. +Identity active_nodes: 127...................................... +Permuted active_nodes: 127...................................... +Identity max_nodes: 381...................................... +Permuted max_nodes: 381...................................... +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/realamprandom_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/realamprandom_indep_qiskit_all.txt new file mode 100644 index 00000000..273094ca --- /dev/null +++ b/test/BenchmarkQuasm/results/realamprandom_indep_qiskit_all.txt @@ -0,0 +1,1206 @@ +Start Simulation of realamprandom_indep_qiskit_2__________________________________________________ + + i: 0 1 + 1: ry | p: (4.84635) + 2: | ry p: (0.130388) + 3: c x + 4: ry | p: (3.98133) + 5: | ry p: (4.70487) + 6: c x + 7: ry | p: (3.13221) + 8: | ry p: (1.41244) + 9: c x +10: ry | p: (1.24447) +11: | ry p: (4.77856) +12:======== +13: 0 | +14: | 1 + o: 0 1 +Total Permutations: 2 +Min time: 4.7050e-06s................. Permutation 1 : 0 -> 1|1 -> 0| +Max time: 5.5500e-06s................. Permutation 0 : 0 -> 0|1 -> 1| +Min active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Min max nodes: 9 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Max active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Max max nodes: 9 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +________________________________________________________________________________________________ + +2 permutations have 3 active nodes. + +........................... +Average time: 5.1275e-06s + +________________________________________________________________________________________________ + +2 permutations have 9 max nodes. + +........................... +Average time: 5.1275e-06s + +________________________________________________________________________________________________ + +execution time of: 4.7050e-06s: Index: 1 | Max_nodes: 9 | Active_nodes: 3 | 0 -> 1|1 -> 0| +execution time of: 5.5500e-06s: Index: 0 | Max_nodes: 9 | Active_nodes: 3 | 0 -> 0|1 -> 1| +________________________________________________________________________________________________ + +Start Simulation of realamprandom_indep_qiskit_3__________________________________________________ + +.i:...0...1...2 +.1:..ry...|...| p: (4.8464e+00) +.2:...|..ry...| p: (1.3039e-01) +.3:...c...x...| +.4:...|...|..ry p: (3.9813e+00) +.5:...c...|...x +.6:..ry...|...| p: (4.7049e+00) +.7:...|...c...x +.8:...|..ry...| p: (3.1322e+00) +.9:...c...x...| +10:...|...|..ry p: (1.4124e+00) +11:...c...|...x +12:..ry...|...| p: (1.2445e+00) +13:...|...c...x +14:...|..ry...| p: (4.7786e+00) +15:...c...x...| +16:...|...|..ry p: (1.0626e+00) +17:...c...|...x +18:..ry...|...| p: (5.5506e-01) +19:...|...c...x +20:...|..ry...| p: (4.3062e+00) +21:...|...|..ry p: (5.9903e+00) +22:============ +23:...0...|...| +24:...|...1...| +25:...|...|...2 +.o:...0...1...2 +Total Permutations: 6 +Min time: 1.1063e-05s................. Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| +Max time: 1.3955e-05s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Min active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Min max nodes: 21 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max max nodes: 21 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +________________________________________________________________________________________________ + +6 permutations have 7 active nodes. + +........................... +Average time: 1.2551e-05s + +________________________________________________________________________________________________ + +6 permutations have 21 max nodes. + +........................... +Average time: 1.2551e-05s + +________________________________________________________________________________________________ + +execution time of: 1.1063e-05s: Index: 5 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 0| +execution time of: 1.2038e-05s: Index: 3 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 0| +execution time of: 1.2088e-05s: Index: 4 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 1| +execution time of: 1.3055e-05s: Index: 2 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 2| +execution time of: 1.3110e-05s: Index: 1 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 1| +execution time of: 1.3955e-05s: Index: 0 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 2| +________________________________________________________________________________________________ + +Start Simulation of realamprandom_indep_qiskit_4__________________________________________________ + +.i:...0...1...2...3 +.1:..ry...|...|...| p: (4.8464e+00) +.2:...|..ry...|...| p: (1.3039e-01) +.3:...c...x...|...| +.4:...|...|..ry...| p: (3.9813e+00) +.5:...c...|...x...| +.6:...|...c...x...| +.7:...|...|...|..ry p: (4.7049e+00) +.8:...c...|...|...x +.9:..ry...|...|...| p: (3.1322e+00) +10:...|...c...|...x +11:...|..ry...|...| p: (1.4124e+00) +12:...c...x...|...| +13:...|...|...c...x +14:...|...|..ry...| p: (1.2445e+00) +15:...c...|...x...| +16:...|...c...x...| +17:...|...|...|..ry p: (4.7786e+00) +18:...c...|...|...x +19:..ry...|...|...| p: (1.0626e+00) +20:...|...c...|...x +21:...|..ry...|...| p: (5.5506e-01) +22:...c...x...|...| +23:...|...|...c...x +24:...|...|..ry...| p: (4.3062e+00) +25:...c...|...x...| +26:...|...c...x...| +27:...|...|...|..ry p: (5.9903e+00) +28:...c...|...|...x +29:..ry...|...|...| p: (2.4808e-02) +30:...|...c...|...x +31:...|..ry...|...| p: (3.2182e+00) +32:...|...|...c...x +33:...|...|..ry...| p: (5.1058e+00) +34:...|...|...|..ry p: (3.8486e+00) +35:================ +36:...0...|...|...| +37:...|...1...|...| +38:...|...|...2...| +39:...|...|...|...3 +.o:...0...1...2...3 +Total Permutations: 24 +Min time: 2.3553e-05s................. Permutation 23 : 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +Max time: 2.9813e-05s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Min active nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Min max nodes: 45 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Max active nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Max max nodes: 45 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +________________________________________________________________________________________________ + +24 permutations have 15 active nodes. + +........................... +Average time: 2.7090e-05s + +________________________________________________________________________________________________ + +24 permutations have 45 max nodes. + +........................... +Average time: 2.7090e-05s + +________________________________________________________________________________________________ + +execution time of: 2.3553e-05s: Index: 23 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +execution time of: 2.4155e-05s: Index: 17 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +execution time of: 2.4803e-05s: Index: 22 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| +execution time of: 2.5060e-05s: Index: 21 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| +execution time of: 2.5535e-05s: Index: 16 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| +execution time of: 2.5928e-05s: Index: 11 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| +execution time of: 2.5938e-05s: Index: 20 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +execution time of: 2.6018e-05s: Index: 15 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +execution time of: 2.6393e-05s: Index: 9 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +execution time of: 2.6568e-05s: Index: 19 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| +execution time of: 2.6673e-05s: Index: 14 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +execution time of: 2.7053e-05s: Index: 10 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +execution time of: 2.7103e-05s: Index: 18 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| +execution time of: 2.7403e-05s: Index: 13 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +execution time of: 2.7516e-05s: Index: 8 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| +execution time of: 2.8065e-05s: Index: 5 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +execution time of: 2.8338e-05s: Index: 12 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +execution time of: 2.8395e-05s: Index: 3 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +execution time of: 2.8523e-05s: Index: 4 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| +execution time of: 2.9010e-05s: Index: 2 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +execution time of: 2.9373e-05s: Index: 6 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +execution time of: 2.9448e-05s: Index: 1 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +execution time of: 2.9498e-05s: Index: 7 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +execution time of: 2.9813e-05s: Index: 0 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +________________________________________________________________________________________________ + +Start Simulation of realamprandom_indep_qiskit_5__________________________________________________ + +.i:...0...1...2...3...4 +.1:..ry...|...|...|...| p: (4.8464e+00) +.2:...|..ry...|...|...| p: (1.3039e-01) +.3:...c...x...|...|...| +.4:...|...|..ry...|...| p: (3.9813e+00) +.5:...c...|...x...|...| +.6:...|...c...x...|...| +.7:...|...|...|..ry...| p: (4.7049e+00) +.8:...c...|...|...x...| +.9:...|...c...|...x...| +10:...|...|...c...x...| +11:...|...|...|...|..ry p: (3.1322e+00) +12:...c...|...|...|...x +13:..ry...|...|...|...| p: (1.4124e+00) +14:...|...c...|...|...x +15:...|..ry...|...|...| p: (1.2445e+00) +16:...c...x...|...|...| +17:...|...|...c...|...x +18:...|...|..ry...|...| p: (4.7786e+00) +19:...c...|...x...|...| +20:...|...c...x...|...| +21:...|...|...|...c...x +22:...|...|...|..ry...| p: (1.0626e+00) +23:...c...|...|...x...| +24:...|...c...|...x...| +25:...|...|...c...x...| +26:...|...|...|...|..ry p: (5.5506e-01) +27:...c...|...|...|...x +28:..ry...|...|...|...| p: (4.3062e+00) +29:...|...c...|...|...x +30:...|..ry...|...|...| p: (5.9903e+00) +31:...c...x...|...|...| +32:...|...|...c...|...x +33:...|...|..ry...|...| p: (2.4808e-02) +34:...c...|...x...|...| +35:...|...c...x...|...| +36:...|...|...|...c...x +37:...|...|...|..ry...| p: (3.2182e+00) +38:...c...|...|...x...| +39:...|...c...|...x...| +40:...|...|...c...x...| +41:...|...|...|...|..ry p: (5.1058e+00) +42:...c...|...|...|...x +43:..ry...|...|...|...| p: (3.8486e+00) +44:...|...c...|...|...x +45:...|..ry...|...|...| p: (4.5349e+00) +46:...|...|...c...|...x +47:...|...|..ry...|...| p: (1.8339e+00) +48:...|...|...|...c...x +49:...|...|...|..ry...| p: (5.7665e+00) +50:...|...|...|...|..ry p: (4.4898e+00) +51:==================== +52:...0...|...|...|...| +53:...|...1...|...|...| +54:...|...|...2...|...| +55:...|...|...|...3...| +56:...|...|...|...|...4 +.o:...0...1...2...3...4 +Total Permutations: 120 +Min time: 5.0061e-05s................. Permutation 119: 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +Max time: 6.5066e-05s................. Permutation 24 : 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +Min active nodes: 31 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Min max nodes: 93 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Max active nodes: 31 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Max max nodes: 93 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +________________________________________________________________________________________________ + +120 permutations have 31 active nodes. + +........................... +Average time: 5.8505e-05s + +________________________________________________________________________________________________ + +120 permutations have 93 max nodes. + +........................... +Average time: 5.8505e-05s + +________________________________________________________________________________________________ + +execution time of: 5.0061e-05s: Index: 119 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +execution time of: 5.1266e-05s: Index: 118 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +execution time of: 5.1301e-05s: Index: 117 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +execution time of: 5.1316e-05s: Index: 95 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +execution time of: 5.2271e-05s: Index: 94 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +execution time of: 5.2581e-05s: Index: 116 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +execution time of: 5.3363e-05s: Index: 89 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +execution time of: 5.3478e-05s: Index: 113 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +execution time of: 5.3583e-05s: Index: 115 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +execution time of: 5.3808e-05s: Index: 114 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +execution time of: 5.3895e-05s: Index: 71 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +execution time of: 5.4181e-05s: Index: 112 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +execution time of: 5.4233e-05s: Index: 87 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +execution time of: 5.4426e-05s: Index: 91 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +execution time of: 5.4441e-05s: Index: 93 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +execution time of: 5.4478e-05s: Index: 111 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +execution time of: 5.4616e-05s: Index: 70 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +execution time of: 5.4621e-05s: Index: 65 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +execution time of: 5.4771e-05s: Index: 110 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +execution time of: 5.4968e-05s: Index: 105 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +execution time of: 5.5238e-05s: Index: 90 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +execution time of: 5.5433e-05s: Index: 64 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +execution time of: 5.5611e-05s: Index: 109 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +execution time of: 5.5613e-05s: Index: 63 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +execution time of: 5.5633e-05s: Index: 106 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +execution time of: 5.5696e-05s: Index: 108 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +execution time of: 5.5718e-05s: Index: 68 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +execution time of: 5.5748e-05s: Index: 92 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +execution time of: 5.5878e-05s: Index: 88 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +execution time of: 5.6206e-05s: Index: 86 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +execution time of: 5.6456e-05s: Index: 59 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +execution time of: 5.6468e-05s: Index: 47 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +execution time of: 5.6556e-05s: Index: 82 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +execution time of: 5.6656e-05s: Index: 104 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +execution time of: 5.6688e-05s: Index: 84 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +execution time of: 5.6726e-05s: Index: 67 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +execution time of: 5.6773e-05s: Index: 107 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +execution time of: 5.6838e-05s: Index: 85 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +execution time of: 5.7118e-05s: Index: 69 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +execution time of: 5.7201e-05s: Index: 81 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +execution time of: 5.7501e-05s: Index: 83 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +execution time of: 5.7563e-05s: Index: 41 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +execution time of: 5.7591e-05s: Index: 80 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +execution time of: 5.7711e-05s: Index: 58 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +execution time of: 5.7758e-05s: Index: 39 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +execution time of: 5.7946e-05s: Index: 66 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +execution time of: 5.7948e-05s: Index: 44 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +execution time of: 5.8003e-05s: Index: 102 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +execution time of: 5.8041e-05s: Index: 103 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +execution time of: 5.8091e-05s: Index: 99 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +execution time of: 5.8121e-05s: Index: 57 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +execution time of: 5.8241e-05s: Index: 98 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +execution time of: 5.8276e-05s: Index: 62 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +execution time of: 5.8278e-05s: Index: 77 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +execution time of: 5.8341e-05s: Index: 76 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +execution time of: 5.8398e-05s: Index: 40 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +execution time of: 5.8468e-05s: Index: 55 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +execution time of: 5.8476e-05s: Index: 60 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +execution time of: 5.8563e-05s: Index: 61 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +execution time of: 5.8610e-05s: Index: 101 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +execution time of: 5.8638e-05s: Index: 97 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| +execution time of: 5.8658e-05s: Index: 75 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +execution time of: 5.8676e-05s: Index: 35 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +execution time of: 5.8821e-05s: Index: 56 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +execution time of: 5.8876e-05s: Index: 96 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +execution time of: 5.8953e-05s: Index: 78 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +execution time of: 5.9061e-05s: Index: 73 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +execution time of: 5.9181e-05s: Index: 51 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +execution time of: 5.9423e-05s: Index: 74 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +execution time of: 5.9451e-05s: Index: 46 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +execution time of: 5.9466e-05s: Index: 37 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +execution time of: 5.9713e-05s: Index: 38 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +execution time of: 5.9781e-05s: Index: 53 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +execution time of: 5.9788e-05s: Index: 32 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +execution time of: 5.9861e-05s: Index: 79 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +execution time of: 5.9896e-05s: Index: 52 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +execution time of: 6.0066e-05s: Index: 54 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +execution time of: 6.0093e-05s: Index: 49 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +execution time of: 6.0118e-05s: Index: 34 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +execution time of: 6.0128e-05s: Index: 43 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +execution time of: 6.0168e-05s: Index: 23 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +execution time of: 6.0246e-05s: Index: 21 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +execution time of: 6.0498e-05s: Index: 22 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +execution time of: 6.0718e-05s: Index: 15 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +execution time of: 6.0761e-05s: Index: 29 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +execution time of: 6.0878e-05s: Index: 50 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +execution time of: 6.0916e-05s: Index: 31 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +execution time of: 6.1141e-05s: Index: 16 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +execution time of: 6.1158e-05s: Index: 30 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +execution time of: 6.1166e-05s: Index: 20 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +execution time of: 6.1363e-05s: Index: 9 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +execution time of: 6.1383e-05s: Index: 45 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +execution time of: 6.1503e-05s: Index: 36 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +execution time of: 6.1581e-05s: Index: 13 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +execution time of: 6.1583e-05s: Index: 48 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +execution time of: 6.1721e-05s: Index: 28 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +execution time of: 6.1731e-05s: Index: 19 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +execution time of: 6.1733e-05s: Index: 11 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +execution time of: 6.1748e-05s: Index: 25 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +execution time of: 6.1771e-05s: Index: 7 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +execution time of: 6.2051e-05s: Index: 27 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +execution time of: 6.2104e-05s: Index: 3 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +execution time of: 6.2196e-05s: Index: 14 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +execution time of: 6.2383e-05s: Index: 26 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +execution time of: 6.2458e-05s: Index: 17 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +execution time of: 6.2498e-05s: Index: 12 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +execution time of: 6.2508e-05s: Index: 5 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +execution time of: 6.2746e-05s: Index: 42 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +execution time of: 6.2808e-05s: Index: 4 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +execution time of: 6.2833e-05s: Index: 6 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +execution time of: 6.2916e-05s: Index: 8 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +execution time of: 6.3538e-05s: Index: 10 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +execution time of: 6.3608e-05s: Index: 2 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +execution time of: 6.3728e-05s: Index: 18 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +execution time of: 6.3803e-05s: Index: 1 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +execution time of: 6.4003e-05s: Index: 0 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +execution time of: 6.4693e-05s: Index: 33 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +execution time of: 6.5066e-05s: Index: 24 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +________________________________________________________________________________________________ + +Start Simulation of realamprandom_indep_qiskit_6__________________________________________________ + +.i:...0...1...2...3...4...5 +.1:..ry...|...|...|...|...| p: (4.8464e+00) +.2:...|..ry...|...|...|...| p: (1.3039e-01) +.3:...c...x...|...|...|...| +.4:...|...|..ry...|...|...| p: (3.9813e+00) +.5:...c...|...x...|...|...| +.6:...|...c...x...|...|...| +.7:...|...|...|..ry...|...| p: (4.7049e+00) +.8:...c...|...|...x...|...| +.9:...|...c...|...x...|...| +10:...|...|...c...x...|...| +11:...|...|...|...|..ry...| p: (3.1322e+00) +12:...c...|...|...|...x...| +13:...|...c...|...|...x...| +14:...|...|...c...|...x...| +15:...|...|...|...c...x...| +16:...|...|...|...|...|..ry p: (1.4124e+00) +17:...c...|...|...|...|...x +18:..ry...|...|...|...|...| p: (1.2445e+00) +19:...|...c...|...|...|...x +20:...|..ry...|...|...|...| p: (4.7786e+00) +21:...c...x...|...|...|...| +22:...|...|...c...|...|...x +23:...|...|..ry...|...|...| p: (1.0626e+00) +24:...c...|...x...|...|...| +25:...|...c...x...|...|...| +26:...|...|...|...c...|...x +27:...|...|...|..ry...|...| p: (5.5506e-01) +28:...c...|...|...x...|...| +29:...|...c...|...x...|...| +30:...|...|...c...x...|...| +31:...|...|...|...|...c...x +32:...|...|...|...|..ry...| p: (4.3062e+00) +33:...c...|...|...|...x...| +34:...|...c...|...|...x...| +35:...|...|...c...|...x...| +36:...|...|...|...c...x...| +37:...|...|...|...|...|..ry p: (5.9903e+00) +38:...c...|...|...|...|...x +39:..ry...|...|...|...|...| p: (2.4808e-02) +40:...|...c...|...|...|...x +41:...|..ry...|...|...|...| p: (3.2182e+00) +42:...c...x...|...|...|...| +43:...|...|...c...|...|...x +44:...|...|..ry...|...|...| p: (5.1058e+00) +45:...c...|...x...|...|...| +46:...|...c...x...|...|...| +47:...|...|...|...c...|...x +48:...|...|...|..ry...|...| p: (3.8486e+00) +49:...c...|...|...x...|...| +50:...|...c...|...x...|...| +51:...|...|...c...x...|...| +52:...|...|...|...|...c...x +53:...|...|...|...|..ry...| p: (4.5349e+00) +54:...c...|...|...|...x...| +55:...|...c...|...|...x...| +56:...|...|...c...|...x...| +57:...|...|...|...c...x...| +58:...|...|...|...|...|..ry p: (1.8339e+00) +59:...c...|...|...|...|...x +60:..ry...|...|...|...|...| p: (5.7665e+00) +61:...|...c...|...|...|...x +62:...|..ry...|...|...|...| p: (4.4898e+00) +63:...|...|...c...|...|...x +64:...|...|..ry...|...|...| p: (3.4089e+00) +65:...|...|...|...c...|...x +66:...|...|...|..ry...|...| p: (8.9328e-01) +67:...|...|...|...|...c...x +68:...|...|...|...|..ry...| p: (2.3458e+00) +69:...|...|...|...|...|..ry p: (4.2357e+00) +70:======================== +71:...0...|...|...|...|...| +72:...|...1...|...|...|...| +73:...|...|...2...|...|...| +74:...|...|...|...3...|...| +75:...|...|...|...|...4...| +76:...|...|...|...|...|...5 +.o:...0...1...2...3...4...5 +Total Permutations: 720 +Min time: 1.0703e-04s................. Permutation 719: 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +Max time: 2.7368e-04s................. Permutation 93 : 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| +Min active nodes: 63 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Min max nodes: 189 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Max active nodes: 63 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Max max nodes: 189 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +________________________________________________________________________________________________ + +720 permutations have 63 active nodes. + +........................... +Average time: 1.2813e-04s + +________________________________________________________________________________________________ + +720 permutations have 189 max nodes. + +........................... +Average time: 1.2813e-04s + +________________________________________________________________________________________________ + +execution time of: 1.0703e-04s: Index: 719 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +execution time of: 1.0796e-04s: Index: 718 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +execution time of: 1.0949e-04s: Index: 712 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +execution time of: 1.0957e-04s: Index: 713 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +execution time of: 1.1035e-04s: Index: 593 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +execution time of: 1.1062e-04s: Index: 717 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +execution time of: 1.1117e-04s: Index: 598 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +execution time of: 1.1118e-04s: Index: 599 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +execution time of: 1.1121e-04s: Index: 455 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +execution time of: 1.1126e-04s: Index: 575 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +execution time of: 1.1164e-04s: Index: 478 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +execution time of: 1.1186e-04s: Index: 688 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| +execution time of: 1.1188e-04s: Index: 592 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +execution time of: 1.1190e-04s: Index: 714 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +execution time of: 1.1192e-04s: Index: 479 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +execution time of: 1.1214e-04s: Index: 597 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +execution time of: 1.1237e-04s: Index: 695 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +execution time of: 1.1256e-04s: Index: 454 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +execution time of: 1.1274e-04s: Index: 574 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +execution time of: 1.1293e-04s: Index: 710 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +execution time of: 1.1301e-04s: Index: 596 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +execution time of: 1.1316e-04s: Index: 595 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +execution time of: 1.1321e-04s: Index: 453 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +execution time of: 1.1329e-04s: Index: 716 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +execution time of: 1.1338e-04s: Index: 594 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +execution time of: 1.1354e-04s: Index: 706 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| +execution time of: 1.1355e-04s: Index: 448 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| +execution time of: 1.1368e-04s: Index: 707 | Max_nodes: 189 | 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Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| +execution time of: 1.2153e-04s: Index: 672 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| +execution time of: 1.2161e-04s: Index: 459 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 1| +execution time of: 1.2165e-04s: Index: 556 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| +execution time of: 1.2166e-04s: Index: 657 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| +execution time of: 1.2169e-04s: Index: 582 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3| +execution time of: 1.2169e-04s: Index: 331 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1| +execution time of: 1.2170e-04s: Index: 547 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| +execution time of: 1.2176e-04s: Index: 640 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| +execution time of: 1.2186e-04s: Index: 441 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| +execution time of: 1.2189e-04s: Index: 561 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| +execution time of: 1.2195e-04s: Index: 287 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| +execution time of: 1.2196e-04s: Index: 541 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| +execution time of: 1.2200e-04s: Index: 334 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| +execution time of: 1.2204e-04s: Index: 578 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| +execution time of: 1.2208e-04s: Index: 307 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| +execution time of: 1.2210e-04s: Index: 512 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| +execution time of: 1.2216e-04s: Index: 576 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| +execution time of: 1.2217e-04s: Index: 527 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| +execution time of: 1.2219e-04s: Index: 303 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| +execution time of: 1.2221e-04s: Index: 646 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| +execution time of: 1.2222e-04s: Index: 463 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 2| +execution time of: 1.2223e-04s: Index: 572 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| +execution time of: 1.2226e-04s: Index: 300 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| +execution time of: 1.2229e-04s: Index: 715 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +execution time of: 1.2235e-04s: Index: 554 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| +execution time of: 1.2235e-04s: Index: 296 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| +execution time of: 1.2236e-04s: Index: 458 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| +execution time of: 1.2237e-04s: Index: 678 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| +execution time of: 1.2239e-04s: Index: 348 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 4| +execution time of: 1.2242e-04s: Index: 301 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| +execution time of: 1.2249e-04s: Index: 548 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| +execution time of: 1.2251e-04s: Index: 617 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| +execution time of: 1.2251e-04s: Index: 651 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| +execution time of: 1.2253e-04s: Index: 461 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 1| +execution time of: 1.2254e-04s: Index: 700 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 2| +execution time of: 1.2257e-04s: Index: 306 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| +execution time of: 1.2257e-04s: Index: 417 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| +execution time of: 1.2259e-04s: Index: 435 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| +execution time of: 1.2261e-04s: Index: 685 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| +execution time of: 1.2264e-04s: Index: 407 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| +execution time of: 1.2265e-04s: Index: 675 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1| +execution time of: 1.2266e-04s: Index: 679 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| +execution time of: 1.2269e-04s: Index: 465 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| +execution time of: 1.2275e-04s: Index: 401 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0| +execution time of: 1.2277e-04s: Index: 426 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| +execution time of: 1.2278e-04s: Index: 418 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| +execution time of: 1.2284e-04s: Index: 439 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2| +execution time of: 1.2284e-04s: Index: 643 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| +execution time of: 1.2285e-04s: Index: 420 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| +execution time of: 1.2287e-04s: Index: 323 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| +execution time of: 1.2287e-04s: Index: 542 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| +execution time of: 1.2287e-04s: Index: 413 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 1| +execution time of: 1.2293e-04s: Index: 653 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| +execution time of: 1.2296e-04s: Index: 349 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| +execution time of: 1.2300e-04s: Index: 652 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3| +execution time of: 1.2301e-04s: Index: 514 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| +execution time of: 1.2308e-04s: Index: 623 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| +execution time of: 1.2311e-04s: Index: 538 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| +execution time of: 1.2320e-04s: Index: 239 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| +execution time of: 1.2322e-04s: Index: 632 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| +execution time of: 1.2327e-04s: Index: 536 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| +execution time of: 1.2329e-04s: Index: 515 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0| +execution time of: 1.2331e-04s: Index: 477 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +execution time of: 1.2334e-04s: Index: 330 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| +execution time of: 1.2344e-04s: Index: 421 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| +execution time of: 1.2348e-04s: Index: 638 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| +execution time of: 1.2356e-04s: Index: 298 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| +execution time of: 1.2363e-04s: Index: 558 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| +execution time of: 1.2367e-04s: Index: 497 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 1| +execution time of: 1.2376e-04s: Index: 275 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| +execution time of: 1.2377e-04s: Index: 429 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| +execution time of: 1.2386e-04s: Index: 577 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| +execution time of: 1.2388e-04s: Index: 317 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 1| +execution time of: 1.2391e-04s: Index: 214 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 2| +execution time of: 1.2397e-04s: Index: 322 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| +execution time of: 1.2402e-04s: Index: 291 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| +execution time of: 1.2403e-04s: Index: 633 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| +execution time of: 1.2404e-04s: Index: 354 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 3| +execution time of: 1.2408e-04s: Index: 281 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| +execution time of: 1.2411e-04s: Index: 165 | Max_nodes: 189 | 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Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| +execution time of: 1.2438e-04s: Index: 324 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| +execution time of: 1.2439e-04s: Index: 438 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| +execution time of: 1.2443e-04s: Index: 655 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 3| +execution time of: 1.2445e-04s: Index: 650 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| +execution time of: 1.2447e-04s: Index: 233 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| +execution time of: 1.2452e-04s: Index: 427 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 1| +execution time of: 1.2453e-04s: Index: 703 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| +execution time of: 1.2460e-04s: Index: 537 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| +execution time of: 1.2462e-04s: Index: 411 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 1| +execution time of: 1.2465e-04s: Index: 346 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| +execution time of: 1.2470e-04s: Index: 416 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| +execution time of: 1.2471e-04s: Index: 419 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| +execution time of: 1.2476e-04s: Index: 533 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 1| +execution time of: 1.2479e-04s: Index: 621 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| +execution time of: 1.2480e-04s: Index: 639 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| +execution time of: 1.2481e-04s: Index: 647 | Max_nodes: 189 | 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Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| +execution time of: 1.2552e-04s: Index: 559 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 2| +execution time of: 1.2553e-04s: Index: 203 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| +execution time of: 1.2555e-04s: Index: 615 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 1| +execution time of: 1.2557e-04s: Index: 238 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 2| +execution time of: 1.2560e-04s: Index: 325 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1| +execution time of: 1.2560e-04s: Index: 279 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| +execution time of: 1.2560e-04s: Index: 524 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| +execution time of: 1.2561e-04s: Index: 673 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| +execution time of: 1.2561e-04s: Index: 462 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 4| +execution time of: 1.2562e-04s: Index: 631 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 3| +execution time of: 1.2564e-04s: Index: 698 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| +execution time of: 1.2565e-04s: Index: 488 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| +execution time of: 1.2567e-04s: Index: 519 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| +execution time of: 1.2569e-04s: Index: 341 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| +execution time of: 1.2572e-04s: Index: 616 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| +execution time of: 1.2574e-04s: Index: 280 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| +execution time of: 1.2576e-04s: Index: 609 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| +execution time of: 1.2577e-04s: Index: 544 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| +execution time of: 1.2579e-04s: Index: 553 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2| +execution time of: 1.2580e-04s: Index: 636 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| +execution time of: 1.2581e-04s: Index: 406 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| +execution time of: 1.2584e-04s: Index: 215 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| +execution time of: 1.2585e-04s: Index: 190 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 2| +execution time of: 1.2587e-04s: Index: 392 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| +execution time of: 1.2588e-04s: Index: 179 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| +execution time of: 1.2589e-04s: Index: 494 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| +execution time of: 1.2589e-04s: Index: 495 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 1| +execution time of: 1.2591e-04s: Index: 405 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| +execution time of: 1.2594e-04s: Index: 263 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| +execution time of: 1.2598e-04s: Index: 321 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| +execution time of: 1.2604e-04s: Index: 226 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| +execution time of: 1.2605e-04s: Index: 648 | Max_nodes: 189 | 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Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| +execution time of: 1.2658e-04s: Index: 232 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| +execution time of: 1.2663e-04s: Index: 153 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +execution time of: 1.2668e-04s: Index: 383 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| +execution time of: 1.2670e-04s: Index: 183 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| +execution time of: 1.2671e-04s: Index: 432 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| +execution time of: 1.2674e-04s: Index: 496 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 2| +execution time of: 1.2676e-04s: Index: 403 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2| +execution time of: 1.2678e-04s: Index: 611 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 1| +execution time of: 1.2680e-04s: Index: 490 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| +execution time of: 1.2684e-04s: Index: 208 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 2| +execution time of: 1.2689e-04s: Index: 166 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 3| +execution time of: 1.2690e-04s: Index: 227 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| +execution time of: 1.2692e-04s: Index: 434 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| +execution time of: 1.2696e-04s: Index: 369 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 1| +execution time of: 1.2696e-04s: Index: 211 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 2| +execution time of: 1.2698e-04s: Index: 206 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| +execution time of: 1.2702e-04s: Index: 399 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| +execution time of: 1.2707e-04s: Index: 155 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| +execution time of: 1.2709e-04s: Index: 377 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 1| +execution time of: 1.2715e-04s: Index: 159 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| +execution time of: 1.2717e-04s: Index: 702 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| +execution time of: 1.2719e-04s: Index: 285 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| +execution time of: 1.2721e-04s: Index: 629 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| +execution time of: 1.2724e-04s: Index: 207 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| +execution time of: 1.2724e-04s: Index: 395 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| +execution time of: 1.2726e-04s: Index: 234 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 3| +execution time of: 1.2729e-04s: Index: 398 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| +execution time of: 1.2732e-04s: Index: 184 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| +execution time of: 1.2732e-04s: Index: 210 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| +execution time of: 1.2740e-04s: Index: 489 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1| +execution time of: 1.2741e-04s: Index: 277 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| +execution time of: 1.2741e-04s: Index: 523 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| +execution time of: 1.2742e-04s: Index: 501 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| +execution time of: 1.2744e-04s: Index: 433 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 2| +execution time of: 1.2750e-04s: Index: 500 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 3| +execution time of: 1.2750e-04s: Index: 626 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| +execution time of: 1.2750e-04s: Index: 177 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| +execution time of: 1.2750e-04s: Index: 485 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| +execution time of: 1.2755e-04s: Index: 229 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2| +execution time of: 1.2758e-04s: Index: 189 | Max_nodes: 189 | 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Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| +execution time of: 1.2785e-04s: Index: 154 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| +execution time of: 1.2786e-04s: Index: 163 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| +execution time of: 1.2788e-04s: Index: 614 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4| +execution time of: 1.2788e-04s: Index: 223 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 3| +execution time of: 1.2789e-04s: Index: 389 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| +execution time of: 1.2791e-04s: Index: 530 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| +execution time of: 1.2794e-04s: Index: 289 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| +execution time of: 1.2797e-04s: Index: 225 | Max_nodes: 189 | 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Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| +execution time of: 1.2822e-04s: Index: 410 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| +execution time of: 1.2830e-04s: Index: 95 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| +execution time of: 1.2835e-04s: Index: 288 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| +execution time of: 1.2841e-04s: Index: 510 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| +execution time of: 1.2847e-04s: Index: 202 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| +execution time of: 1.2854e-04s: Index: 540 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| +execution time of: 1.2855e-04s: Index: 255 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +execution time of: 1.2856e-04s: Index: 257 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| +execution time of: 1.2857e-04s: Index: 534 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5| +execution time of: 1.2859e-04s: Index: 272 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| +execution time of: 1.2860e-04s: Index: 212 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| +execution time of: 1.2860e-04s: Index: 201 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| +execution time of: 1.2861e-04s: Index: 529 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| +execution time of: 1.2862e-04s: Index: 605 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 2| +execution time of: 1.2863e-04s: Index: 368 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| +execution time of: 1.2863e-04s: Index: 484 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| +execution time of: 1.2866e-04s: Index: 409 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| +execution time of: 1.2867e-04s: Index: 117 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| +execution time of: 1.2876e-04s: Index: 182 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| +execution time of: 1.2876e-04s: Index: 402 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 4| +execution time of: 1.2877e-04s: Index: 620 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| +execution time of: 1.2878e-04s: Index: 273 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +execution time of: 1.2883e-04s: Index: 158 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| +execution time of: 1.2885e-04s: Index: 610 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 3| +execution time of: 1.2887e-04s: Index: 627 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 2| +execution time of: 1.2888e-04s: Index: 228 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 4| +execution time of: 1.2892e-04s: Index: 637 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 2| +execution time of: 1.2903e-04s: Index: 625 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3| +execution time of: 1.2903e-04s: Index: 375 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| +execution time of: 1.2915e-04s: Index: 525 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| +execution time of: 1.2916e-04s: Index: 482 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| +execution time of: 1.2921e-04s: Index: 382 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2| +execution time of: 1.2921e-04s: Index: 390 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| +execution time of: 1.2922e-04s: Index: 483 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| +execution time of: 1.2923e-04s: Index: 387 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 2| +execution time of: 1.2924e-04s: Index: 505 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 3| +execution time of: 1.2929e-04s: Index: 249 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +execution time of: 1.2930e-04s: Index: 162 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| +execution time of: 1.2930e-04s: Index: 174 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| +execution time of: 1.2932e-04s: Index: 319 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 3| +execution time of: 1.2935e-04s: Index: 518 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| +execution time of: 1.2936e-04s: Index: 487 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3| +execution time of: 1.2939e-04s: Index: 173 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| +execution time of: 1.2940e-04s: Index: 276 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| +execution time of: 1.2948e-04s: Index: 391 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| +execution time of: 1.2952e-04s: Index: 493 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2| +execution time of: 1.2953e-04s: Index: 251 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| +execution time of: 1.2953e-04s: Index: 381 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1| +execution time of: 1.2955e-04s: Index: 340 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| +execution time of: 1.2956e-04s: Index: 181 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| +execution time of: 1.2961e-04s: Index: 338 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| +execution time of: 1.2965e-04s: Index: 113 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| +execution time of: 1.2966e-04s: Index: 219 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| +execution time of: 1.2970e-04s: Index: 199 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 3| +execution time of: 1.2975e-04s: Index: 602 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 4| +execution time of: 1.2976e-04s: Index: 235 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| +execution time of: 1.2988e-04s: Index: 315 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| +execution time of: 1.3003e-04s: Index: 271 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| +execution time of: 1.3009e-04s: Index: 630 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| +execution time of: 1.3010e-04s: Index: 313 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3| +execution time of: 1.3010e-04s: Index: 618 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| +execution time of: 1.3027e-04s: Index: 118 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| +execution time of: 1.3028e-04s: Index: 397 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 2| +execution time of: 1.3029e-04s: Index: 197 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| +execution time of: 1.3030e-04s: Index: 517 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| +execution time of: 1.3033e-04s: Index: 498 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| +execution time of: 1.3034e-04s: Index: 156 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| +execution time of: 1.3035e-04s: Index: 337 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| +execution time of: 1.3037e-04s: Index: 619 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2| +execution time of: 1.3039e-04s: Index: 205 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| +execution time of: 1.3042e-04s: Index: 188 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 4| +execution time of: 1.3043e-04s: Index: 222 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| +execution time of: 1.3046e-04s: Index: 267 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| +execution time of: 1.3050e-04s: Index: 269 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| +execution time of: 1.3053e-04s: Index: 282 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| +execution time of: 1.3055e-04s: Index: 143 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +execution time of: 1.3058e-04s: Index: 414 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| +execution time of: 1.3058e-04s: Index: 374 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 5| +execution time of: 1.3062e-04s: Index: 150 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| +execution time of: 1.3062e-04s: Index: 396 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| +execution time of: 1.3063e-04s: Index: 531 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| +execution time of: 1.3064e-04s: Index: 492 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| +execution time of: 1.3074e-04s: Index: 388 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| +execution time of: 1.3076e-04s: Index: 314 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| +execution time of: 1.3084e-04s: Index: 45 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| +execution time of: 1.3084e-04s: Index: 603 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2| +execution time of: 1.3085e-04s: Index: 110 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 4| +execution time of: 1.3091e-04s: Index: 283 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| +execution time of: 1.3095e-04s: Index: 343 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 3| +execution time of: 1.3097e-04s: Index: 364 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| +execution time of: 1.3100e-04s: Index: 171 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| +execution time of: 1.3100e-04s: Index: 111 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| +execution time of: 1.3102e-04s: Index: 543 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| +execution time of: 1.3104e-04s: Index: 41 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| +execution time of: 1.3104e-04s: Index: 39 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +execution time of: 1.3105e-04s: Index: 186 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| +execution time of: 1.3105e-04s: Index: 196 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| +execution time of: 1.3110e-04s: Index: 164 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| +execution time of: 1.3111e-04s: Index: 376 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2| +execution time of: 1.3113e-04s: Index: 342 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 4| +execution time of: 1.3116e-04s: Index: 612 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4| +execution time of: 1.3121e-04s: Index: 148 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| +execution time of: 1.3127e-04s: Index: 373 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 2| +execution time of: 1.3131e-04s: Index: 71 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| +execution time of: 1.3135e-04s: Index: 607 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3| +execution time of: 1.3140e-04s: Index: 270 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| +execution time of: 1.3149e-04s: Index: 157 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| +execution time of: 1.3150e-04s: Index: 65 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| +execution time of: 1.3154e-04s: Index: 91 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| +execution time of: 1.3160e-04s: Index: 260 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 4| +execution time of: 1.3163e-04s: Index: 248 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +execution time of: 1.3171e-04s: Index: 600 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +execution time of: 1.3174e-04s: Index: 254 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| +execution time of: 1.3175e-04s: Index: 379 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| +execution time of: 1.3183e-04s: Index: 312 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| +execution time of: 1.3185e-04s: Index: 194 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| +execution time of: 1.3191e-04s: Index: 81 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| +execution time of: 1.3191e-04s: Index: 129 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +execution time of: 1.3193e-04s: Index: 363 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +execution time of: 1.3195e-04s: Index: 114 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| +execution time of: 1.3195e-04s: Index: 624 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| +execution time of: 1.3198e-04s: Index: 370 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 4| +execution time of: 1.3200e-04s: Index: 266 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| +execution time of: 1.3201e-04s: Index: 107 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| +execution time of: 1.3201e-04s: Index: 147 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| +execution time of: 1.3207e-04s: Index: 89 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| +execution time of: 1.3210e-04s: Index: 481 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 3| +execution time of: 1.3214e-04s: Index: 192 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| +execution time of: 1.3215e-04s: Index: 35 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| +execution time of: 1.3217e-04s: Index: 175 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| +execution time of: 1.3217e-04s: Index: 513 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| +execution time of: 1.3219e-04s: Index: 142 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +execution time of: 1.3220e-04s: Index: 149 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| +execution time of: 1.3223e-04s: Index: 151 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| +execution time of: 1.3225e-04s: Index: 244 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +execution time of: 1.3227e-04s: Index: 606 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4| +execution time of: 1.3228e-04s: Index: 218 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| +execution time of: 1.3234e-04s: Index: 386 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| +execution time of: 1.3243e-04s: Index: 86 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| +execution time of: 1.3256e-04s: Index: 116 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 3| +execution time of: 1.3257e-04s: Index: 112 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| +execution time of: 1.3262e-04s: Index: 137 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +execution time of: 1.3263e-04s: Index: 250 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| +execution time of: 1.3269e-04s: Index: 83 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| +execution time of: 1.3269e-04s: Index: 480 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +execution time of: 1.3273e-04s: Index: 90 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| +execution time of: 1.3276e-04s: Index: 135 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +execution time of: 1.3277e-04s: Index: 365 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +execution time of: 1.3278e-04s: Index: 336 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| +execution time of: 1.3281e-04s: Index: 63 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| +execution time of: 1.3284e-04s: Index: 59 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| +execution time of: 1.3284e-04s: Index: 220 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| +execution time of: 1.3303e-04s: Index: 259 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| +execution time of: 1.3304e-04s: Index: 115 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| +execution time of: 1.3309e-04s: Index: 195 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| +execution time of: 1.3311e-04s: Index: 141 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +execution time of: 1.3311e-04s: Index: 507 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 2| +execution time of: 1.3313e-04s: Index: 264 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +execution time of: 1.3317e-04s: Index: 242 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +execution time of: 1.3320e-04s: Index: 108 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| +execution time of: 1.3323e-04s: Index: 67 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| +execution time of: 1.3324e-04s: Index: 119 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| +execution time of: 1.3325e-04s: Index: 366 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +execution time of: 1.3326e-04s: Index: 362 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| +execution time of: 1.3327e-04s: Index: 217 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| +execution time of: 1.3328e-04s: Index: 245 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +execution time of: 1.3335e-04s: Index: 256 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| +execution time of: 1.3336e-04s: Index: 367 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| +execution time of: 1.3340e-04s: Index: 216 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| +execution time of: 1.3343e-04s: Index: 265 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +execution time of: 1.3347e-04s: Index: 130 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +execution time of: 1.3349e-04s: Index: 243 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +execution time of: 1.3352e-04s: Index: 384 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| +execution time of: 1.3358e-04s: Index: 385 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4| +execution time of: 1.3364e-04s: Index: 146 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| +execution time of: 1.3364e-04s: Index: 105 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| +execution time of: 1.3367e-04s: Index: 170 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| +execution time of: 1.3369e-04s: Index: 408 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| +execution time of: 1.3370e-04s: Index: 92 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3| +execution time of: 1.3373e-04s: Index: 104 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| +execution time of: 1.3373e-04s: Index: 172 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| +execution time of: 1.3375e-04s: Index: 101 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| +execution time of: 1.3378e-04s: Index: 344 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| +execution time of: 1.3380e-04s: Index: 378 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 4| +execution time of: 1.3382e-04s: Index: 262 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| +execution time of: 1.3384e-04s: Index: 47 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| +execution time of: 1.3387e-04s: Index: 57 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| +execution time of: 1.3388e-04s: Index: 82 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| +execution time of: 1.3389e-04s: Index: 123 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +execution time of: 1.3394e-04s: Index: 64 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| +execution time of: 1.3398e-04s: Index: 84 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| +execution time of: 1.3404e-04s: Index: 9 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +execution time of: 1.3405e-04s: Index: 103 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| +execution time of: 1.3407e-04s: Index: 70 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| +execution time of: 1.3407e-04s: Index: 136 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +execution time of: 1.3413e-04s: Index: 176 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| +execution time of: 1.3414e-04s: Index: 102 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| +execution time of: 1.3415e-04s: Index: 268 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| +execution time of: 1.3420e-04s: Index: 68 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| +execution time of: 1.3424e-04s: Index: 62 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| +execution time of: 1.3424e-04s: Index: 499 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| +execution time of: 1.3433e-04s: Index: 75 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| +execution time of: 1.3435e-04s: Index: 61 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| +execution time of: 1.3445e-04s: Index: 122 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +execution time of: 1.3446e-04s: Index: 372 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| +execution time of: 1.3448e-04s: Index: 5 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +execution time of: 1.3450e-04s: Index: 193 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| +execution time of: 1.3450e-04s: Index: 11 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +execution time of: 1.3453e-04s: Index: 145 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +execution time of: 1.3462e-04s: Index: 21 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +execution time of: 1.3466e-04s: Index: 253 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| +execution time of: 1.3469e-04s: Index: 100 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| +execution time of: 1.3470e-04s: Index: 94 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2| +execution time of: 1.3472e-04s: Index: 360 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +execution time of: 1.3481e-04s: Index: 120 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +execution time of: 1.3483e-04s: Index: 2 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +execution time of: 1.3484e-04s: Index: 74 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| +execution time of: 1.3487e-04s: Index: 106 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| +execution time of: 1.3491e-04s: Index: 128 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +execution time of: 1.3494e-04s: Index: 80 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| +execution time of: 1.3506e-04s: Index: 55 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| +execution time of: 1.3506e-04s: Index: 96 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +execution time of: 1.3507e-04s: Index: 168 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| +execution time of: 1.3516e-04s: Index: 36 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +execution time of: 1.3517e-04s: Index: 88 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| +execution time of: 1.3521e-04s: Index: 72 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +execution time of: 1.3524e-04s: Index: 97 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| +execution time of: 1.3527e-04s: Index: 504 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 5| +execution time of: 1.3530e-04s: Index: 31 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| +execution time of: 1.3534e-04s: Index: 0 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +execution time of: 1.3537e-04s: Index: 125 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +execution time of: 1.3541e-04s: Index: 241 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +execution time of: 1.3552e-04s: Index: 486 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +execution time of: 1.3557e-04s: Index: 60 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| +execution time of: 1.3558e-04s: Index: 3 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +execution time of: 1.3561e-04s: Index: 6 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +execution time of: 1.3570e-04s: Index: 85 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| +execution time of: 1.3573e-04s: Index: 131 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +execution time of: 1.3576e-04s: Index: 351 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| +execution time of: 1.3583e-04s: Index: 26 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +execution time of: 1.3583e-04s: Index: 99 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| +execution time of: 1.3586e-04s: Index: 56 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| +execution time of: 1.3588e-04s: Index: 127 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +execution time of: 1.3594e-04s: Index: 247 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| +execution time of: 1.3594e-04s: Index: 44 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| +execution time of: 1.3603e-04s: Index: 53 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +execution time of: 1.3604e-04s: Index: 46 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| +execution time of: 1.3604e-04s: Index: 25 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +execution time of: 1.3608e-04s: Index: 140 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +execution time of: 1.3609e-04s: Index: 1 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +execution time of: 1.3610e-04s: Index: 511 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 3| +execution time of: 1.3611e-04s: Index: 98 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| +execution time of: 1.3615e-04s: Index: 138 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +execution time of: 1.3622e-04s: Index: 8 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +execution time of: 1.3624e-04s: Index: 133 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +execution time of: 1.3633e-04s: Index: 17 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +execution time of: 1.3634e-04s: Index: 78 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +execution time of: 1.3639e-04s: Index: 132 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +execution time of: 1.3647e-04s: Index: 252 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +execution time of: 1.3650e-04s: Index: 240 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +execution time of: 1.3651e-04s: Index: 10 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +execution time of: 1.3652e-04s: Index: 246 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +execution time of: 1.3655e-04s: Index: 34 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| +execution time of: 1.3664e-04s: Index: 24 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +execution time of: 1.3664e-04s: Index: 169 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| +execution time of: 1.3667e-04s: Index: 604 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| +execution time of: 1.3671e-04s: Index: 66 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| +execution time of: 1.3687e-04s: Index: 20 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +execution time of: 1.3690e-04s: Index: 22 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +execution time of: 1.3692e-04s: Index: 76 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| +execution time of: 1.3709e-04s: Index: 124 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +execution time of: 1.3710e-04s: Index: 7 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +execution time of: 1.3719e-04s: Index: 77 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| +execution time of: 1.3731e-04s: Index: 54 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +execution time of: 1.3735e-04s: Index: 258 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| +execution time of: 1.3739e-04s: Index: 318 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 5| +execution time of: 1.3755e-04s: Index: 50 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| +execution time of: 1.3756e-04s: Index: 144 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +execution time of: 1.3761e-04s: Index: 69 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| +execution time of: 1.3771e-04s: Index: 73 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| +execution time of: 1.3777e-04s: Index: 40 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| +execution time of: 1.3781e-04s: Index: 52 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| +execution time of: 1.3782e-04s: Index: 126 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +execution time of: 1.3793e-04s: Index: 121 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +execution time of: 1.3805e-04s: Index: 12 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +execution time of: 1.3842e-04s: Index: 16 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +execution time of: 1.3848e-04s: Index: 23 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +execution time of: 1.3868e-04s: Index: 4 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +execution time of: 1.3877e-04s: Index: 526 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 2| +execution time of: 1.3885e-04s: Index: 30 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +execution time of: 1.3894e-04s: Index: 58 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| +execution time of: 1.3917e-04s: Index: 19 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +execution time of: 1.3934e-04s: Index: 37 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| +execution time of: 1.3961e-04s: Index: 49 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +execution time of: 1.4005e-04s: Index: 14 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +execution time of: 1.4048e-04s: Index: 284 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| +execution time of: 1.4110e-04s: Index: 42 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| +execution time of: 1.4131e-04s: Index: 51 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +execution time of: 1.4193e-04s: Index: 87 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| +execution time of: 1.4415e-04s: Index: 15 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +execution time of: 1.4448e-04s: Index: 28 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +execution time of: 1.4494e-04s: Index: 134 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +execution time of: 1.4660e-04s: Index: 356 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| +execution time of: 1.5310e-04s: Index: 522 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| +execution time of: 1.5358e-04s: Index: 699 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| +execution time of: 1.5427e-04s: Index: 38 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| +execution time of: 1.5653e-04s: Index: 404 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| +execution time of: 1.5693e-04s: Index: 690 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| +execution time of: 1.5871e-04s: Index: 43 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| +execution time of: 1.6027e-04s: Index: 33 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +execution time of: 1.6342e-04s: Index: 380 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 4| +execution time of: 1.6461e-04s: Index: 361 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +execution time of: 1.6572e-04s: Index: 521 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| +execution time of: 1.6646e-04s: Index: 29 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +execution time of: 1.6689e-04s: Index: 18 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +execution time of: 1.6702e-04s: Index: 13 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +execution time of: 1.6787e-04s: Index: 27 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +execution time of: 1.6910e-04s: Index: 32 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +execution time of: 1.7542e-04s: Index: 48 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +execution time of: 2.5494e-04s: Index: 450 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| +execution time of: 2.7368e-04s: Index: 93 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/realamprandom_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/realamprandom_indep_qiskit_controls.txt new file mode 100644 index 00000000..be53922a --- /dev/null +++ b/test/BenchmarkQuasm/results/realamprandom_indep_qiskit_controls.txt @@ -0,0 +1,399 @@ +Start Simulation of realamprandom_indep_qiskit_2__________________________________________________ + + i: 0 1 + 1: ry | p: (4.84635) + 2: | ry p: (0.130388) + 3: c x + 4: ry | p: (3.98133) + 5: | ry p: (4.70487) + 6: c x + 7: ry | p: (3.13221) + 8: | ry p: (1.41244) + 9: c x +10: ry | p: (1.24447) +11: | ry p: (4.77856) +12:======== +13: 0 | +14: | 1 + o: 0 1 +Q: 0 w: 3 | Q: 1 w: 1 | +Computed Permutation: ................0 -> 1|1 -> 0| +Original Permutation: ................0 -> 0|1 -> 1| +Identity Duration: 5.5625e-06s............................. +Permuted Duration: 4.6902e-06s............................. +Identity active_nodes: 3 ...................................... +Permuted active_nodes: 3 ...................................... +Identity max_nodes: 9 ...................................... +Permuted max_nodes: 9 ...................................... +________________________________________________________________________________________________ + +Start Simulation of realamprandom_indep_qiskit_3__________________________________________________ + +.i:...0...1...2 +.1:..ry...|...| p: (4.8464e+00) +.2:...|..ry...| p: (1.3039e-01) +.3:...c...x...| +.4:...|...|..ry p: (3.9813e+00) +.5:...c...|...x +.6:..ry...|...| p: (4.7049e+00) +.7:...|...c...x +.8:...|..ry...| p: (3.1322e+00) +.9:...c...x...| +10:...|...|..ry p: (1.4124e+00) +11:...c...|...x +12:..ry...|...| p: (1.2445e+00) +13:...|...c...x +14:...|..ry...| p: (4.7786e+00) +15:...c...x...| +16:...|...|..ry p: (1.0626e+00) +17:...c...|...x +18:..ry...|...| p: (5.5506e-01) +19:...|...c...x +20:...|..ry...| p: (4.3062e+00) +21:...|...|..ry p: (5.9903e+00) +22:============ +23:...0...|...| +24:...|...1...| +25:...|...|...2 +.o:...0...1...2 +Q: 0 w: 4 | Q: 1 w: 3 | Q: 2 w: 1 | +Computed Permutation: .........0 -> 2|1 -> 1|2 -> 0| +Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Identity Duration: 1.8745e-05s............................. +Permuted Duration: 1.1325e-05s............................. +Identity active_nodes: 7 ...................................... +Permuted active_nodes: 7 ...................................... +Identity max_nodes: 21 ...................................... +Permuted max_nodes: 21 ...................................... +________________________________________________________________________________________________ + +Start Simulation of realamprandom_indep_qiskit_4__________________________________________________ + +.i:...0...1...2...3 +.1:..ry...|...|...| p: (4.8464e+00) +.2:...|..ry...|...| p: (1.3039e-01) +.3:...c...x...|...| +.4:...|...|..ry...| p: (3.9813e+00) +.5:...c...|...x...| +.6:...|...c...x...| +.7:...|...|...|..ry p: (4.7049e+00) +.8:...c...|...|...x +.9:..ry...|...|...| p: (3.1322e+00) +10:...|...c...|...x +11:...|..ry...|...| p: (1.4124e+00) +12:...c...x...|...| +13:...|...|...c...x +14:...|...|..ry...| p: (1.2445e+00) +15:...c...|...x...| +16:...|...c...x...| +17:...|...|...|..ry p: (4.7786e+00) +18:...c...|...|...x +19:..ry...|...|...| p: (1.0626e+00) +20:...|...c...|...x +21:...|..ry...|...| p: (5.5506e-01) +22:...c...x...|...| +23:...|...|...c...x +24:...|...|..ry...| p: (4.3062e+00) +25:...c...|...x...| +26:...|...c...x...| +27:...|...|...|..ry p: (5.9903e+00) +28:...c...|...|...x +29:..ry...|...|...| p: (2.4808e-02) +30:...|...c...|...x +31:...|..ry...|...| p: (3.2182e+00) +32:...|...|...c...x +33:...|...|..ry...| p: (5.1058e+00) +34:...|...|...|..ry p: (3.8486e+00) +35:================ +36:...0...|...|...| +37:...|...1...|...| +38:...|...|...2...| +39:...|...|...|...3 +.o:...0...1...2...3 +Q: 0 w: 5 | Q: 1 w: 4 | Q: 2 w: 3 | Q: 3 w: 1 | +Computed Permutation: ..0 -> 3|1 -> 2|2 -> 1|3 -> 0| +Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Identity Duration: 3.1830e-05s............................. +Permuted Duration: 2.4828e-05s............................. +Identity active_nodes: 15 ...................................... +Permuted active_nodes: 15 ...................................... +Identity max_nodes: 45 ...................................... +Permuted max_nodes: 45 ...................................... +________________________________________________________________________________________________ + +Start Simulation of realamprandom_indep_qiskit_5__________________________________________________ + +.i:...0...1...2...3...4 +.1:..ry...|...|...|...| p: (4.8464e+00) +.2:...|..ry...|...|...| p: (1.3039e-01) +.3:...c...x...|...|...| +.4:...|...|..ry...|...| p: (3.9813e+00) +.5:...c...|...x...|...| +.6:...|...c...x...|...| +.7:...|...|...|..ry...| p: (4.7049e+00) +.8:...c...|...|...x...| +.9:...|...c...|...x...| +10:...|...|...c...x...| +11:...|...|...|...|..ry p: (3.1322e+00) +12:...c...|...|...|...x +13:..ry...|...|...|...| p: (1.4124e+00) +14:...|...c...|...|...x +15:...|..ry...|...|...| p: (1.2445e+00) +16:...c...x...|...|...| +17:...|...|...c...|...x +18:...|...|..ry...|...| p: (4.7786e+00) +19:...c...|...x...|...| +20:...|...c...x...|...| +21:...|...|...|...c...x +22:...|...|...|..ry...| p: (1.0626e+00) +23:...c...|...|...x...| +24:...|...c...|...x...| +25:...|...|...c...x...| +26:...|...|...|...|..ry p: (5.5506e-01) +27:...c...|...|...|...x +28:..ry...|...|...|...| p: (4.3062e+00) +29:...|...c...|...|...x +30:...|..ry...|...|...| p: (5.9903e+00) +31:...c...x...|...|...| +32:...|...|...c...|...x +33:...|...|..ry...|...| p: (2.4808e-02) +34:...c...|...x...|...| +35:...|...c...x...|...| +36:...|...|...|...c...x +37:...|...|...|..ry...| p: (3.2182e+00) +38:...c...|...|...x...| +39:...|...c...|...x...| +40:...|...|...c...x...| +41:...|...|...|...|..ry p: (5.1058e+00) +42:...c...|...|...|...x +43:..ry...|...|...|...| p: (3.8486e+00) +44:...|...c...|...|...x +45:...|..ry...|...|...| p: (4.5349e+00) +46:...|...|...c...|...x +47:...|...|..ry...|...| p: (1.8339e+00) +48:...|...|...|...c...x +49:...|...|...|..ry...| p: (5.7665e+00) +50:...|...|...|...|..ry p: (4.4898e+00) +51:==================== +52:...0...|...|...|...| +53:...|...1...|...|...| +54:...|...|...2...|...| +55:...|...|...|...3...| +56:...|...|...|...|...4 +.o:...0...1...2...3...4 +Q: 0 w: 6 | Q: 1 w: 5 | Q: 2 w: 4 | Q: 3 w: 3 | Q: 4 w: 1 | +Computed Permutation: 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Identity Duration: 6.7818e-05s............................. +Permuted Duration: 5.4478e-05s............................. +Identity active_nodes: 31 ...................................... +Permuted active_nodes: 31 ...................................... +Identity max_nodes: 93 ...................................... +Permuted max_nodes: 93 ...................................... +________________________________________________________________________________________________ + +Start Simulation of realamprandom_indep_qiskit_6__________________________________________________ + +.i:...0...1...2...3...4...5 +.1:..ry...|...|...|...|...| p: (4.8464e+00) +.2:...|..ry...|...|...|...| p: (1.3039e-01) +.3:...c...x...|...|...|...| +.4:...|...|..ry...|...|...| p: (3.9813e+00) +.5:...c...|...x...|...|...| +.6:...|...c...x...|...|...| +.7:...|...|...|..ry...|...| p: (4.7049e+00) +.8:...c...|...|...x...|...| +.9:...|...c...|...x...|...| +10:...|...|...c...x...|...| +11:...|...|...|...|..ry...| p: (3.1322e+00) +12:...c...|...|...|...x...| +13:...|...c...|...|...x...| +14:...|...|...c...|...x...| +15:...|...|...|...c...x...| +16:...|...|...|...|...|..ry p: (1.4124e+00) +17:...c...|...|...|...|...x +18:..ry...|...|...|...|...| p: (1.2445e+00) +19:...|...c...|...|...|...x +20:...|..ry...|...|...|...| p: (4.7786e+00) +21:...c...x...|...|...|...| +22:...|...|...c...|...|...x +23:...|...|..ry...|...|...| p: (1.0626e+00) +24:...c...|...x...|...|...| +25:...|...c...x...|...|...| +26:...|...|...|...c...|...x +27:...|...|...|..ry...|...| p: (5.5506e-01) +28:...c...|...|...x...|...| +29:...|...c...|...x...|...| +30:...|...|...c...x...|...| +31:...|...|...|...|...c...x +32:...|...|...|...|..ry...| p: (4.3062e+00) +33:...c...|...|...|...x...| +34:...|...c...|...|...x...| +35:...|...|...c...|...x...| +36:...|...|...|...c...x...| +37:...|...|...|...|...|..ry p: (5.9903e+00) +38:...c...|...|...|...|...x +39:..ry...|...|...|...|...| p: (2.4808e-02) +40:...|...c...|...|...|...x +41:...|..ry...|...|...|...| p: (3.2182e+00) +42:...c...x...|...|...|...| +43:...|...|...c...|...|...x +44:...|...|..ry...|...|...| p: (5.1058e+00) +45:...c...|...x...|...|...| +46:...|...c...x...|...|...| +47:...|...|...|...c...|...x +48:...|...|...|..ry...|...| p: (3.8486e+00) +49:...c...|...|...x...|...| +50:...|...c...|...x...|...| +51:...|...|...c...x...|...| +52:...|...|...|...|...c...x +53:...|...|...|...|..ry...| p: (4.5349e+00) +54:...c...|...|...|...x...| +55:...|...c...|...|...x...| +56:...|...|...c...|...x...| +57:...|...|...|...c...x...| +58:...|...|...|...|...|..ry p: (1.8339e+00) +59:...c...|...|...|...|...x +60:..ry...|...|...|...|...| p: (5.7665e+00) +61:...|...c...|...|...|...x +62:...|..ry...|...|...|...| p: (4.4898e+00) +63:...|...|...c...|...|...x +64:...|...|..ry...|...|...| p: (3.4089e+00) +65:...|...|...|...c...|...x +66:...|...|...|..ry...|...| p: (8.9328e-01) +67:...|...|...|...|...c...x +68:...|...|...|...|..ry...| p: (2.3458e+00) +69:...|...|...|...|...|..ry p: (4.2357e+00) +70:======================== +71:...0...|...|...|...|...| +72:...|...1...|...|...|...| +73:...|...|...2...|...|...| +74:...|...|...|...3...|...| +75:...|...|...|...|...4...| +76:...|...|...|...|...|...5 +.o:...0...1...2...3...4...5 +Q: 0 w: 7 | Q: 1 w: 6 | Q: 2 w: 5 | Q: 3 w: 4 | Q: 4 w: 3 | Q: 5 w: 1 | +Computed Permutation: 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Identity Duration: 1.4247e-04s............................. +Permuted Duration: 1.1208e-04s............................. +Identity active_nodes: 63 ...................................... +Permuted active_nodes: 63 ...................................... +Identity max_nodes: 189...................................... +Permuted max_nodes: 189...................................... +________________________________________________________________________________________________ + +Start Simulation of realamprandom_indep_qiskit_7__________________________________________________ + +.i:...0...1...2...3...4...5...6 +.1:..ry...|...|...|...|...|...| p: (4.8464e+00) +.2:...|..ry...|...|...|...|...| p: (1.3039e-01) +.3:...c...x...|...|...|...|...| +.4:...|...|..ry...|...|...|...| p: (3.9813e+00) +.5:...c...|...x...|...|...|...| +.6:...|...c...x...|...|...|...| +.7:...|...|...|..ry...|...|...| p: (4.7049e+00) +.8:...c...|...|...x...|...|...| +.9:...|...c...|...x...|...|...| +10:...|...|...c...x...|...|...| +11:...|...|...|...|..ry...|...| p: (3.1322e+00) +12:...c...|...|...|...x...|...| +13:...|...c...|...|...x...|...| +14:...|...|...c...|...x...|...| +15:...|...|...|...c...x...|...| +16:...|...|...|...|...|..ry...| p: (1.4124e+00) +17:...c...|...|...|...|...x...| +18:...|...c...|...|...|...x...| +19:...|...|...c...|...|...x...| +20:...|...|...|...c...|...x...| +21:...|...|...|...|...c...x...| +22:...|...|...|...|...|...|..ry p: (1.2445e+00) +23:...c...|...|...|...|...|...x +24:..ry...|...|...|...|...|...| p: (4.7786e+00) +25:...|...c...|...|...|...|...x +26:...|..ry...|...|...|...|...| p: (1.0626e+00) +27:...c...x...|...|...|...|...| +28:...|...|...c...|...|...|...x +29:...|...|..ry...|...|...|...| p: (5.5506e-01) +30:...c...|...x...|...|...|...| +31:...|...c...x...|...|...|...| +32:...|...|...|...c...|...|...x +33:...|...|...|..ry...|...|...| p: (4.3062e+00) +34:...c...|...|...x...|...|...| +35:...|...c...|...x...|...|...| +36:...|...|...c...x...|...|...| +37:...|...|...|...|...c...|...x +38:...|...|...|...|..ry...|...| p: (5.9903e+00) +39:...c...|...|...|...x...|...| +40:...|...c...|...|...x...|...| +41:...|...|...c...|...x...|...| +42:...|...|...|...c...x...|...| +43:...|...|...|...|...|...c...x +44:...|...|...|...|...|..ry...| p: (2.4808e-02) +45:...c...|...|...|...|...x...| +46:...|...c...|...|...|...x...| +47:...|...|...c...|...|...x...| +48:...|...|...|...c...|...x...| +49:...|...|...|...|...c...x...| +50:...|...|...|...|...|...|..ry p: (3.2182e+00) +51:...c...|...|...|...|...|...x +52:..ry...|...|...|...|...|...| p: (5.1058e+00) +53:...|...c...|...|...|...|...x +54:...|..ry...|...|...|...|...| p: (3.8486e+00) +55:...c...x...|...|...|...|...| +56:...|...|...c...|...|...|...x +57:...|...|..ry...|...|...|...| p: (4.5349e+00) +58:...c...|...x...|...|...|...| +59:...|...c...x...|...|...|...| +60:...|...|...|...c...|...|...x +61:...|...|...|..ry...|...|...| p: (1.8339e+00) +62:...c...|...|...x...|...|...| +63:...|...c...|...x...|...|...| +64:...|...|...c...x...|...|...| +65:...|...|...|...|...c...|...x +66:...|...|...|...|..ry...|...| p: (5.7665e+00) +67:...c...|...|...|...x...|...| +68:...|...c...|...|...x...|...| +69:...|...|...c...|...x...|...| +70:...|...|...|...c...x...|...| +71:...|...|...|...|...|...c...x +72:...|...|...|...|...|..ry...| p: (4.4898e+00) +73:...c...|...|...|...|...x...| +74:...|...c...|...|...|...x...| +75:...|...|...c...|...|...x...| +76:...|...|...|...c...|...x...| +77:...|...|...|...|...c...x...| +78:...|...|...|...|...|...|..ry p: (3.4089e+00) +79:...c...|...|...|...|...|...x +80:..ry...|...|...|...|...|...| p: (8.9328e-01) +81:...|...c...|...|...|...|...x +82:...|..ry...|...|...|...|...| p: (2.3458e+00) +83:...|...|...c...|...|...|...x +84:...|...|..ry...|...|...|...| p: (4.2357e+00) +85:...|...|...|...c...|...|...x +86:...|...|...|..ry...|...|...| p: (2.7761e+00) +87:...|...|...|...|...c...|...x +88:...|...|...|...|..ry...|...| p: (2.7270e+00) +89:...|...|...|...|...|...c...x +90:...|...|...|...|...|..ry...| p: (3.8815e+00) +91:...|...|...|...|...|...|..ry p: (3.2241e+00) +92:============================ +93:...0...|...|...|...|...|...| +94:...|...1...|...|...|...|...| +95:...|...|...2...|...|...|...| +96:...|...|...|...3...|...|...| +97:...|...|...|...|...4...|...| +98:...|...|...|...|...|...5...| +99:...|...|...|...|...|...|...6 +.o:...0...1...2...3...4...5...6 +Q: 0 w: 8 | Q: 1 w: 7 | Q: 2 w: 6 | Q: 3 w: 5 | Q: 4 w: 4 | Q: 5 w: 3 | Q: 6 w: 1 | +Computed Permutation: 0 -> 6|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1|6 -> 0| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Identity Duration: 3.0199e-04s............................. +Permuted Duration: 2.3439e-04s............................. +Identity active_nodes: 127...................................... +Permuted active_nodes: 127...................................... +Identity max_nodes: 381...................................... +Permuted max_nodes: 381...................................... +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/realamprandom_indep_qiskit_gates.txt b/test/BenchmarkQuasm/results/realamprandom_indep_qiskit_gates.txt new file mode 100644 index 00000000..cacc46be --- /dev/null +++ b/test/BenchmarkQuasm/results/realamprandom_indep_qiskit_gates.txt @@ -0,0 +1,393 @@ +Start Simulation of realamprandom_indep_qiskit_2__________________________________________________ + + i: 0 1 + 1: ry | p: (4.84635) + 2: | ry p: (0.130388) + 3: c x + 4: ry | p: (3.98133) + 5: | ry p: (4.70487) + 6: c x + 7: ry | p: (3.13221) + 8: | ry p: (1.41244) + 9: c x +10: ry | p: (1.24447) +11: | ry p: (4.77856) +12:======== +13: 0 | +14: | 1 + o: 0 1 +Computed Permutation: ................0 -> 0|1 -> 1| +Original Permutation: ................0 -> 0|1 -> 1| +Identity Duration: 5.4050e-06s............................. +Permuted Duration: 5.3975e-06s............................. +Identity active_nodes: 3 ...................................... +Permuted active_nodes: 3 ...................................... +Identity max_nodes: 9 ...................................... +Permuted max_nodes: 9 ...................................... +________________________________________________________________________________________________ + +Start Simulation of realamprandom_indep_qiskit_3__________________________________________________ + +.i:...0...1...2 +.1:..ry...|...| p: (4.8464e+00) +.2:...|..ry...| p: (1.3039e-01) +.3:...c...x...| +.4:...|...|..ry p: (3.9813e+00) +.5:...c...|...x +.6:..ry...|...| p: (4.7049e+00) +.7:...|...c...x +.8:...|..ry...| p: (3.1322e+00) +.9:...c...x...| +10:...|...|..ry p: (1.4124e+00) +11:...c...|...x +12:..ry...|...| p: (1.2445e+00) +13:...|...c...x +14:...|..ry...| p: (4.7786e+00) +15:...c...x...| +16:...|...|..ry p: (1.0626e+00) +17:...c...|...x +18:..ry...|...| p: (5.5506e-01) +19:...|...c...x +20:...|..ry...| p: (4.3062e+00) +21:...|...|..ry p: (5.9903e+00) +22:============ +23:...0...|...| +24:...|...1...| +25:...|...|...2 +.o:...0...1...2 +Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Identity Duration: 1.7455e-05s............................. +Permuted Duration: 1.3635e-05s............................. +Identity active_nodes: 7 ...................................... +Permuted active_nodes: 7 ...................................... +Identity max_nodes: 21 ...................................... +Permuted max_nodes: 21 ...................................... +________________________________________________________________________________________________ + +Start Simulation of realamprandom_indep_qiskit_4__________________________________________________ + +.i:...0...1...2...3 +.1:..ry...|...|...| p: (4.8464e+00) +.2:...|..ry...|...| p: (1.3039e-01) +.3:...c...x...|...| +.4:...|...|..ry...| p: (3.9813e+00) +.5:...c...|...x...| +.6:...|...c...x...| +.7:...|...|...|..ry p: (4.7049e+00) +.8:...c...|...|...x +.9:..ry...|...|...| p: (3.1322e+00) +10:...|...c...|...x +11:...|..ry...|...| p: (1.4124e+00) +12:...c...x...|...| +13:...|...|...c...x +14:...|...|..ry...| p: (1.2445e+00) +15:...c...|...x...| +16:...|...c...x...| +17:...|...|...|..ry p: (4.7786e+00) +18:...c...|...|...x +19:..ry...|...|...| p: (1.0626e+00) +20:...|...c...|...x +21:...|..ry...|...| p: (5.5506e-01) +22:...c...x...|...| +23:...|...|...c...x +24:...|...|..ry...| p: (4.3062e+00) +25:...c...|...x...| +26:...|...c...x...| +27:...|...|...|..ry p: (5.9903e+00) +28:...c...|...|...x +29:..ry...|...|...| p: (2.4808e-02) +30:...|...c...|...x +31:...|..ry...|...| p: (3.2182e+00) +32:...|...|...c...x +33:...|...|..ry...| p: (5.1058e+00) +34:...|...|...|..ry p: (3.8486e+00) +35:================ +36:...0...|...|...| +37:...|...1...|...| +38:...|...|...2...| +39:...|...|...|...3 +.o:...0...1...2...3 +Computed Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Identity Duration: 3.0385e-05s............................. +Permuted Duration: 2.9445e-05s............................. +Identity active_nodes: 15 ...................................... +Permuted active_nodes: 15 ...................................... +Identity max_nodes: 45 ...................................... +Permuted max_nodes: 45 ...................................... +________________________________________________________________________________________________ + +Start Simulation of realamprandom_indep_qiskit_5__________________________________________________ + +.i:...0...1...2...3...4 +.1:..ry...|...|...|...| p: (4.8464e+00) +.2:...|..ry...|...|...| p: (1.3039e-01) +.3:...c...x...|...|...| +.4:...|...|..ry...|...| p: (3.9813e+00) +.5:...c...|...x...|...| +.6:...|...c...x...|...| +.7:...|...|...|..ry...| p: (4.7049e+00) +.8:...c...|...|...x...| +.9:...|...c...|...x...| +10:...|...|...c...x...| +11:...|...|...|...|..ry p: (3.1322e+00) +12:...c...|...|...|...x +13:..ry...|...|...|...| p: (1.4124e+00) +14:...|...c...|...|...x +15:...|..ry...|...|...| p: (1.2445e+00) +16:...c...x...|...|...| +17:...|...|...c...|...x +18:...|...|..ry...|...| p: (4.7786e+00) +19:...c...|...x...|...| +20:...|...c...x...|...| +21:...|...|...|...c...x +22:...|...|...|..ry...| p: (1.0626e+00) +23:...c...|...|...x...| +24:...|...c...|...x...| +25:...|...|...c...x...| +26:...|...|...|...|..ry p: (5.5506e-01) +27:...c...|...|...|...x +28:..ry...|...|...|...| p: (4.3062e+00) +29:...|...c...|...|...x +30:...|..ry...|...|...| p: (5.9903e+00) +31:...c...x...|...|...| +32:...|...|...c...|...x +33:...|...|..ry...|...| p: (2.4808e-02) +34:...c...|...x...|...| +35:...|...c...x...|...| +36:...|...|...|...c...x +37:...|...|...|..ry...| p: (3.2182e+00) +38:...c...|...|...x...| +39:...|...c...|...x...| +40:...|...|...c...x...| +41:...|...|...|...|..ry p: (5.1058e+00) +42:...c...|...|...|...x +43:..ry...|...|...|...| p: (3.8486e+00) +44:...|...c...|...|...x +45:...|..ry...|...|...| p: (4.5349e+00) +46:...|...|...c...|...x +47:...|...|..ry...|...| p: (1.8339e+00) +48:...|...|...|...c...x +49:...|...|...|..ry...| p: (5.7665e+00) +50:...|...|...|...|..ry p: (4.4898e+00) +51:==================== +52:...0...|...|...|...| +53:...|...1...|...|...| +54:...|...|...2...|...| +55:...|...|...|...3...| +56:...|...|...|...|...4 +.o:...0...1...2...3...4 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Identity Duration: 6.3826e-05s............................. +Permuted Duration: 6.3696e-05s............................. +Identity active_nodes: 31 ...................................... +Permuted active_nodes: 31 ...................................... +Identity max_nodes: 93 ...................................... +Permuted max_nodes: 93 ...................................... +________________________________________________________________________________________________ + +Start Simulation of realamprandom_indep_qiskit_6__________________________________________________ + +.i:...0...1...2...3...4...5 +.1:..ry...|...|...|...|...| p: (4.8464e+00) +.2:...|..ry...|...|...|...| p: (1.3039e-01) +.3:...c...x...|...|...|...| +.4:...|...|..ry...|...|...| p: (3.9813e+00) +.5:...c...|...x...|...|...| +.6:...|...c...x...|...|...| +.7:...|...|...|..ry...|...| p: (4.7049e+00) +.8:...c...|...|...x...|...| +.9:...|...c...|...x...|...| +10:...|...|...c...x...|...| +11:...|...|...|...|..ry...| p: (3.1322e+00) 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(3.2182e+00) +42:...c...x...|...|...|...| +43:...|...|...c...|...|...x +44:...|...|..ry...|...|...| p: (5.1058e+00) +45:...c...|...x...|...|...| +46:...|...c...x...|...|...| +47:...|...|...|...c...|...x +48:...|...|...|..ry...|...| p: (3.8486e+00) +49:...c...|...|...x...|...| +50:...|...c...|...x...|...| +51:...|...|...c...x...|...| +52:...|...|...|...|...c...x +53:...|...|...|...|..ry...| p: (4.5349e+00) +54:...c...|...|...|...x...| +55:...|...c...|...|...x...| +56:...|...|...c...|...x...| +57:...|...|...|...c...x...| +58:...|...|...|...|...|..ry p: (1.8339e+00) +59:...c...|...|...|...|...x +60:..ry...|...|...|...|...| p: (5.7665e+00) +61:...|...c...|...|...|...x +62:...|..ry...|...|...|...| p: (4.4898e+00) +63:...|...|...c...|...|...x +64:...|...|..ry...|...|...| p: (3.4089e+00) +65:...|...|...|...c...|...x +66:...|...|...|..ry...|...| p: (8.9328e-01) +67:...|...|...|...|...c...x +68:...|...|...|...|..ry...| p: (2.3458e+00) +69:...|...|...|...|...|..ry p: (4.2357e+00) +70:======================== +71:...0...|...|...|...|...| +72:...|...1...|...|...|...| +73:...|...|...2...|...|...| +74:...|...|...|...3...|...| +75:...|...|...|...|...4...| +76:...|...|...|...|...|...5 +.o:...0...1...2...3...4...5 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Identity Duration: 1.3816e-04s............................. +Permuted Duration: 1.3611e-04s............................. +Identity active_nodes: 63 ...................................... +Permuted active_nodes: 63 ...................................... +Identity max_nodes: 189...................................... +Permuted max_nodes: 189...................................... +________________________________________________________________________________________________ + +Start Simulation of realamprandom_indep_qiskit_7__________________________________________________ + +.i:...0...1...2...3...4...5...6 +.1:..ry...|...|...|...|...|...| p: (4.8464e+00) +.2:...|..ry...|...|...|...|...| p: (1.3039e-01) +.3:...c...x...|...|...|...|...| +.4:...|...|..ry...|...|...|...| p: (3.9813e+00) +.5:...c...|...x...|...|...|...| +.6:...|...c...x...|...|...|...| +.7:...|...|...|..ry...|...|...| p: (4.7049e+00) +.8:...c...|...|...x...|...|...| +.9:...|...c...|...x...|...|...| +10:...|...|...c...x...|...|...| +11:...|...|...|...|..ry...|...| p: (3.1322e+00) +12:...c...|...|...|...x...|...| +13:...|...c...|...|...x...|...| +14:...|...|...c...|...x...|...| +15:...|...|...|...c...x...|...| +16:...|...|...|...|...|..ry...| p: (1.4124e+00) +17:...c...|...|...|...|...x...| +18:...|...c...|...|...|...x...| +19:...|...|...c...|...|...x...| +20:...|...|...|...c...|...x...| +21:...|...|...|...|...c...x...| +22:...|...|...|...|...|...|..ry p: (1.2445e+00) +23:...c...|...|...|...|...|...x +24:..ry...|...|...|...|...|...| p: (4.7786e+00) +25:...|...c...|...|...|...|...x +26:...|..ry...|...|...|...|...| p: (1.0626e+00) +27:...c...x...|...|...|...|...| +28:...|...|...c...|...|...|...x +29:...|...|..ry...|...|...|...| p: (5.5506e-01) +30:...c...|...x...|...|...|...| +31:...|...c...x...|...|...|...| +32:...|...|...|...c...|...|...x +33:...|...|...|..ry...|...|...| p: (4.3062e+00) +34:...c...|...|...x...|...|...| +35:...|...c...|...x...|...|...| +36:...|...|...c...x...|...|...| +37:...|...|...|...|...c...|...x +38:...|...|...|...|..ry...|...| p: (5.9903e+00) +39:...c...|...|...|...x...|...| +40:...|...c...|...|...x...|...| +41:...|...|...c...|...x...|...| +42:...|...|...|...c...x...|...| +43:...|...|...|...|...|...c...x +44:...|...|...|...|...|..ry...| p: (2.4808e-02) +45:...c...|...|...|...|...x...| +46:...|...c...|...|...|...x...| +47:...|...|...c...|...|...x...| +48:...|...|...|...c...|...x...| +49:...|...|...|...|...c...x...| +50:...|...|...|...|...|...|..ry p: (3.2182e+00) +51:...c...|...|...|...|...|...x +52:..ry...|...|...|...|...|...| p: (5.1058e+00) +53:...|...c...|...|...|...|...x +54:...|..ry...|...|...|...|...| p: (3.8486e+00) +55:...c...x...|...|...|...|...| +56:...|...|...c...|...|...|...x +57:...|...|..ry...|...|...|...| p: (4.5349e+00) +58:...c...|...x...|...|...|...| +59:...|...c...x...|...|...|...| +60:...|...|...|...c...|...|...x +61:...|...|...|..ry...|...|...| p: (1.8339e+00) +62:...c...|...|...x...|...|...| +63:...|...c...|...x...|...|...| +64:...|...|...c...x...|...|...| +65:...|...|...|...|...c...|...x +66:...|...|...|...|..ry...|...| p: (5.7665e+00) +67:...c...|...|...|...x...|...| +68:...|...c...|...|...x...|...| +69:...|...|...c...|...x...|...| +70:...|...|...|...c...x...|...| +71:...|...|...|...|...|...c...x +72:...|...|...|...|...|..ry...| p: (4.4898e+00) +73:...c...|...|...|...|...x...| +74:...|...c...|...|...|...x...| +75:...|...|...c...|...|...x...| +76:...|...|...|...c...|...x...| +77:...|...|...|...|...c...x...| +78:...|...|...|...|...|...|..ry p: (3.4089e+00) +79:...c...|...|...|...|...|...x +80:..ry...|...|...|...|...|...| p: (8.9328e-01) +81:...|...c...|...|...|...|...x +82:...|..ry...|...|...|...|...| p: (2.3458e+00) +83:...|...|...c...|...|...|...x +84:...|...|..ry...|...|...|...| p: (4.2357e+00) +85:...|...|...|...c...|...|...x +86:...|...|...|..ry...|...|...| p: (2.7761e+00) +87:...|...|...|...|...c...|...x +88:...|...|...|...|..ry...|...| p: (2.7270e+00) +89:...|...|...|...|...|...c...x +90:...|...|...|...|...|..ry...| p: (3.8815e+00) +91:...|...|...|...|...|...|..ry p: (3.2241e+00) +92:============================ +93:...0...|...|...|...|...|...| +94:...|...1...|...|...|...|...| +95:...|...|...2...|...|...|...| +96:...|...|...|...3...|...|...| +97:...|...|...|...|...4...|...| +98:...|...|...|...|...|...5...| +99:...|...|...|...|...|...|...6 +.o:...0...1...2...3...4...5...6 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Identity Duration: 2.9677e-04s............................. +Permuted Duration: 3.0311e-04s............................. +Identity active_nodes: 127...................................... +Permuted active_nodes: 127...................................... +Identity max_nodes: 381...................................... +Permuted max_nodes: 381...................................... +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/su2random_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/su2random_indep_qiskit_all.txt new file mode 100644 index 00000000..56b76f16 --- /dev/null +++ b/test/BenchmarkQuasm/results/su2random_indep_qiskit_all.txt @@ -0,0 +1,1217 @@ +Start Simulation of su2random_indep_qiskit_2__________________________________________________ + + i: 0 1 + 1: u | p: (1.43683) (0.839737) (-3.14159) + 2: | u p: (0.130388) (-1.57831) + 3: c x + 4: u | p: (3.13221) (1.24447) + 5: | u p: (1.41244) (-1.50463) + 6: c x + 7: u | p: (1.06255) (-1.97694) + 8: | u p: (0.555055) (-0.292838) + 9: c x +10: u | p: (0.0248077) (-1.17734) +11: | u p: (3.06499) (0.707022) (-3.14159) +12:======== +13: 0 | +14: | 1 + o: 0 1 +Total Permutations: 2 +Min time: 5.6050e-06s................. Permutation 1 : 0 -> 1|1 -> 0| +Max time: 6.4750e-06s................. Permutation 0 : 0 -> 0|1 -> 1| +Min active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Min max nodes: 9 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Max active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Max max nodes: 9 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +________________________________________________________________________________________________ + +2 permutations have 3 active nodes. + +........................... +Average time: 6.0400e-06s + +________________________________________________________________________________________________ + +2 permutations have 9 max nodes. + +........................... +Average time: 6.0400e-06s + +________________________________________________________________________________________________ + +execution time of: 5.6050e-06s: Index: 1 | Max_nodes: 9 | Active_nodes: 3 | 0 -> 1|1 -> 0| +execution time of: 6.4750e-06s: Index: 0 | Max_nodes: 9 | Active_nodes: 3 | 0 -> 0|1 -> 1| +________________________________________________________________________________________________ + +Start Simulation of su2random_indep_qiskit_3__________________________________________________ + +.i:...0...1...2 +.1:...u...|...| p: (1.4368e+00) (1.5633e+00) (-3.1416e+00) +.2:...|...u...| p: (1.3039e-01) (3.1322e+00) +.3:...c...x...| +.4:...|...|...u p: (2.3019e+00) (-1.7292e+00) (-3.1416e+00) +.5:...c...|...x +.6:...u...|...| p: (1.2445e+00) (5.5506e-01) +.7:...|...c...x +.8:...|...u...| p: (1.5046e+00) (1.1647e+00) (-3.1416e+00) +.9:...c...x...| +10:...|...|...u p: (1.0626e+00) (-2.9284e-01) +11:...c...|...x +12:...u...|...| p: (2.4808e-02) (-2.4346e+00) +13:...|...c...x +14:...|...u...| p: (3.0650e+00) (1.3933e+00) (-3.1416e+00) +15:...c...x...| +16:...|...|...u p: (1.1773e+00) (-1.3077e+00) (-3.1416e+00) +17:...c...|...x +18:...u...|...| p: (5.1664e-01) (-2.2483e+00) (-3.1416e+00) +19:...|...c...x +20:...|...u...| p: (1.7934e+00) (-7.9582e-01) (-3.1416e+00) +21:...|...|...u p: (2.8743e+00) (1.0941e+00) (-3.1416e+00) +22:============ +23:...0...|...| +24:...|...1...| +25:...|...|...2 +.o:...0...1...2 +Total Permutations: 6 +Min time: 1.3078e-05s................. Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| +Max time: 1.5833e-05s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Min active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Min max nodes: 21 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max max nodes: 21 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +________________________________________________________________________________________________ + +6 permutations have 7 active nodes. + +........................... +Average time: 1.4441e-05s + +________________________________________________________________________________________________ + +6 permutations have 21 max nodes. + +........................... +Average time: 1.4441e-05s + +________________________________________________________________________________________________ + +execution time of: 1.3078e-05s: Index: 5 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 0| +execution time of: 1.3742e-05s: Index: 3 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 0| +execution time of: 1.3868e-05s: Index: 4 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 1| +execution time of: 1.5043e-05s: Index: 1 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 1| +execution time of: 1.5080e-05s: Index: 2 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 2| +execution time of: 1.5833e-05s: Index: 0 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 2| +________________________________________________________________________________________________ + +Start Simulation of su2random_indep_qiskit_4__________________________________________________ + +.i:...0...1...2...3 +.1:...u...|...|...| p: (1.4368e+00) (-9.3807e-03) (-3.1416e+00) +.2:...|...u...|...| p: (1.3039e-01) (1.4124e+00) +.3:...c...x...|...| +.4:...|...|...u...| p: (2.3019e+00) (-1.8971e+00) (-3.1416e+00) +.5:...c...|...x...| +.6:...|...c...x...| +.7:...|...|...|...u p: (1.5783e+00) (1.6370e+00) (-3.1416e+00) +.8:...c...|...|...x +.9:...u...|...|...| p: (1.0626e+00) (2.4808e-02) +10:...|...c...|...x +11:...|...u...|...| p: (5.5506e-01) (-3.0650e+00) +12:...c...x...|...| +13:...|...|...c...x +14:...|...|...u...| p: (1.9769e+00) (1.9643e+00) (-3.1416e+00) +15:...c...|...x...| +16:...|...c...x...| +17:...|...|...|...u p: (2.9284e-01) (7.0702e-01) (-3.1416e+00) +18:...c...|...|...x +19:...u...|...|...| p: (1.7483e+00) (2.6731e-01) (-3.1416e+00) +20:...|...c...|...x +21:...|...u...|...| p: (1.8339e+00) (8.9328e-01) +22:...c...x...|...| +23:...|...|...c...x +24:...|...|...u...| p: (5.1664e-01) (-7.9582e-01) (-3.1416e+00) +25:...c...|...x...| +26:...|...c...x...| +27:...|...|...|...u p: (1.7934e+00) (1.0941e+00) (-3.1416e+00) +28:...c...|...|...x +29:...u...|...|...| p: (2.7761e+00) (-2.1966e+00) +30:...|...c...|...x +31:...|...u...|...| p: (2.7270e+00) (-2.5067e+00) +32:...|...|...c...x +33:...|...|...u...| p: (2.4016e+00) (1.9178e+00) (-3.1416e+00) +34:...|...|...|...u p: (3.0590e+00) (1.3601e-01) (-3.1416e+00) +35:================ +36:...0...|...|...| +37:...|...1...|...| +38:...|...|...2...| +39:...|...|...|...3 +.o:...0...1...2...3 +Total Permutations: 24 +Min time: 2.7730e-05s................. Permutation 23 : 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +Max time: 5.4816e-05s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Min active nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Min max nodes: 45 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Max active nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Max max nodes: 45 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +________________________________________________________________________________________________ + +24 permutations have 15 active nodes. + +........................... +Average time: 3.2826e-05s + +________________________________________________________________________________________________ + +24 permutations have 45 max nodes. + +........................... +Average time: 3.2826e-05s + +________________________________________________________________________________________________ + +execution time of: 2.7730e-05s: Index: 23 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +execution time of: 2.8840e-05s: Index: 17 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +execution time of: 2.9128e-05s: Index: 21 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| +execution time of: 2.9296e-05s: Index: 22 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| +execution time of: 3.0595e-05s: Index: 16 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| +execution time of: 3.0740e-05s: Index: 11 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| +execution time of: 3.0741e-05s: Index: 15 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +execution time of: 3.0800e-05s: Index: 20 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +execution time of: 3.1010e-05s: Index: 19 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| +execution time of: 3.1423e-05s: Index: 14 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +execution time of: 3.1783e-05s: Index: 9 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +execution time of: 3.1801e-05s: Index: 10 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +execution time of: 3.1948e-05s: Index: 18 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| +execution time of: 3.1990e-05s: Index: 13 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +execution time of: 3.2275e-05s: Index: 8 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| +execution time of: 3.2586e-05s: Index: 5 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +execution time of: 3.2685e-05s: Index: 12 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +execution time of: 3.3041e-05s: Index: 4 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| +execution time of: 3.3868e-05s: Index: 6 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +execution time of: 3.3913e-05s: Index: 2 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +execution time of: 3.3973e-05s: Index: 1 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +execution time of: 3.4405e-05s: Index: 7 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +execution time of: 3.8425e-05s: Index: 3 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +execution time of: 5.4816e-05s: Index: 0 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +________________________________________________________________________________________________ + +Start Simulation of su2random_indep_qiskit_5__________________________________________________ + +.i:...0...1...2...3...4 +.1:...u...|...|...|...| p: (1.4368e+00) (-1.7292e+00) (-3.1416e+00) +.2:...|...u...|...|...| p: (1.3039e-01) (1.2445e+00) +.3:...c...x...|...|...| +.4:...|...|...u...|...| p: (2.3019e+00) (1.6370e+00) (-3.1416e+00) +.5:...c...|...x...|...| +.6:...|...c...x...|...| +.7:...|...|...|...u...| p: (1.5783e+00) (-2.0790e+00) (-3.1416e+00) +.8:...c...|...|...x...| +.9:...|...c...|...x...| +10:...|...|...c...x...| +11:...|...|...|...|...u p: (3.1322e+00) (5.5506e-01) +12:...c...|...|...|...x +13:...u...|...|...|...| p: (1.9769e+00) (7.0702e-01) (-3.1416e+00) +14:...|...c...|...|...x +15:...|...u...|...|...| p: (2.9284e-01) (1.3933e+00) (-3.1416e+00) +16:...c...x...|...|...| +17:...|...|...c...|...x +18:...|...|...u...|...| p: (2.4808e-02) (1.8339e+00) +19:...c...|...x...|...| +20:...|...c...x...|...| +21:...|...|...|...c...x +22:...|...|...|...u...| p: (3.0650e+00) (2.6250e+00) (-3.1416e+00) +23:...c...|...|...x...| +24:...|...c...|...x...| +25:...|...|...c...x...| +26:...|...|...|...|...u p: (1.1773e+00) (1.3482e+00) (-3.1416e+00) +27:...c...|...|...|...x +28:...u...|...|...|...| p: (2.8743e+00) (-4.1460e-01) (-3.1416e+00) +29:...|...c...|...|...x +30:...|...u...|...|...| p: (8.9328e-01) (-2.4016e+00) +31:...c...x...|...|...| +32:...|...|...c...|...x +33:...|...|...u...|...| p: (2.3458e+00) (-3.0590e+00) +34:...c...|...x...|...| +35:...|...c...x...|...| +36:...|...|...|...c...x +37:...|...|...|...u...| p: (2.0475e+00) (9.4497e-01) (-3.1416e+00) +38:...c...|...|...x...| +39:...|...c...|...x...| +40:...|...|...c...x...| +41:...|...|...|...|...u p: (2.7761e+00) (-2.5067e+00) +42:...c...|...|...|...x +43:...u...|...|...|...| p: (1.2238e+00) (-1.2522e+00) (-3.1416e+00) +44:...|...c...|...|...x +45:...|...u...|...|...| p: (3.0056e+00) (-2.4254e+00) (-3.1416e+00) +46:...|...|...c...|...x +47:...|...|...u...|...| p: (5.7398e-01) (2.0652e+00) (-3.1416e+00) +48:...|...|...|...c...x +49:...|...|...|...u...| p: (2.0058e+00) (2.9466e-01) +50:...|...|...|...|...u p: (5.6837e-01) (-2.3481e+00) +51:==================== +52:...0...|...|...|...| +53:...|...1...|...|...| +54:...|...|...2...|...| +55:...|...|...|...3...| +56:...|...|...|...|...4 +.o:...0...1...2...3...4 +Total Permutations: 120 +Min time: 6.2693e-05s................. Permutation 119: 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +Max time: 1.4449e-04s................. Permutation 84 : 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +Min active nodes: 31 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Min max nodes: 93 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Max active nodes: 31 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Max max nodes: 93 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +________________________________________________________________________________________________ + +120 permutations have 31 active nodes. + +........................... +Average time: 7.3487e-05s + +________________________________________________________________________________________________ + +120 permutations have 93 max nodes. + +........................... +Average time: 7.3487e-05s + +________________________________________________________________________________________________ + +execution time of: 6.2693e-05s: Index: 119 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +execution time of: 6.4223e-05s: Index: 95 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +execution time of: 6.4633e-05s: Index: 117 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +execution time of: 6.5318e-05s: Index: 71 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +execution time of: 6.5598e-05s: Index: 89 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +execution time of: 6.5799e-05s: Index: 118 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +execution time of: 6.5931e-05s: Index: 94 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +execution time of: 6.6138e-05s: Index: 113 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +execution time of: 6.6361e-05s: Index: 65 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +execution time of: 6.6396e-05s: Index: 116 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +execution time of: 6.6883e-05s: Index: 70 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +execution time of: 6.7291e-05s: Index: 115 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +execution time of: 6.7358e-05s: Index: 92 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +execution time of: 6.7401e-05s: Index: 93 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +execution time of: 6.7861e-05s: Index: 69 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +execution time of: 6.8151e-05s: Index: 114 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +execution time of: 6.8213e-05s: Index: 64 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +execution time of: 6.8246e-05s: Index: 112 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +execution time of: 6.8361e-05s: Index: 63 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +execution time of: 6.8711e-05s: Index: 87 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +execution time of: 6.8931e-05s: Index: 91 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +execution time of: 6.9031e-05s: Index: 90 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +execution time of: 6.9049e-05s: Index: 110 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +execution time of: 6.9291e-05s: Index: 62 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +execution time of: 6.9621e-05s: Index: 67 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +execution time of: 6.9821e-05s: Index: 86 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +execution time of: 6.9841e-05s: Index: 111 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +execution time of: 6.9853e-05s: Index: 83 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +execution time of: 6.9866e-05s: Index: 88 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +execution time of: 7.0131e-05s: Index: 85 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +execution time of: 7.0141e-05s: Index: 68 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +execution time of: 7.0356e-05s: Index: 109 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +execution time of: 7.0374e-05s: Index: 46 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +execution time of: 7.0628e-05s: Index: 41 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +execution time of: 7.0721e-05s: Index: 108 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +execution time of: 7.0818e-05s: Index: 44 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +execution time of: 7.0819e-05s: Index: 104 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +execution time of: 7.0946e-05s: Index: 66 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +execution time of: 7.0981e-05s: Index: 59 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +execution time of: 7.1076e-05s: Index: 107 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +execution time of: 7.1294e-05s: Index: 47 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +execution time of: 7.1343e-05s: Index: 106 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +execution time of: 7.1371e-05s: Index: 105 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +execution time of: 7.1438e-05s: Index: 81 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +execution time of: 7.1459e-05s: Index: 57 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +execution time of: 7.1646e-05s: Index: 58 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +execution time of: 7.1833e-05s: Index: 60 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +execution time of: 7.1968e-05s: Index: 39 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +execution time of: 7.2011e-05s: Index: 82 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +execution time of: 7.2036e-05s: Index: 45 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +execution time of: 7.2051e-05s: Index: 80 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +execution time of: 7.2078e-05s: Index: 103 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +execution time of: 7.2176e-05s: Index: 101 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +execution time of: 7.2431e-05s: Index: 55 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +execution time of: 7.2481e-05s: Index: 61 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +execution time of: 7.2494e-05s: Index: 40 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +execution time of: 7.2586e-05s: Index: 75 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +execution time of: 7.2648e-05s: Index: 77 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +execution time of: 7.2878e-05s: Index: 35 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +execution time of: 7.2918e-05s: Index: 99 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +execution time of: 7.2961e-05s: Index: 23 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +execution time of: 7.2988e-05s: Index: 34 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +execution time of: 7.3111e-05s: Index: 54 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +execution time of: 7.3234e-05s: Index: 43 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +execution time of: 7.3246e-05s: Index: 79 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +execution time of: 7.3266e-05s: Index: 100 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +execution time of: 7.3521e-05s: Index: 32 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +execution time of: 7.3543e-05s: Index: 56 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +execution time of: 7.3581e-05s: Index: 21 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +execution time of: 7.3881e-05s: Index: 53 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +execution time of: 7.4041e-05s: Index: 37 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +execution time of: 7.4076e-05s: Index: 15 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +execution time of: 7.4096e-05s: Index: 74 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +execution time of: 7.4119e-05s: Index: 78 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +execution time of: 7.4129e-05s: Index: 17 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +execution time of: 7.4238e-05s: Index: 73 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +execution time of: 7.4329e-05s: Index: 97 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| +execution time of: 7.4331e-05s: Index: 22 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +execution time of: 7.4331e-05s: Index: 102 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +execution time of: 7.4433e-05s: Index: 76 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +execution time of: 7.4538e-05s: Index: 98 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +execution time of: 7.4616e-05s: Index: 42 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +execution time of: 7.4746e-05s: Index: 52 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +execution time of: 7.4816e-05s: Index: 51 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +execution time of: 7.4953e-05s: Index: 30 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +execution time of: 7.4996e-05s: Index: 50 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +execution time of: 7.5014e-05s: Index: 38 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +execution time of: 7.5028e-05s: Index: 19 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +execution time of: 7.5176e-05s: Index: 72 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +execution time of: 7.5224e-05s: Index: 20 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +execution time of: 7.5281e-05s: Index: 49 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +execution time of: 7.5361e-05s: Index: 96 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +execution time of: 7.6061e-05s: Index: 31 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +execution time of: 7.6171e-05s: Index: 29 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +execution time of: 7.6291e-05s: Index: 13 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +execution time of: 7.6311e-05s: Index: 10 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +execution time of: 7.6591e-05s: Index: 7 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +execution time of: 7.6756e-05s: Index: 6 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +execution time of: 7.6856e-05s: Index: 25 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +execution time of: 7.7008e-05s: Index: 5 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +execution time of: 7.7056e-05s: Index: 12 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +execution time of: 7.7273e-05s: Index: 18 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +execution time of: 7.7328e-05s: Index: 36 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +execution time of: 7.7641e-05s: Index: 27 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +execution time of: 7.7668e-05s: Index: 4 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +execution time of: 7.7696e-05s: Index: 8 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +execution time of: 7.7759e-05s: Index: 48 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +execution time of: 7.7768e-05s: Index: 3 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +execution time of: 7.7793e-05s: Index: 14 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +execution time of: 7.7924e-05s: Index: 0 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +execution time of: 7.8176e-05s: Index: 28 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +execution time of: 7.8389e-05s: Index: 26 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +execution time of: 7.8398e-05s: Index: 16 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +execution time of: 7.8438e-05s: Index: 11 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +execution time of: 7.9249e-05s: Index: 24 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +execution time of: 7.9831e-05s: Index: 2 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +execution time of: 8.1248e-05s: Index: 33 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +execution time of: 8.1283e-05s: Index: 1 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +execution time of: 1.0083e-04s: Index: 9 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +execution time of: 1.4449e-04s: Index: 84 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +________________________________________________________________________________________________ + +Start Simulation of su2random_indep_qiskit_6__________________________________________________ + +.i:...0...1...2...3...4...5 +.1:...u...|...|...|...|...| p: (1.4368e+00) (-1.8971e+00) (-3.1416e+00) +.2:...|...u...|...|...|...| p: (1.3039e-01) (-1.5046e+00) +.3:...c...x...|...|...|...| +.4:...|...|...u...|...|...| p: (2.3019e+00) (-2.0790e+00) (-3.1416e+00) +.5:...c...|...x...|...|...| +.6:...|...c...x...|...|...| +.7:...|...|...|...u...|...| p: (1.5783e+00) (-2.5865e+00) (-3.1416e+00) +.8:...c...|...|...x...|...| +.9:...|...c...|...x...|...| +10:...|...|...c...x...|...| +11:...|...|...|...|...u...| p: (3.1322e+00) (-1.9769e+00) +12:...c...|...|...|...x...| +13:...|...c...|...|...x...| +14:...|...|...c...|...x...| +15:...|...|...|...c...x...| +16:...|...|...|...|...|...u p: (1.4124e+00) (-2.9284e-01) +17:...c...|...|...|...|...x +18:...u...|...|...|...|...| p: (2.4808e-02) (-5.1664e-01) +19:...|...c...|...|...|...x +20:...|...u...|...|...|...| p: (3.0650e+00) (1.3482e+00) (-3.1416e+00) +21:...c...x...|...|...|...| +22:...|...|...c...|...|...x +23:...|...|...u...|...|...| p: (1.1773e+00) (2.6731e-01) (-3.1416e+00) +24:...c...|...x...|...|...| +25:...|...c...x...|...|...| +26:...|...|...|...c...|...x +27:...|...|...|...u...|...| p: (2.4346e+00) (-2.2483e+00) (-3.1416e+00) +28:...c...|...|...x...|...| +29:...|...c...|...x...|...| +30:...|...|...c...x...|...| +31:...|...|...|...|...c...x +32:...|...|...|...|...u...| p: (1.7483e+00) (-7.9582e-01) (-3.1416e+00) +33:...c...|...|...|...x...| +34:...|...c...|...|...x...| +35:...|...|...c...|...x...| +36:...|...|...|...c...x...| +37:...|...|...|...|...|...u p: (1.8339e+00) (-2.0475e+00) +38:...c...|...|...|...|...x +39:...u...|...|...|...|...| p: (2.7761e+00) (-1.2238e+00) +40:...|...c...|...|...|...x +41:...|...u...|...|...|...| p: (2.7270e+00) (-3.0056e+00) +42:...c...x...|...|...|...| +43:...|...|...c...|...|...x +44:...|...|...u...|...|...| p: (2.4016e+00) (2.5676e+00) (-3.1416e+00) +45:...c...|...x...|...|...| +46:...|...c...x...|...|...| +47:...|...|...|...c...|...x +48:...|...|...|...u...|...| p: (3.0590e+00) (-1.1358e+00) (-3.1416e+00) +49:...c...|...|...x...|...| +50:...|...c...|...x...|...| +51:...|...|...c...x...|...| +52:...|...|...|...|...c...x +53:...|...|...|...|...u...| p: (2.1966e+00) (-2.5732e+00) (-3.1416e+00) +54:...c...|...|...|...x...| +55:...|...c...|...|...x...| +56:...|...|...c...|...x...| +57:...|...|...|...c...x...| +58:...|...|...|...|...|...u p: (2.5067e+00) (-1.2522e+00) (-3.1416e+00) +59:...c...|...|...|...|...x +60:...u...|...|...|...|...| p: (7.1618e-01) (1.2500e+00) +61:...|...c...|...|...|...x +62:...|...u...|...|...|...| p: (1.0764e+00) (2.2422e+00) (-3.1416e+00) +63:...|...|...c...|...|...x +64:...|...|...u...|...|...| p: (2.9466e-01) (2.2095e+00) +65:...|...|...|...c...|...x +66:...|...|...|...u...|...| p: (2.3481e+00) (1.6000e+00) (-3.1416e+00) +67:...|...|...|...|...c...x +68:...|...|...|...|...u...| p: (2.8426e+00) (-1.2820e+00) (-3.1416e+00) +69:...|...|...|...|...|...u p: (1.1355e+00) (2.4123e+00) (-3.1416e+00) +70:======================== +71:...0...|...|...|...|...| +72:...|...1...|...|...|...| +73:...|...|...2...|...|...| +74:...|...|...|...3...|...| +75:...|...|...|...|...4...| +76:...|...|...|...|...|...5 +.o:...0...1...2...3...4...5 +Total Permutations: 720 +Min time: 1.3630e-04s................. Permutation 718: 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +Max time: 3.4147e-04s................. Permutation 600: 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +Min active nodes: 63 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Min max nodes: 189 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Max active nodes: 63 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Max max nodes: 189 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +________________________________________________________________________________________________ + +720 permutations have 63 active nodes. + +........................... +Average time: 1.6395e-04s + +________________________________________________________________________________________________ + +720 permutations have 189 max nodes. + +........................... +Average time: 1.6395e-04s + +________________________________________________________________________________________________ + +execution time of: 1.3630e-04s: Index: 718 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +execution time of: 1.3690e-04s: Index: 599 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +execution time of: 1.3769e-04s: Index: 598 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +execution time of: 1.3782e-04s: Index: 719 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +execution time of: 1.3817e-04s: Index: 695 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +execution time of: 1.4058e-04s: Index: 717 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +execution time of: 1.4058e-04s: Index: 597 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +execution time of: 1.4108e-04s: Index: 596 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +execution time of: 1.4128e-04s: Index: 593 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +execution time of: 1.4147e-04s: Index: 575 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +execution time of: 1.4167e-04s: Index: 594 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +execution time of: 1.4173e-04s: Index: 479 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +execution time of: 1.4217e-04s: Index: 478 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +execution time of: 1.4218e-04s: Index: 595 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +execution time of: 1.4234e-04s: Index: 574 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +execution time of: 1.4252e-04s: Index: 716 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +execution time of: 1.4258e-04s: Index: 694 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +execution time of: 1.4279e-04s: Index: 712 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +execution time of: 1.4288e-04s: Index: 713 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +execution time of: 1.4335e-04s: Index: 455 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +execution time of: 1.4359e-04s: Index: 573 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +execution time of: 1.4361e-04s: Index: 592 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +execution time of: 1.4423e-04s: Index: 715 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +execution time of: 1.4424e-04s: Index: 477 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +execution time of: 1.4432e-04s: Index: 571 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| +execution time of: 1.4478e-04s: Index: 454 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +execution time of: 1.4553e-04s: Index: 572 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| +execution time of: 1.4577e-04s: Index: 693 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +execution time of: 1.4586e-04s: Index: 692 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +execution time of: 1.4640e-04s: Index: 689 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +execution time of: 1.4649e-04s: Index: 569 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| +execution time of: 1.4650e-04s: Index: 590 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +execution time of: 1.4657e-04s: Index: 690 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| +execution time of: 1.4669e-04s: Index: 688 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| +execution time of: 1.4672e-04s: Index: 714 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +execution time of: 1.4710e-04s: Index: 475 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| +execution time of: 1.4712e-04s: Index: 564 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +execution time of: 1.4749e-04s: Index: 570 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| +execution time of: 1.4755e-04s: Index: 708 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| +execution time of: 1.4768e-04s: Index: 545 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| +execution time of: 1.4774e-04s: Index: 589 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| +execution time of: 1.4793e-04s: Index: 591 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| +execution time of: 1.4801e-04s: Index: 473 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +execution time of: 1.4803e-04s: Index: 710 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +execution time of: 1.4810e-04s: Index: 665 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| +execution time of: 1.4814e-04s: Index: 474 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| +execution time of: 1.4855e-04s: Index: 470 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +execution time of: 1.4866e-04s: Index: 568 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| +execution time of: 1.4876e-04s: Index: 709 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| +execution time of: 1.4879e-04s: Index: 566 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +execution time of: 1.4916e-04s: Index: 472 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| +execution time of: 1.4929e-04s: Index: 449 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| +execution time of: 1.4945e-04s: Index: 452 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| +execution time of: 1.4957e-04s: Index: 670 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| +execution time of: 1.4959e-04s: Index: 424 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| +execution time of: 1.4965e-04s: Index: 691 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| +execution time of: 1.4969e-04s: Index: 671 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +execution time of: 1.4973e-04s: Index: 359 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +execution time of: 1.4976e-04s: Index: 588 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| +execution time of: 1.4978e-04s: Index: 686 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +execution time of: 1.4981e-04s: Index: 551 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +execution time of: 1.4985e-04s: Index: 548 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| +execution time of: 1.4985e-04s: Index: 444 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +execution time of: 1.5008e-04s: Index: 662 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| +execution time of: 1.5009e-04s: Index: 567 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| +execution time of: 1.5015e-04s: Index: 587 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +execution time of: 1.5018e-04s: Index: 448 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| +execution time of: 1.5023e-04s: Index: 453 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +execution time of: 1.5028e-04s: Index: 476 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +execution time of: 1.5029e-04s: Index: 707 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +execution time of: 1.5036e-04s: Index: 586 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| +execution time of: 1.5046e-04s: Index: 581 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| +execution time of: 1.5049e-04s: Index: 451 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| +execution time of: 1.5058e-04s: Index: 711 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| +execution time of: 1.5059e-04s: Index: 550 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| +execution time of: 1.5069e-04s: Index: 468 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| +execution time of: 1.5082e-04s: Index: 584 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +execution time of: 1.5088e-04s: Index: 701 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| +execution time of: 1.5105e-04s: Index: 310 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| +execution time of: 1.5115e-04s: Index: 684 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| +execution time of: 1.5119e-04s: Index: 542 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| +execution time of: 1.5119e-04s: Index: 335 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +execution time of: 1.5148e-04s: Index: 565 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| +execution time of: 1.5154e-04s: Index: 422 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| +execution time of: 1.5164e-04s: Index: 431 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| +execution time of: 1.5165e-04s: Index: 668 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| +execution time of: 1.5166e-04s: Index: 353 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| +execution time of: 1.5182e-04s: Index: 544 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| +execution time of: 1.5184e-04s: Index: 699 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| +execution time of: 1.5202e-04s: Index: 546 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| +execution time of: 1.5208e-04s: Index: 685 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| +execution time of: 1.5212e-04s: Index: 660 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| +execution time of: 1.5217e-04s: Index: 304 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| +execution time of: 1.5220e-04s: Index: 702 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| +execution time of: 1.5224e-04s: Index: 582 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3| +execution time of: 1.5230e-04s: Index: 704 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +execution time of: 1.5245e-04s: Index: 562 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| +execution time of: 1.5245e-04s: Index: 334 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| +execution time of: 1.5245e-04s: Index: 666 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| +execution time of: 1.5246e-04s: Index: 680 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| +execution time of: 1.5257e-04s: Index: 706 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| +execution time of: 1.5271e-04s: Index: 664 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| +execution time of: 1.5272e-04s: Index: 469 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| +execution time of: 1.5318e-04s: Index: 540 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| +execution time of: 1.5324e-04s: Index: 447 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| +execution time of: 1.5326e-04s: Index: 428 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| +execution time of: 1.5327e-04s: Index: 420 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| +execution time of: 1.5331e-04s: Index: 558 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| +execution time of: 1.5334e-04s: Index: 305 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| +execution time of: 1.5334e-04s: Index: 705 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +execution time of: 1.5337e-04s: Index: 667 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| +execution time of: 1.5337e-04s: Index: 583 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| +execution time of: 1.5347e-04s: Index: 682 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| +execution time of: 1.5349e-04s: Index: 352 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| +execution time of: 1.5352e-04s: Index: 687 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +execution time of: 1.5355e-04s: Index: 306 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| +execution time of: 1.5358e-04s: Index: 464 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| +execution time of: 1.5359e-04s: Index: 311 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| +execution time of: 1.5372e-04s: Index: 358 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| +execution time of: 1.5374e-04s: Index: 425 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| +execution time of: 1.5378e-04s: Index: 329 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| +execution time of: 1.5382e-04s: Index: 326 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| +execution time of: 1.5403e-04s: Index: 677 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| +execution time of: 1.5403e-04s: Index: 681 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| +execution time of: 1.5413e-04s: Index: 585 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +execution time of: 1.5423e-04s: Index: 446 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +execution time of: 1.5423e-04s: Index: 445 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| +execution time of: 1.5429e-04s: Index: 308 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| +execution time of: 1.5434e-04s: Index: 661 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| +execution time of: 1.5439e-04s: Index: 580 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 2| +execution time of: 1.5447e-04s: Index: 669 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| +execution time of: 1.5453e-04s: Index: 430 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| +execution time of: 1.5457e-04s: Index: 563 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| +execution time of: 1.5458e-04s: Index: 471 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +execution time of: 1.5468e-04s: Index: 300 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| +execution time of: 1.5475e-04s: Index: 579 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1| +execution time of: 1.5476e-04s: Index: 663 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| +execution time of: 1.5477e-04s: Index: 350 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| +execution time of: 1.5479e-04s: Index: 348 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 4| +execution time of: 1.5481e-04s: Index: 656 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| +execution time of: 1.5483e-04s: Index: 302 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| +execution time of: 1.5489e-04s: Index: 578 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| +execution time of: 1.5494e-04s: Index: 426 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| +execution time of: 1.5498e-04s: Index: 324 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| +execution time of: 1.5508e-04s: Index: 328 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| +execution time of: 1.5508e-04s: Index: 557 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| +execution time of: 1.5514e-04s: Index: 357 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| +execution time of: 1.5533e-04s: Index: 543 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| +execution time of: 1.5553e-04s: Index: 418 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| +execution time of: 1.5561e-04s: Index: 354 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 3| +execution time of: 1.5562e-04s: Index: 679 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| +execution time of: 1.5566e-04s: Index: 458 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| +execution time of: 1.5569e-04s: Index: 703 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| +execution time of: 1.5595e-04s: Index: 541 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| +execution time of: 1.5613e-04s: Index: 696 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 3| +execution time of: 1.5618e-04s: Index: 462 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 4| +execution time of: 1.5621e-04s: Index: 442 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| +execution time of: 1.5622e-04s: Index: 440 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| +execution time of: 1.5625e-04s: Index: 466 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| +execution time of: 1.5637e-04s: Index: 355 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| +execution time of: 1.5640e-04s: Index: 356 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| +execution time of: 1.5641e-04s: Index: 576 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| +execution time of: 1.5649e-04s: Index: 437 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 1| +execution time of: 1.5652e-04s: Index: 678 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| +execution time of: 1.5656e-04s: Index: 332 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| +execution time of: 1.5664e-04s: Index: 465 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| +execution time of: 1.5675e-04s: Index: 467 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| +execution time of: 1.5678e-04s: Index: 700 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 2| +execution time of: 1.5681e-04s: Index: 421 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| +execution time of: 1.5695e-04s: Index: 547 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| +execution time of: 1.5697e-04s: Index: 697 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| +execution time of: 1.5704e-04s: Index: 683 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| +execution time of: 1.5706e-04s: Index: 561 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| +execution time of: 1.5718e-04s: Index: 623 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| +execution time of: 1.5721e-04s: Index: 539 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| +execution time of: 1.5725e-04s: Index: 423 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| +execution time of: 1.5731e-04s: Index: 659 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| +execution time of: 1.5737e-04s: Index: 658 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| +execution time of: 1.5739e-04s: Index: 674 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| +execution time of: 1.5750e-04s: Index: 675 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1| +execution time of: 1.5754e-04s: Index: 438 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| +execution time of: 1.5760e-04s: Index: 536 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| +execution time of: 1.5786e-04s: Index: 327 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| +execution time of: 1.5788e-04s: Index: 427 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 1| +execution time of: 1.5791e-04s: Index: 435 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| +execution time of: 1.5795e-04s: Index: 535 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 3| +execution time of: 1.5802e-04s: Index: 635 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| +execution time of: 1.5802e-04s: Index: 303 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| +execution time of: 1.5804e-04s: Index: 309 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| +execution time of: 1.5809e-04s: Index: 441 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| +execution time of: 1.5810e-04s: Index: 527 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| +execution time of: 1.5811e-04s: Index: 645 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| +execution time of: 1.5813e-04s: Index: 534 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5| +execution time of: 1.5815e-04s: Index: 644 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| +execution time of: 1.5816e-04s: Index: 549 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| +execution time of: 1.5817e-04s: Index: 652 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3| +execution time of: 1.5824e-04s: Index: 577 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| +execution time of: 1.5833e-04s: Index: 518 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| +execution time of: 1.5834e-04s: Index: 521 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| +execution time of: 1.5835e-04s: Index: 537 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| +execution time of: 1.5840e-04s: Index: 415 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| +execution time of: 1.5855e-04s: Index: 673 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| +execution time of: 1.5858e-04s: Index: 653 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| +execution time of: 1.5871e-04s: Index: 330 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| +execution time of: 1.5880e-04s: Index: 416 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| +execution time of: 1.5887e-04s: Index: 552 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| +execution time of: 1.5887e-04s: Index: 632 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| +execution time of: 1.5888e-04s: Index: 514 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| +execution time of: 1.5891e-04s: Index: 503 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1| +execution time of: 1.5903e-04s: Index: 655 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 3| +execution time of: 1.5904e-04s: Index: 333 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| +execution time of: 1.5909e-04s: Index: 331 | Max_nodes: 189 | 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Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| +execution time of: 1.5952e-04s: Index: 641 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| +execution time of: 1.5954e-04s: Index: 459 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 1| +execution time of: 1.5956e-04s: Index: 538 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| +execution time of: 1.5958e-04s: Index: 299 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| +execution time of: 1.5963e-04s: Index: 301 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| +execution time of: 1.5963e-04s: Index: 434 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| +execution time of: 1.5966e-04s: Index: 559 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 2| +execution time of: 1.5966e-04s: Index: 654 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4| +execution time of: 1.5967e-04s: Index: 325 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1| +execution time of: 1.5967e-04s: Index: 617 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| +execution time of: 1.5971e-04s: Index: 643 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| +execution time of: 1.5973e-04s: Index: 556 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| +execution time of: 1.5977e-04s: Index: 349 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| +execution time of: 1.5977e-04s: Index: 463 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 2| +execution time of: 1.5991e-04s: Index: 651 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| +execution time of: 1.5998e-04s: Index: 657 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| +execution time of: 1.5998e-04s: Index: 526 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 2| +execution time of: 1.6002e-04s: Index: 456 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| +execution time of: 1.6008e-04s: Index: 676 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| +execution time of: 1.6017e-04s: Index: 296 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| +execution time of: 1.6017e-04s: Index: 414 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| +execution time of: 1.6030e-04s: Index: 513 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| +execution time of: 1.6040e-04s: Index: 533 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 1| +execution time of: 1.6048e-04s: Index: 429 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| +execution time of: 1.6050e-04s: Index: 346 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| +execution time of: 1.6059e-04s: Index: 554 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| +execution time of: 1.6068e-04s: Index: 307 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| +execution time of: 1.6069e-04s: Index: 555 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| +execution time of: 1.6077e-04s: Index: 621 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| +execution time of: 1.6085e-04s: Index: 404 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| +execution time of: 1.6098e-04s: Index: 634 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| +execution time of: 1.6099e-04s: Index: 401 | Max_nodes: 189 | 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Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| +execution time of: 1.6207e-04s: Index: 500 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 3| +execution time of: 1.6209e-04s: Index: 343 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 3| +execution time of: 1.6213e-04s: Index: 412 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4| +execution time of: 1.6217e-04s: Index: 188 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 4| +execution time of: 1.6217e-04s: Index: 341 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| +execution time of: 1.6220e-04s: Index: 208 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 2| +execution time of: 1.6234e-04s: Index: 272 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| +execution time of: 1.6234e-04s: Index: 347 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| +execution time of: 1.6243e-04s: Index: 279 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| +execution time of: 1.6244e-04s: Index: 411 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 1| +execution time of: 1.6254e-04s: Index: 626 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| +execution time of: 1.6258e-04s: Index: 413 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 1| +execution time of: 1.6258e-04s: Index: 628 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 3| +execution time of: 1.6265e-04s: Index: 410 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| +execution time of: 1.6266e-04s: Index: 648 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| +execution time of: 1.6267e-04s: Index: 523 | Max_nodes: 189 | 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Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| +execution time of: 1.6459e-04s: Index: 174 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| +execution time of: 1.6462e-04s: Index: 237 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| +execution time of: 1.6469e-04s: Index: 226 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| +execution time of: 1.6469e-04s: Index: 280 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| +execution time of: 1.6476e-04s: Index: 297 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| +execution time of: 1.6478e-04s: Index: 627 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 2| +execution time of: 1.6480e-04s: Index: 495 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 1| +execution time of: 1.6486e-04s: Index: 608 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| +execution time of: 1.6489e-04s: Index: 371 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| +execution time of: 1.6490e-04s: Index: 313 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3| +execution time of: 1.6491e-04s: Index: 152 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| +execution time of: 1.6492e-04s: Index: 528 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| +execution time of: 1.6493e-04s: Index: 95 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| +execution time of: 1.6494e-04s: Index: 166 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 3| +execution time of: 1.6495e-04s: Index: 278 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| +execution time of: 1.6501e-04s: Index: 340 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| +execution time of: 1.6502e-04s: Index: 509 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 2| +execution time of: 1.6503e-04s: Index: 223 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 3| +execution time of: 1.6504e-04s: Index: 616 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| +execution time of: 1.6506e-04s: Index: 214 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 2| +execution time of: 1.6506e-04s: Index: 222 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| +execution time of: 1.6509e-04s: Index: 314 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| +execution time of: 1.6513e-04s: Index: 230 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| +execution time of: 1.6519e-04s: Index: 187 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| +execution time of: 1.6521e-04s: Index: 316 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| +execution time of: 1.6523e-04s: Index: 175 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| +execution time of: 1.6523e-04s: Index: 275 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| +execution time of: 1.6523e-04s: Index: 619 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2| +execution time of: 1.6524e-04s: Index: 164 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| +execution time of: 1.6525e-04s: Index: 267 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| +execution time of: 1.6527e-04s: Index: 505 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 3| +execution time of: 1.6527e-04s: Index: 625 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3| +execution time of: 1.6530e-04s: Index: 436 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 2| +execution time of: 1.6532e-04s: Index: 207 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| +execution time of: 1.6536e-04s: Index: 200 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| +execution time of: 1.6538e-04s: Index: 375 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| +execution time of: 1.6540e-04s: Index: 225 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| +execution time of: 1.6546e-04s: Index: 179 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| +execution time of: 1.6548e-04s: Index: 553 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2| +execution time of: 1.6549e-04s: Index: 502 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| +execution time of: 1.6556e-04s: Index: 285 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| +execution time of: 1.6566e-04s: Index: 409 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| +execution time of: 1.6579e-04s: Index: 388 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| +execution time of: 1.6582e-04s: Index: 610 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 3| +execution time of: 1.6583e-04s: Index: 494 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| +execution time of: 1.6585e-04s: Index: 119 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| +execution time of: 1.6589e-04s: Index: 236 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| +execution time of: 1.6591e-04s: Index: 153 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +execution time of: 1.6594e-04s: Index: 289 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| +execution time of: 1.6594e-04s: Index: 604 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| +execution time of: 1.6596e-04s: Index: 229 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2| +execution time of: 1.6596e-04s: Index: 65 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| +execution time of: 1.6602e-04s: Index: 178 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| +execution time of: 1.6602e-04s: Index: 290 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| +execution time of: 1.6607e-04s: Index: 183 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| +execution time of: 1.6607e-04s: Index: 269 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| +execution time of: 1.6609e-04s: Index: 614 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4| +execution time of: 1.6609e-04s: Index: 488 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| +execution time of: 1.6613e-04s: Index: 339 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 1| +execution time of: 1.6614e-04s: Index: 380 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 4| +execution time of: 1.6617e-04s: Index: 605 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 2| +execution time of: 1.6621e-04s: Index: 118 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| +execution time of: 1.6621e-04s: Index: 345 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| +execution time of: 1.6622e-04s: Index: 221 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| +execution time of: 1.6624e-04s: Index: 529 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| +execution time of: 1.6625e-04s: Index: 147 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| +execution time of: 1.6629e-04s: Index: 47 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| +execution time of: 1.6630e-04s: Index: 391 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| +execution time of: 1.6633e-04s: Index: 336 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| +execution time of: 1.6638e-04s: Index: 159 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| +execution time of: 1.6640e-04s: Index: 499 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| +execution time of: 1.6641e-04s: Index: 405 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| +execution time of: 1.6642e-04s: Index: 292 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 4| +execution time of: 1.6643e-04s: Index: 620 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| +execution time of: 1.6648e-04s: Index: 482 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| +execution time of: 1.6652e-04s: Index: 220 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| +execution time of: 1.6653e-04s: Index: 186 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| +execution time of: 1.6655e-04s: Index: 231 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| +execution time of: 1.6658e-04s: Index: 402 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 4| +execution time of: 1.6660e-04s: Index: 490 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| +execution time of: 1.6663e-04s: Index: 315 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| +execution time of: 1.6663e-04s: Index: 276 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| +execution time of: 1.6665e-04s: Index: 381 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1| +execution time of: 1.6670e-04s: Index: 148 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| +execution time of: 1.6670e-04s: Index: 624 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| +execution time of: 1.6675e-04s: Index: 149 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| +execution time of: 1.6689e-04s: Index: 493 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2| +execution time of: 1.6691e-04s: Index: 403 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2| +execution time of: 1.6708e-04s: Index: 257 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| +execution time of: 1.6710e-04s: Index: 249 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +execution time of: 1.6712e-04s: Index: 282 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| +execution time of: 1.6714e-04s: Index: 607 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3| +execution time of: 1.6717e-04s: Index: 338 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| +execution time of: 1.6725e-04s: Index: 268 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| +execution time of: 1.6730e-04s: Index: 408 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| +execution time of: 1.6732e-04s: Index: 110 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 4| +execution time of: 1.6734e-04s: Index: 270 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| +execution time of: 1.6736e-04s: Index: 368 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| +execution time of: 1.6738e-04s: Index: 603 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2| +execution time of: 1.6739e-04s: Index: 155 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| +execution time of: 1.6741e-04s: Index: 384 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| +execution time of: 1.6742e-04s: Index: 228 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 4| +execution time of: 1.6743e-04s: Index: 163 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| +execution time of: 1.6744e-04s: Index: 201 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| +execution time of: 1.6746e-04s: Index: 156 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| +execution time of: 1.6747e-04s: Index: 386 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| +execution time of: 1.6748e-04s: Index: 150 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| +execution time of: 1.6750e-04s: Index: 170 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| +execution time of: 1.6751e-04s: Index: 508 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 3| +execution time of: 1.6754e-04s: Index: 151 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| +execution time of: 1.6763e-04s: Index: 379 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| +execution time of: 1.6768e-04s: Index: 177 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| +execution time of: 1.6769e-04s: Index: 273 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +execution time of: 1.6778e-04s: Index: 264 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +execution time of: 1.6779e-04s: Index: 255 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +execution time of: 1.6783e-04s: Index: 94 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2| +execution time of: 1.6784e-04s: Index: 205 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| +execution time of: 1.6784e-04s: Index: 105 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| +execution time of: 1.6787e-04s: Index: 107 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| +execution time of: 1.6787e-04s: Index: 45 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| +execution time of: 1.6792e-04s: Index: 507 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 2| +execution time of: 1.6799e-04s: Index: 376 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2| +execution time of: 1.6802e-04s: Index: 265 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +execution time of: 1.6807e-04s: Index: 117 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| +execution time of: 1.6812e-04s: Index: 373 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 2| +execution time of: 1.6812e-04s: Index: 199 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 3| +execution time of: 1.6814e-04s: Index: 195 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| +execution time of: 1.6821e-04s: Index: 83 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| +execution time of: 1.6821e-04s: Index: 140 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +execution time of: 1.6822e-04s: Index: 193 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| +execution time of: 1.6825e-04s: Index: 364 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| +execution time of: 1.6841e-04s: Index: 35 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| +execution time of: 1.6847e-04s: Index: 173 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| +execution time of: 1.6849e-04s: Index: 172 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| +execution time of: 1.6851e-04s: Index: 602 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 4| +execution time of: 1.6859e-04s: Index: 492 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| +execution time of: 1.6861e-04s: Index: 312 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| +execution time of: 1.6863e-04s: Index: 89 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| +execution time of: 1.6866e-04s: Index: 251 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| +execution time of: 1.6870e-04s: Index: 86 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| +execution time of: 1.6873e-04s: Index: 218 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| +execution time of: 1.6875e-04s: Index: 84 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| +execution time of: 1.6875e-04s: Index: 111 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| +execution time of: 1.6876e-04s: Index: 397 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 2| +execution time of: 1.6881e-04s: Index: 181 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| +execution time of: 1.6884e-04s: Index: 100 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| +execution time of: 1.6888e-04s: Index: 370 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 4| +execution time of: 1.6889e-04s: Index: 108 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| +execution time of: 1.6890e-04s: Index: 606 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4| +execution time of: 1.6890e-04s: Index: 62 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| +execution time of: 1.6890e-04s: Index: 91 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| +execution time of: 1.6895e-04s: Index: 487 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3| +execution time of: 1.6896e-04s: Index: 143 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +execution time of: 1.6900e-04s: Index: 136 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +execution time of: 1.6905e-04s: Index: 365 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +execution time of: 1.6908e-04s: Index: 112 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| +execution time of: 1.6908e-04s: Index: 145 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +execution time of: 1.6911e-04s: Index: 382 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2| +execution time of: 1.6918e-04s: Index: 115 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| +execution time of: 1.6921e-04s: Index: 154 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| +execution time of: 1.6930e-04s: Index: 217 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| +execution time of: 1.6931e-04s: Index: 162 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| +execution time of: 1.6934e-04s: Index: 171 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| +execution time of: 1.6939e-04s: Index: 367 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| +execution time of: 1.6944e-04s: Index: 496 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 2| +execution time of: 1.6948e-04s: Index: 92 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3| +execution time of: 1.6950e-04s: Index: 157 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| +execution time of: 1.6950e-04s: Index: 366 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +execution time of: 1.6951e-04s: Index: 288 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| +execution time of: 1.6955e-04s: Index: 491 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| +execution time of: 1.6959e-04s: Index: 17 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +execution time of: 1.6962e-04s: Index: 483 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| +execution time of: 1.6964e-04s: Index: 68 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| +execution time of: 1.6966e-04s: Index: 71 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| +execution time of: 1.6967e-04s: Index: 98 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| +execution time of: 1.6968e-04s: Index: 144 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +execution time of: 1.6968e-04s: Index: 146 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| +execution time of: 1.6970e-04s: Index: 266 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| +execution time of: 1.6970e-04s: Index: 88 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| +execution time of: 1.6971e-04s: Index: 169 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| +execution time of: 1.6980e-04s: Index: 41 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| +execution time of: 1.6980e-04s: Index: 489 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1| +execution time of: 1.6980e-04s: Index: 389 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| +execution time of: 1.6982e-04s: Index: 82 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| +execution time of: 1.6982e-04s: Index: 216 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| +execution time of: 1.6982e-04s: Index: 361 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +execution time of: 1.6983e-04s: Index: 501 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| +execution time of: 1.6985e-04s: Index: 137 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +execution time of: 1.6989e-04s: Index: 142 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +execution time of: 1.6993e-04s: Index: 196 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| +execution time of: 1.7006e-04s: Index: 114 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| +execution time of: 1.7006e-04s: Index: 484 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| +execution time of: 1.7020e-04s: Index: 78 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +execution time of: 1.7025e-04s: Index: 129 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +execution time of: 1.7025e-04s: Index: 64 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| +execution time of: 1.7027e-04s: Index: 23 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +execution time of: 1.7028e-04s: Index: 362 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| +execution time of: 1.7028e-04s: Index: 46 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| +execution time of: 1.7029e-04s: Index: 261 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| +execution time of: 1.7034e-04s: Index: 116 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 3| +execution time of: 1.7035e-04s: Index: 121 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +execution time of: 1.7039e-04s: Index: 131 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +execution time of: 1.7041e-04s: Index: 235 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| +execution time of: 1.7042e-04s: Index: 33 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +execution time of: 1.7045e-04s: Index: 42 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| +execution time of: 1.7046e-04s: Index: 74 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| +execution time of: 1.7049e-04s: Index: 219 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| +execution time of: 1.7049e-04s: Index: 39 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +execution time of: 1.7053e-04s: Index: 168 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| +execution time of: 1.7053e-04s: Index: 337 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| +execution time of: 1.7069e-04s: Index: 613 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| +execution time of: 1.7071e-04s: Index: 480 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +execution time of: 1.7081e-04s: Index: 11 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +execution time of: 1.7082e-04s: Index: 122 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +execution time of: 1.7090e-04s: Index: 120 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +execution time of: 1.7095e-04s: Index: 485 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| +execution time of: 1.7102e-04s: Index: 44 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| +execution time of: 1.7108e-04s: Index: 102 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| +execution time of: 1.7111e-04s: Index: 245 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +execution time of: 1.7114e-04s: Index: 387 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 2| +execution time of: 1.7114e-04s: Index: 250 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| +execution time of: 1.7115e-04s: Index: 103 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| +execution time of: 1.7118e-04s: Index: 124 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +execution time of: 1.7121e-04s: Index: 260 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 4| +execution time of: 1.7122e-04s: Index: 63 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| +execution time of: 1.7131e-04s: Index: 56 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| +execution time of: 1.7135e-04s: Index: 43 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| +execution time of: 1.7140e-04s: Index: 1 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +execution time of: 1.7140e-04s: Index: 57 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| +execution time of: 1.7144e-04s: Index: 133 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +execution time of: 1.7151e-04s: Index: 60 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| +execution time of: 1.7152e-04s: Index: 128 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +execution time of: 1.7153e-04s: Index: 138 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +execution time of: 1.7158e-04s: Index: 135 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +execution time of: 1.7161e-04s: Index: 125 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +execution time of: 1.7163e-04s: Index: 254 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| +execution time of: 1.7165e-04s: Index: 28 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +execution time of: 1.7167e-04s: Index: 55 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| +execution time of: 1.7171e-04s: Index: 90 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| +execution time of: 1.7173e-04s: Index: 104 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| +execution time of: 1.7175e-04s: Index: 123 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +execution time of: 1.7175e-04s: Index: 192 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| +execution time of: 1.7177e-04s: Index: 242 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +execution time of: 1.7184e-04s: Index: 9 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +execution time of: 1.7186e-04s: Index: 243 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +execution time of: 1.7192e-04s: Index: 75 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| +execution time of: 1.7197e-04s: Index: 109 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| +execution time of: 1.7199e-04s: Index: 70 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| +execution time of: 1.7200e-04s: Index: 8 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +execution time of: 1.7202e-04s: Index: 3 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +execution time of: 1.7208e-04s: Index: 5 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +execution time of: 1.7210e-04s: Index: 106 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| +execution time of: 1.7211e-04s: Index: 38 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| +execution time of: 1.7220e-04s: Index: 378 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 4| +execution time of: 1.7223e-04s: Index: 73 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| +execution time of: 1.7233e-04s: Index: 256 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| +execution time of: 1.7233e-04s: Index: 481 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 3| +execution time of: 1.7234e-04s: Index: 246 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +execution time of: 1.7236e-04s: Index: 12 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +execution time of: 1.7239e-04s: Index: 76 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| +execution time of: 1.7241e-04s: Index: 130 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +execution time of: 1.7245e-04s: Index: 363 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +execution time of: 1.7254e-04s: Index: 101 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| +execution time of: 1.7258e-04s: Index: 26 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +execution time of: 1.7262e-04s: Index: 21 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +execution time of: 1.7272e-04s: Index: 96 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +execution time of: 1.7274e-04s: Index: 141 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +execution time of: 1.7279e-04s: Index: 48 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +execution time of: 1.7284e-04s: Index: 31 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| +execution time of: 1.7290e-04s: Index: 16 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +execution time of: 1.7292e-04s: Index: 259 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| +execution time of: 1.7292e-04s: Index: 53 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +execution time of: 1.7295e-04s: Index: 127 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +execution time of: 1.7302e-04s: Index: 52 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| +execution time of: 1.7306e-04s: Index: 240 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +execution time of: 1.7307e-04s: Index: 36 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +execution time of: 1.7311e-04s: Index: 85 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| +execution time of: 1.7316e-04s: Index: 25 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +execution time of: 1.7322e-04s: Index: 49 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +execution time of: 1.7322e-04s: Index: 7 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +execution time of: 1.7327e-04s: Index: 20 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +execution time of: 1.7330e-04s: Index: 498 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| +execution time of: 1.7330e-04s: Index: 244 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +execution time of: 1.7349e-04s: Index: 77 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| +execution time of: 1.7352e-04s: Index: 253 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| +execution time of: 1.7359e-04s: Index: 80 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| +execution time of: 1.7361e-04s: Index: 79 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| +execution time of: 1.7362e-04s: Index: 139 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +execution time of: 1.7366e-04s: Index: 99 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| +execution time of: 1.7367e-04s: Index: 72 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +execution time of: 1.7371e-04s: Index: 40 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| +execution time of: 1.7372e-04s: Index: 248 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +execution time of: 1.7372e-04s: Index: 61 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| +execution time of: 1.7373e-04s: Index: 10 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +execution time of: 1.7373e-04s: Index: 132 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +execution time of: 1.7379e-04s: Index: 241 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +execution time of: 1.7382e-04s: Index: 58 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| +execution time of: 1.7383e-04s: Index: 29 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +execution time of: 1.7388e-04s: Index: 81 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| +execution time of: 1.7396e-04s: Index: 22 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +execution time of: 1.7403e-04s: Index: 258 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| +execution time of: 1.7405e-04s: Index: 97 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| +execution time of: 1.7410e-04s: Index: 67 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| +execution time of: 1.7412e-04s: Index: 6 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +execution time of: 1.7413e-04s: Index: 66 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| +execution time of: 1.7417e-04s: Index: 360 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +execution time of: 1.7428e-04s: Index: 30 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +execution time of: 1.7430e-04s: Index: 126 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +execution time of: 1.7459e-04s: Index: 14 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +execution time of: 1.7471e-04s: Index: 50 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| +execution time of: 1.7479e-04s: Index: 13 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +execution time of: 1.7481e-04s: Index: 34 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| +execution time of: 1.7481e-04s: Index: 37 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| +execution time of: 1.7493e-04s: Index: 134 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +execution time of: 1.7536e-04s: Index: 18 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +execution time of: 1.7541e-04s: Index: 262 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| +execution time of: 1.7556e-04s: Index: 601 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| +execution time of: 1.7561e-04s: Index: 194 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| +execution time of: 1.7580e-04s: Index: 32 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +execution time of: 1.7608e-04s: Index: 24 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +execution time of: 1.7616e-04s: Index: 19 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +execution time of: 1.7621e-04s: Index: 2 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +execution time of: 1.7627e-04s: Index: 486 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +execution time of: 1.7631e-04s: Index: 252 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +execution time of: 1.7663e-04s: Index: 27 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +execution time of: 1.7705e-04s: Index: 15 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +execution time of: 1.7740e-04s: Index: 4 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +execution time of: 1.7815e-04s: Index: 284 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| +execution time of: 1.7823e-04s: Index: 69 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| +execution time of: 1.7891e-04s: Index: 51 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +execution time of: 1.8077e-04s: Index: 87 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| +execution time of: 2.4579e-04s: Index: 698 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| +execution time of: 2.7150e-04s: Index: 59 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| +execution time of: 2.7671e-04s: Index: 0 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +execution time of: 2.9578e-04s: Index: 532 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| +execution time of: 3.0438e-04s: Index: 450 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| +execution time of: 3.2415e-04s: Index: 93 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| +execution time of: 3.4147e-04s: Index: 600 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/su2random_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/su2random_indep_qiskit_controls.txt new file mode 100644 index 00000000..0469c3da --- /dev/null +++ b/test/BenchmarkQuasm/results/su2random_indep_qiskit_controls.txt @@ -0,0 +1,399 @@ +Start Simulation of su2random_indep_qiskit_2__________________________________________________ + + i: 0 1 + 1: u | p: (1.43683) (0.839737) (-3.14159) + 2: | u p: (0.130388) (-1.57831) + 3: c x + 4: u | p: (3.13221) (1.24447) + 5: | u p: (1.41244) (-1.50463) + 6: c x + 7: u | p: (1.06255) (-1.97694) + 8: | u p: (0.555055) (-0.292838) + 9: c x +10: u | p: (0.0248077) (-1.17734) +11: | u p: (3.06499) (0.707022) (-3.14159) +12:======== +13: 0 | +14: | 1 + o: 0 1 +Q: 0 w: 3 | Q: 1 w: 1 | +Computed Permutation: ................0 -> 1|1 -> 0| +Original Permutation: ................0 -> 0|1 -> 1| +Identity Duration: 6.3877e-06s............................. +Permuted Duration: 5.6100e-06s............................. +Identity active_nodes: 3 ...................................... +Permuted active_nodes: 3 ...................................... +Identity max_nodes: 9 ...................................... +Permuted max_nodes: 9 ...................................... +________________________________________________________________________________________________ + +Start Simulation of su2random_indep_qiskit_3__________________________________________________ + +.i:...0...1...2 +.1:...u...|...| p: (1.4368e+00) (1.5633e+00) (-3.1416e+00) +.2:...|...u...| p: (1.3039e-01) (3.1322e+00) +.3:...c...x...| +.4:...|...|...u p: (2.3019e+00) (-1.7292e+00) (-3.1416e+00) +.5:...c...|...x +.6:...u...|...| p: (1.2445e+00) (5.5506e-01) +.7:...|...c...x +.8:...|...u...| p: (1.5046e+00) (1.1647e+00) (-3.1416e+00) +.9:...c...x...| +10:...|...|...u p: (1.0626e+00) (-2.9284e-01) +11:...c...|...x +12:...u...|...| p: (2.4808e-02) (-2.4346e+00) +13:...|...c...x +14:...|...u...| p: (3.0650e+00) (1.3933e+00) (-3.1416e+00) +15:...c...x...| +16:...|...|...u p: (1.1773e+00) (-1.3077e+00) (-3.1416e+00) +17:...c...|...x +18:...u...|...| p: (5.1664e-01) (-2.2483e+00) (-3.1416e+00) +19:...|...c...x +20:...|...u...| p: (1.7934e+00) (-7.9582e-01) (-3.1416e+00) +21:...|...|...u p: (2.8743e+00) (1.0941e+00) (-3.1416e+00) +22:============ +23:...0...|...| +24:...|...1...| +25:...|...|...2 +.o:...0...1...2 +Q: 0 w: 4 | Q: 1 w: 3 | Q: 2 w: 1 | +Computed Permutation: .........0 -> 2|1 -> 1|2 -> 0| +Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Identity Duration: 1.6438e-05s............................. +Permuted Duration: 1.4673e-05s............................. +Identity active_nodes: 7 ...................................... +Permuted active_nodes: 7 ...................................... +Identity max_nodes: 21 ...................................... +Permuted max_nodes: 21 ...................................... +________________________________________________________________________________________________ + +Start Simulation of su2random_indep_qiskit_4__________________________________________________ + +.i:...0...1...2...3 +.1:...u...|...|...| p: (1.4368e+00) (-9.3807e-03) (-3.1416e+00) +.2:...|...u...|...| p: (1.3039e-01) (1.4124e+00) +.3:...c...x...|...| +.4:...|...|...u...| p: (2.3019e+00) (-1.8971e+00) (-3.1416e+00) +.5:...c...|...x...| +.6:...|...c...x...| +.7:...|...|...|...u p: (1.5783e+00) (1.6370e+00) (-3.1416e+00) +.8:...c...|...|...x +.9:...u...|...|...| p: (1.0626e+00) (2.4808e-02) +10:...|...c...|...x +11:...|...u...|...| p: (5.5506e-01) (-3.0650e+00) +12:...c...x...|...| +13:...|...|...c...x +14:...|...|...u...| p: (1.9769e+00) (1.9643e+00) (-3.1416e+00) +15:...c...|...x...| +16:...|...c...x...| +17:...|...|...|...u p: (2.9284e-01) (7.0702e-01) (-3.1416e+00) +18:...c...|...|...x +19:...u...|...|...| p: (1.7483e+00) (2.6731e-01) (-3.1416e+00) +20:...|...c...|...x +21:...|...u...|...| p: (1.8339e+00) (8.9328e-01) +22:...c...x...|...| +23:...|...|...c...x +24:...|...|...u...| p: (5.1664e-01) (-7.9582e-01) (-3.1416e+00) +25:...c...|...x...| +26:...|...c...x...| +27:...|...|...|...u p: (1.7934e+00) (1.0941e+00) (-3.1416e+00) +28:...c...|...|...x +29:...u...|...|...| p: (2.7761e+00) (-2.1966e+00) +30:...|...c...|...x +31:...|...u...|...| p: (2.7270e+00) (-2.5067e+00) +32:...|...|...c...x +33:...|...|...u...| p: (2.4016e+00) (1.9178e+00) (-3.1416e+00) +34:...|...|...|...u p: (3.0590e+00) (1.3601e-01) (-3.1416e+00) +35:================ +36:...0...|...|...| +37:...|...1...|...| +38:...|...|...2...| +39:...|...|...|...3 +.o:...0...1...2...3 +Q: 0 w: 5 | Q: 1 w: 4 | Q: 2 w: 3 | Q: 3 w: 1 | +Computed Permutation: ..0 -> 3|1 -> 2|2 -> 1|3 -> 0| +Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Identity Duration: 3.8025e-05s............................. +Permuted Duration: 3.0635e-05s............................. +Identity active_nodes: 15 ...................................... +Permuted active_nodes: 15 ...................................... +Identity max_nodes: 45 ...................................... +Permuted max_nodes: 45 ...................................... +________________________________________________________________________________________________ + +Start Simulation of su2random_indep_qiskit_5__________________________________________________ + +.i:...0...1...2...3...4 +.1:...u...|...|...|...| p: (1.4368e+00) (-1.7292e+00) (-3.1416e+00) +.2:...|...u...|...|...| p: (1.3039e-01) (1.2445e+00) +.3:...c...x...|...|...| +.4:...|...|...u...|...| p: (2.3019e+00) (1.6370e+00) (-3.1416e+00) +.5:...c...|...x...|...| +.6:...|...c...x...|...| +.7:...|...|...|...u...| p: (1.5783e+00) (-2.0790e+00) (-3.1416e+00) +.8:...c...|...|...x...| +.9:...|...c...|...x...| +10:...|...|...c...x...| +11:...|...|...|...|...u p: (3.1322e+00) (5.5506e-01) +12:...c...|...|...|...x +13:...u...|...|...|...| p: (1.9769e+00) (7.0702e-01) (-3.1416e+00) +14:...|...c...|...|...x +15:...|...u...|...|...| p: (2.9284e-01) (1.3933e+00) (-3.1416e+00) +16:...c...x...|...|...| +17:...|...|...c...|...x +18:...|...|...u...|...| p: (2.4808e-02) (1.8339e+00) +19:...c...|...x...|...| +20:...|...c...x...|...| +21:...|...|...|...c...x +22:...|...|...|...u...| p: (3.0650e+00) (2.6250e+00) (-3.1416e+00) +23:...c...|...|...x...| +24:...|...c...|...x...| +25:...|...|...c...x...| +26:...|...|...|...|...u p: (1.1773e+00) (1.3482e+00) (-3.1416e+00) +27:...c...|...|...|...x +28:...u...|...|...|...| p: (2.8743e+00) (-4.1460e-01) (-3.1416e+00) +29:...|...c...|...|...x +30:...|...u...|...|...| p: (8.9328e-01) (-2.4016e+00) +31:...c...x...|...|...| +32:...|...|...c...|...x +33:...|...|...u...|...| p: (2.3458e+00) (-3.0590e+00) +34:...c...|...x...|...| +35:...|...c...x...|...| +36:...|...|...|...c...x +37:...|...|...|...u...| p: (2.0475e+00) (9.4497e-01) (-3.1416e+00) +38:...c...|...|...x...| +39:...|...c...|...x...| +40:...|...|...c...x...| +41:...|...|...|...|...u p: (2.7761e+00) (-2.5067e+00) +42:...c...|...|...|...x +43:...u...|...|...|...| p: (1.2238e+00) (-1.2522e+00) (-3.1416e+00) +44:...|...c...|...|...x +45:...|...u...|...|...| p: (3.0056e+00) (-2.4254e+00) (-3.1416e+00) +46:...|...|...c...|...x +47:...|...|...u...|...| p: (5.7398e-01) (2.0652e+00) (-3.1416e+00) +48:...|...|...|...c...x +49:...|...|...|...u...| p: (2.0058e+00) (2.9466e-01) +50:...|...|...|...|...u p: (5.6837e-01) (-2.3481e+00) +51:==================== +52:...0...|...|...|...| +53:...|...1...|...|...| +54:...|...|...2...|...| +55:...|...|...|...3...| +56:...|...|...|...|...4 +.o:...0...1...2...3...4 +Q: 0 w: 6 | Q: 1 w: 5 | Q: 2 w: 4 | Q: 3 w: 3 | Q: 4 w: 1 | +Computed Permutation: 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Identity Duration: 8.4056e-05s............................. +Permuted Duration: 6.9116e-05s............................. +Identity active_nodes: 31 ...................................... +Permuted active_nodes: 31 ...................................... +Identity max_nodes: 93 ...................................... +Permuted max_nodes: 93 ...................................... +________________________________________________________________________________________________ + +Start Simulation of su2random_indep_qiskit_6__________________________________________________ + +.i:...0...1...2...3...4...5 +.1:...u...|...|...|...|...| p: (1.4368e+00) (-1.8971e+00) (-3.1416e+00) +.2:...|...u...|...|...|...| p: (1.3039e-01) (-1.5046e+00) +.3:...c...x...|...|...|...| +.4:...|...|...u...|...|...| p: (2.3019e+00) (-2.0790e+00) (-3.1416e+00) +.5:...c...|...x...|...|...| +.6:...|...c...x...|...|...| +.7:...|...|...|...u...|...| p: (1.5783e+00) (-2.5865e+00) (-3.1416e+00) +.8:...c...|...|...x...|...| +.9:...|...c...|...x...|...| +10:...|...|...c...x...|...| +11:...|...|...|...|...u...| p: (3.1322e+00) (-1.9769e+00) +12:...c...|...|...|...x...| +13:...|...c...|...|...x...| +14:...|...|...c...|...x...| +15:...|...|...|...c...x...| +16:...|...|...|...|...|...u p: (1.4124e+00) (-2.9284e-01) +17:...c...|...|...|...|...x +18:...u...|...|...|...|...| p: (2.4808e-02) (-5.1664e-01) +19:...|...c...|...|...|...x +20:...|...u...|...|...|...| p: (3.0650e+00) (1.3482e+00) (-3.1416e+00) +21:...c...x...|...|...|...| +22:...|...|...c...|...|...x +23:...|...|...u...|...|...| p: (1.1773e+00) (2.6731e-01) (-3.1416e+00) +24:...c...|...x...|...|...| +25:...|...c...x...|...|...| +26:...|...|...|...c...|...x +27:...|...|...|...u...|...| p: (2.4346e+00) (-2.2483e+00) (-3.1416e+00) +28:...c...|...|...x...|...| +29:...|...c...|...x...|...| +30:...|...|...c...x...|...| +31:...|...|...|...|...c...x +32:...|...|...|...|...u...| p: (1.7483e+00) (-7.9582e-01) (-3.1416e+00) +33:...c...|...|...|...x...| +34:...|...c...|...|...x...| +35:...|...|...c...|...x...| +36:...|...|...|...c...x...| +37:...|...|...|...|...|...u p: (1.8339e+00) (-2.0475e+00) +38:...c...|...|...|...|...x +39:...u...|...|...|...|...| p: (2.7761e+00) (-1.2238e+00) +40:...|...c...|...|...|...x +41:...|...u...|...|...|...| p: (2.7270e+00) (-3.0056e+00) +42:...c...x...|...|...|...| +43:...|...|...c...|...|...x +44:...|...|...u...|...|...| p: (2.4016e+00) (2.5676e+00) (-3.1416e+00) +45:...c...|...x...|...|...| +46:...|...c...x...|...|...| +47:...|...|...|...c...|...x +48:...|...|...|...u...|...| p: (3.0590e+00) (-1.1358e+00) (-3.1416e+00) +49:...c...|...|...x...|...| +50:...|...c...|...x...|...| +51:...|...|...c...x...|...| +52:...|...|...|...|...c...x +53:...|...|...|...|...u...| p: (2.1966e+00) (-2.5732e+00) (-3.1416e+00) +54:...c...|...|...|...x...| +55:...|...c...|...|...x...| +56:...|...|...c...|...x...| +57:...|...|...|...c...x...| +58:...|...|...|...|...|...u p: (2.5067e+00) (-1.2522e+00) (-3.1416e+00) +59:...c...|...|...|...|...x +60:...u...|...|...|...|...| p: (7.1618e-01) (1.2500e+00) +61:...|...c...|...|...|...x +62:...|...u...|...|...|...| p: (1.0764e+00) (2.2422e+00) (-3.1416e+00) +63:...|...|...c...|...|...x +64:...|...|...u...|...|...| p: (2.9466e-01) (2.2095e+00) +65:...|...|...|...c...|...x +66:...|...|...|...u...|...| p: (2.3481e+00) (1.6000e+00) (-3.1416e+00) +67:...|...|...|...|...c...x +68:...|...|...|...|...u...| p: (2.8426e+00) (-1.2820e+00) (-3.1416e+00) +69:...|...|...|...|...|...u p: (1.1355e+00) (2.4123e+00) (-3.1416e+00) +70:======================== +71:...0...|...|...|...|...| +72:...|...1...|...|...|...| +73:...|...|...2...|...|...| +74:...|...|...|...3...|...| +75:...|...|...|...|...4...| +76:...|...|...|...|...|...5 +.o:...0...1...2...3...4...5 +Q: 0 w: 7 | Q: 1 w: 6 | Q: 2 w: 5 | Q: 3 w: 4 | Q: 4 w: 3 | Q: 5 w: 1 | +Computed Permutation: 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Identity Duration: 1.8367e-04s............................. +Permuted Duration: 1.4823e-04s............................. +Identity active_nodes: 63 ...................................... +Permuted active_nodes: 63 ...................................... +Identity max_nodes: 189...................................... +Permuted max_nodes: 189...................................... +________________________________________________________________________________________________ + +Start Simulation of su2random_indep_qiskit_7__________________________________________________ + +.i:...0...1...2...3...4...5...6 +.1:...u...|...|...|...|...|...| p: (1.4368e+00) (1.6370e+00) (-3.1416e+00) +.2:...|...u...|...|...|...|...| p: (1.3039e-01) (1.0626e+00) +.3:...c...x...|...|...|...|...| +.4:...|...|...u...|...|...|...| p: (2.3019e+00) (-2.5865e+00) (-3.1416e+00) +.5:...c...|...x...|...|...|...| +.6:...|...c...x...|...|...|...| +.7:...|...|...|...u...|...|...| p: (1.5783e+00) (1.1647e+00) (-3.1416e+00) +.8:...c...|...|...x...|...|...| +.9:...|...c...|...x...|...|...| +10:...|...|...c...x...|...|...| +11:...|...|...|...|...u...|...| p: (3.1322e+00) (-2.9284e-01) +12:...c...|...|...|...x...|...| +13:...|...c...|...|...x...|...| +14:...|...|...c...|...x...|...| +15:...|...|...|...c...x...|...| +16:...|...|...|...|...|...u...| p: (1.4124e+00) (2.4808e-02) +17:...c...|...|...|...|...x...| +18:...|...c...|...|...|...x...| +19:...|...|...c...|...|...x...| +20:...|...|...|...c...|...x...| +21:...|...|...|...|...c...x...| +22:...|...|...|...|...|...|...u p: (1.2445e+00) (-3.0650e+00) +23:...c...|...|...|...|...|...x +24:...u...|...|...|...|...|...| p: (1.1773e+00) (-2.2483e+00) (-3.1416e+00) +25:...|...c...|...|...|...|...x +26:...|...u...|...|...|...|...| p: (2.4346e+00) (-7.9582e-01) (-3.1416e+00) +27:...c...x...|...|...|...|...| +28:...|...|...c...|...|...|...x +29:...|...|...u...|...|...|...| p: (1.7483e+00) (1.0941e+00) (-3.1416e+00) +30:...c...|...x...|...|...|...| +31:...|...c...x...|...|...|...| +32:...|...|...|...c...|...|...x +33:...|...|...|...u...|...|...| p: (1.8339e+00) (2.7761e+00) +34:...c...|...|...x...|...|...| +35:...|...c...|...x...|...|...| +36:...|...|...c...x...|...|...| +37:...|...|...|...|...c...|...x +38:...|...|...|...|...u...|...| p: (5.1664e-01) (-4.1460e-01) (-3.1416e+00) +39:...c...|...|...|...x...|...| +40:...|...c...|...|...x...|...| +41:...|...|...c...|...x...|...| +42:...|...|...|...c...x...|...| +43:...|...|...|...|...|...c...x +44:...|...|...|...|...|...u...| p: (1.7934e+00) (7.3995e-01) (-3.1416e+00) +45:...c...|...|...|...|...x...| +46:...|...c...|...|...|...x...| +47:...|...|...c...|...|...x...| +48:...|...|...|...c...|...x...| +49:...|...|...|...|...c...x...| +50:...|...|...|...|...|...|...u p: (2.8743e+00) (8.2550e-02) (-3.1416e+00) +51:...c...|...|...|...|...|...x +52:...u...|...|...|...|...|...| p: (2.1966e+00) (-1.2522e+00) (-3.1416e+00) +53:...|...c...|...|...|...|...x +54:...|...u...|...|...|...|...| p: (2.5067e+00) (-2.4254e+00) (-3.1416e+00) +55:...c...x...|...|...|...|...| +56:...|...|...c...|...|...|...x +57:...|...|...u...|...|...|...| p: (1.2238e+00) (2.0652e+00) (-3.1416e+00) +58:...c...|...x...|...|...|...| +59:...|...c...x...|...|...|...| +60:...|...|...|...c...|...|...x +61:...|...|...|...u...|...|...| p: (3.0056e+00) (-2.8469e+00) (-3.1416e+00) +62:...c...|...|...x...|...|...| +63:...|...c...|...x...|...|...| +64:...|...|...c...x...|...|...| +65:...|...|...|...|...c...|...x +66:...|...|...|...|...u...|...| p: (5.7398e-01) (7.9349e-01) (-3.1416e+00) +67:...c...|...|...|...x...|...| +68:...|...c...|...|...x...|...| +69:...|...|...c...|...x...|...| +70:...|...|...|...c...x...|...| +71:...|...|...|...|...|...c...x +72:...|...|...|...|...|...u...| p: (2.0058e+00) (-2.8426e+00) +73:...c...|...|...|...|...x...| +74:...|...c...|...|...|...x...| +75:...|...|...c...|...|...x...| +76:...|...|...|...c...|...x...| +77:...|...|...|...|...c...x...| +78:...|...|...|...|...|...|...u p: (5.6837e-01) (-1.1355e+00) +79:...c...|...|...|...|...|...x +80:...u...|...|...|...|...|...| p: (1.2500e+00) (1.0368e+00) +81:...|...c...|...|...|...|...x +82:...|...u...|...|...|...|...| p: (8.9944e-01) (-6.7526e-01) (-3.1416e+00) +83:...|...|...c...|...|...|...x +84:...|...|...u...|...|...|...| p: (2.2095e+00) (5.8723e-01) +85:...|...|...|...c...|...|...x +86:...|...|...|...u...|...|...| p: (1.5416e+00) (2.0176e+00) (-3.1416e+00) +87:...|...|...|...|...c...|...x +88:...|...|...|...|...u...|...| p: (1.8596e+00) (9.4972e-01) +89:...|...|...|...|...|...c...x +90:...|...|...|...|...|...u...| p: (7.2925e-01) (-7.2813e-01) (-3.1416e+00) +91:...|...|...|...|...|...|...u p: (2.0452e+00) (-3.5022e-01) +92:============================ +93:...0...|...|...|...|...|...| +94:...|...1...|...|...|...|...| +95:...|...|...2...|...|...|...| +96:...|...|...|...3...|...|...| +97:...|...|...|...|...4...|...| +98:...|...|...|...|...|...5...| +99:...|...|...|...|...|...|...6 +.o:...0...1...2...3...4...5...6 +Q: 0 w: 8 | Q: 1 w: 7 | Q: 2 w: 6 | Q: 3 w: 5 | Q: 4 w: 4 | Q: 5 w: 3 | Q: 6 w: 1 | +Computed Permutation: 0 -> 6|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1|6 -> 0| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Identity Duration: 3.7858e-04s............................. +Permuted Duration: 3.0361e-04s............................. +Identity active_nodes: 127...................................... +Permuted active_nodes: 127...................................... +Identity max_nodes: 381...................................... +Permuted max_nodes: 381...................................... +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/su2random_indep_qiskit_gates.txt b/test/BenchmarkQuasm/results/su2random_indep_qiskit_gates.txt new file mode 100644 index 00000000..875e274a --- /dev/null +++ b/test/BenchmarkQuasm/results/su2random_indep_qiskit_gates.txt @@ -0,0 +1,393 @@ +Start Simulation of su2random_indep_qiskit_2__________________________________________________ + + i: 0 1 + 1: u | p: (1.43683) (0.839737) (-3.14159) + 2: | u p: (0.130388) (-1.57831) + 3: c x + 4: u | p: (3.13221) (1.24447) + 5: | u p: (1.41244) (-1.50463) + 6: c x + 7: u | p: (1.06255) (-1.97694) + 8: | u p: (0.555055) (-0.292838) + 9: c x +10: u | p: (0.0248077) (-1.17734) +11: | u p: (3.06499) (0.707022) (-3.14159) +12:======== +13: 0 | +14: | 1 + o: 0 1 +Computed Permutation: ................0 -> 0|1 -> 1| +Original Permutation: ................0 -> 0|1 -> 1| +Identity Duration: 6.2750e-06s............................. +Permuted Duration: 6.2175e-06s............................. +Identity active_nodes: 3 ...................................... +Permuted active_nodes: 3 ...................................... +Identity max_nodes: 9 ...................................... +Permuted max_nodes: 9 ...................................... +________________________________________________________________________________________________ + +Start Simulation of su2random_indep_qiskit_3__________________________________________________ + +.i:...0...1...2 +.1:...u...|...| p: (1.4368e+00) (1.5633e+00) (-3.1416e+00) +.2:...|...u...| p: (1.3039e-01) (3.1322e+00) +.3:...c...x...| +.4:...|...|...u p: (2.3019e+00) (-1.7292e+00) (-3.1416e+00) +.5:...c...|...x +.6:...u...|...| p: (1.2445e+00) (5.5506e-01) +.7:...|...c...x +.8:...|...u...| p: (1.5046e+00) (1.1647e+00) (-3.1416e+00) +.9:...c...x...| +10:...|...|...u p: (1.0626e+00) (-2.9284e-01) +11:...c...|...x +12:...u...|...| p: (2.4808e-02) (-2.4346e+00) +13:...|...c...x +14:...|...u...| p: (3.0650e+00) (1.3933e+00) (-3.1416e+00) +15:...c...x...| +16:...|...|...u p: (1.1773e+00) (-1.3077e+00) (-3.1416e+00) +17:...c...|...x +18:...u...|...| p: (5.1664e-01) (-2.2483e+00) (-3.1416e+00) +19:...|...c...x +20:...|...u...| p: (1.7934e+00) (-7.9582e-01) (-3.1416e+00) +21:...|...|...u p: (2.8743e+00) (1.0941e+00) (-3.1416e+00) +22:============ +23:...0...|...| +24:...|...1...| +25:...|...|...2 +.o:...0...1...2 +Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Identity Duration: 1.5420e-05s............................. +Permuted Duration: 1.5408e-05s............................. +Identity active_nodes: 7 ...................................... +Permuted active_nodes: 7 ...................................... +Identity max_nodes: 21 ...................................... +Permuted max_nodes: 21 ...................................... +________________________________________________________________________________________________ + +Start Simulation of su2random_indep_qiskit_4__________________________________________________ + +.i:...0...1...2...3 +.1:...u...|...|...| p: (1.4368e+00) (-9.3807e-03) (-3.1416e+00) +.2:...|...u...|...| p: (1.3039e-01) (1.4124e+00) +.3:...c...x...|...| +.4:...|...|...u...| p: (2.3019e+00) (-1.8971e+00) (-3.1416e+00) +.5:...c...|...x...| +.6:...|...c...x...| +.7:...|...|...|...u p: (1.5783e+00) (1.6370e+00) (-3.1416e+00) +.8:...c...|...|...x +.9:...u...|...|...| p: (1.0626e+00) (2.4808e-02) +10:...|...c...|...x +11:...|...u...|...| p: (5.5506e-01) (-3.0650e+00) +12:...c...x...|...| +13:...|...|...c...x +14:...|...|...u...| p: (1.9769e+00) (1.9643e+00) (-3.1416e+00) +15:...c...|...x...| +16:...|...c...x...| +17:...|...|...|...u p: (2.9284e-01) (7.0702e-01) (-3.1416e+00) +18:...c...|...|...x +19:...u...|...|...| p: (1.7483e+00) (2.6731e-01) (-3.1416e+00) +20:...|...c...|...x +21:...|...u...|...| p: (1.8339e+00) (8.9328e-01) +22:...c...x...|...| +23:...|...|...c...x +24:...|...|...u...| p: (5.1664e-01) (-7.9582e-01) (-3.1416e+00) +25:...c...|...x...| +26:...|...c...x...| +27:...|...|...|...u p: (1.7934e+00) (1.0941e+00) (-3.1416e+00) +28:...c...|...|...x +29:...u...|...|...| p: (2.7761e+00) (-2.1966e+00) +30:...|...c...|...x +31:...|...u...|...| p: (2.7270e+00) (-2.5067e+00) +32:...|...|...c...x +33:...|...|...u...| p: (2.4016e+00) (1.9178e+00) (-3.1416e+00) +34:...|...|...|...u p: (3.0590e+00) (1.3601e-01) (-3.1416e+00) +35:================ +36:...0...|...|...| +37:...|...1...|...| +38:...|...|...2...| +39:...|...|...|...3 +.o:...0...1...2...3 +Computed Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Identity Duration: 3.4131e-05s............................. +Permuted Duration: 3.4903e-05s............................. +Identity active_nodes: 15 ...................................... +Permuted active_nodes: 15 ...................................... +Identity max_nodes: 45 ...................................... +Permuted max_nodes: 45 ...................................... +________________________________________________________________________________________________ + +Start Simulation of su2random_indep_qiskit_5__________________________________________________ + +.i:...0...1...2...3...4 +.1:...u...|...|...|...| p: (1.4368e+00) (-1.7292e+00) (-3.1416e+00) +.2:...|...u...|...|...| p: (1.3039e-01) (1.2445e+00) +.3:...c...x...|...|...| +.4:...|...|...u...|...| p: (2.3019e+00) (1.6370e+00) (-3.1416e+00) +.5:...c...|...x...|...| +.6:...|...c...x...|...| +.7:...|...|...|...u...| p: (1.5783e+00) (-2.0790e+00) (-3.1416e+00) +.8:...c...|...|...x...| +.9:...|...c...|...x...| +10:...|...|...c...x...| +11:...|...|...|...|...u p: (3.1322e+00) (5.5506e-01) +12:...c...|...|...|...x +13:...u...|...|...|...| p: (1.9769e+00) (7.0702e-01) (-3.1416e+00) +14:...|...c...|...|...x +15:...|...u...|...|...| p: (2.9284e-01) (1.3933e+00) (-3.1416e+00) +16:...c...x...|...|...| +17:...|...|...c...|...x +18:...|...|...u...|...| p: (2.4808e-02) (1.8339e+00) +19:...c...|...x...|...| +20:...|...c...x...|...| +21:...|...|...|...c...x +22:...|...|...|...u...| p: (3.0650e+00) (2.6250e+00) (-3.1416e+00) +23:...c...|...|...x...| +24:...|...c...|...x...| +25:...|...|...c...x...| +26:...|...|...|...|...u p: (1.1773e+00) (1.3482e+00) (-3.1416e+00) +27:...c...|...|...|...x +28:...u...|...|...|...| p: (2.8743e+00) (-4.1460e-01) (-3.1416e+00) +29:...|...c...|...|...x +30:...|...u...|...|...| p: (8.9328e-01) (-2.4016e+00) +31:...c...x...|...|...| +32:...|...|...c...|...x +33:...|...|...u...|...| p: (2.3458e+00) (-3.0590e+00) +34:...c...|...x...|...| +35:...|...c...x...|...| +36:...|...|...|...c...x +37:...|...|...|...u...| p: (2.0475e+00) (9.4497e-01) (-3.1416e+00) +38:...c...|...|...x...| +39:...|...c...|...x...| +40:...|...|...c...x...| +41:...|...|...|...|...u p: (2.7761e+00) (-2.5067e+00) +42:...c...|...|...|...x +43:...u...|...|...|...| p: (1.2238e+00) (-1.2522e+00) (-3.1416e+00) +44:...|...c...|...|...x +45:...|...u...|...|...| p: (3.0056e+00) (-2.4254e+00) (-3.1416e+00) +46:...|...|...c...|...x +47:...|...|...u...|...| p: (5.7398e-01) (2.0652e+00) (-3.1416e+00) +48:...|...|...|...c...x +49:...|...|...|...u...| p: (2.0058e+00) (2.9466e-01) +50:...|...|...|...|...u p: (5.6837e-01) (-2.3481e+00) +51:==================== +52:...0...|...|...|...| +53:...|...1...|...|...| +54:...|...|...2...|...| +55:...|...|...|...3...| +56:...|...|...|...|...4 +.o:...0...1...2...3...4 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Identity Duration: 7.8146e-05s............................. +Permuted Duration: 7.7903e-05s............................. +Identity active_nodes: 31 ...................................... +Permuted active_nodes: 31 ...................................... +Identity max_nodes: 93 ...................................... +Permuted max_nodes: 93 ...................................... +________________________________________________________________________________________________ + +Start Simulation of su2random_indep_qiskit_6__________________________________________________ + +.i:...0...1...2...3...4...5 +.1:...u...|...|...|...|...| p: (1.4368e+00) (-1.8971e+00) (-3.1416e+00) +.2:...|...u...|...|...|...| p: (1.3039e-01) (-1.5046e+00) +.3:...c...x...|...|...|...| +.4:...|...|...u...|...|...| p: (2.3019e+00) (-2.0790e+00) (-3.1416e+00) +.5:...c...|...x...|...|...| +.6:...|...c...x...|...|...| +.7:...|...|...|...u...|...| p: (1.5783e+00) (-2.5865e+00) (-3.1416e+00) +.8:...c...|...|...x...|...| +.9:...|...c...|...x...|...| +10:...|...|...c...x...|...| +11:...|...|...|...|...u...| p: (3.1322e+00) (-1.9769e+00) +12:...c...|...|...|...x...| +13:...|...c...|...|...x...| +14:...|...|...c...|...x...| +15:...|...|...|...c...x...| +16:...|...|...|...|...|...u p: (1.4124e+00) (-2.9284e-01) +17:...c...|...|...|...|...x +18:...u...|...|...|...|...| p: (2.4808e-02) (-5.1664e-01) +19:...|...c...|...|...|...x +20:...|...u...|...|...|...| p: (3.0650e+00) (1.3482e+00) (-3.1416e+00) +21:...c...x...|...|...|...| +22:...|...|...c...|...|...x +23:...|...|...u...|...|...| p: (1.1773e+00) (2.6731e-01) (-3.1416e+00) +24:...c...|...x...|...|...| +25:...|...c...x...|...|...| +26:...|...|...|...c...|...x +27:...|...|...|...u...|...| p: (2.4346e+00) (-2.2483e+00) (-3.1416e+00) +28:...c...|...|...x...|...| +29:...|...c...|...x...|...| +30:...|...|...c...x...|...| +31:...|...|...|...|...c...x +32:...|...|...|...|...u...| p: (1.7483e+00) (-7.9582e-01) (-3.1416e+00) +33:...c...|...|...|...x...| +34:...|...c...|...|...x...| +35:...|...|...c...|...x...| +36:...|...|...|...c...x...| +37:...|...|...|...|...|...u p: (1.8339e+00) (-2.0475e+00) +38:...c...|...|...|...|...x +39:...u...|...|...|...|...| p: (2.7761e+00) (-1.2238e+00) +40:...|...c...|...|...|...x +41:...|...u...|...|...|...| p: (2.7270e+00) (-3.0056e+00) +42:...c...x...|...|...|...| +43:...|...|...c...|...|...x +44:...|...|...u...|...|...| p: (2.4016e+00) (2.5676e+00) (-3.1416e+00) +45:...c...|...x...|...|...| +46:...|...c...x...|...|...| +47:...|...|...|...c...|...x +48:...|...|...|...u...|...| p: (3.0590e+00) (-1.1358e+00) (-3.1416e+00) +49:...c...|...|...x...|...| +50:...|...c...|...x...|...| +51:...|...|...c...x...|...| +52:...|...|...|...|...c...x +53:...|...|...|...|...u...| p: (2.1966e+00) (-2.5732e+00) (-3.1416e+00) +54:...c...|...|...|...x...| +55:...|...c...|...|...x...| +56:...|...|...c...|...x...| +57:...|...|...|...c...x...| +58:...|...|...|...|...|...u p: (2.5067e+00) (-1.2522e+00) (-3.1416e+00) +59:...c...|...|...|...|...x +60:...u...|...|...|...|...| p: (7.1618e-01) (1.2500e+00) +61:...|...c...|...|...|...x +62:...|...u...|...|...|...| p: (1.0764e+00) (2.2422e+00) (-3.1416e+00) +63:...|...|...c...|...|...x +64:...|...|...u...|...|...| p: (2.9466e-01) (2.2095e+00) +65:...|...|...|...c...|...x +66:...|...|...|...u...|...| p: (2.3481e+00) (1.6000e+00) (-3.1416e+00) +67:...|...|...|...|...c...x +68:...|...|...|...|...u...| p: (2.8426e+00) (-1.2820e+00) (-3.1416e+00) +69:...|...|...|...|...|...u p: (1.1355e+00) (2.4123e+00) (-3.1416e+00) +70:======================== +71:...0...|...|...|...|...| +72:...|...1...|...|...|...| +73:...|...|...2...|...|...| +74:...|...|...|...3...|...| +75:...|...|...|...|...4...| +76:...|...|...|...|...|...5 +.o:...0...1...2...3...4...5 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Identity Duration: 2.2734e-04s............................. +Permuted Duration: 2.1353e-04s............................. +Identity active_nodes: 63 ...................................... +Permuted active_nodes: 63 ...................................... +Identity max_nodes: 189...................................... +Permuted max_nodes: 189...................................... +________________________________________________________________________________________________ + +Start Simulation of su2random_indep_qiskit_7__________________________________________________ + +.i:...0...1...2...3...4...5...6 +.1:...u...|...|...|...|...|...| p: (1.4368e+00) (1.6370e+00) (-3.1416e+00) +.2:...|...u...|...|...|...|...| p: (1.3039e-01) (1.0626e+00) +.3:...c...x...|...|...|...|...| +.4:...|...|...u...|...|...|...| p: (2.3019e+00) (-2.5865e+00) (-3.1416e+00) +.5:...c...|...x...|...|...|...| +.6:...|...c...x...|...|...|...| +.7:...|...|...|...u...|...|...| p: (1.5783e+00) (1.1647e+00) (-3.1416e+00) +.8:...c...|...|...x...|...|...| +.9:...|...c...|...x...|...|...| +10:...|...|...c...x...|...|...| +11:...|...|...|...|...u...|...| p: (3.1322e+00) (-2.9284e-01) +12:...c...|...|...|...x...|...| +13:...|...c...|...|...x...|...| +14:...|...|...c...|...x...|...| +15:...|...|...|...c...x...|...| +16:...|...|...|...|...|...u...| p: (1.4124e+00) (2.4808e-02) +17:...c...|...|...|...|...x...| +18:...|...c...|...|...|...x...| +19:...|...|...c...|...|...x...| +20:...|...|...|...c...|...x...| +21:...|...|...|...|...c...x...| +22:...|...|...|...|...|...|...u p: (1.2445e+00) (-3.0650e+00) +23:...c...|...|...|...|...|...x +24:...u...|...|...|...|...|...| p: (1.1773e+00) (-2.2483e+00) (-3.1416e+00) +25:...|...c...|...|...|...|...x +26:...|...u...|...|...|...|...| p: (2.4346e+00) (-7.9582e-01) (-3.1416e+00) +27:...c...x...|...|...|...|...| +28:...|...|...c...|...|...|...x +29:...|...|...u...|...|...|...| p: (1.7483e+00) (1.0941e+00) (-3.1416e+00) +30:...c...|...x...|...|...|...| +31:...|...c...x...|...|...|...| +32:...|...|...|...c...|...|...x +33:...|...|...|...u...|...|...| p: (1.8339e+00) (2.7761e+00) +34:...c...|...|...x...|...|...| +35:...|...c...|...x...|...|...| +36:...|...|...c...x...|...|...| +37:...|...|...|...|...c...|...x +38:...|...|...|...|...u...|...| p: (5.1664e-01) (-4.1460e-01) (-3.1416e+00) +39:...c...|...|...|...x...|...| +40:...|...c...|...|...x...|...| +41:...|...|...c...|...x...|...| +42:...|...|...|...c...x...|...| +43:...|...|...|...|...|...c...x +44:...|...|...|...|...|...u...| p: (1.7934e+00) (7.3995e-01) (-3.1416e+00) +45:...c...|...|...|...|...x...| +46:...|...c...|...|...|...x...| +47:...|...|...c...|...|...x...| +48:...|...|...|...c...|...x...| +49:...|...|...|...|...c...x...| +50:...|...|...|...|...|...|...u p: (2.8743e+00) (8.2550e-02) (-3.1416e+00) +51:...c...|...|...|...|...|...x +52:...u...|...|...|...|...|...| p: (2.1966e+00) (-1.2522e+00) (-3.1416e+00) +53:...|...c...|...|...|...|...x +54:...|...u...|...|...|...|...| p: (2.5067e+00) (-2.4254e+00) (-3.1416e+00) +55:...c...x...|...|...|...|...| +56:...|...|...c...|...|...|...x +57:...|...|...u...|...|...|...| p: (1.2238e+00) (2.0652e+00) (-3.1416e+00) +58:...c...|...x...|...|...|...| +59:...|...c...x...|...|...|...| +60:...|...|...|...c...|...|...x +61:...|...|...|...u...|...|...| p: (3.0056e+00) (-2.8469e+00) (-3.1416e+00) +62:...c...|...|...x...|...|...| +63:...|...c...|...x...|...|...| +64:...|...|...c...x...|...|...| +65:...|...|...|...|...c...|...x +66:...|...|...|...|...u...|...| p: (5.7398e-01) (7.9349e-01) (-3.1416e+00) +67:...c...|...|...|...x...|...| +68:...|...c...|...|...x...|...| +69:...|...|...c...|...x...|...| +70:...|...|...|...c...x...|...| +71:...|...|...|...|...|...c...x +72:...|...|...|...|...|...u...| p: (2.0058e+00) (-2.8426e+00) +73:...c...|...|...|...|...x...| +74:...|...c...|...|...|...x...| +75:...|...|...c...|...|...x...| +76:...|...|...|...c...|...x...| +77:...|...|...|...|...c...x...| +78:...|...|...|...|...|...|...u p: (5.6837e-01) (-1.1355e+00) +79:...c...|...|...|...|...|...x +80:...u...|...|...|...|...|...| p: (1.2500e+00) (1.0368e+00) +81:...|...c...|...|...|...|...x +82:...|...u...|...|...|...|...| p: (8.9944e-01) (-6.7526e-01) (-3.1416e+00) +83:...|...|...c...|...|...|...x +84:...|...|...u...|...|...|...| p: (2.2095e+00) (5.8723e-01) +85:...|...|...|...c...|...|...x +86:...|...|...|...u...|...|...| p: (1.5416e+00) (2.0176e+00) (-3.1416e+00) +87:...|...|...|...|...c...|...x +88:...|...|...|...|...u...|...| p: (1.8596e+00) (9.4972e-01) +89:...|...|...|...|...|...c...x +90:...|...|...|...|...|...u...| p: (7.2925e-01) (-7.2813e-01) (-3.1416e+00) +91:...|...|...|...|...|...|...u p: (2.0452e+00) (-3.5022e-01) +92:============================ +93:...0...|...|...|...|...|...| +94:...|...1...|...|...|...|...| +95:...|...|...2...|...|...|...| +96:...|...|...|...3...|...|...| +97:...|...|...|...|...4...|...| +98:...|...|...|...|...|...5...| +99:...|...|...|...|...|...|...6 +.o:...0...1...2...3...4...5...6 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Identity Duration: 3.7145e-04s............................. +Permuted Duration: 3.6195e-04s............................. +Identity active_nodes: 127...................................... +Permuted active_nodes: 127...................................... +Identity max_nodes: 381...................................... +Permuted max_nodes: 381...................................... +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/twolocalrandom_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/twolocalrandom_indep_qiskit_all.txt new file mode 100644 index 00000000..d35a599a --- /dev/null +++ b/test/BenchmarkQuasm/results/twolocalrandom_indep_qiskit_all.txt @@ -0,0 +1,1209 @@ +Start Simulation of twolocalrandom_indep_qiskit_2__________________________________________________ + + i: 0 1 + 1: ry | p: (4.84635) + 2: | ry p: (0.130388) + 3: c x + 4: ry | p: (3.98133) + 5: | ry p: (4.70487) + 6: c x + 7: ry | p: (3.13221) + 8: | ry p: (1.41244) + 9: c x +10: ry | p: (1.24447) +11: | ry p: (4.77856) +12:======== +13: 0 | +14: | 1 + o: 0 1 +Total Permutations: 2 +Min time: 4.7000e-06s................. Permutation 1 : 0 -> 1|1 -> 0| +Max time: 5.7275e-06s................. Permutation 0 : 0 -> 0|1 -> 1| +Min active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Min max nodes: 9 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Max active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Max max nodes: 9 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +________________________________________________________________________________________________ + +2 permutations have 3 active nodes. + +........................... +Average time: 5.2137e-06s + +________________________________________________________________________________________________ + +2 permutations have 9 max nodes. + +........................... +Average time: 5.2137e-06s + +________________________________________________________________________________________________ + +execution time of: 4.7000e-06s: Index: 1 | Max_nodes: 9 | Active_nodes: 3 | 0 -> 1|1 -> 0| +execution time of: 5.7275e-06s: Index: 0 | Max_nodes: 9 | Active_nodes: 3 | 0 -> 0|1 -> 1| +________________________________________________________________________________________________ + +Start Simulation of twolocalrandom_indep_qiskit_3__________________________________________________ + +.i:...0...1...2 +.1:..ry...|...| p: (4.8464e+00) +.2:...|..ry...| p: (1.3039e-01) +.3:...c...x...| +.4:...|...|..ry p: (3.9813e+00) +.5:...c...|...x +.6:..ry...|...| p: (4.7049e+00) +.7:...|...c...x +.8:...|..ry...| p: (3.1322e+00) +.9:...c...x...| +10:...|...|..ry p: (1.4124e+00) +11:...c...|...x +12:..ry...|...| p: (1.2445e+00) +13:...|...c...x +14:...|..ry...| p: (4.7786e+00) +15:...c...x...| +16:...|...|..ry p: (1.0626e+00) +17:...c...|...x +18:..ry...|...| p: (5.5506e-01) +19:...|...c...x +20:...|..ry...| p: (4.3062e+00) +21:...|...|..ry p: (5.9903e+00) +22:============ +23:...0...|...| +24:...|...1...| +25:...|...|...2 +.o:...0...1...2 +Total Permutations: 6 +Min time: 1.1068e-05s................. Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| +Max time: 1.4157e-05s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Min active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Min max nodes: 21 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max max nodes: 21 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +________________________________________________________________________________________________ + +6 permutations have 7 active nodes. + +........................... +Average time: 1.2620e-05s + +________________________________________________________________________________________________ + +6 permutations have 21 max nodes. + +........................... +Average time: 1.2620e-05s + +________________________________________________________________________________________________ + +execution time of: 1.1068e-05s: Index: 5 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 0| +execution time of: 1.2035e-05s: Index: 4 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 1| +execution time of: 1.2045e-05s: Index: 3 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 0| +execution time of: 1.3143e-05s: Index: 2 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 2| +execution time of: 1.3270e-05s: Index: 1 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 1| +execution time of: 1.4157e-05s: Index: 0 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 2| +________________________________________________________________________________________________ + +Start Simulation of twolocalrandom_indep_qiskit_4__________________________________________________ + +.i:...0...1...2...3 +.1:..ry...|...|...| p: (4.8464e+00) +.2:...|..ry...|...| p: (1.3039e-01) +.3:...c...x...|...| +.4:...|...|..ry...| p: (3.9813e+00) +.5:...c...|...x...| +.6:...|...c...x...| +.7:...|...|...|..ry p: (4.7049e+00) +.8:...c...|...|...x +.9:..ry...|...|...| p: (3.1322e+00) +10:...|...c...|...x +11:...|..ry...|...| p: (1.4124e+00) +12:...c...x...|...| +13:...|...|...c...x +14:...|...|..ry...| p: (1.2445e+00) +15:...c...|...x...| +16:...|...c...x...| +17:...|...|...|..ry p: (4.7786e+00) +18:...c...|...|...x +19:..ry...|...|...| p: (1.0626e+00) +20:...|...c...|...x +21:...|..ry...|...| p: (5.5506e-01) +22:...c...x...|...| +23:...|...|...c...x +24:...|...|..ry...| p: (4.3062e+00) +25:...c...|...x...| +26:...|...c...x...| +27:...|...|...|..ry p: (5.9903e+00) +28:...c...|...|...x +29:..ry...|...|...| p: (2.4808e-02) +30:...|...c...|...x +31:...|..ry...|...| p: (3.2182e+00) +32:...|...|...c...x +33:...|...|..ry...| p: (5.1058e+00) +34:...|...|...|..ry p: (3.8486e+00) +35:================ +36:...0...|...|...| +37:...|...1...|...| +38:...|...|...2...| +39:...|...|...|...3 +.o:...0...1...2...3 +Total Permutations: 24 +Min time: 2.3790e-05s................. Permutation 23 : 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +Max time: 3.0430e-05s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Min active nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Min max nodes: 45 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Max active nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Max max nodes: 45 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +________________________________________________________________________________________________ + +24 permutations have 15 active nodes. + +........................... +Average time: 2.7488e-05s + +________________________________________________________________________________________________ + +24 permutations have 45 max nodes. + +........................... +Average time: 2.7488e-05s + +________________________________________________________________________________________________ + +execution time of: 2.3790e-05s: Index: 23 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +execution time of: 2.4763e-05s: Index: 17 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +execution time of: 2.5396e-05s: Index: 22 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| +execution time of: 2.5565e-05s: Index: 21 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| +execution time of: 2.5623e-05s: Index: 16 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| +execution time of: 2.6138e-05s: Index: 15 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +execution time of: 2.6158e-05s: Index: 11 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| +execution time of: 2.6558e-05s: Index: 20 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +execution time of: 2.6635e-05s: Index: 19 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| +execution time of: 2.7020e-05s: Index: 14 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +execution time of: 2.7043e-05s: Index: 9 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +execution time of: 2.7298e-05s: Index: 18 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| +execution time of: 2.7328e-05s: Index: 10 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +execution time of: 2.7855e-05s: Index: 13 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +execution time of: 2.8135e-05s: Index: 8 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| +execution time of: 2.8255e-05s: Index: 5 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +execution time of: 2.8450e-05s: Index: 12 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +execution time of: 2.8820e-05s: Index: 3 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +execution time of: 2.9081e-05s: Index: 4 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| +execution time of: 2.9460e-05s: Index: 2 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +execution time of: 2.9755e-05s: Index: 6 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +execution time of: 2.9958e-05s: Index: 1 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +execution time of: 3.0193e-05s: Index: 7 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +execution time of: 3.0430e-05s: Index: 0 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +________________________________________________________________________________________________ + +Start Simulation of twolocalrandom_indep_qiskit_5__________________________________________________ + +.i:...0...1...2...3...4 +.1:..ry...|...|...|...| p: (4.8464e+00) +.2:...|..ry...|...|...| p: (1.3039e-01) +.3:...c...x...|...|...| +.4:...|...|..ry...|...| p: (3.9813e+00) +.5:...c...|...x...|...| +.6:...|...c...x...|...| +.7:...|...|...|..ry...| p: (4.7049e+00) +.8:...c...|...|...x...| +.9:...|...c...|...x...| +10:...|...|...c...x...| +11:...|...|...|...|..ry p: (3.1322e+00) +12:...c...|...|...|...x +13:..ry...|...|...|...| p: (1.4124e+00) +14:...|...c...|...|...x +15:...|..ry...|...|...| p: (1.2445e+00) +16:...c...x...|...|...| +17:...|...|...c...|...x +18:...|...|..ry...|...| p: (4.7786e+00) +19:...c...|...x...|...| +20:...|...c...x...|...| +21:...|...|...|...c...x +22:...|...|...|..ry...| p: (1.0626e+00) +23:...c...|...|...x...| +24:...|...c...|...x...| +25:...|...|...c...x...| +26:...|...|...|...|..ry p: (5.5506e-01) +27:...c...|...|...|...x +28:..ry...|...|...|...| p: (4.3062e+00) +29:...|...c...|...|...x +30:...|..ry...|...|...| p: (5.9903e+00) +31:...c...x...|...|...| +32:...|...|...c...|...x +33:...|...|..ry...|...| p: (2.4808e-02) +34:...c...|...x...|...| +35:...|...c...x...|...| +36:...|...|...|...c...x +37:...|...|...|..ry...| p: (3.2182e+00) +38:...c...|...|...x...| +39:...|...c...|...x...| +40:...|...|...c...x...| +41:...|...|...|...|..ry p: (5.1058e+00) +42:...c...|...|...|...x +43:..ry...|...|...|...| p: (3.8486e+00) +44:...|...c...|...|...x +45:...|..ry...|...|...| p: (4.5349e+00) +46:...|...|...c...|...x +47:...|...|..ry...|...| p: (1.8339e+00) +48:...|...|...|...c...x +49:...|...|...|..ry...| p: (5.7665e+00) +50:...|...|...|...|..ry p: (4.4898e+00) +51:==================== +52:...0...|...|...|...| +53:...|...1...|...|...| +54:...|...|...2...|...| +55:...|...|...|...3...| +56:...|...|...|...|...4 +.o:...0...1...2...3...4 +Total Permutations: 120 +Min time: 5.2010e-05s................. Permutation 95 : 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +Max time: 7.2791e-05s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Min active nodes: 31 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Min max nodes: 93 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Max active nodes: 31 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Max max nodes: 93 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +________________________________________________________________________________________________ + +120 permutations have 31 active nodes. + +........................... +Average time: 5.9608e-05s + +________________________________________________________________________________________________ + +120 permutations have 93 max nodes. + +........................... +Average time: 5.9608e-05s + +________________________________________________________________________________________________ + +execution time of: 5.2010e-05s: Index: 95 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +execution time of: 5.2176e-05s: Index: 118 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +execution time of: 5.2575e-05s: Index: 117 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +execution time of: 5.2808e-05s: Index: 119 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +execution time of: 5.3020e-05s: Index: 94 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +execution time of: 5.3261e-05s: Index: 116 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +execution time of: 5.3828e-05s: Index: 93 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +execution time of: 5.3918e-05s: Index: 89 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +execution time of: 5.4388e-05s: Index: 115 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +execution time of: 5.4546e-05s: Index: 113 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +execution time of: 5.4735e-05s: Index: 71 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +execution time of: 5.5026e-05s: Index: 87 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +execution time of: 5.5351e-05s: Index: 70 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +execution time of: 5.5521e-05s: Index: 69 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +execution time of: 5.5528e-05s: Index: 65 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +execution time of: 5.5621e-05s: Index: 114 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +execution time of: 5.5628e-05s: Index: 110 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +execution time of: 5.5688e-05s: Index: 111 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +execution time of: 5.5696e-05s: Index: 91 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +execution time of: 5.5843e-05s: Index: 92 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +execution time of: 5.6203e-05s: Index: 88 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +execution time of: 5.6266e-05s: Index: 64 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +execution time of: 5.6475e-05s: Index: 107 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +execution time of: 5.6483e-05s: Index: 108 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +execution time of: 5.6811e-05s: Index: 105 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +execution time of: 5.6846e-05s: Index: 109 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +execution time of: 5.7083e-05s: Index: 81 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +execution time of: 5.7138e-05s: Index: 112 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +execution time of: 5.7158e-05s: Index: 106 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +execution time of: 5.7168e-05s: Index: 90 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +execution time of: 5.7266e-05s: Index: 63 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +execution time of: 5.7418e-05s: Index: 104 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +execution time of: 5.7473e-05s: Index: 68 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +execution time of: 5.7541e-05s: Index: 59 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +execution time of: 5.7611e-05s: Index: 47 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +execution time of: 5.7623e-05s: Index: 82 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +execution time of: 5.7638e-05s: Index: 86 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +execution time of: 5.7698e-05s: Index: 103 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +execution time of: 5.7796e-05s: Index: 57 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +execution time of: 5.7923e-05s: Index: 84 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +execution time of: 5.7993e-05s: Index: 62 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +execution time of: 5.8053e-05s: Index: 45 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +execution time of: 5.8058e-05s: Index: 85 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +execution time of: 5.8256e-05s: Index: 46 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +execution time of: 5.8328e-05s: Index: 79 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +execution time of: 5.8358e-05s: Index: 41 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +execution time of: 5.8681e-05s: Index: 80 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +execution time of: 5.8686e-05s: Index: 66 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +execution time of: 5.8756e-05s: Index: 102 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +execution time of: 5.8761e-05s: Index: 67 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +execution time of: 5.8950e-05s: Index: 101 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +execution time of: 5.9105e-05s: Index: 44 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +execution time of: 5.9146e-05s: Index: 76 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +execution time of: 5.9236e-05s: Index: 40 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +execution time of: 5.9326e-05s: Index: 77 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +execution time of: 5.9443e-05s: Index: 97 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| +execution time of: 5.9451e-05s: Index: 35 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +execution time of: 5.9573e-05s: Index: 60 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +execution time of: 5.9648e-05s: Index: 98 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +execution time of: 5.9766e-05s: Index: 75 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +execution time of: 5.9883e-05s: Index: 61 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +execution time of: 6.0166e-05s: Index: 58 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +execution time of: 6.0228e-05s: Index: 96 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +execution time of: 6.0338e-05s: Index: 99 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +execution time of: 6.0363e-05s: Index: 38 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +execution time of: 6.0518e-05s: Index: 43 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +execution time of: 6.0556e-05s: Index: 74 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +execution time of: 6.0561e-05s: Index: 73 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +execution time of: 6.0566e-05s: Index: 55 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +execution time of: 6.0681e-05s: Index: 39 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +execution time of: 6.0771e-05s: Index: 56 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +execution time of: 6.0893e-05s: Index: 78 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +execution time of: 6.0956e-05s: Index: 72 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +execution time of: 6.0966e-05s: Index: 53 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +execution time of: 6.1071e-05s: Index: 52 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +execution time of: 6.1153e-05s: Index: 23 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +execution time of: 6.1186e-05s: Index: 54 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +execution time of: 6.1436e-05s: Index: 32 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +execution time of: 6.1683e-05s: Index: 29 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +execution time of: 6.1826e-05s: Index: 37 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +execution time of: 6.1926e-05s: Index: 36 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +execution time of: 6.1966e-05s: Index: 27 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +execution time of: 6.2018e-05s: Index: 17 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +execution time of: 6.2021e-05s: Index: 49 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +execution time of: 6.2101e-05s: Index: 19 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +execution time of: 6.2188e-05s: Index: 15 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +execution time of: 6.2296e-05s: Index: 51 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +execution time of: 6.2311e-05s: Index: 16 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +execution time of: 6.2351e-05s: Index: 50 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +execution time of: 6.2356e-05s: Index: 30 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +execution time of: 6.2376e-05s: Index: 11 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +execution time of: 6.2441e-05s: Index: 14 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +execution time of: 6.2531e-05s: Index: 20 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +execution time of: 6.2558e-05s: Index: 31 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +execution time of: 6.2663e-05s: Index: 48 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +execution time of: 6.2708e-05s: Index: 42 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +execution time of: 6.2711e-05s: Index: 28 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +execution time of: 6.2753e-05s: Index: 7 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +execution time of: 6.2863e-05s: Index: 34 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +execution time of: 6.3111e-05s: Index: 3 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +execution time of: 6.3126e-05s: Index: 22 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +execution time of: 6.3143e-05s: Index: 25 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +execution time of: 6.3333e-05s: Index: 9 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +execution time of: 6.3393e-05s: Index: 10 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +execution time of: 6.3501e-05s: Index: 8 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +execution time of: 6.3643e-05s: Index: 4 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +execution time of: 6.3836e-05s: Index: 12 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +execution time of: 6.3841e-05s: Index: 6 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +execution time of: 6.3981e-05s: Index: 21 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +execution time of: 6.4273e-05s: Index: 1 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +execution time of: 6.4826e-05s: Index: 26 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +execution time of: 6.4836e-05s: Index: 5 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +execution time of: 6.4993e-05s: Index: 18 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +execution time of: 6.5063e-05s: Index: 2 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +execution time of: 6.5071e-05s: Index: 24 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +execution time of: 6.5826e-05s: Index: 33 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +execution time of: 7.2791e-05s: Index: 0 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +________________________________________________________________________________________________ + +Start Simulation of twolocalrandom_indep_qiskit_6__________________________________________________ + +.i:...0...1...2...3...4...5 +.1:..ry...|...|...|...|...| p: (4.8464e+00) +.2:...|..ry...|...|...|...| p: (1.3039e-01) +.3:...c...x...|...|...|...| +.4:...|...|..ry...|...|...| p: (3.9813e+00) +.5:...c...|...x...|...|...| +.6:...|...c...x...|...|...| +.7:...|...|...|..ry...|...| p: (4.7049e+00) +.8:...c...|...|...x...|...| +.9:...|...c...|...x...|...| +10:...|...|...c...x...|...| +11:...|...|...|...|..ry...| p: (3.1322e+00) +12:...c...|...|...|...x...| +13:...|...c...|...|...x...| +14:...|...|...c...|...x...| +15:...|...|...|...c...x...| +16:...|...|...|...|...|..ry p: (1.4124e+00) +17:...c...|...|...|...|...x +18:..ry...|...|...|...|...| p: (1.2445e+00) +19:...|...c...|...|...|...x +20:...|..ry...|...|...|...| p: (4.7786e+00) +21:...c...x...|...|...|...| +22:...|...|...c...|...|...x +23:...|...|..ry...|...|...| p: (1.0626e+00) +24:...c...|...x...|...|...| +25:...|...c...x...|...|...| +26:...|...|...|...c...|...x +27:...|...|...|..ry...|...| p: (5.5506e-01) +28:...c...|...|...x...|...| +29:...|...c...|...x...|...| +30:...|...|...c...x...|...| +31:...|...|...|...|...c...x +32:...|...|...|...|..ry...| p: (4.3062e+00) +33:...c...|...|...|...x...| +34:...|...c...|...|...x...| +35:...|...|...c...|...x...| +36:...|...|...|...c...x...| +37:...|...|...|...|...|..ry p: (5.9903e+00) +38:...c...|...|...|...|...x +39:..ry...|...|...|...|...| p: (2.4808e-02) +40:...|...c...|...|...|...x +41:...|..ry...|...|...|...| p: (3.2182e+00) +42:...c...x...|...|...|...| +43:...|...|...c...|...|...x +44:...|...|..ry...|...|...| p: (5.1058e+00) +45:...c...|...x...|...|...| +46:...|...c...x...|...|...| +47:...|...|...|...c...|...x +48:...|...|...|..ry...|...| p: (3.8486e+00) +49:...c...|...|...x...|...| +50:...|...c...|...x...|...| +51:...|...|...c...x...|...| +52:...|...|...|...|...c...x +53:...|...|...|...|..ry...| p: (4.5349e+00) +54:...c...|...|...|...x...| +55:...|...c...|...|...x...| +56:...|...|...c...|...x...| +57:...|...|...|...c...x...| +58:...|...|...|...|...|..ry p: (1.8339e+00) +59:...c...|...|...|...|...x +60:..ry...|...|...|...|...| p: (5.7665e+00) +61:...|...c...|...|...|...x +62:...|..ry...|...|...|...| p: (4.4898e+00) +63:...|...|...c...|...|...x +64:...|...|..ry...|...|...| p: (3.4089e+00) +65:...|...|...|...c...|...x +66:...|...|...|..ry...|...| p: (8.9328e-01) +67:...|...|...|...|...c...x +68:...|...|...|...|..ry...| p: (2.3458e+00) +69:...|...|...|...|...|..ry p: (4.2357e+00) +70:======================== +71:...0...|...|...|...|...| +72:...|...1...|...|...|...| +73:...|...|...2...|...|...| +74:...|...|...|...3...|...| +75:...|...|...|...|...4...| +76:...|...|...|...|...|...5 +.o:...0...1...2...3...4...5 +Total Permutations: 720 +Min time: 1.0815e-04s................. Permutation 719: 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +Max time: 2.7617e-04s................. Permutation 93 : 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| +Min active nodes: 63 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Min max nodes: 189 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Max active nodes: 63 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Max max nodes: 189 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +________________________________________________________________________________________________ + +720 permutations have 63 active nodes. + +........................... +Average time: 1.2847e-04s + +________________________________________________________________________________________________ + +720 permutations have 189 max nodes. + +........................... +Average time: 1.2847e-04s + +________________________________________________________________________________________________ + +execution time of: 1.0815e-04s: Index: 719 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +execution time of: 1.0824e-04s: Index: 718 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +execution time of: 1.0830e-04s: Index: 599 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +execution time of: 1.0917e-04s: Index: 598 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +execution time of: 1.0949e-04s: Index: 712 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +execution time of: 1.1049e-04s: Index: 717 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +execution time of: 1.1053e-04s: Index: 597 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +execution time of: 1.1086e-04s: Index: 593 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +execution time of: 1.1108e-04s: Index: 595 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +execution time of: 1.1113e-04s: Index: 479 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +execution time of: 1.1160e-04s: Index: 478 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +execution time of: 1.1185e-04s: Index: 596 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +execution time of: 1.1197e-04s: Index: 716 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +execution time of: 1.1222e-04s: Index: 592 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +execution time of: 1.1235e-04s: Index: 455 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +execution time of: 1.1248e-04s: Index: 689 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +execution time of: 1.1255e-04s: Index: 713 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +execution time of: 1.1257e-04s: Index: 569 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| +execution time of: 1.1260e-04s: Index: 574 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +execution time of: 1.1280e-04s: Index: 477 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +execution time of: 1.1293e-04s: Index: 688 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| +execution time of: 1.1293e-04s: Index: 568 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| +execution time of: 1.1294e-04s: Index: 715 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +execution time of: 1.1304e-04s: Index: 714 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +execution time of: 1.1350e-04s: Index: 694 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +execution time of: 1.1355e-04s: Index: 695 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +execution time of: 1.1362e-04s: Index: 573 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +execution time of: 1.1377e-04s: Index: 575 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +execution time of: 1.1386e-04s: Index: 594 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +execution time of: 1.1420e-04s: Index: 451 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| +execution time of: 1.1422e-04s: Index: 711 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| +execution time of: 1.1426e-04s: Index: 710 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +execution time of: 1.1433e-04s: Index: 691 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| +execution time of: 1.1440e-04s: Index: 448 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| +execution time of: 1.1450e-04s: Index: 587 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +execution time of: 1.1456e-04s: Index: 692 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +execution time of: 1.1457e-04s: Index: 589 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| +execution time of: 1.1462e-04s: Index: 693 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +execution time of: 1.1465e-04s: Index: 454 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +execution time of: 1.1493e-04s: Index: 571 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| +execution time of: 1.1495e-04s: Index: 473 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +execution time of: 1.1503e-04s: Index: 706 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| +execution time of: 1.1504e-04s: Index: 572 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| +execution time of: 1.1530e-04s: Index: 550 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| +execution time of: 1.1533e-04s: Index: 591 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| +execution time of: 1.1571e-04s: Index: 665 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| +execution time of: 1.1571e-04s: Index: 475 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| +execution time of: 1.1584e-04s: Index: 449 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| +execution time of: 1.1588e-04s: Index: 664 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| +execution time of: 1.1596e-04s: Index: 570 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| +execution time of: 1.1596e-04s: Index: 581 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| +execution time of: 1.1618e-04s: Index: 446 | Max_nodes: 189 | 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Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 3| +execution time of: 1.2437e-04s: Index: 526 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 2| +execution time of: 1.2437e-04s: Index: 233 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| +execution time of: 1.2441e-04s: Index: 513 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| +execution time of: 1.2441e-04s: Index: 405 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| +execution time of: 1.2444e-04s: Index: 167 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| +execution time of: 1.2445e-04s: Index: 678 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| +execution time of: 1.2448e-04s: Index: 617 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| +execution time of: 1.2448e-04s: Index: 392 | Max_nodes: 189 | 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Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| +execution time of: 1.2658e-04s: Index: 509 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 2| +execution time of: 1.2665e-04s: Index: 287 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| +execution time of: 1.2668e-04s: Index: 298 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| +execution time of: 1.2669e-04s: Index: 511 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 3| +execution time of: 1.2670e-04s: Index: 165 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| +execution time of: 1.2675e-04s: Index: 343 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 3| +execution time of: 1.2676e-04s: Index: 419 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| +execution time of: 1.2676e-04s: Index: 214 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 2| +execution time of: 1.2678e-04s: Index: 522 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| +execution time of: 1.2686e-04s: Index: 200 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| +execution time of: 1.2691e-04s: Index: 318 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 5| +execution time of: 1.2692e-04s: Index: 234 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 3| +execution time of: 1.2694e-04s: Index: 530 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| +execution time of: 1.2694e-04s: Index: 552 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| +execution time of: 1.2698e-04s: Index: 159 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| +execution time of: 1.2699e-04s: Index: 160 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| +execution time of: 1.2699e-04s: Index: 349 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| +execution time of: 1.2703e-04s: Index: 206 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| +execution time of: 1.2705e-04s: Index: 301 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| +execution time of: 1.2706e-04s: Index: 279 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| +execution time of: 1.2712e-04s: Index: 642 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| +execution time of: 1.2712e-04s: Index: 338 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| +execution time of: 1.2716e-04s: Index: 610 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 3| +execution time of: 1.2718e-04s: Index: 616 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| +execution time of: 1.2723e-04s: Index: 229 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2| +execution time of: 1.2725e-04s: Index: 191 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| +execution time of: 1.2732e-04s: Index: 398 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| +execution time of: 1.2737e-04s: Index: 207 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| +execution time of: 1.2738e-04s: Index: 389 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| +execution time of: 1.2741e-04s: Index: 205 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| +execution time of: 1.2743e-04s: Index: 184 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| +execution time of: 1.2744e-04s: Index: 410 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| +execution time of: 1.2745e-04s: Index: 649 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 3| +execution time of: 1.2746e-04s: Index: 412 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4| +execution time of: 1.2747e-04s: Index: 272 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| +execution time of: 1.2748e-04s: Index: 227 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| +execution time of: 1.2749e-04s: Index: 490 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| +execution time of: 1.2751e-04s: Index: 342 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 4| +execution time of: 1.2752e-04s: Index: 383 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| +execution time of: 1.2755e-04s: Index: 224 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| +execution time of: 1.2758e-04s: Index: 157 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| +execution time of: 1.2761e-04s: Index: 181 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| +execution time of: 1.2764e-04s: Index: 529 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| +execution time of: 1.2770e-04s: Index: 228 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 4| +execution time of: 1.2770e-04s: Index: 323 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| +execution time of: 1.2771e-04s: Index: 650 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| +execution time of: 1.2773e-04s: Index: 158 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| +execution time of: 1.2777e-04s: Index: 651 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| +execution time of: 1.2778e-04s: Index: 188 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 4| +execution time of: 1.2782e-04s: Index: 629 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| +execution time of: 1.2786e-04s: Index: 182 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| +execution time of: 1.2790e-04s: Index: 528 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| +execution time of: 1.2791e-04s: Index: 314 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| +execution time of: 1.2793e-04s: Index: 628 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 3| +execution time of: 1.2795e-04s: Index: 295 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 4| +execution time of: 1.2796e-04s: Index: 396 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| +execution time of: 1.2799e-04s: Index: 489 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1| +execution time of: 1.2803e-04s: Index: 375 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| +execution time of: 1.2806e-04s: Index: 626 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| +execution time of: 1.2807e-04s: Index: 178 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| +execution time of: 1.2811e-04s: Index: 319 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 3| +execution time of: 1.2821e-04s: Index: 637 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 2| +execution time of: 1.2821e-04s: Index: 321 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| +execution time of: 1.2822e-04s: Index: 290 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| +execution time of: 1.2827e-04s: Index: 499 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| +execution time of: 1.2829e-04s: Index: 189 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 0| +execution time of: 1.2831e-04s: Index: 280 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| +execution time of: 1.2832e-04s: Index: 337 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| +execution time of: 1.2833e-04s: Index: 164 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| +execution time of: 1.2833e-04s: Index: 315 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| +execution time of: 1.2833e-04s: Index: 399 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| +execution time of: 1.2835e-04s: Index: 608 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| +execution time of: 1.2835e-04s: Index: 391 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| +execution time of: 1.2840e-04s: Index: 210 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| +execution time of: 1.2841e-04s: Index: 204 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| +execution time of: 1.2842e-04s: Index: 190 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 2| +execution time of: 1.2843e-04s: Index: 614 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4| +execution time of: 1.2843e-04s: Index: 654 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4| +execution time of: 1.2848e-04s: Index: 388 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| +execution time of: 1.2853e-04s: Index: 397 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 2| +execution time of: 1.2854e-04s: Index: 517 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| +execution time of: 1.2857e-04s: Index: 631 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 3| +execution time of: 1.2861e-04s: Index: 180 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| +execution time of: 1.2873e-04s: Index: 506 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| +execution time of: 1.2882e-04s: Index: 508 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 3| +execution time of: 1.2886e-04s: Index: 634 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| +execution time of: 1.2887e-04s: Index: 495 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 1| +execution time of: 1.2888e-04s: Index: 202 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| +execution time of: 1.2889e-04s: Index: 316 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| +execution time of: 1.2891e-04s: Index: 251 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| +execution time of: 1.2897e-04s: Index: 273 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +execution time of: 1.2901e-04s: Index: 632 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| +execution time of: 1.2905e-04s: Index: 153 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +execution time of: 1.2906e-04s: Index: 163 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| +execution time of: 1.2907e-04s: Index: 255 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +execution time of: 1.2908e-04s: Index: 274 | Max_nodes: 189 | 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Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| +execution time of: 1.2932e-04s: Index: 376 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2| +execution time of: 1.2936e-04s: Index: 223 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 3| +execution time of: 1.2938e-04s: Index: 510 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| +execution time of: 1.2940e-04s: Index: 166 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 3| +execution time of: 1.2941e-04s: Index: 370 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 4| +execution time of: 1.2942e-04s: Index: 408 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| +execution time of: 1.2942e-04s: Index: 187 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| +execution time of: 1.2942e-04s: Index: 289 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| +execution time of: 1.2946e-04s: Index: 402 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 4| +execution time of: 1.2952e-04s: Index: 117 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| +execution time of: 1.2953e-04s: Index: 201 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| +execution time of: 1.2956e-04s: Index: 336 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| +execution time of: 1.2957e-04s: Index: 374 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 5| +execution time of: 1.2958e-04s: Index: 409 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| +execution time of: 1.2960e-04s: Index: 282 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| +execution time of: 1.2961e-04s: Index: 271 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| +execution time of: 1.2963e-04s: Index: 183 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| +execution time of: 1.2966e-04s: Index: 607 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3| +execution time of: 1.2967e-04s: Index: 261 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| +execution time of: 1.2971e-04s: Index: 198 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| +execution time of: 1.2972e-04s: Index: 604 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| +execution time of: 1.2977e-04s: Index: 501 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| +execution time of: 1.2977e-04s: Index: 369 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 1| +execution time of: 1.2978e-04s: Index: 173 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| +execution time of: 1.2979e-04s: Index: 484 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| +execution time of: 1.2979e-04s: Index: 283 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| +execution time of: 1.2980e-04s: Index: 493 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2| +execution time of: 1.2988e-04s: Index: 119 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| +execution time of: 1.2988e-04s: Index: 703 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| +execution time of: 1.2988e-04s: Index: 414 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| +execution time of: 1.2992e-04s: Index: 186 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| +execution time of: 1.2993e-04s: Index: 386 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| +execution time of: 1.2998e-04s: Index: 612 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4| +execution time of: 1.2998e-04s: Index: 197 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| +execution time of: 1.2998e-04s: Index: 365 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +execution time of: 1.3002e-04s: Index: 496 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 2| +execution time of: 1.3007e-04s: Index: 294 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| +execution time of: 1.3016e-04s: Index: 288 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| +execution time of: 1.3019e-04s: Index: 276 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| +execution time of: 1.3020e-04s: Index: 605 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 2| +execution time of: 1.3023e-04s: Index: 95 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| +execution time of: 1.3028e-04s: Index: 505 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 3| +execution time of: 1.3030e-04s: Index: 152 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| +execution time of: 1.3031e-04s: Index: 387 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 2| +execution time of: 1.3036e-04s: Index: 368 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| +execution time of: 1.3038e-04s: Index: 175 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| +execution time of: 1.3067e-04s: Index: 269 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| +execution time of: 1.3069e-04s: Index: 162 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| +execution time of: 1.3069e-04s: Index: 312 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| +execution time of: 1.3070e-04s: Index: 613 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| +execution time of: 1.3070e-04s: Index: 270 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| +execution time of: 1.3072e-04s: Index: 174 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| +execution time of: 1.3072e-04s: Index: 277 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| +execution time of: 1.3073e-04s: Index: 236 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| +execution time of: 1.3096e-04s: Index: 171 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| +execution time of: 1.3096e-04s: Index: 292 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 4| +execution time of: 1.3098e-04s: Index: 313 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3| +execution time of: 1.3100e-04s: Index: 225 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| +execution time of: 1.3102e-04s: Index: 606 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4| +execution time of: 1.3104e-04s: Index: 620 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| +execution time of: 1.3106e-04s: Index: 196 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| +execution time of: 1.3108e-04s: Index: 199 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 3| +execution time of: 1.3120e-04s: Index: 603 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2| +execution time of: 1.3128e-04s: Index: 516 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| +execution time of: 1.3129e-04s: Index: 500 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 3| +execution time of: 1.3130e-04s: Index: 262 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| +execution time of: 1.3134e-04s: Index: 492 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| +execution time of: 1.3134e-04s: Index: 671 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +execution time of: 1.3134e-04s: Index: 600 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +execution time of: 1.3136e-04s: Index: 624 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| +execution time of: 1.3141e-04s: Index: 483 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| +execution time of: 1.3141e-04s: Index: 156 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| +execution time of: 1.3147e-04s: Index: 498 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| +execution time of: 1.3159e-04s: Index: 267 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| +execution time of: 1.3164e-04s: Index: 481 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 3| +execution time of: 1.3166e-04s: Index: 488 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| +execution time of: 1.3169e-04s: Index: 507 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 2| +execution time of: 1.3172e-04s: Index: 265 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +execution time of: 1.3177e-04s: Index: 647 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 0| +execution time of: 1.3179e-04s: Index: 363 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +execution time of: 1.3181e-04s: Index: 382 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2| +execution time of: 1.3183e-04s: Index: 480 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +execution time of: 1.3184e-04s: Index: 219 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| +execution time of: 1.3184e-04s: Index: 221 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| +execution time of: 1.3191e-04s: Index: 220 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| +execution time of: 1.3192e-04s: Index: 362 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| +execution time of: 1.3192e-04s: Index: 601 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| +execution time of: 1.3194e-04s: Index: 618 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| +execution time of: 1.3196e-04s: Index: 250 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| +execution time of: 1.3200e-04s: Index: 170 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| +execution time of: 1.3200e-04s: Index: 259 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| +execution time of: 1.3204e-04s: Index: 268 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| +execution time of: 1.3215e-04s: Index: 254 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| +execution time of: 1.3216e-04s: Index: 222 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| +execution time of: 1.3219e-04s: Index: 266 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| +execution time of: 1.3224e-04s: Index: 176 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| +execution time of: 1.3227e-04s: Index: 672 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| +execution time of: 1.3227e-04s: Index: 71 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| +execution time of: 1.3230e-04s: Index: 195 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| +execution time of: 1.3231e-04s: Index: 151 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| +execution time of: 1.3236e-04s: Index: 487 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3| +execution time of: 1.3237e-04s: Index: 65 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| +execution time of: 1.3238e-04s: Index: 47 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| +execution time of: 1.3239e-04s: Index: 248 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +execution time of: 1.3244e-04s: Index: 177 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| +execution time of: 1.3247e-04s: Index: 107 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| +execution time of: 1.3250e-04s: Index: 372 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| +execution time of: 1.3266e-04s: Index: 609 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| +execution time of: 1.3268e-04s: Index: 35 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| +execution time of: 1.3270e-04s: Index: 91 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| +execution time of: 1.3271e-04s: Index: 384 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| +execution time of: 1.3282e-04s: Index: 390 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| +execution time of: 1.3282e-04s: Index: 150 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| +execution time of: 1.3284e-04s: Index: 45 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| +execution time of: 1.3291e-04s: Index: 673 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| +execution time of: 1.3301e-04s: Index: 258 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| +execution time of: 1.3305e-04s: Index: 364 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| +execution time of: 1.3306e-04s: Index: 482 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| +execution time of: 1.3316e-04s: Index: 256 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| +execution time of: 1.3317e-04s: Index: 137 | Max_nodes: 189 | 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Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| +execution time of: 1.3360e-04s: Index: 193 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| +execution time of: 1.3361e-04s: Index: 59 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| +execution time of: 1.3363e-04s: Index: 105 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| +execution time of: 1.3364e-04s: Index: 246 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +execution time of: 1.3375e-04s: Index: 23 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +execution time of: 1.3377e-04s: Index: 619 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2| +execution time of: 1.3377e-04s: Index: 115 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| +execution time of: 1.3380e-04s: Index: 112 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| +execution time of: 1.3395e-04s: Index: 242 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +execution time of: 1.3396e-04s: Index: 89 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| +execution time of: 1.3398e-04s: Index: 57 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| +execution time of: 1.3402e-04s: Index: 367 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| +execution time of: 1.3407e-04s: Index: 148 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| +execution time of: 1.3407e-04s: Index: 136 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +execution time of: 1.3409e-04s: Index: 129 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +execution time of: 1.3411e-04s: Index: 245 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +execution time of: 1.3417e-04s: Index: 252 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +execution time of: 1.3425e-04s: Index: 217 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| +execution time of: 1.3425e-04s: Index: 94 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2| +execution time of: 1.3429e-04s: Index: 168 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| +execution time of: 1.3446e-04s: Index: 118 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| +execution time of: 1.3462e-04s: Index: 146 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| +execution time of: 1.3471e-04s: Index: 141 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +execution time of: 1.3472e-04s: Index: 39 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +execution time of: 1.3473e-04s: Index: 172 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| +execution time of: 1.3478e-04s: Index: 253 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| +execution time of: 1.3481e-04s: Index: 378 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 4| +execution time of: 1.3490e-04s: Index: 86 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| +execution time of: 1.3491e-04s: Index: 109 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| +execution time of: 1.3500e-04s: Index: 41 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| +execution time of: 1.3502e-04s: Index: 192 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| +execution time of: 1.3511e-04s: Index: 247 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| +execution time of: 1.3513e-04s: Index: 33 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +execution time of: 1.3515e-04s: Index: 63 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| +execution time of: 1.3525e-04s: Index: 114 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| +execution time of: 1.3525e-04s: Index: 130 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +execution time of: 1.3527e-04s: Index: 40 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| +execution time of: 1.3532e-04s: Index: 135 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +execution time of: 1.3539e-04s: Index: 630 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| +execution time of: 1.3539e-04s: Index: 140 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +execution time of: 1.3547e-04s: Index: 361 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +execution time of: 1.3551e-04s: Index: 264 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +execution time of: 1.3567e-04s: Index: 240 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +execution time of: 1.3571e-04s: Index: 34 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| +execution time of: 1.3574e-04s: Index: 68 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| +execution time of: 1.3574e-04s: Index: 241 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +execution time of: 1.3578e-04s: Index: 218 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| +execution time of: 1.3578e-04s: Index: 90 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| +execution time of: 1.3580e-04s: Index: 243 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +execution time of: 1.3588e-04s: Index: 84 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| +execution time of: 1.3590e-04s: Index: 62 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| +execution time of: 1.3591e-04s: Index: 132 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +execution time of: 1.3593e-04s: Index: 61 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| +execution time of: 1.3594e-04s: Index: 106 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| +execution time of: 1.3596e-04s: Index: 101 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| +execution time of: 1.3601e-04s: Index: 11 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +execution time of: 1.3602e-04s: Index: 67 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| +execution time of: 1.3602e-04s: Index: 82 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| +execution time of: 1.3616e-04s: Index: 360 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +execution time of: 1.3616e-04s: Index: 21 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +execution time of: 1.3617e-04s: Index: 144 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +execution time of: 1.3620e-04s: Index: 92 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3| +execution time of: 1.3621e-04s: Index: 56 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| +execution time of: 1.3622e-04s: Index: 81 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| +execution time of: 1.3625e-04s: Index: 103 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| +execution time of: 1.3626e-04s: Index: 55 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| +execution time of: 1.3627e-04s: Index: 83 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| +execution time of: 1.3631e-04s: Index: 113 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| +execution time of: 1.3635e-04s: Index: 145 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +execution time of: 1.3639e-04s: Index: 58 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| +execution time of: 1.3646e-04s: Index: 79 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| +execution time of: 1.3648e-04s: Index: 100 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| +execution time of: 1.3649e-04s: Index: 75 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| +execution time of: 1.3652e-04s: Index: 143 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +execution time of: 1.3662e-04s: Index: 625 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3| +execution time of: 1.3666e-04s: Index: 123 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +execution time of: 1.3670e-04s: Index: 116 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 3| +execution time of: 1.3675e-04s: Index: 5 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +execution time of: 1.3680e-04s: Index: 64 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| +execution time of: 1.3685e-04s: Index: 108 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| +execution time of: 1.3687e-04s: Index: 19 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +execution time of: 1.3694e-04s: Index: 26 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +execution time of: 1.3696e-04s: Index: 127 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +execution time of: 1.3705e-04s: Index: 110 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 4| +execution time of: 1.3706e-04s: Index: 486 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +execution time of: 1.3709e-04s: Index: 379 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| +execution time of: 1.3714e-04s: Index: 36 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +execution time of: 1.3715e-04s: Index: 29 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +execution time of: 1.3720e-04s: Index: 78 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +execution time of: 1.3721e-04s: Index: 52 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| +execution time of: 1.3725e-04s: Index: 77 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| +execution time of: 1.3727e-04s: Index: 260 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 4| +execution time of: 1.3729e-04s: Index: 70 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| +execution time of: 1.3735e-04s: Index: 38 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| +execution time of: 1.3745e-04s: Index: 104 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| +execution time of: 1.3747e-04s: Index: 85 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| +execution time of: 1.3750e-04s: Index: 54 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +execution time of: 1.3755e-04s: Index: 128 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +execution time of: 1.3758e-04s: Index: 60 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| +execution time of: 1.3763e-04s: Index: 20 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +execution time of: 1.3769e-04s: Index: 102 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| +execution time of: 1.3777e-04s: Index: 138 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +execution time of: 1.3788e-04s: Index: 15 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +execution time of: 1.3789e-04s: Index: 80 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| +execution time of: 1.3793e-04s: Index: 139 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +execution time of: 1.3795e-04s: Index: 235 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| +execution time of: 1.3797e-04s: Index: 17 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +execution time of: 1.3799e-04s: Index: 120 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +execution time of: 1.3801e-04s: Index: 53 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +execution time of: 1.3802e-04s: Index: 28 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +execution time of: 1.3813e-04s: Index: 27 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +execution time of: 1.3814e-04s: Index: 99 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| +execution time of: 1.3820e-04s: Index: 66 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| +execution time of: 1.3826e-04s: Index: 124 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +execution time of: 1.3833e-04s: Index: 6 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +execution time of: 1.3840e-04s: Index: 46 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| +execution time of: 1.3845e-04s: Index: 43 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| +execution time of: 1.3846e-04s: Index: 76 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| +execution time of: 1.3848e-04s: Index: 42 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| +execution time of: 1.3852e-04s: Index: 73 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| +execution time of: 1.3852e-04s: Index: 72 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +execution time of: 1.3857e-04s: Index: 22 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +execution time of: 1.3862e-04s: Index: 74 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| +execution time of: 1.3863e-04s: Index: 25 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +execution time of: 1.3865e-04s: Index: 1 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +execution time of: 1.3865e-04s: Index: 44 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| +execution time of: 1.3871e-04s: Index: 121 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +execution time of: 1.3888e-04s: Index: 126 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +execution time of: 1.3895e-04s: Index: 14 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +execution time of: 1.3902e-04s: Index: 244 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +execution time of: 1.3908e-04s: Index: 13 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +execution time of: 1.3910e-04s: Index: 16 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +execution time of: 1.3919e-04s: Index: 8 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +execution time of: 1.3921e-04s: Index: 2 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +execution time of: 1.3922e-04s: Index: 96 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +execution time of: 1.3927e-04s: Index: 31 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| +execution time of: 1.3929e-04s: Index: 98 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| +execution time of: 1.3932e-04s: Index: 49 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +execution time of: 1.3934e-04s: Index: 30 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +execution time of: 1.3936e-04s: Index: 9 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +execution time of: 1.3955e-04s: Index: 10 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +execution time of: 1.3956e-04s: Index: 37 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| +execution time of: 1.3957e-04s: Index: 142 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +execution time of: 1.3958e-04s: Index: 88 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| +execution time of: 1.3966e-04s: Index: 12 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +execution time of: 1.3973e-04s: Index: 50 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| +execution time of: 1.3979e-04s: Index: 97 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| +execution time of: 1.3992e-04s: Index: 133 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +execution time of: 1.4028e-04s: Index: 7 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +execution time of: 1.4068e-04s: Index: 32 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +execution time of: 1.4096e-04s: Index: 0 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +execution time of: 1.4099e-04s: Index: 48 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +execution time of: 1.4103e-04s: Index: 69 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| +execution time of: 1.4117e-04s: Index: 681 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| +execution time of: 1.4129e-04s: Index: 18 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +execution time of: 1.4142e-04s: Index: 51 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +execution time of: 1.4166e-04s: Index: 134 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +execution time of: 1.4172e-04s: Index: 122 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +execution time of: 1.4177e-04s: Index: 4 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +execution time of: 1.4193e-04s: Index: 3 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +execution time of: 1.4268e-04s: Index: 707 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +execution time of: 1.4329e-04s: Index: 284 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| +execution time of: 1.4434e-04s: Index: 643 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| +execution time of: 1.4491e-04s: Index: 87 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| +execution time of: 1.4833e-04s: Index: 668 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| +execution time of: 1.5394e-04s: Index: 686 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +execution time of: 1.5598e-04s: Index: 648 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| +execution time of: 1.6507e-04s: Index: 638 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| +execution time of: 1.7381e-04s: Index: 366 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +execution time of: 1.7792e-04s: Index: 341 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| +execution time of: 2.4859e-04s: Index: 450 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| +execution time of: 2.6081e-04s: Index: 154 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| +execution time of: 2.7617e-04s: Index: 93 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/twolocalrandom_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/twolocalrandom_indep_qiskit_controls.txt new file mode 100644 index 00000000..09903bc7 --- /dev/null +++ b/test/BenchmarkQuasm/results/twolocalrandom_indep_qiskit_controls.txt @@ -0,0 +1,399 @@ +Start Simulation of twolocalrandom_indep_qiskit_2__________________________________________________ + + i: 0 1 + 1: ry | p: (4.84635) + 2: | ry p: (0.130388) + 3: c x + 4: ry | p: (3.98133) + 5: | ry p: (4.70487) + 6: c x + 7: ry | p: (3.13221) + 8: | ry p: (1.41244) + 9: c x +10: ry | p: (1.24447) +11: | ry p: (4.77856) +12:======== +13: 0 | +14: | 1 + o: 0 1 +Q: 0 w: 3 | Q: 1 w: 1 | +Computed Permutation: ................0 -> 1|1 -> 0| +Original Permutation: ................0 -> 0|1 -> 1| +Identity Duration: 5.6225e-06s............................. +Permuted Duration: 4.7325e-06s............................. +Identity active_nodes: 3 ...................................... +Permuted active_nodes: 3 ...................................... +Identity max_nodes: 9 ...................................... +Permuted max_nodes: 9 ...................................... +________________________________________________________________________________________________ + +Start Simulation of twolocalrandom_indep_qiskit_3__________________________________________________ + +.i:...0...1...2 +.1:..ry...|...| p: (4.8464e+00) +.2:...|..ry...| p: (1.3039e-01) +.3:...c...x...| +.4:...|...|..ry p: (3.9813e+00) +.5:...c...|...x +.6:..ry...|...| p: (4.7049e+00) +.7:...|...c...x +.8:...|..ry...| p: (3.1322e+00) +.9:...c...x...| +10:...|...|..ry p: (1.4124e+00) +11:...c...|...x +12:..ry...|...| p: (1.2445e+00) +13:...|...c...x +14:...|..ry...| p: (4.7786e+00) +15:...c...x...| +16:...|...|..ry p: (1.0626e+00) +17:...c...|...x +18:..ry...|...| p: (5.5506e-01) +19:...|...c...x +20:...|..ry...| p: (4.3062e+00) +21:...|...|..ry p: (5.9903e+00) +22:============ +23:...0...|...| +24:...|...1...| +25:...|...|...2 +.o:...0...1...2 +Q: 0 w: 4 | Q: 1 w: 3 | Q: 2 w: 1 | +Computed Permutation: .........0 -> 2|1 -> 1|2 -> 0| +Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Identity Duration: 1.8165e-05s............................. +Permuted Duration: 1.4615e-05s............................. +Identity active_nodes: 7 ...................................... +Permuted active_nodes: 7 ...................................... +Identity max_nodes: 21 ...................................... +Permuted max_nodes: 21 ...................................... +________________________________________________________________________________________________ + +Start Simulation of twolocalrandom_indep_qiskit_4__________________________________________________ + +.i:...0...1...2...3 +.1:..ry...|...|...| p: (4.8464e+00) +.2:...|..ry...|...| p: (1.3039e-01) +.3:...c...x...|...| +.4:...|...|..ry...| p: (3.9813e+00) +.5:...c...|...x...| +.6:...|...c...x...| +.7:...|...|...|..ry p: (4.7049e+00) +.8:...c...|...|...x +.9:..ry...|...|...| p: (3.1322e+00) +10:...|...c...|...x +11:...|..ry...|...| p: (1.4124e+00) +12:...c...x...|...| +13:...|...|...c...x +14:...|...|..ry...| p: (1.2445e+00) +15:...c...|...x...| +16:...|...c...x...| +17:...|...|...|..ry p: (4.7786e+00) +18:...c...|...|...x +19:..ry...|...|...| p: (1.0626e+00) +20:...|...c...|...x +21:...|..ry...|...| p: (5.5506e-01) +22:...c...x...|...| +23:...|...|...c...x +24:...|...|..ry...| p: (4.3062e+00) +25:...c...|...x...| +26:...|...c...x...| +27:...|...|...|..ry p: (5.9903e+00) +28:...c...|...|...x +29:..ry...|...|...| p: (2.4808e-02) +30:...|...c...|...x +31:...|..ry...|...| p: (3.2182e+00) +32:...|...|...c...x +33:...|...|..ry...| p: (5.1058e+00) +34:...|...|...|..ry p: (3.8486e+00) +35:================ +36:...0...|...|...| +37:...|...1...|...| +38:...|...|...2...| +39:...|...|...|...3 +.o:...0...1...2...3 +Q: 0 w: 5 | Q: 1 w: 4 | Q: 2 w: 3 | Q: 3 w: 1 | +Computed Permutation: ..0 -> 3|1 -> 2|2 -> 1|3 -> 0| +Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Identity Duration: 3.1458e-05s............................. +Permuted Duration: 2.5180e-05s............................. +Identity active_nodes: 15 ...................................... +Permuted active_nodes: 15 ...................................... +Identity max_nodes: 45 ...................................... +Permuted max_nodes: 45 ...................................... +________________________________________________________________________________________________ + +Start Simulation of twolocalrandom_indep_qiskit_5__________________________________________________ + +.i:...0...1...2...3...4 +.1:..ry...|...|...|...| p: (4.8464e+00) +.2:...|..ry...|...|...| p: (1.3039e-01) +.3:...c...x...|...|...| +.4:...|...|..ry...|...| p: (3.9813e+00) +.5:...c...|...x...|...| +.6:...|...c...x...|...| +.7:...|...|...|..ry...| p: (4.7049e+00) +.8:...c...|...|...x...| +.9:...|...c...|...x...| +10:...|...|...c...x...| +11:...|...|...|...|..ry p: (3.1322e+00) +12:...c...|...|...|...x +13:..ry...|...|...|...| p: (1.4124e+00) +14:...|...c...|...|...x +15:...|..ry...|...|...| p: (1.2445e+00) +16:...c...x...|...|...| +17:...|...|...c...|...x +18:...|...|..ry...|...| p: (4.7786e+00) +19:...c...|...x...|...| +20:...|...c...x...|...| +21:...|...|...|...c...x +22:...|...|...|..ry...| p: (1.0626e+00) +23:...c...|...|...x...| +24:...|...c...|...x...| +25:...|...|...c...x...| +26:...|...|...|...|..ry p: (5.5506e-01) +27:...c...|...|...|...x +28:..ry...|...|...|...| p: (4.3062e+00) +29:...|...c...|...|...x +30:...|..ry...|...|...| p: (5.9903e+00) +31:...c...x...|...|...| +32:...|...|...c...|...x +33:...|...|..ry...|...| p: (2.4808e-02) +34:...c...|...x...|...| +35:...|...c...x...|...| +36:...|...|...|...c...x +37:...|...|...|..ry...| p: (3.2182e+00) +38:...c...|...|...x...| +39:...|...c...|...x...| +40:...|...|...c...x...| +41:...|...|...|...|..ry p: (5.1058e+00) +42:...c...|...|...|...x +43:..ry...|...|...|...| p: (3.8486e+00) +44:...|...c...|...|...x +45:...|..ry...|...|...| p: (4.5349e+00) +46:...|...|...c...|...x +47:...|...|..ry...|...| p: (1.8339e+00) +48:...|...|...|...c...x +49:...|...|...|..ry...| p: (5.7665e+00) +50:...|...|...|...|..ry p: (4.4898e+00) +51:==================== +52:...0...|...|...|...| +53:...|...1...|...|...| +54:...|...|...2...|...| +55:...|...|...|...3...| +56:...|...|...|...|...4 +.o:...0...1...2...3...4 +Q: 0 w: 6 | Q: 1 w: 5 | Q: 2 w: 4 | Q: 3 w: 3 | Q: 4 w: 1 | +Computed Permutation: 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Identity Duration: 6.7263e-05s............................. +Permuted Duration: 5.3791e-05s............................. +Identity active_nodes: 31 ...................................... +Permuted active_nodes: 31 ...................................... +Identity max_nodes: 93 ...................................... +Permuted max_nodes: 93 ...................................... +________________________________________________________________________________________________ + +Start Simulation of twolocalrandom_indep_qiskit_6__________________________________________________ + +.i:...0...1...2...3...4...5 +.1:..ry...|...|...|...|...| p: (4.8464e+00) +.2:...|..ry...|...|...|...| p: (1.3039e-01) +.3:...c...x...|...|...|...| +.4:...|...|..ry...|...|...| p: (3.9813e+00) +.5:...c...|...x...|...|...| +.6:...|...c...x...|...|...| +.7:...|...|...|..ry...|...| p: (4.7049e+00) +.8:...c...|...|...x...|...| +.9:...|...c...|...x...|...| +10:...|...|...c...x...|...| +11:...|...|...|...|..ry...| p: (3.1322e+00) +12:...c...|...|...|...x...| +13:...|...c...|...|...x...| +14:...|...|...c...|...x...| +15:...|...|...|...c...x...| +16:...|...|...|...|...|..ry p: (1.4124e+00) +17:...c...|...|...|...|...x +18:..ry...|...|...|...|...| p: (1.2445e+00) +19:...|...c...|...|...|...x +20:...|..ry...|...|...|...| p: (4.7786e+00) +21:...c...x...|...|...|...| +22:...|...|...c...|...|...x +23:...|...|..ry...|...|...| p: (1.0626e+00) +24:...c...|...x...|...|...| +25:...|...c...x...|...|...| +26:...|...|...|...c...|...x +27:...|...|...|..ry...|...| p: (5.5506e-01) +28:...c...|...|...x...|...| +29:...|...c...|...x...|...| +30:...|...|...c...x...|...| +31:...|...|...|...|...c...x +32:...|...|...|...|..ry...| p: (4.3062e+00) +33:...c...|...|...|...x...| +34:...|...c...|...|...x...| +35:...|...|...c...|...x...| +36:...|...|...|...c...x...| +37:...|...|...|...|...|..ry p: (5.9903e+00) +38:...c...|...|...|...|...x +39:..ry...|...|...|...|...| p: (2.4808e-02) +40:...|...c...|...|...|...x +41:...|..ry...|...|...|...| p: (3.2182e+00) +42:...c...x...|...|...|...| +43:...|...|...c...|...|...x +44:...|...|..ry...|...|...| p: (5.1058e+00) +45:...c...|...x...|...|...| +46:...|...c...x...|...|...| +47:...|...|...|...c...|...x +48:...|...|...|..ry...|...| p: (3.8486e+00) +49:...c...|...|...x...|...| +50:...|...c...|...x...|...| +51:...|...|...c...x...|...| +52:...|...|...|...|...c...x +53:...|...|...|...|..ry...| p: (4.5349e+00) +54:...c...|...|...|...x...| +55:...|...c...|...|...x...| +56:...|...|...c...|...x...| +57:...|...|...|...c...x...| +58:...|...|...|...|...|..ry p: (1.8339e+00) +59:...c...|...|...|...|...x +60:..ry...|...|...|...|...| p: (5.7665e+00) +61:...|...c...|...|...|...x +62:...|..ry...|...|...|...| p: (4.4898e+00) +63:...|...|...c...|...|...x +64:...|...|..ry...|...|...| p: (3.4089e+00) +65:...|...|...|...c...|...x +66:...|...|...|..ry...|...| p: (8.9328e-01) +67:...|...|...|...|...c...x +68:...|...|...|...|..ry...| p: (2.3458e+00) +69:...|...|...|...|...|..ry p: (4.2357e+00) +70:======================== +71:...0...|...|...|...|...| +72:...|...1...|...|...|...| +73:...|...|...2...|...|...| +74:...|...|...|...3...|...| +75:...|...|...|...|...4...| +76:...|...|...|...|...|...5 +.o:...0...1...2...3...4...5 +Q: 0 w: 7 | Q: 1 w: 6 | Q: 2 w: 5 | Q: 3 w: 4 | Q: 4 w: 3 | Q: 5 w: 1 | +Computed Permutation: 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Identity Duration: 1.4715e-04s............................. +Permuted Duration: 1.1512e-04s............................. +Identity active_nodes: 63 ...................................... +Permuted active_nodes: 63 ...................................... +Identity max_nodes: 189...................................... +Permuted max_nodes: 189...................................... +________________________________________________________________________________________________ + +Start Simulation of twolocalrandom_indep_qiskit_7__________________________________________________ + +.i:...0...1...2...3...4...5...6 +.1:..ry...|...|...|...|...|...| p: (4.8464e+00) +.2:...|..ry...|...|...|...|...| p: (1.3039e-01) +.3:...c...x...|...|...|...|...| +.4:...|...|..ry...|...|...|...| p: (3.9813e+00) +.5:...c...|...x...|...|...|...| +.6:...|...c...x...|...|...|...| +.7:...|...|...|..ry...|...|...| p: (4.7049e+00) +.8:...c...|...|...x...|...|...| +.9:...|...c...|...x...|...|...| +10:...|...|...c...x...|...|...| +11:...|...|...|...|..ry...|...| p: (3.1322e+00) +12:...c...|...|...|...x...|...| +13:...|...c...|...|...x...|...| +14:...|...|...c...|...x...|...| +15:...|...|...|...c...x...|...| +16:...|...|...|...|...|..ry...| p: (1.4124e+00) +17:...c...|...|...|...|...x...| +18:...|...c...|...|...|...x...| +19:...|...|...c...|...|...x...| +20:...|...|...|...c...|...x...| +21:...|...|...|...|...c...x...| +22:...|...|...|...|...|...|..ry p: (1.2445e+00) +23:...c...|...|...|...|...|...x +24:..ry...|...|...|...|...|...| p: (4.7786e+00) +25:...|...c...|...|...|...|...x +26:...|..ry...|...|...|...|...| p: (1.0626e+00) +27:...c...x...|...|...|...|...| +28:...|...|...c...|...|...|...x +29:...|...|..ry...|...|...|...| p: (5.5506e-01) +30:...c...|...x...|...|...|...| +31:...|...c...x...|...|...|...| +32:...|...|...|...c...|...|...x +33:...|...|...|..ry...|...|...| p: (4.3062e+00) +34:...c...|...|...x...|...|...| +35:...|...c...|...x...|...|...| +36:...|...|...c...x...|...|...| +37:...|...|...|...|...c...|...x +38:...|...|...|...|..ry...|...| p: (5.9903e+00) +39:...c...|...|...|...x...|...| +40:...|...c...|...|...x...|...| +41:...|...|...c...|...x...|...| +42:...|...|...|...c...x...|...| +43:...|...|...|...|...|...c...x +44:...|...|...|...|...|..ry...| p: (2.4808e-02) +45:...c...|...|...|...|...x...| +46:...|...c...|...|...|...x...| +47:...|...|...c...|...|...x...| +48:...|...|...|...c...|...x...| +49:...|...|...|...|...c...x...| +50:...|...|...|...|...|...|..ry p: (3.2182e+00) +51:...c...|...|...|...|...|...x +52:..ry...|...|...|...|...|...| p: (5.1058e+00) +53:...|...c...|...|...|...|...x +54:...|..ry...|...|...|...|...| p: (3.8486e+00) +55:...c...x...|...|...|...|...| +56:...|...|...c...|...|...|...x +57:...|...|..ry...|...|...|...| p: (4.5349e+00) +58:...c...|...x...|...|...|...| +59:...|...c...x...|...|...|...| +60:...|...|...|...c...|...|...x +61:...|...|...|..ry...|...|...| p: (1.8339e+00) +62:...c...|...|...x...|...|...| +63:...|...c...|...x...|...|...| +64:...|...|...c...x...|...|...| +65:...|...|...|...|...c...|...x +66:...|...|...|...|..ry...|...| p: (5.7665e+00) +67:...c...|...|...|...x...|...| +68:...|...c...|...|...x...|...| +69:...|...|...c...|...x...|...| +70:...|...|...|...c...x...|...| +71:...|...|...|...|...|...c...x +72:...|...|...|...|...|..ry...| p: (4.4898e+00) +73:...c...|...|...|...|...x...| +74:...|...c...|...|...|...x...| +75:...|...|...c...|...|...x...| +76:...|...|...|...c...|...x...| +77:...|...|...|...|...c...x...| +78:...|...|...|...|...|...|..ry p: (3.4089e+00) +79:...c...|...|...|...|...|...x +80:..ry...|...|...|...|...|...| p: (8.9328e-01) +81:...|...c...|...|...|...|...x +82:...|..ry...|...|...|...|...| p: (2.3458e+00) +83:...|...|...c...|...|...|...x +84:...|...|..ry...|...|...|...| p: (4.2357e+00) +85:...|...|...|...c...|...|...x +86:...|...|...|..ry...|...|...| p: (2.7761e+00) +87:...|...|...|...|...c...|...x +88:...|...|...|...|..ry...|...| p: (2.7270e+00) +89:...|...|...|...|...|...c...x +90:...|...|...|...|...|..ry...| p: (3.8815e+00) +91:...|...|...|...|...|...|..ry p: (3.2241e+00) +92:============================ +93:...0...|...|...|...|...|...| +94:...|...1...|...|...|...|...| +95:...|...|...2...|...|...|...| +96:...|...|...|...3...|...|...| +97:...|...|...|...|...4...|...| +98:...|...|...|...|...|...5...| +99:...|...|...|...|...|...|...6 +.o:...0...1...2...3...4...5...6 +Q: 0 w: 8 | Q: 1 w: 7 | Q: 2 w: 6 | Q: 3 w: 5 | Q: 4 w: 4 | Q: 5 w: 3 | Q: 6 w: 1 | +Computed Permutation: 0 -> 6|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1|6 -> 0| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Identity Duration: 3.0656e-04s............................. +Permuted Duration: 2.3368e-04s............................. +Identity active_nodes: 127...................................... +Permuted active_nodes: 127...................................... +Identity max_nodes: 381...................................... +Permuted max_nodes: 381...................................... +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/twolocalrandom_indep_qiskit_gates.txt b/test/BenchmarkQuasm/results/twolocalrandom_indep_qiskit_gates.txt new file mode 100644 index 00000000..ad76ff22 --- /dev/null +++ b/test/BenchmarkQuasm/results/twolocalrandom_indep_qiskit_gates.txt @@ -0,0 +1,393 @@ +Start Simulation of twolocalrandom_indep_qiskit_2__________________________________________________ + + i: 0 1 + 1: ry | p: (4.84635) + 2: | ry p: (0.130388) + 3: c x + 4: ry | p: (3.98133) + 5: | ry p: (4.70487) + 6: c x + 7: ry | p: (3.13221) + 8: | ry p: (1.41244) + 9: c x +10: ry | p: (1.24447) +11: | ry p: (4.77856) +12:======== +13: 0 | +14: | 1 + o: 0 1 +Computed Permutation: ................0 -> 0|1 -> 1| +Original Permutation: ................0 -> 0|1 -> 1| +Identity Duration: 5.4028e-06s............................. +Permuted Duration: 5.3925e-06s............................. +Identity active_nodes: 3 ...................................... +Permuted active_nodes: 3 ...................................... +Identity max_nodes: 9 ...................................... +Permuted max_nodes: 9 ...................................... +________________________________________________________________________________________________ + +Start Simulation of twolocalrandom_indep_qiskit_3__________________________________________________ + +.i:...0...1...2 +.1:..ry...|...| p: (4.8464e+00) +.2:...|..ry...| p: (1.3039e-01) +.3:...c...x...| +.4:...|...|..ry p: (3.9813e+00) +.5:...c...|...x +.6:..ry...|...| p: (4.7049e+00) +.7:...|...c...x +.8:...|..ry...| p: (3.1322e+00) +.9:...c...x...| +10:...|...|..ry p: (1.4124e+00) +11:...c...|...x +12:..ry...|...| p: (1.2445e+00) +13:...|...c...x +14:...|..ry...| p: (4.7786e+00) +15:...c...x...| +16:...|...|..ry p: (1.0626e+00) +17:...c...|...x +18:..ry...|...| p: (5.5506e-01) +19:...|...c...x +20:...|..ry...| p: (4.3062e+00) +21:...|...|..ry p: (5.9903e+00) +22:============ +23:...0...|...| +24:...|...1...| +25:...|...|...2 +.o:...0...1...2 +Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Identity Duration: 1.7540e-05s............................. +Permuted Duration: 1.7520e-05s............................. +Identity active_nodes: 7 ...................................... +Permuted active_nodes: 7 ...................................... +Identity max_nodes: 21 ...................................... +Permuted max_nodes: 21 ...................................... +________________________________________________________________________________________________ + +Start Simulation of twolocalrandom_indep_qiskit_4__________________________________________________ + +.i:...0...1...2...3 +.1:..ry...|...|...| p: (4.8464e+00) +.2:...|..ry...|...| p: (1.3039e-01) +.3:...c...x...|...| +.4:...|...|..ry...| p: (3.9813e+00) +.5:...c...|...x...| +.6:...|...c...x...| +.7:...|...|...|..ry p: (4.7049e+00) +.8:...c...|...|...x +.9:..ry...|...|...| p: (3.1322e+00) +10:...|...c...|...x +11:...|..ry...|...| p: (1.4124e+00) +12:...c...x...|...| +13:...|...|...c...x +14:...|...|..ry...| p: (1.2445e+00) +15:...c...|...x...| +16:...|...c...x...| +17:...|...|...|..ry p: (4.7786e+00) +18:...c...|...|...x +19:..ry...|...|...| p: (1.0626e+00) +20:...|...c...|...x +21:...|..ry...|...| p: (5.5506e-01) +22:...c...x...|...| +23:...|...|...c...x +24:...|...|..ry...| p: (4.3062e+00) +25:...c...|...x...| +26:...|...c...x...| +27:...|...|...|..ry p: (5.9903e+00) +28:...c...|...|...x +29:..ry...|...|...| p: (2.4808e-02) +30:...|...c...|...x +31:...|..ry...|...| p: (3.2182e+00) +32:...|...|...c...x +33:...|...|..ry...| p: (5.1058e+00) +34:...|...|...|..ry p: (3.8486e+00) +35:================ +36:...0...|...|...| +37:...|...1...|...| +38:...|...|...2...| +39:...|...|...|...3 +.o:...0...1...2...3 +Computed Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Identity Duration: 2.9291e-05s............................. +Permuted Duration: 2.9248e-05s............................. +Identity active_nodes: 15 ...................................... +Permuted active_nodes: 15 ...................................... +Identity max_nodes: 45 ...................................... +Permuted max_nodes: 45 ...................................... +________________________________________________________________________________________________ + +Start Simulation of twolocalrandom_indep_qiskit_5__________________________________________________ + +.i:...0...1...2...3...4 +.1:..ry...|...|...|...| p: (4.8464e+00) +.2:...|..ry...|...|...| p: (1.3039e-01) +.3:...c...x...|...|...| +.4:...|...|..ry...|...| p: (3.9813e+00) +.5:...c...|...x...|...| +.6:...|...c...x...|...| +.7:...|...|...|..ry...| p: (4.7049e+00) +.8:...c...|...|...x...| +.9:...|...c...|...x...| +10:...|...|...c...x...| +11:...|...|...|...|..ry p: (3.1322e+00) +12:...c...|...|...|...x +13:..ry...|...|...|...| p: (1.4124e+00) +14:...|...c...|...|...x +15:...|..ry...|...|...| p: (1.2445e+00) +16:...c...x...|...|...| +17:...|...|...c...|...x +18:...|...|..ry...|...| p: (4.7786e+00) +19:...c...|...x...|...| +20:...|...c...x...|...| +21:...|...|...|...c...x +22:...|...|...|..ry...| p: (1.0626e+00) +23:...c...|...|...x...| +24:...|...c...|...x...| +25:...|...|...c...x...| +26:...|...|...|...|..ry p: (5.5506e-01) +27:...c...|...|...|...x +28:..ry...|...|...|...| p: (4.3062e+00) +29:...|...c...|...|...x +30:...|..ry...|...|...| p: (5.9903e+00) +31:...c...x...|...|...| +32:...|...|...c...|...x +33:...|...|..ry...|...| p: (2.4808e-02) +34:...c...|...x...|...| +35:...|...c...x...|...| +36:...|...|...|...c...x +37:...|...|...|..ry...| p: (3.2182e+00) +38:...c...|...|...x...| +39:...|...c...|...x...| +40:...|...|...c...x...| +41:...|...|...|...|..ry p: (5.1058e+00) +42:...c...|...|...|...x +43:..ry...|...|...|...| p: (3.8486e+00) +44:...|...c...|...|...x +45:...|..ry...|...|...| p: (4.5349e+00) +46:...|...|...c...|...x +47:...|...|..ry...|...| p: (1.8339e+00) +48:...|...|...|...c...x +49:...|...|...|..ry...| p: (5.7665e+00) +50:...|...|...|...|..ry p: (4.4898e+00) +51:==================== +52:...0...|...|...|...| +53:...|...1...|...|...| +54:...|...|...2...|...| +55:...|...|...|...3...| +56:...|...|...|...|...4 +.o:...0...1...2...3...4 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Identity Duration: 6.4853e-05s............................. +Permuted Duration: 6.4821e-05s............................. +Identity active_nodes: 31 ...................................... +Permuted active_nodes: 31 ...................................... +Identity max_nodes: 93 ...................................... +Permuted max_nodes: 93 ...................................... +________________________________________________________________________________________________ + +Start Simulation of twolocalrandom_indep_qiskit_6__________________________________________________ + +.i:...0...1...2...3...4...5 +.1:..ry...|...|...|...|...| p: (4.8464e+00) +.2:...|..ry...|...|...|...| p: (1.3039e-01) +.3:...c...x...|...|...|...| +.4:...|...|..ry...|...|...| p: (3.9813e+00) +.5:...c...|...x...|...|...| +.6:...|...c...x...|...|...| +.7:...|...|...|..ry...|...| p: (4.7049e+00) +.8:...c...|...|...x...|...| +.9:...|...c...|...x...|...| +10:...|...|...c...x...|...| +11:...|...|...|...|..ry...| p: (3.1322e+00) +12:...c...|...|...|...x...| +13:...|...c...|...|...x...| +14:...|...|...c...|...x...| +15:...|...|...|...c...x...| +16:...|...|...|...|...|..ry p: (1.4124e+00) +17:...c...|...|...|...|...x +18:..ry...|...|...|...|...| p: (1.2445e+00) +19:...|...c...|...|...|...x +20:...|..ry...|...|...|...| p: (4.7786e+00) +21:...c...x...|...|...|...| +22:...|...|...c...|...|...x +23:...|...|..ry...|...|...| p: (1.0626e+00) +24:...c...|...x...|...|...| +25:...|...c...x...|...|...| +26:...|...|...|...c...|...x +27:...|...|...|..ry...|...| p: (5.5506e-01) +28:...c...|...|...x...|...| +29:...|...c...|...x...|...| +30:...|...|...c...x...|...| +31:...|...|...|...|...c...x +32:...|...|...|...|..ry...| p: (4.3062e+00) +33:...c...|...|...|...x...| +34:...|...c...|...|...x...| +35:...|...|...c...|...x...| +36:...|...|...|...c...x...| +37:...|...|...|...|...|..ry p: (5.9903e+00) +38:...c...|...|...|...|...x +39:..ry...|...|...|...|...| p: (2.4808e-02) +40:...|...c...|...|...|...x +41:...|..ry...|...|...|...| p: (3.2182e+00) +42:...c...x...|...|...|...| +43:...|...|...c...|...|...x +44:...|...|..ry...|...|...| p: (5.1058e+00) +45:...c...|...x...|...|...| +46:...|...c...x...|...|...| +47:...|...|...|...c...|...x +48:...|...|...|..ry...|...| p: (3.8486e+00) +49:...c...|...|...x...|...| +50:...|...c...|...x...|...| +51:...|...|...c...x...|...| +52:...|...|...|...|...c...x +53:...|...|...|...|..ry...| p: (4.5349e+00) +54:...c...|...|...|...x...| +55:...|...c...|...|...x...| +56:...|...|...c...|...x...| +57:...|...|...|...c...x...| +58:...|...|...|...|...|..ry p: (1.8339e+00) +59:...c...|...|...|...|...x +60:..ry...|...|...|...|...| p: (5.7665e+00) +61:...|...c...|...|...|...x +62:...|..ry...|...|...|...| p: (4.4898e+00) +63:...|...|...c...|...|...x +64:...|...|..ry...|...|...| p: (3.4089e+00) +65:...|...|...|...c...|...x +66:...|...|...|..ry...|...| p: (8.9328e-01) +67:...|...|...|...|...c...x +68:...|...|...|...|..ry...| p: (2.3458e+00) +69:...|...|...|...|...|..ry p: (4.2357e+00) +70:======================== +71:...0...|...|...|...|...| +72:...|...1...|...|...|...| +73:...|...|...2...|...|...| +74:...|...|...|...3...|...| +75:...|...|...|...|...4...| +76:...|...|...|...|...|...5 +.o:...0...1...2...3...4...5 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Identity Duration: 1.3789e-04s............................. +Permuted Duration: 1.3572e-04s............................. +Identity active_nodes: 63 ...................................... +Permuted active_nodes: 63 ...................................... +Identity max_nodes: 189...................................... +Permuted max_nodes: 189...................................... +________________________________________________________________________________________________ + +Start Simulation of twolocalrandom_indep_qiskit_7__________________________________________________ + +.i:...0...1...2...3...4...5...6 +.1:..ry...|...|...|...|...|...| p: (4.8464e+00) +.2:...|..ry...|...|...|...|...| p: (1.3039e-01) +.3:...c...x...|...|...|...|...| +.4:...|...|..ry...|...|...|...| p: (3.9813e+00) +.5:...c...|...x...|...|...|...| +.6:...|...c...x...|...|...|...| +.7:...|...|...|..ry...|...|...| p: (4.7049e+00) +.8:...c...|...|...x...|...|...| +.9:...|...c...|...x...|...|...| +10:...|...|...c...x...|...|...| +11:...|...|...|...|..ry...|...| p: (3.1322e+00) +12:...c...|...|...|...x...|...| +13:...|...c...|...|...x...|...| +14:...|...|...c...|...x...|...| +15:...|...|...|...c...x...|...| +16:...|...|...|...|...|..ry...| p: (1.4124e+00) +17:...c...|...|...|...|...x...| +18:...|...c...|...|...|...x...| +19:...|...|...c...|...|...x...| +20:...|...|...|...c...|...x...| +21:...|...|...|...|...c...x...| +22:...|...|...|...|...|...|..ry p: (1.2445e+00) +23:...c...|...|...|...|...|...x +24:..ry...|...|...|...|...|...| p: (4.7786e+00) +25:...|...c...|...|...|...|...x +26:...|..ry...|...|...|...|...| p: (1.0626e+00) +27:...c...x...|...|...|...|...| +28:...|...|...c...|...|...|...x +29:...|...|..ry...|...|...|...| p: (5.5506e-01) +30:...c...|...x...|...|...|...| +31:...|...c...x...|...|...|...| +32:...|...|...|...c...|...|...x +33:...|...|...|..ry...|...|...| p: (4.3062e+00) +34:...c...|...|...x...|...|...| +35:...|...c...|...x...|...|...| +36:...|...|...c...x...|...|...| +37:...|...|...|...|...c...|...x +38:...|...|...|...|..ry...|...| p: (5.9903e+00) +39:...c...|...|...|...x...|...| +40:...|...c...|...|...x...|...| +41:...|...|...c...|...x...|...| +42:...|...|...|...c...x...|...| +43:...|...|...|...|...|...c...x +44:...|...|...|...|...|..ry...| p: (2.4808e-02) +45:...c...|...|...|...|...x...| +46:...|...c...|...|...|...x...| +47:...|...|...c...|...|...x...| +48:...|...|...|...c...|...x...| +49:...|...|...|...|...c...x...| +50:...|...|...|...|...|...|..ry p: (3.2182e+00) +51:...c...|...|...|...|...|...x +52:..ry...|...|...|...|...|...| p: (5.1058e+00) +53:...|...c...|...|...|...|...x +54:...|..ry...|...|...|...|...| p: (3.8486e+00) +55:...c...x...|...|...|...|...| +56:...|...|...c...|...|...|...x +57:...|...|..ry...|...|...|...| p: (4.5349e+00) +58:...c...|...x...|...|...|...| +59:...|...c...x...|...|...|...| +60:...|...|...|...c...|...|...x +61:...|...|...|..ry...|...|...| p: (1.8339e+00) +62:...c...|...|...x...|...|...| +63:...|...c...|...x...|...|...| +64:...|...|...c...x...|...|...| +65:...|...|...|...|...c...|...x +66:...|...|...|...|..ry...|...| p: (5.7665e+00) +67:...c...|...|...|...x...|...| +68:...|...c...|...|...x...|...| +69:...|...|...c...|...x...|...| +70:...|...|...|...c...x...|...| +71:...|...|...|...|...|...c...x +72:...|...|...|...|...|..ry...| p: (4.4898e+00) +73:...c...|...|...|...|...x...| +74:...|...c...|...|...|...x...| +75:...|...|...c...|...|...x...| +76:...|...|...|...c...|...x...| +77:...|...|...|...|...c...x...| +78:...|...|...|...|...|...|..ry p: (3.4089e+00) +79:...c...|...|...|...|...|...x +80:..ry...|...|...|...|...|...| p: (8.9328e-01) +81:...|...c...|...|...|...|...x +82:...|..ry...|...|...|...|...| p: (2.3458e+00) +83:...|...|...c...|...|...|...x +84:...|...|..ry...|...|...|...| p: (4.2357e+00) +85:...|...|...|...c...|...|...x +86:...|...|...|..ry...|...|...| p: (2.7761e+00) +87:...|...|...|...|...c...|...x +88:...|...|...|...|..ry...|...| p: (2.7270e+00) +89:...|...|...|...|...|...c...x +90:...|...|...|...|...|..ry...| p: (3.8815e+00) +91:...|...|...|...|...|...|..ry p: (3.2241e+00) +92:============================ +93:...0...|...|...|...|...|...| +94:...|...1...|...|...|...|...| +95:...|...|...2...|...|...|...| +96:...|...|...|...3...|...|...| +97:...|...|...|...|...4...|...| +98:...|...|...|...|...|...5...| +99:...|...|...|...|...|...|...6 +.o:...0...1...2...3...4...5...6 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Identity Duration: 2.9296e-04s............................. +Permuted Duration: 3.0296e-04s............................. +Identity active_nodes: 127...................................... +Permuted active_nodes: 127...................................... +Identity max_nodes: 381...................................... +Permuted max_nodes: 381...................................... +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/vqe_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/vqe_indep_qiskit_all.txt new file mode 100644 index 00000000..fb19078a --- /dev/null +++ b/test/BenchmarkQuasm/results/vqe_indep_qiskit_all.txt @@ -0,0 +1,1070 @@ +Start Simulation of vqe_indep_qiskit_3__________________________________________________ + + i: 0 1 2 + 1: ry | | p: (-0.941325) + 2: | ry | p: (-0.126413) + 3: | | ry p: (-3.14159) + 4: | c x + 5: c x | + 6: ry | | p: (-2.20656) + 7: | ry | p: (-3.14159) + 8: | | ry p: (1.74903) + 9: | c x +10: c x | +11: ry | | p: (0.690101) +12: | ry | p: (-0.402456) +13: | | ry p: (2.71744) +14:============ +15: 0 | | +16: | 1 | +17: | | 2 + o: 0 1 2 +Total Permutations: 6 +Min time: 6.9200e-06s................. Permutation 3 : 0 -> 1|1 -> 2|2 -> 0| +Max time: 1.0987e-05s................. Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| +Min active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Min max nodes: 21 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max max nodes: 21 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +________________________________________________________________________________________________ + +6 permutations have 7 active nodes. + +........................... +Average time: 7.8930e-06s + +________________________________________________________________________________________________ + +6 permutations have 21 max nodes. + +........................... +Average time: 7.8930e-06s + +________________________________________________________________________________________________ + +execution time of: 6.9200e-06s: Index: 3 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 0| +execution time of: 6.9353e-06s: Index: 1 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 1| +execution time of: 7.3103e-06s: Index: 4 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 1| +execution time of: 7.5375e-06s: Index: 2 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 2| +execution time of: 7.6677e-06s: Index: 0 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 2| +execution time of: 1.0987e-05s: Index: 5 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 0| +________________________________________________________________________________________________ + +Start Simulation of vqe_indep_qiskit_4__________________________________________________ + +.i:...0...1...2...3 +.1:..ry...|...|...| p: (2.2551e+00) +.2:...|..ry...|...| p: (-2.4212e-04) +.3:...|...|..ry...| p: (1.6710e+00) +.4:...|...|...|..ry p: (-2.4684e+00) +.5:...|...|...c...x +.6:...|...c...x...| +.7:...c...x...|...| +.8:..ry...|...|...| p: (5.2421e-02) +.9:...|..ry...|...| p: (6.7252e-02) +10:...|...|..ry...| p: (1.5986e-01) +11:...|...|...|..ry p: (-1.2428e-01) +12:...|...|...c...x +13:...|...c...x...| +14:...c...x...|...| +15:..ry...|...|...| p: (-2.2535e+00) +16:...|..ry...|...| p: (-3.0990e+00) +17:...|...|..ry...| p: (1.5706e+00) +18:...|...|...|..ry p: (2.4622e+00) +19:================ +20:...0...|...|...| +21:...|...1...|...| +22:...|...|...2...| +23:...|...|...|...3 +.o:...0...1...2...3 +Total Permutations: 24 +Min time: 1.2095e-05s................. Permutation 23 : 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +Max time: 2.2358e-05s................. Permutation 6 : 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +Min active nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Min max nodes: 45 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Max active nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Max max nodes: 45 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +________________________________________________________________________________________________ + +24 permutations have 15 active nodes. + +........................... +Average time: 1.4285e-05s + +________________________________________________________________________________________________ + +24 permutations have 45 max nodes. + +........................... +Average time: 1.4285e-05s + +________________________________________________________________________________________________ + +execution time of: 1.2095e-05s: Index: 23 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +execution time of: 1.2693e-05s: Index: 11 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| +execution time of: 1.2755e-05s: Index: 21 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| +execution time of: 1.2773e-05s: Index: 15 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +execution time of: 1.2818e-05s: Index: 17 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +execution time of: 1.3115e-05s: Index: 5 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +execution time of: 1.3153e-05s: Index: 22 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| +execution time of: 1.3365e-05s: Index: 20 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +execution time of: 1.3420e-05s: Index: 19 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| +execution time of: 1.3440e-05s: Index: 3 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +execution time of: 1.3555e-05s: Index: 13 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +execution time of: 1.3558e-05s: Index: 14 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +execution time of: 1.3678e-05s: Index: 16 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| +execution time of: 1.3725e-05s: Index: 7 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +execution time of: 1.3905e-05s: Index: 4 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| +execution time of: 1.3980e-05s: Index: 10 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +execution time of: 1.4068e-05s: Index: 1 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +execution time of: 1.4245e-05s: Index: 12 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +execution time of: 1.4272e-05s: Index: 8 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| +execution time of: 1.4780e-05s: Index: 0 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +execution time of: 1.5515e-05s: Index: 2 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +execution time of: 1.5898e-05s: Index: 9 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +execution time of: 1.9665e-05s: Index: 18 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| +execution time of: 2.2358e-05s: Index: 6 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +________________________________________________________________________________________________ + +Start Simulation of vqe_indep_qiskit_5__________________________________________________ + +.i:...0...1...2...3...4 +.1:..ry...|...|...|...| p: (-2.4000e+00) +.2:...|..ry...|...|...| p: (-3.5969e-03) +.3:...|...|..ry...|...| p: (2.3140e+00) +.4:...|...|...|..ry...| p: (-1.0853e-01) +.5:...|...|...|...|..ry p: (2.3450e+00) +.6:...|...|...|...c...x +.7:...|...|...c...x...| +.8:...|...c...x...|...| +.9:...c...x...|...|...| +10:..ry...|...|...|...| p: (9.2408e-01) +11:...|..ry...|...|...| p: (-1.0994e+00) +12:...|...|..ry...|...| p: (-1.6558e+00) +13:...|...|...|..ry...| p: (-1.6857e+00) +14:...|...|...|...|..ry p: (-7.7257e-01) +15:...|...|...|...c...x +16:...|...|...c...x...| +17:...|...c...x...|...| +18:...c...x...|...|...| +19:..ry...|...|...|...| p: (2.0311e+00) +20:...|..ry...|...|...| p: (2.4246e+00) +21:...|...|..ry...|...| p: (1.5674e+00) +22:...|...|...|..ry...| p: (-2.8077e+00) +23:...|...|...|...|..ry p: (-1.6463e+00) +24:==================== +25:...0...|...|...|...| +26:...|...1...|...|...| +27:...|...|...2...|...| +28:...|...|...|...3...| +29:...|...|...|...|...4 +.o:...0...1...2...3...4 +Total Permutations: 120 +Min time: 2.2438e-05s................. Permutation 119: 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +Max time: 3.0623e-05s................. Permutation 46 : 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +Min active nodes: 31 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Min max nodes: 93 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Max active nodes: 31 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Max max nodes: 93 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +________________________________________________________________________________________________ + +120 permutations have 31 active nodes. + +........................... +Average time: 2.5182e-05s + +________________________________________________________________________________________________ + +120 permutations have 93 max nodes. + +........................... +Average time: 2.5182e-05s + +________________________________________________________________________________________________ + +execution time of: 2.2438e-05s: Index: 119 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +execution time of: 2.2628e-05s: Index: 89 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +execution time of: 2.2665e-05s: Index: 117 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +execution time of: 2.2723e-05s: Index: 113 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +execution time of: 2.2813e-05s: Index: 111 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +execution time of: 2.3075e-05s: Index: 107 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +execution time of: 2.3115e-05s: Index: 71 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +execution time of: 2.3200e-05s: Index: 118 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +execution time of: 2.3280e-05s: Index: 47 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +execution time of: 2.3283e-05s: Index: 59 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +execution time of: 2.3425e-05s: Index: 83 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +execution time of: 2.3485e-05s: Index: 115 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +execution time of: 2.3545e-05s: Index: 116 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +execution time of: 2.3625e-05s: Index: 65 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +execution time of: 2.3658e-05s: Index: 93 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +execution time of: 2.3665e-05s: Index: 87 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +execution time of: 2.3795e-05s: Index: 94 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +execution time of: 2.3835e-05s: Index: 57 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +execution time of: 2.3925e-05s: Index: 112 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +execution time of: 2.4010e-05s: Index: 109 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +execution time of: 2.4038e-05s: Index: 88 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +execution time of: 2.4045e-05s: Index: 23 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +execution time of: 2.4080e-05s: Index: 69 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +execution time of: 2.4115e-05s: Index: 81 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +execution time of: 2.4220e-05s: Index: 45 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +execution time of: 2.4240e-05s: Index: 103 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +execution time of: 2.4275e-05s: Index: 85 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +execution time of: 2.4285e-05s: Index: 11 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +execution time of: 2.4330e-05s: Index: 70 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +execution time of: 2.4343e-05s: Index: 91 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +execution time of: 2.4360e-05s: Index: 92 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +execution time of: 2.4425e-05s: Index: 77 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +execution time of: 2.4430e-05s: Index: 63 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +execution time of: 2.4433e-05s: Index: 114 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +execution time of: 2.4470e-05s: Index: 33 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +execution time of: 2.4470e-05s: Index: 101 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +execution time of: 2.4506e-05s: Index: 86 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +execution time of: 2.4508e-05s: Index: 17 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +execution time of: 2.4513e-05s: Index: 39 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +execution time of: 2.4570e-05s: Index: 53 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +execution time of: 2.4586e-05s: Index: 29 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +execution time of: 2.4640e-05s: Index: 110 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +execution time of: 2.4778e-05s: Index: 9 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +execution time of: 2.4900e-05s: Index: 64 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +execution time of: 2.4940e-05s: Index: 106 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +execution time of: 2.4985e-05s: Index: 5 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +execution time of: 2.5018e-05s: Index: 105 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +execution time of: 2.5023e-05s: Index: 55 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +execution time of: 2.5028e-05s: Index: 82 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +execution time of: 2.5058e-05s: Index: 80 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +execution time of: 2.5090e-05s: Index: 15 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +execution time of: 2.5116e-05s: Index: 14 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +execution time of: 2.5120e-05s: Index: 78 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +execution time of: 2.5140e-05s: Index: 61 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +execution time of: 2.5145e-05s: Index: 104 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +execution time of: 2.5163e-05s: Index: 41 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +execution time of: 2.5188e-05s: Index: 35 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +execution time of: 2.5233e-05s: Index: 31 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +execution time of: 2.5263e-05s: Index: 75 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +execution time of: 2.5273e-05s: Index: 102 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +execution time of: 2.5275e-05s: Index: 51 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +execution time of: 2.5283e-05s: Index: 90 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +execution time of: 2.5293e-05s: Index: 27 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +execution time of: 2.5393e-05s: Index: 67 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +execution time of: 2.5438e-05s: Index: 44 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +execution time of: 2.5448e-05s: Index: 21 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +execution time of: 2.5463e-05s: Index: 74 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +execution time of: 2.5465e-05s: Index: 1 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +execution time of: 2.5470e-05s: Index: 54 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +execution time of: 2.5478e-05s: Index: 62 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +execution time of: 2.5493e-05s: Index: 100 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +execution time of: 2.5495e-05s: Index: 58 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +execution time of: 2.5513e-05s: Index: 40 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +execution time of: 2.5515e-05s: Index: 10 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +execution time of: 2.5545e-05s: Index: 7 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +execution time of: 2.5553e-05s: Index: 3 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +execution time of: 2.5598e-05s: Index: 8 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +execution time of: 2.5615e-05s: Index: 19 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +execution time of: 2.5618e-05s: Index: 98 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +execution time of: 2.5630e-05s: Index: 25 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +execution time of: 2.5648e-05s: Index: 68 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +execution time of: 2.5658e-05s: Index: 73 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +execution time of: 2.5665e-05s: Index: 37 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +execution time of: 2.5700e-05s: Index: 97 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| +execution time of: 2.5715e-05s: Index: 43 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +execution time of: 2.5830e-05s: Index: 76 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +execution time of: 2.5840e-05s: Index: 34 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +execution time of: 2.5915e-05s: Index: 32 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +execution time of: 2.5925e-05s: Index: 96 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +execution time of: 2.5940e-05s: Index: 18 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +execution time of: 2.5963e-05s: Index: 2 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +execution time of: 2.6011e-05s: Index: 4 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +execution time of: 2.6025e-05s: Index: 6 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +execution time of: 2.6050e-05s: Index: 0 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +execution time of: 2.6070e-05s: Index: 12 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +execution time of: 2.6160e-05s: Index: 60 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +execution time of: 2.6200e-05s: Index: 52 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +execution time of: 2.6245e-05s: Index: 99 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +execution time of: 2.6298e-05s: Index: 79 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +execution time of: 2.6395e-05s: Index: 50 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +execution time of: 2.6418e-05s: Index: 66 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +execution time of: 2.6438e-05s: Index: 84 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +execution time of: 2.6498e-05s: Index: 36 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +execution time of: 2.6500e-05s: Index: 20 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +execution time of: 2.6523e-05s: Index: 42 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +execution time of: 2.6690e-05s: Index: 38 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +execution time of: 2.6838e-05s: Index: 26 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +execution time of: 2.6856e-05s: Index: 56 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +execution time of: 2.6923e-05s: Index: 72 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +execution time of: 2.7285e-05s: Index: 30 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +execution time of: 2.7315e-05s: Index: 28 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +execution time of: 2.7353e-05s: Index: 49 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +execution time of: 2.8063e-05s: Index: 48 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +execution time of: 2.8153e-05s: Index: 24 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +execution time of: 2.8453e-05s: Index: 22 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +execution time of: 2.9205e-05s: Index: 16 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +execution time of: 3.0623e-05s: Index: 46 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +________________________________________________________________________________________________ + +Start Simulation of vqe_indep_qiskit_6__________________________________________________ + +.i:...0...1...2...3...4...5 +.1:..ry...|...|...|...|...| p: (3.0620e+00) +.2:...|..ry...|...|...|...| p: (3.1415e+00) +.3:...|...|..ry...|...|...| p: (1.5713e+00) +.4:...|...|...|..ry...|...| p: (-1.4524e-04) +.5:...|...|...|...|..ry...| p: (-2.3197e+00) +.6:...|...|...|...|...|..ry p: (3.1416e+00) +.7:...|...|...|...|...c...x +.8:...|...|...|...c...x...| +.9:...|...|...c...x...|...| +10:...|...c...x...|...|...| +11:...c...x...|...|...|...| +12:..ry...|...|...|...|...| p: (1.5010e-01) +13:...|..ry...|...|...|...| p: (-1.0869e+00) +14:...|...|..ry...|...|...| p: (7.3746e-01) +15:...|...|...|..ry...|...| p: (-7.3751e-01) +16:...|...|...|...|..ry...| p: (-1.5708e+00) +17:...|...|...|...|...|..ry p: (1.5709e+00) +18:...|...|...|...|...c...x +19:...|...|...|...c...x...| +20:...|...|...c...x...|...| +21:...|...c...x...|...|...| +22:...c...x...|...|...|...| +23:..ry...|...|...|...|...| p: (-2.9719e+00) +24:...|..ry...|...|...|...| p: (-1.0809e+00) +25:...|...|..ry...|...|...| p: (1.5708e+00) +26:...|...|...|..ry...|...| p: (7.0198e-04) +27:...|...|...|...|..ry...| p: (-1.5705e+00) +28:...|...|...|...|...|..ry p: (-7.4905e-01) +29:======================== +30:...0...|...|...|...|...| +31:...|...1...|...|...|...| +32:...|...|...2...|...|...| +33:...|...|...|...3...|...| +34:...|...|...|...|...4...| +35:...|...|...|...|...|...5 +.o:...0...1...2...3...4...5 +Total Permutations: 720 +Min time: 3.7846e-05s................. Permutation 1 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Max time: 8.7034e-05s................. Permutation 532: 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| +Min active nodes: 61 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Min max nodes: 187 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Max active nodes: 63 nodes.................... Permutation 136: 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +Max max nodes: 189 nodes.................... Permutation 136: 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +________________________________________________________________________________________________ + +54 permutations have 61 active nodes. + +........................... +Average time: 4.2853e-05s + +264 permutations have 62 active nodes. + +........................... +Average time: 4.4401e-05s + +402 permutations have 63 active nodes. + +........................... +Average time: 4.6538e-05s + +________________________________________________________________________________________________ + +54 permutations have 187 max nodes. + +........................... +Average time: 4.2853e-05s + +264 permutations have 188 max nodes. + +........................... +Average time: 4.4401e-05s + +402 permutations have 189 max nodes. + +........................... +Average time: 4.6538e-05s + +________________________________________________________________________________________________ + +execution time of: 3.7846e-05s: Index: 1 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +execution time of: 3.8073e-05s: Index: 5 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +execution time of: 3.8208e-05s: Index: 121 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +execution time of: 3.8318e-05s: Index: 125 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +execution time of: 3.8658e-05s: Index: 3 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +execution time of: 3.8943e-05s: Index: 6 | Max_nodes: 187 | Active_nodes: 61 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +execution time of: 3.8965e-05s: Index: 0 | Max_nodes: 187 | Active_nodes: 61 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +execution time of: 3.8968e-05s: Index: 2 | Max_nodes: 187 | Active_nodes: 61 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +execution time of: 3.9045e-05s: Index: 25 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +execution time of: 3.9048e-05s: Index: 133 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +execution time of: 3.9091e-05s: Index: 13 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +execution time of: 3.9208e-05s: Index: 29 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +execution time of: 3.9223e-05s: Index: 19 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +execution time of: 3.9288e-05s: Index: 127 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +execution time of: 3.9308e-05s: Index: 126 | Max_nodes: 187 | Active_nodes: 61 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +execution time of: 3.9313e-05s: Index: 124 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +execution time of: 3.9423e-05s: Index: 139 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +execution time of: 3.9485e-05s: Index: 122 | Max_nodes: 187 | Active_nodes: 61 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +execution time of: 3.9521e-05s: Index: 27 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +execution time of: 3.9538e-05s: Index: 22 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +execution time of: 3.9585e-05s: Index: 17 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +execution time of: 3.9603e-05s: Index: 137 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +execution time of: 3.9613e-05s: Index: 24 | Max_nodes: 187 | Active_nodes: 61 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +execution time of: 3.9663e-05s: Index: 49 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +execution time of: 3.9746e-05s: Index: 26 | Max_nodes: 187 | Active_nodes: 61 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +execution time of: 3.9750e-05s: Index: 28 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +execution time of: 3.9818e-05s: Index: 18 | Max_nodes: 187 | Active_nodes: 61 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +execution time of: 3.9823e-05s: Index: 131 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +execution time of: 3.9908e-05s: Index: 15 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +execution time of: 3.9943e-05s: Index: 21 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +execution time of: 3.9973e-05s: Index: 12 | Max_nodes: 187 | Active_nodes: 61 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +execution time of: 3.9996e-05s: Index: 132 | Max_nodes: 187 | Active_nodes: 61 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +execution time of: 4.0128e-05s: Index: 135 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +execution time of: 4.0145e-05s: Index: 20 | Max_nodes: 187 | Active_nodes: 61 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +execution time of: 4.0238e-05s: Index: 245 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +execution time of: 4.0248e-05s: Index: 141 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +execution time of: 4.0278e-05s: Index: 23 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +execution time of: 4.0300e-05s: Index: 9 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +execution time of: 4.0323e-05s: Index: 129 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +execution time of: 4.0361e-05s: Index: 265 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +execution time of: 4.0383e-05s: Index: 243 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +execution time of: 4.0396e-05s: Index: 241 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +execution time of: 4.0426e-05s: Index: 143 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +execution time of: 4.0443e-05s: Index: 8 | Max_nodes: 187 | Active_nodes: 61 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +execution time of: 4.0458e-05s: Index: 16 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +execution time of: 4.0483e-05s: Index: 269 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| +execution time of: 4.0556e-05s: Index: 48 | Max_nodes: 187 | Active_nodes: 61 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +execution time of: 4.0578e-05s: Index: 134 | Max_nodes: 187 | Active_nodes: 61 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +execution time of: 4.0603e-05s: Index: 10 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +execution time of: 4.0611e-05s: Index: 31 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| +execution time of: 4.0625e-05s: Index: 138 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +execution time of: 4.0648e-05s: Index: 140 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +execution time of: 4.0673e-05s: Index: 55 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| +execution time of: 4.0711e-05s: Index: 385 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4| +execution time of: 4.0751e-05s: Index: 266 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| +execution time of: 4.0753e-05s: Index: 244 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +execution time of: 4.0770e-05s: Index: 97 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| +execution time of: 4.0788e-05s: Index: 361 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +execution time of: 4.0828e-05s: Index: 43 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| +execution time of: 4.0988e-05s: Index: 242 | Max_nodes: 187 | Active_nodes: 61 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +execution time of: 4.0990e-05s: Index: 240 | Max_nodes: 187 | Active_nodes: 61 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +execution time of: 4.1013e-05s: Index: 267 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| +execution time of: 4.1171e-05s: Index: 79 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| +execution time of: 4.1196e-05s: Index: 37 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| +execution time of: 4.1203e-05s: Index: 102 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| +execution time of: 4.1208e-05s: Index: 146 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| +execution time of: 4.1286e-05s: Index: 96 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +execution time of: 4.1301e-05s: Index: 264 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +execution time of: 4.1328e-05s: Index: 101 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| +execution time of: 4.1431e-05s: Index: 367 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| +execution time of: 4.1443e-05s: Index: 115 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| +execution time of: 4.1505e-05s: Index: 360 | Max_nodes: 187 | Active_nodes: 61 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +execution time of: 4.1523e-05s: Index: 268 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| +execution time of: 4.1526e-05s: Index: 73 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| +execution time of: 4.1528e-05s: Index: 14 | Max_nodes: 187 | Active_nodes: 61 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +execution time of: 4.1533e-05s: Index: 53 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +execution time of: 4.1536e-05s: Index: 247 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| +execution time of: 4.1553e-05s: Index: 149 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| +execution time of: 4.1566e-05s: Index: 30 | Max_nodes: 187 | Active_nodes: 61 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +execution time of: 4.1570e-05s: Index: 142 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +execution time of: 4.1606e-05s: Index: 109 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| +execution time of: 4.1623e-05s: Index: 119 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| +execution time of: 4.1656e-05s: Index: 147 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| +execution time of: 4.1715e-05s: Index: 77 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| +execution time of: 4.1743e-05s: Index: 7 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +execution time of: 4.1756e-05s: Index: 95 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| +execution time of: 4.1763e-05s: Index: 99 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| +execution time of: 4.1833e-05s: Index: 98 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| +execution time of: 4.1843e-05s: Index: 601 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| +execution time of: 4.1885e-05s: Index: 42 | Max_nodes: 187 | Active_nodes: 61 | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| +execution time of: 4.1916e-05s: Index: 148 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| +execution time of: 4.1953e-05s: Index: 128 | Max_nodes: 187 | Active_nodes: 61 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +execution time of: 4.1973e-05s: Index: 114 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| +execution time of: 4.1975e-05s: Index: 91 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| +execution time of: 4.1978e-05s: Index: 123 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +execution time of: 4.1981e-05s: Index: 100 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| +execution time of: 4.2003e-05s: Index: 4 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +execution time of: 4.2046e-05s: Index: 85 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| +execution time of: 4.2055e-05s: Index: 169 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| +execution time of: 4.2113e-05s: Index: 72 | Max_nodes: 187 | Active_nodes: 61 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +execution time of: 4.2130e-05s: Index: 366 | Max_nodes: 187 | Active_nodes: 61 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +execution time of: 4.2141e-05s: Index: 51 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +execution time of: 4.2170e-05s: Index: 246 | Max_nodes: 187 | Active_nodes: 61 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +execution time of: 4.2173e-05s: Index: 36 | Max_nodes: 187 | Active_nodes: 61 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +execution time of: 4.2193e-05s: Index: 719 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +execution time of: 4.2200e-05s: Index: 71 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| +execution time of: 4.2250e-05s: Index: 65 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| +execution time of: 4.2281e-05s: Index: 108 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| +execution time of: 4.2321e-05s: Index: 253 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| +execution time of: 4.2363e-05s: Index: 89 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| +execution time of: 4.2411e-05s: Index: 74 | Max_nodes: 187 | Active_nodes: 61 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| +execution time of: 4.2546e-05s: Index: 289 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| +execution time of: 4.2558e-05s: Index: 117 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| +execution time of: 4.2568e-05s: Index: 485 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| +execution time of: 4.2588e-05s: Index: 76 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| +execution time of: 4.2608e-05s: Index: 259 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| +execution time of: 4.2648e-05s: Index: 52 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| +execution time of: 4.2661e-05s: Index: 145 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +execution time of: 4.2673e-05s: Index: 35 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| +execution time of: 4.2731e-05s: Index: 120 | Max_nodes: 187 | Active_nodes: 61 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +execution time of: 4.2738e-05s: Index: 136 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +execution time of: 4.2748e-05s: Index: 168 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| +execution time of: 4.2760e-05s: Index: 118 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| +execution time of: 4.2796e-05s: Index: 84 | Max_nodes: 187 | Active_nodes: 61 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| +execution time of: 4.2818e-05s: Index: 697 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| +execution time of: 4.2856e-05s: Index: 130 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +execution time of: 4.2873e-05s: Index: 482 | Max_nodes: 187 | Active_nodes: 61 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| +execution time of: 4.2890e-05s: Index: 67 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| +execution time of: 4.2926e-05s: Index: 217 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| +execution time of: 4.2951e-05s: Index: 389 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| +execution time of: 4.2953e-05s: Index: 408 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| +execution time of: 4.3001e-05s: Index: 41 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| +execution time of: 4.3008e-05s: Index: 111 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| +execution time of: 4.3036e-05s: Index: 603 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2| +execution time of: 4.3050e-05s: Index: 107 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| +execution time of: 4.3073e-05s: Index: 87 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| +execution time of: 4.3088e-05s: Index: 623 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| +execution time of: 4.3108e-05s: Index: 504 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 5| +execution time of: 4.3150e-05s: Index: 252 | Max_nodes: 187 | Active_nodes: 61 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +execution time of: 4.3158e-05s: Index: 414 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| +execution time of: 4.3173e-05s: Index: 193 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| +execution time of: 4.3188e-05s: Index: 144 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +execution time of: 4.3195e-05s: Index: 54 | Max_nodes: 187 | Active_nodes: 61 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +execution time of: 4.3198e-05s: Index: 105 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| +execution time of: 4.3205e-05s: Index: 173 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| +execution time of: 4.3215e-05s: Index: 602 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 4| +execution time of: 4.3228e-05s: Index: 409 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| +execution time of: 4.3236e-05s: Index: 599 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +execution time of: 4.3268e-05s: Index: 313 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3| +execution time of: 4.3278e-05s: Index: 365 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +execution time of: 4.3283e-05s: Index: 45 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| +execution time of: 4.3285e-05s: Index: 93 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| +execution time of: 4.3295e-05s: Index: 629 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| +execution time of: 4.3301e-05s: Index: 606 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4| +execution time of: 4.3348e-05s: Index: 66 | Max_nodes: 187 | Active_nodes: 61 | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| +execution time of: 4.3353e-05s: Index: 39 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +execution time of: 4.3381e-05s: Index: 258 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| +execution time of: 4.3383e-05s: Index: 61 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| +execution time of: 4.3415e-05s: Index: 216 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| +execution time of: 4.3416e-05s: Index: 175 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| +execution time of: 4.3423e-05s: Index: 63 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| +execution time of: 4.3440e-05s: Index: 94 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2| +execution time of: 4.3443e-05s: Index: 581 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| +execution time of: 4.3451e-05s: Index: 59 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| +execution time of: 4.3493e-05s: Index: 529 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| +execution time of: 4.3505e-05s: Index: 116 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 3| +execution time of: 4.3511e-05s: Index: 384 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| +execution time of: 4.3513e-05s: Index: 383 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| +execution time of: 4.3516e-05s: Index: 11 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +execution time of: 4.3528e-05s: Index: 387 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 2| +execution time of: 4.3541e-05s: Index: 613 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| +execution time of: 4.3570e-05s: Index: 70 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| +execution time of: 4.3578e-05s: Index: 197 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| +execution time of: 4.3593e-05s: Index: 484 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| +execution time of: 4.3601e-05s: Index: 479 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +execution time of: 4.3603e-05s: Index: 696 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 3| +execution time of: 4.3613e-05s: Index: 386 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| +execution time of: 4.3631e-05s: Index: 60 | Max_nodes: 187 | Active_nodes: 61 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| +execution time of: 4.3640e-05s: Index: 413 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 1| +execution time of: 4.3663e-05s: Index: 624 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| +execution time of: 4.3665e-05s: Index: 433 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 2| +execution time of: 4.3668e-05s: Index: 57 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| +execution time of: 4.3681e-05s: Index: 577 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| +execution time of: 4.3688e-05s: Index: 391 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| +execution time of: 4.3693e-05s: Index: 263 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| +execution time of: 4.3703e-05s: Index: 553 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2| +execution time of: 4.3703e-05s: Index: 673 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| +execution time of: 4.3718e-05s: Index: 364 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| +execution time of: 4.3721e-05s: Index: 64 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| +execution time of: 4.3723e-05s: Index: 75 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| +execution time of: 4.3726e-05s: Index: 627 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 2| +execution time of: 4.3751e-05s: Index: 703 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| +execution time of: 4.3763e-05s: Index: 294 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| +execution time of: 4.3776e-05s: Index: 607 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3| +execution time of: 4.3778e-05s: Index: 83 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| +execution time of: 4.3786e-05s: Index: 506 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| +execution time of: 4.3788e-05s: Index: 508 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 3| +execution time of: 4.3795e-05s: Index: 78 | Max_nodes: 187 | Active_nodes: 61 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +execution time of: 4.3810e-05s: Index: 81 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| +execution time of: 4.3828e-05s: Index: 90 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| +execution time of: 4.3833e-05s: Index: 619 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2| +execution time of: 4.3835e-05s: Index: 311 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| +execution time of: 4.3860e-05s: Index: 715 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +execution time of: 4.3866e-05s: Index: 295 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 4| +execution time of: 4.3903e-05s: Index: 431 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| +execution time of: 4.3906e-05s: Index: 505 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 3| +execution time of: 4.3931e-05s: Index: 110 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 4| +execution time of: 4.3933e-05s: Index: 497 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 1| +execution time of: 4.3935e-05s: Index: 223 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 3| +execution time of: 4.3958e-05s: Index: 695 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +execution time of: 4.3968e-05s: Index: 86 | Max_nodes: 187 | Active_nodes: 61 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| +execution time of: 4.3986e-05s: Index: 319 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 3| +execution time of: 4.4018e-05s: Index: 218 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| +execution time of: 4.4021e-05s: Index: 628 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 3| +execution time of: 4.4033e-05s: Index: 702 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| +execution time of: 4.4036e-05s: Index: 251 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| +execution time of: 4.4040e-05s: Index: 219 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| +execution time of: 4.4055e-05s: Index: 318 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 5| +execution time of: 4.4068e-05s: Index: 46 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| +execution time of: 4.4070e-05s: Index: 112 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| +execution time of: 4.4086e-05s: Index: 437 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 1| +execution time of: 4.4091e-05s: Index: 509 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 2| +execution time of: 4.4095e-05s: Index: 483 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| +execution time of: 4.4103e-05s: Index: 312 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| +execution time of: 4.4105e-05s: Index: 305 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| +execution time of: 4.4108e-05s: Index: 711 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| +execution time of: 4.4116e-05s: Index: 487 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3| +execution time of: 4.4128e-05s: Index: 329 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| +execution time of: 4.4131e-05s: Index: 583 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| +execution time of: 4.4133e-05s: Index: 700 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 2| +execution time of: 4.4153e-05s: Index: 713 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +execution time of: 4.4158e-05s: Index: 88 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| +execution time of: 4.4163e-05s: Index: 174 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| +execution time of: 4.4173e-05s: Index: 481 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 3| +execution time of: 4.4183e-05s: Index: 199 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 3| +execution time of: 4.4191e-05s: Index: 499 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| +execution time of: 4.4198e-05s: Index: 528 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| +execution time of: 4.4210e-05s: Index: 283 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| +execution time of: 4.4240e-05s: Index: 595 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +execution time of: 4.4246e-05s: Index: 172 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| +execution time of: 4.4248e-05s: Index: 557 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| +execution time of: 4.4250e-05s: Index: 342 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 4| +execution time of: 4.4253e-05s: Index: 415 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| +execution time of: 4.4261e-05s: Index: 69 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| +execution time of: 4.4278e-05s: Index: 194 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| +execution time of: 4.4280e-05s: Index: 593 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +execution time of: 4.4288e-05s: Index: 50 | Max_nodes: 187 | Active_nodes: 61 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| +execution time of: 4.4293e-05s: Index: 261 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| +execution time of: 4.4308e-05s: Index: 605 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 2| +execution time of: 4.4311e-05s: Index: 707 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +execution time of: 4.4343e-05s: Index: 239 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| +execution time of: 4.4345e-05s: Index: 507 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 2| +execution time of: 4.4370e-05s: Index: 353 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| +execution time of: 4.4378e-05s: Index: 492 | Max_nodes: 187 | Active_nodes: 61 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| +execution time of: 4.4391e-05s: Index: 575 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +execution time of: 4.4395e-05s: Index: 551 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +execution time of: 4.4418e-05s: Index: 611 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 1| +execution time of: 4.4431e-05s: Index: 270 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| +execution time of: 4.4435e-05s: Index: 477 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +execution time of: 4.4443e-05s: Index: 255 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +execution time of: 4.4471e-05s: Index: 277 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| +execution time of: 4.4471e-05s: Index: 709 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| +execution time of: 4.4475e-05s: Index: 62 | Max_nodes: 187 | Active_nodes: 61 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| +execution time of: 4.4478e-05s: Index: 335 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +execution time of: 4.4496e-05s: Index: 425 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| +execution time of: 4.4503e-05s: Index: 288 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| +execution time of: 4.4508e-05s: Index: 501 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| +execution time of: 4.4521e-05s: Index: 195 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| +execution time of: 4.4531e-05s: Index: 170 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| +execution time of: 4.4595e-05s: Index: 411 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 1| +execution time of: 4.4603e-05s: Index: 463 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 2| +execution time of: 4.4608e-05s: Index: 625 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3| +execution time of: 4.4615e-05s: Index: 473 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +execution time of: 4.4623e-05s: Index: 648 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| +execution time of: 4.4626e-05s: Index: 580 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 2| +execution time of: 4.4628e-05s: Index: 449 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| +execution time of: 4.4633e-05s: Index: 371 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| +execution time of: 4.4638e-05s: Index: 106 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| +execution time of: 4.4641e-05s: Index: 689 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +execution time of: 4.4643e-05s: Index: 621 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| +execution time of: 4.4655e-05s: Index: 456 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| +execution time of: 4.4663e-05s: Index: 377 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 1| +execution time of: 4.4670e-05s: Index: 432 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| +execution time of: 4.4683e-05s: Index: 698 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| +execution time of: 4.4691e-05s: Index: 671 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +execution time of: 4.4723e-05s: Index: 222 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| +execution time of: 4.4725e-05s: Index: 591 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| +execution time of: 4.4731e-05s: Index: 150 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| +execution time of: 4.4735e-05s: Index: 293 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 1| +execution time of: 4.4741e-05s: Index: 171 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| +execution time of: 4.4746e-05s: Index: 679 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| +execution time of: 4.4756e-05s: Index: 317 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 1| +execution time of: 4.4763e-05s: Index: 167 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| +execution time of: 4.4781e-05s: Index: 157 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| +execution time of: 4.4786e-05s: Index: 576 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| +execution time of: 4.4808e-05s: Index: 56 | Max_nodes: 187 | Active_nodes: 61 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| +execution time of: 4.4813e-05s: Index: 435 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| +execution time of: 4.4818e-05s: Index: 491 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| +execution time of: 4.4833e-05s: Index: 714 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +execution time of: 4.4846e-05s: Index: 489 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1| +execution time of: 4.4855e-05s: Index: 82 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| +execution time of: 4.4861e-05s: Index: 382 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2| +execution time of: 4.4888e-05s: Index: 262 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| +execution time of: 4.4903e-05s: Index: 215 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| +execution time of: 4.4911e-05s: Index: 221 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| +execution time of: 4.4920e-05s: Index: 198 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| +execution time of: 4.4921e-05s: Index: 341 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| +execution time of: 4.4933e-05s: Index: 287 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| +execution time of: 4.4936e-05s: Index: 675 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1| +execution time of: 4.4943e-05s: Index: 220 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| +execution time of: 4.4943e-05s: Index: 291 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| +execution time of: 4.4945e-05s: Index: 44 | Max_nodes: 187 | Active_nodes: 61 | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| +execution time of: 4.4948e-05s: Index: 502 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| +execution time of: 4.4951e-05s: Index: 615 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 1| +execution time of: 4.4968e-05s: Index: 493 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2| +execution time of: 4.4978e-05s: Index: 533 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 1| +execution time of: 4.4991e-05s: Index: 235 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| +execution time of: 4.4993e-05s: Index: 569 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| +execution time of: 4.4996e-05s: Index: 378 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 4| +execution time of: 4.5021e-05s: Index: 282 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| +execution time of: 4.5038e-05s: Index: 163 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| +execution time of: 4.5046e-05s: Index: 276 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| +execution time of: 4.5050e-05s: Index: 462 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 4| +execution time of: 4.5058e-05s: Index: 369 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 1| +execution time of: 4.5083e-05s: Index: 271 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| +execution time of: 4.5090e-05s: Index: 68 | Max_nodes: 187 | Active_nodes: 61 | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| +execution time of: 4.5096e-05s: Index: 438 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| +execution time of: 4.5098e-05s: Index: 531 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| +execution time of: 4.5133e-05s: Index: 693 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +execution time of: 4.5148e-05s: Index: 375 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| +execution time of: 4.5155e-05s: Index: 373 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 2| +execution time of: 4.5173e-05s: Index: 687 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +execution time of: 4.5193e-05s: Index: 565 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| +execution time of: 4.5208e-05s: Index: 654 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4| +execution time of: 4.5213e-05s: Index: 33 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +execution time of: 4.5241e-05s: Index: 699 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| +execution time of: 4.5251e-05s: Index: 376 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2| +execution time of: 4.5258e-05s: Index: 494 | Max_nodes: 187 | Active_nodes: 61 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| +execution time of: 4.5263e-05s: Index: 388 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| +execution time of: 4.5288e-05s: Index: 379 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| +execution time of: 4.5293e-05s: Index: 558 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| +execution time of: 4.5308e-05s: Index: 47 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| +execution time of: 4.5313e-05s: Index: 443 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| +execution time of: 4.5315e-05s: Index: 631 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 3| +execution time of: 4.5333e-05s: Index: 447 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| +execution time of: 4.5343e-05s: Index: 453 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +execution time of: 4.5346e-05s: Index: 407 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| +execution time of: 4.5353e-05s: Index: 571 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| +execution time of: 4.5361e-05s: Index: 554 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| +execution time of: 4.5371e-05s: Index: 205 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| +execution time of: 4.5376e-05s: Index: 34 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| +execution time of: 4.5386e-05s: Index: 612 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4| +execution time of: 4.5403e-05s: Index: 585 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +execution time of: 4.5408e-05s: Index: 281 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| +execution time of: 4.5421e-05s: Index: 678 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| +execution time of: 4.5430e-05s: Index: 156 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| +execution time of: 4.5445e-05s: Index: 381 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1| +execution time of: 4.5453e-05s: Index: 474 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| +execution time of: 4.5466e-05s: Index: 237 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| +execution time of: 4.5483e-05s: Index: 229 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2| +execution time of: 4.5505e-05s: Index: 674 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| +execution time of: 4.5513e-05s: Index: 185 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| +execution time of: 4.5521e-05s: Index: 315 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| +execution time of: 4.5531e-05s: Index: 436 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 2| +execution time of: 4.5571e-05s: Index: 209 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| +execution time of: 4.5573e-05s: Index: 651 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| +execution time of: 4.5596e-05s: Index: 257 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| +execution time of: 4.5603e-05s: Index: 616 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| +execution time of: 4.5613e-05s: Index: 471 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +execution time of: 4.5616e-05s: Index: 600 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +execution time of: 4.5638e-05s: Index: 336 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| +execution time of: 4.5643e-05s: Index: 495 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 1| +execution time of: 4.5665e-05s: Index: 390 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| +execution time of: 4.5668e-05s: Index: 676 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| +execution time of: 4.5671e-05s: Index: 708 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| +execution time of: 4.5673e-05s: Index: 419 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| +execution time of: 4.5681e-05s: Index: 256 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| +execution time of: 4.5690e-05s: Index: 469 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| +execution time of: 4.5693e-05s: Index: 165 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| +execution time of: 4.5696e-05s: Index: 234 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 3| +execution time of: 4.5698e-05s: Index: 450 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| +execution time of: 4.5698e-05s: Index: 478 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +execution time of: 4.5738e-05s: Index: 228 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 4| +execution time of: 4.5741e-05s: Index: 192 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| +execution time of: 4.5743e-05s: Index: 260 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 4| +execution time of: 4.5776e-05s: Index: 681 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| +execution time of: 4.5778e-05s: Index: 460 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 2| +execution time of: 4.5783e-05s: Index: 211 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 2| +execution time of: 4.5791e-05s: Index: 527 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| +execution time of: 4.5813e-05s: Index: 500 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 3| +execution time of: 4.5846e-05s: Index: 207 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| +execution time of: 4.5853e-05s: Index: 622 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| +execution time of: 4.5863e-05s: Index: 620 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| +execution time of: 4.5871e-05s: Index: 439 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2| +execution time of: 4.5881e-05s: Index: 397 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 2| +execution time of: 4.5881e-05s: Index: 231 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| +execution time of: 4.5888e-05s: Index: 370 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 4| +execution time of: 4.5933e-05s: Index: 161 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| +execution time of: 4.5950e-05s: Index: 401 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0| +execution time of: 4.5978e-05s: Index: 254 | Max_nodes: 187 | Active_nodes: 61 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| +execution time of: 4.5980e-05s: Index: 445 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| +execution time of: 4.5981e-05s: Index: 417 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| +execution time of: 4.5991e-05s: Index: 331 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1| +execution time of: 4.6008e-05s: Index: 285 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| +execution time of: 4.6018e-05s: Index: 357 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| +execution time of: 4.6030e-05s: Index: 617 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| +execution time of: 4.6043e-05s: Index: 351 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| +execution time of: 4.6048e-05s: Index: 250 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| +execution time of: 4.6048e-05s: Index: 608 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| +execution time of: 4.6053e-05s: Index: 80 | Max_nodes: 187 | Active_nodes: 61 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| +execution time of: 4.6061e-05s: Index: 665 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| +execution time of: 4.6070e-05s: Index: 672 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| +execution time of: 4.6078e-05s: Index: 597 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +execution time of: 4.6093e-05s: Index: 685 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| +execution time of: 4.6100e-05s: Index: 279 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| +execution time of: 4.6110e-05s: Index: 563 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| +execution time of: 4.6133e-05s: Index: 32 | Max_nodes: 187 | Active_nodes: 61 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +execution time of: 4.6165e-05s: Index: 545 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| +execution time of: 4.6171e-05s: Index: 104 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| +execution time of: 4.6175e-05s: Index: 523 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| +execution time of: 4.6178e-05s: Index: 38 | Max_nodes: 187 | Active_nodes: 61 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| +execution time of: 4.6181e-05s: Index: 465 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| +execution time of: 4.6186e-05s: Index: 179 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| +execution time of: 4.6196e-05s: Index: 203 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| +execution time of: 4.6200e-05s: Index: 598 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +execution time of: 4.6208e-05s: Index: 403 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2| +execution time of: 4.6211e-05s: Index: 684 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| +execution time of: 4.6223e-05s: Index: 40 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| +execution time of: 4.6223e-05s: Index: 496 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 2| +execution time of: 4.6230e-05s: Index: 626 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| +execution time of: 4.6236e-05s: Index: 412 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4| +execution time of: 4.6253e-05s: Index: 159 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| +execution time of: 4.6270e-05s: Index: 490 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| +execution time of: 4.6295e-05s: Index: 227 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| +execution time of: 4.6298e-05s: Index: 423 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| +execution time of: 4.6308e-05s: Index: 153 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +execution time of: 4.6320e-05s: Index: 327 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| +execution time of: 4.6323e-05s: Index: 275 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| +execution time of: 4.6383e-05s: Index: 248 | Max_nodes: 187 | Active_nodes: 61 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +execution time of: 4.6393e-05s: Index: 201 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| +execution time of: 4.6403e-05s: Index: 372 | Max_nodes: 187 | Active_nodes: 61 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| +execution time of: 4.6410e-05s: Index: 579 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1| +execution time of: 4.6421e-05s: Index: 573 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +execution time of: 4.6443e-05s: Index: 355 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| +execution time of: 4.6471e-05s: Index: 299 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| +execution time of: 4.6475e-05s: Index: 564 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +execution time of: 4.6481e-05s: Index: 181 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| +execution time of: 4.6500e-05s: Index: 643 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| +execution time of: 4.6511e-05s: Index: 610 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 3| +execution time of: 4.6526e-05s: Index: 273 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +execution time of: 4.6561e-05s: Index: 210 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| +execution time of: 4.6576e-05s: Index: 186 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| +execution time of: 4.6603e-05s: Index: 180 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| +execution time of: 4.6616e-05s: Index: 338 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| +execution time of: 4.6623e-05s: Index: 187 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| +execution time of: 4.6628e-05s: Index: 177 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| +execution time of: 4.6635e-05s: Index: 347 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| +execution time of: 4.6656e-05s: Index: 225 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| +execution time of: 4.6660e-05s: Index: 716 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +execution time of: 4.6663e-05s: Index: 354 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 3| +execution time of: 4.6693e-05s: Index: 637 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 2| +execution time of: 4.6696e-05s: Index: 292 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 4| +execution time of: 4.6711e-05s: Index: 521 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| +execution time of: 4.6721e-05s: Index: 614 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4| +execution time of: 4.6723e-05s: Index: 517 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| +execution time of: 4.6736e-05s: Index: 429 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| +execution time of: 4.6738e-05s: Index: 444 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +execution time of: 4.6740e-05s: Index: 530 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| +execution time of: 4.6750e-05s: Index: 183 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| +execution time of: 4.6763e-05s: Index: 316 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| +execution time of: 4.6780e-05s: Index: 405 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| +execution time of: 4.6796e-05s: Index: 539 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| +execution time of: 4.6820e-05s: Index: 434 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| +execution time of: 4.6840e-05s: Index: 659 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| +execution time of: 4.6843e-05s: Index: 191 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| +execution time of: 4.6863e-05s: Index: 574 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +execution time of: 4.6880e-05s: Index: 340 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| +execution time of: 4.6883e-05s: Index: 290 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| +execution time of: 4.6895e-05s: Index: 303 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| +execution time of: 4.6903e-05s: Index: 543 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| +execution time of: 4.6908e-05s: Index: 339 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 1| +execution time of: 4.6921e-05s: Index: 441 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| +execution time of: 4.6931e-05s: Index: 451 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| +execution time of: 4.6936e-05s: Index: 309 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| +execution time of: 4.6973e-05s: Index: 641 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| +execution time of: 4.6975e-05s: Index: 510 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| +execution time of: 4.6983e-05s: Index: 352 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| +execution time of: 4.6985e-05s: Index: 669 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| +execution time of: 4.6988e-05s: Index: 430 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| +execution time of: 4.7006e-05s: Index: 324 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| +execution time of: 4.7013e-05s: Index: 189 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 0| +execution time of: 4.7028e-05s: Index: 592 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +execution time of: 4.7031e-05s: Index: 710 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +execution time of: 4.7036e-05s: Index: 503 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1| +execution time of: 4.7051e-05s: Index: 547 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| +execution time of: 4.7063e-05s: Index: 555 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| +execution time of: 4.7073e-05s: Index: 652 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3| +execution time of: 4.7080e-05s: Index: 525 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| +execution time of: 4.7096e-05s: Index: 297 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| +execution time of: 4.7098e-05s: Index: 457 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| +execution time of: 4.7111e-05s: Index: 426 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| +execution time of: 4.7120e-05s: Index: 304 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| +execution time of: 4.7128e-05s: Index: 472 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| +execution time of: 4.7136e-05s: Index: 513 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| +execution time of: 4.7156e-05s: Index: 590 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +execution time of: 4.7178e-05s: Index: 650 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| +execution time of: 4.7185e-05s: Index: 712 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +execution time of: 4.7188e-05s: Index: 635 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| +execution time of: 4.7218e-05s: Index: 561 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| +execution time of: 4.7246e-05s: Index: 395 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| +execution time of: 4.7253e-05s: Index: 328 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| +execution time of: 4.7256e-05s: Index: 454 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +execution time of: 4.7256e-05s: Index: 204 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| +execution time of: 4.7261e-05s: Index: 476 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +execution time of: 4.7263e-05s: Index: 549 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| +execution time of: 4.7266e-05s: Index: 402 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 4| +execution time of: 4.7281e-05s: Index: 213 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| +execution time of: 4.7293e-05s: Index: 399 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| +execution time of: 4.7300e-05s: Index: 321 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| +execution time of: 4.7346e-05s: Index: 550 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| +execution time of: 4.7383e-05s: Index: 568 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| +execution time of: 4.7386e-05s: Index: 515 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0| +execution time of: 4.7393e-05s: Index: 410 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| +execution time of: 4.7411e-05s: Index: 424 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| +execution time of: 4.7423e-05s: Index: 420 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| +execution time of: 4.7428e-05s: Index: 393 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| +execution time of: 4.7436e-05s: Index: 639 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| +execution time of: 4.7466e-05s: Index: 647 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 0| +execution time of: 4.7498e-05s: Index: 380 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 4| +execution time of: 4.7506e-05s: Index: 459 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 1| +execution time of: 4.7553e-05s: Index: 537 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| +execution time of: 4.7553e-05s: Index: 645 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| +execution time of: 4.7571e-05s: Index: 670 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| +execution time of: 4.7593e-05s: Index: 594 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +execution time of: 4.7608e-05s: Index: 345 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| +execution time of: 4.7611e-05s: Index: 348 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 4| +execution time of: 4.7616e-05s: Index: 300 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| +execution time of: 4.7623e-05s: Index: 358 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| +execution time of: 4.7655e-05s: Index: 657 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| +execution time of: 4.7693e-05s: Index: 642 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| +execution time of: 4.7733e-05s: Index: 578 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| +execution time of: 4.7738e-05s: Index: 306 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| +execution time of: 4.7776e-05s: Index: 686 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +execution time of: 4.7783e-05s: Index: 314 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| +execution time of: 4.7791e-05s: Index: 690 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| +execution time of: 4.7835e-05s: Index: 516 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| +execution time of: 4.7838e-05s: Index: 452 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| +execution time of: 4.7856e-05s: Index: 588 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| +execution time of: 4.7866e-05s: Index: 498 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| +execution time of: 4.7913e-05s: Index: 541 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| +execution time of: 4.7943e-05s: Index: 633 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| +execution time of: 4.7946e-05s: Index: 249 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +execution time of: 4.7948e-05s: Index: 421 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| +execution time of: 4.7993e-05s: Index: 692 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +execution time of: 4.7996e-05s: Index: 559 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 2| +execution time of: 4.8005e-05s: Index: 519 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| +execution time of: 4.8116e-05s: Index: 546 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| +execution time of: 4.8133e-05s: Index: 630 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| +execution time of: 4.8171e-05s: Index: 374 | Max_nodes: 187 | Active_nodes: 61 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 5| +execution time of: 4.8188e-05s: Index: 427 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 1| +execution time of: 4.8201e-05s: Index: 704 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +execution time of: 4.8220e-05s: Index: 706 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| +execution time of: 4.8231e-05s: Index: 356 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| +execution time of: 4.8241e-05s: Index: 663 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| +execution time of: 4.8298e-05s: Index: 448 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| +execution time of: 4.8308e-05s: Index: 566 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +execution time of: 4.8323e-05s: Index: 190 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 2| +execution time of: 4.8358e-05s: Index: 584 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +execution time of: 4.8375e-05s: Index: 666 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| +execution time of: 4.8396e-05s: Index: 540 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| +execution time of: 4.8398e-05s: Index: 570 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| +execution time of: 4.8491e-05s: Index: 544 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| +execution time of: 4.8603e-05s: Index: 103 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| +execution time of: 4.8635e-05s: Index: 238 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 2| +execution time of: 4.8693e-05s: Index: 310 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| +execution time of: 4.8706e-05s: Index: 162 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| +execution time of: 4.8743e-05s: Index: 332 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| +execution time of: 4.8753e-05s: Index: 396 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| +execution time of: 4.8766e-05s: Index: 488 | Max_nodes: 187 | Active_nodes: 61 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| +execution time of: 4.8783e-05s: Index: 350 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| +execution time of: 4.8790e-05s: Index: 155 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| +execution time of: 4.8803e-05s: Index: 660 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| +execution time of: 4.8868e-05s: Index: 326 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| +execution time of: 4.8888e-05s: Index: 166 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 3| +execution time of: 4.8913e-05s: Index: 560 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| +execution time of: 4.8918e-05s: Index: 442 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| +execution time of: 4.8923e-05s: Index: 232 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| +execution time of: 4.8978e-05s: Index: 440 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| +execution time of: 4.8991e-05s: Index: 406 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| +execution time of: 4.9016e-05s: Index: 567 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| +execution time of: 4.9026e-05s: Index: 422 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| +execution time of: 4.9043e-05s: Index: 636 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| +execution time of: 4.9046e-05s: Index: 164 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| +execution time of: 4.9053e-05s: Index: 467 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| +execution time of: 4.9101e-05s: Index: 572 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| +execution time of: 4.9135e-05s: Index: 682 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| +execution time of: 4.9156e-05s: Index: 586 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| +execution time of: 4.9173e-05s: Index: 466 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| +execution time of: 4.9271e-05s: Index: 705 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +execution time of: 4.9336e-05s: Index: 333 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| +execution time of: 4.9345e-05s: Index: 428 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| +execution time of: 4.9433e-05s: Index: 206 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| +execution time of: 4.9456e-05s: Index: 230 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| +execution time of: 4.9456e-05s: Index: 302 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| +execution time of: 4.9531e-05s: Index: 446 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +execution time of: 4.9540e-05s: Index: 286 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 3| +execution time of: 4.9555e-05s: Index: 330 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| +execution time of: 4.9556e-05s: Index: 184 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| +execution time of: 4.9558e-05s: Index: 214 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 2| +execution time of: 4.9561e-05s: Index: 668 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| +execution time of: 4.9725e-05s: Index: 400 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| +execution time of: 4.9760e-05s: Index: 308 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| +execution time of: 4.9853e-05s: Index: 323 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| +execution time of: 4.9855e-05s: Index: 368 | Max_nodes: 187 | Active_nodes: 61 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| +execution time of: 4.9888e-05s: Index: 182 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| +execution time of: 4.9943e-05s: Index: 278 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| +execution time of: 5.0021e-05s: Index: 212 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| +execution time of: 5.0023e-05s: Index: 416 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| +execution time of: 5.0043e-05s: Index: 548 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| +execution time of: 5.0066e-05s: Index: 188 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 4| +execution time of: 5.0083e-05s: Index: 160 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| +execution time of: 5.0096e-05s: Index: 662 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| +execution time of: 5.0123e-05s: Index: 542 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| +execution time of: 5.0133e-05s: Index: 236 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| +execution time of: 5.0138e-05s: Index: 176 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| +execution time of: 5.0161e-05s: Index: 224 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| +execution time of: 5.0163e-05s: Index: 646 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| +execution time of: 5.0168e-05s: Index: 154 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| +execution time of: 5.0311e-05s: Index: 518 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| +execution time of: 5.0343e-05s: Index: 680 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| +execution time of: 5.0343e-05s: Index: 418 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| +execution time of: 5.0348e-05s: Index: 200 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| +execution time of: 5.0361e-05s: Index: 272 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| +execution time of: 5.0376e-05s: Index: 520 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| +execution time of: 5.0381e-05s: Index: 398 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| +execution time of: 5.0393e-05s: Index: 334 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| +execution time of: 5.0418e-05s: Index: 404 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| +execution time of: 5.0433e-05s: Index: 202 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| +execution time of: 5.0501e-05s: Index: 524 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| +execution time of: 5.0511e-05s: Index: 274 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| +execution time of: 5.0588e-05s: Index: 208 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 2| +execution time of: 5.0616e-05s: Index: 320 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| +execution time of: 5.0665e-05s: Index: 536 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| +execution time of: 5.0731e-05s: Index: 152 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| +execution time of: 5.0753e-05s: Index: 667 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| +execution time of: 5.0783e-05s: Index: 344 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| +execution time of: 5.0833e-05s: Index: 325 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1| +execution time of: 5.0858e-05s: Index: 349 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| +execution time of: 5.0923e-05s: Index: 589 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| +execution time of: 5.1003e-05s: Index: 301 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| +execution time of: 5.1023e-05s: Index: 322 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| +execution time of: 5.1171e-05s: Index: 656 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| +execution time of: 5.1201e-05s: Index: 661 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| +execution time of: 5.1208e-05s: Index: 526 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 2| +execution time of: 5.1225e-05s: Index: 512 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| +execution time of: 5.1243e-05s: Index: 158 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| +execution time of: 5.1256e-05s: Index: 346 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| +execution time of: 5.1266e-05s: Index: 298 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| +execution time of: 5.1286e-05s: Index: 644 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| +execution time of: 5.1323e-05s: Index: 638 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| +execution time of: 5.1343e-05s: Index: 394 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| +execution time of: 5.1425e-05s: Index: 664 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| +execution time of: 5.1450e-05s: Index: 280 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| +execution time of: 5.1546e-05s: Index: 226 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| +execution time of: 5.1608e-05s: Index: 514 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| +execution time of: 5.1613e-05s: Index: 634 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| +execution time of: 5.1671e-05s: Index: 284 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| +execution time of: 5.1748e-05s: Index: 307 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| +execution time of: 5.2046e-05s: Index: 632 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| +execution time of: 5.2066e-05s: Index: 296 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| +execution time of: 5.2148e-05s: Index: 538 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| +execution time of: 5.2508e-05s: Index: 470 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +execution time of: 5.2578e-05s: Index: 178 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| +execution time of: 5.2908e-05s: Index: 677 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| +execution time of: 5.2911e-05s: Index: 392 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| +execution time of: 5.3073e-05s: Index: 562 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| +execution time of: 5.3501e-05s: Index: 151 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| +execution time of: 5.3583e-05s: Index: 640 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| +execution time of: 5.3751e-05s: Index: 464 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| +execution time of: 5.3963e-05s: Index: 658 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| +execution time of: 5.7298e-05s: Index: 363 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +execution time of: 6.2383e-05s: Index: 113 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| +execution time of: 8.7034e-05s: Index: 532 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/vqe_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/vqe_indep_qiskit_controls.txt new file mode 100644 index 00000000..55fca906 --- /dev/null +++ b/test/BenchmarkQuasm/results/vqe_indep_qiskit_controls.txt @@ -0,0 +1,424 @@ +Start Simulation of vqe_indep_qiskit_3__________________________________________________ + + i: 0 1 2 + 1: ry | | p: (-0.941325) + 2: | ry | p: (-0.126413) + 3: | | ry p: (-3.14159) + 4: | c x + 5: c x | + 6: ry | | p: (-2.20656) + 7: | ry | p: (-3.14159) + 8: | | ry p: (1.74903) + 9: | c x +10: c x | +11: ry | | p: (0.690101) +12: | ry | p: (-0.402456) +13: | | ry p: (2.71744) +14:============ +15: 0 | | +16: | 1 | +17: | | 2 + o: 0 1 2 +Q: 0 w: 3 | Q: 1 w: 3 | Q: 2 w: 1 | +Computed Permutation: .........0 -> 2|1 -> 0|2 -> 1| +Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Identity Duration: 7.5850e-06s............................. +Permuted Duration: 7.3552e-06s............................. +Identity active_nodes: 7 ...................................... +Permuted active_nodes: 7 ...................................... +Identity max_nodes: 21 ...................................... +Permuted max_nodes: 21 ...................................... +________________________________________________________________________________________________ + +Start Simulation of vqe_indep_qiskit_4__________________________________________________ + +.i:...0...1...2...3 +.1:..ry...|...|...| p: (2.2551e+00) +.2:...|..ry...|...| p: (-2.4212e-04) +.3:...|...|..ry...| p: (1.6710e+00) +.4:...|...|...|..ry p: (-2.4684e+00) +.5:...|...|...c...x +.6:...|...c...x...| +.7:...c...x...|...| +.8:..ry...|...|...| p: (5.2421e-02) +.9:...|..ry...|...| p: (6.7252e-02) +10:...|...|..ry...| p: (1.5986e-01) +11:...|...|...|..ry p: (-1.2428e-01) +12:...|...|...c...x +13:...|...c...x...| +14:...c...x...|...| +15:..ry...|...|...| p: (-2.2535e+00) +16:...|..ry...|...| p: (-3.0990e+00) +17:...|...|..ry...| p: (1.5706e+00) +18:...|...|...|..ry p: (2.4622e+00) +19:================ +20:...0...|...|...| +21:...|...1...|...| +22:...|...|...2...| +23:...|...|...|...3 +.o:...0...1...2...3 +Q: 0 w: 3 | Q: 1 w: 3 | Q: 2 w: 3 | Q: 3 w: 1 | +Computed Permutation: ..0 -> 3|1 -> 0|2 -> 1|3 -> 2| +Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Identity Duration: 1.4890e-05s............................. +Permuted Duration: 1.4303e-05s............................. +Identity active_nodes: 15 ...................................... +Permuted active_nodes: 15 ...................................... +Identity max_nodes: 45 ...................................... +Permuted max_nodes: 45 ...................................... +________________________________________________________________________________________________ + +Start Simulation of vqe_indep_qiskit_5__________________________________________________ + +.i:...0...1...2...3...4 +.1:..ry...|...|...|...| p: (-2.4000e+00) +.2:...|..ry...|...|...| p: (-3.5969e-03) +.3:...|...|..ry...|...| p: (2.3140e+00) +.4:...|...|...|..ry...| p: (-1.0853e-01) +.5:...|...|...|...|..ry p: (2.3450e+00) +.6:...|...|...|...c...x +.7:...|...|...c...x...| +.8:...|...c...x...|...| +.9:...c...x...|...|...| +10:..ry...|...|...|...| p: (9.2408e-01) +11:...|..ry...|...|...| p: (-1.0994e+00) +12:...|...|..ry...|...| p: (-1.6558e+00) +13:...|...|...|..ry...| p: (-1.6857e+00) +14:...|...|...|...|..ry p: (-7.7257e-01) +15:...|...|...|...c...x +16:...|...|...c...x...| +17:...|...c...x...|...| +18:...c...x...|...|...| +19:..ry...|...|...|...| p: (2.0311e+00) +20:...|..ry...|...|...| p: (2.4246e+00) +21:...|...|..ry...|...| p: (1.5674e+00) +22:...|...|...|..ry...| p: (-2.8077e+00) +23:...|...|...|...|..ry p: (-1.6463e+00) +24:==================== +25:...0...|...|...|...| +26:...|...1...|...|...| +27:...|...|...2...|...| +28:...|...|...|...3...| +29:...|...|...|...|...4 +.o:...0...1...2...3...4 +Q: 0 w: 3 | Q: 1 w: 3 | Q: 2 w: 3 | Q: 3 w: 3 | Q: 4 w: 1 | +Computed Permutation: 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Identity Duration: 2.7080e-05s............................. +Permuted Duration: 2.6778e-05s............................. +Identity active_nodes: 31 ...................................... +Permuted active_nodes: 31 ...................................... +Identity max_nodes: 93 ...................................... +Permuted max_nodes: 93 ...................................... +________________________________________________________________________________________________ + +Start Simulation of vqe_indep_qiskit_6__________________________________________________ + +.i:...0...1...2...3...4...5 +.1:..ry...|...|...|...|...| p: (3.0620e+00) +.2:...|..ry...|...|...|...| p: (3.1415e+00) +.3:...|...|..ry...|...|...| p: (1.5713e+00) +.4:...|...|...|..ry...|...| p: (-1.4524e-04) +.5:...|...|...|...|..ry...| p: (-2.3197e+00) +.6:...|...|...|...|...|..ry p: (3.1416e+00) +.7:...|...|...|...|...c...x +.8:...|...|...|...c...x...| +.9:...|...|...c...x...|...| +10:...|...c...x...|...|...| +11:...c...x...|...|...|...| +12:..ry...|...|...|...|...| p: (1.5010e-01) +13:...|..ry...|...|...|...| p: (-1.0869e+00) +14:...|...|..ry...|...|...| p: (7.3746e-01) +15:...|...|...|..ry...|...| p: (-7.3751e-01) +16:...|...|...|...|..ry...| p: (-1.5708e+00) +17:...|...|...|...|...|..ry p: (1.5709e+00) +18:...|...|...|...|...c...x +19:...|...|...|...c...x...| +20:...|...|...c...x...|...| +21:...|...c...x...|...|...| +22:...c...x...|...|...|...| +23:..ry...|...|...|...|...| p: (-2.9719e+00) +24:...|..ry...|...|...|...| p: (-1.0809e+00) +25:...|...|..ry...|...|...| p: (1.5708e+00) +26:...|...|...|..ry...|...| p: (7.0198e-04) +27:...|...|...|...|..ry...| p: (-1.5705e+00) +28:...|...|...|...|...|..ry p: (-7.4905e-01) +29:======================== +30:...0...|...|...|...|...| +31:...|...1...|...|...|...| +32:...|...|...2...|...|...| +33:...|...|...|...3...|...| +34:...|...|...|...|...4...| +35:...|...|...|...|...|...5 +.o:...0...1...2...3...4...5 +Q: 0 w: 3 | Q: 1 w: 3 | Q: 2 w: 3 | Q: 3 w: 3 | Q: 4 w: 3 | Q: 5 w: 1 | +Computed Permutation: 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Identity Duration: 3.9902e-05s............................. +Permuted Duration: 4.4579e-05s............................. +Identity active_nodes: 61 ...................................... +Permuted active_nodes: 62 ...................................... +Identity max_nodes: 187...................................... +Permuted max_nodes: 188...................................... +________________________________________________________________________________________________ + +Start Simulation of vqe_indep_qiskit_7__________________________________________________ + +.i:...0...1...2...3...4...5...6 +.1:..ry...|...|...|...|...|...| p: (-3.4218e-05) +.2:...|..ry...|...|...|...|...| p: (-2.7107e+00) +.3:...|...|..ry...|...|...|...| p: (2.9935e+00) +.4:...|...|...|..ry...|...|...| p: (2.5592e+00) +.5:...|...|...|...|..ry...|...| p: (1.3934e+00) +.6:...|...|...|...|...|..ry...| p: (-6.2005e-03) +.7:...|...|...|...|...|...|..ry p: (-2.3505e+00) +.8:...|...|...|...|...|...c...x +.9:...|...|...|...|...c...x...| +10:...|...|...|...c...x...|...| +11:...|...|...c...x...|...|...| +12:...|...c...x...|...|...|...| +13:...c...x...|...|...|...|...| +14:..ry...|...|...|...|...|...| p: (-3.1412e+00) +15:...|..ry...|...|...|...|...| p: (-1.6663e+00) +16:...|...|..ry...|...|...|...| p: (-1.5098e+00) +17:...|...|...|..ry...|...|...| p: (1.5775e+00) +18:...|...|...|...|..ry...|...| p: (-1.5710e+00) +19:...|...|...|...|...|..ry...| p: (-1.5714e+00) +20:...|...|...|...|...|...|..ry p: (7.7946e-01) +21:...|...|...|...|...|...c...x +22:...|...|...|...|...c...x...| +23:...|...|...|...c...x...|...| +24:...|...|...c...x...|...|...| +25:...|...c...x...|...|...|...| +26:...c...x...|...|...|...|...| +27:..ry...|...|...|...|...|...| p: (3.1416e+00) +28:...|..ry...|...|...|...|...| p: (1.4795e+00) +29:...|...|..ry...|...|...|...| p: (9.6901e-01) +30:...|...|...|..ry...|...|...| p: (1.4225e+00) +31:...|...|...|...|..ry...|...| p: (9.8823e-01) +32:...|...|...|...|...|..ry...| p: (2.9644e+00) +33:...|...|...|...|...|...|..ry p: (1.5664e+00) +34:============================ +35:...0...|...|...|...|...|...| +36:...|...1...|...|...|...|...| +37:...|...|...2...|...|...|...| +38:...|...|...|...3...|...|...| +39:...|...|...|...|...4...|...| +40:...|...|...|...|...|...5...| +41:...|...|...|...|...|...|...6 +.o:...0...1...2...3...4...5...6 +Q: 0 w: 3 | Q: 1 w: 3 | Q: 2 w: 3 | Q: 3 w: 3 | Q: 4 w: 3 | Q: 5 w: 3 | Q: 6 w: 1 | +Computed Permutation: 0 -> 6|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4|6 -> 5| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Identity Duration: 9.7429e-05s............................. +Permuted Duration: 1.0496e-04s............................. +Identity active_nodes: 127...................................... +Permuted active_nodes: 127...................................... +Identity max_nodes: 381...................................... +Permuted max_nodes: 381...................................... +________________________________________________________________________________________________ + +Start Simulation of vqe_indep_qiskit_8__________________________________________________ + +.i:...0...1...2...3...4...5...6...7 +.1:..ry...|...|...|...|...|...|...| p: (-3.4946e-01) +.2:...|..ry...|...|...|...|...|...| p: (3.1416e+00) +.3:...|...|..ry...|...|...|...|...| p: (-1.5711e+00) +.4:...|...|...|..ry...|...|...|...| p: (4.6442e-05) +.5:...|...|...|...|..ry...|...|...| p: (-1.5707e+00) +.6:...|...|...|...|...|..ry...|...| p: (-3.1406e+00) +.7:...|...|...|...|...|...|..ry...| p: (-2.9116e-01) +.8:...|...|...|...|...|...|...|..ry p: (4.6178e-01) +.9:...|...|...|...|...|...|...c...x +10:...|...|...|...|...|...c...x...| +11:...|...|...|...|...c...x...|...| +12:...|...|...|...c...x...|...|...| +13:...|...|...c...x...|...|...|...| +14:...|...c...x...|...|...|...|...| +15:...c...x...|...|...|...|...|...| +16:..ry...|...|...|...|...|...|...| p: (1.5362e+00) +17:...|..ry...|...|...|...|...|...| p: (1.5589e+00) +18:...|...|..ry...|...|...|...|...| p: (2.3899e+00) +19:...|...|...|..ry...|...|...|...| p: (2.3899e+00) +20:...|...|...|...|..ry...|...|...| p: (-9.7678e-04) +21:...|...|...|...|...|..ry...|...| p: (-3.1416e+00) +22:...|...|...|...|...|...|..ry...| p: (-1.7035e+00) +23:...|...|...|...|...|...|...|..ry p: (-2.0499e+00) +24:...|...|...|...|...|...|...c...x +25:...|...|...|...|...|...c...x...| +26:...|...|...|...|...c...x...|...| +27:...|...|...|...c...x...|...|...| +28:...|...|...c...x...|...|...|...| +29:...|...c...x...|...|...|...|...| +30:...c...x...|...|...|...|...|...| +31:..ry...|...|...|...|...|...|...| p: (1.5383e+00) +32:...|..ry...|...|...|...|...|...| p: (1.9205e+00) +33:...|...|..ry...|...|...|...|...| p: (1.5708e+00) +34:...|...|...|..ry...|...|...|...| p: (-3.1413e+00) +35:...|...|...|...|..ry...|...|...| p: (1.5710e+00) +36:...|...|...|...|...|..ry...|...| p: (-3.1416e+00) +37:...|...|...|...|...|...|..ry...| p: (3.1416e+00) +38:...|...|...|...|...|...|...|..ry p: (-1.3107e+00) +39:================================ +40:...0...|...|...|...|...|...|...| +41:...|...1...|...|...|...|...|...| +42:...|...|...2...|...|...|...|...| +43:...|...|...|...3...|...|...|...| +44:...|...|...|...|...4...|...|...| +45:...|...|...|...|...|...5...|...| +46:...|...|...|...|...|...|...6...| +47:...|...|...|...|...|...|...|...7 +.o:...0...1...2...3...4...5...6...7 +Q: 0 w: 3 | Q: 1 w: 3 | Q: 2 w: 3 | Q: 3 w: 3 | Q: 4 w: 3 | Q: 5 w: 3 | Q: 6 w: 3 | Q: 7 w: 1 | +Computed Permutation: 0 -> 7|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4|6 -> 5|7 -> 6| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7| +Identity Duration: 1.2445e-04s............................. +Permuted Duration: 1.5308e-04s............................. +Identity active_nodes: 209...................................... +Permuted active_nodes: 230...................................... +Identity max_nodes: 719...................................... +Permuted max_nodes: 740...................................... +________________________________________________________________________________________________ + +Start Simulation of vqe_indep_qiskit_9__________________________________________________ + +.i:...0...1...2...3...4...5...6...7...8 +.1:..ry...|...|...|...|...|...|...|...| p: (-1.6120e+00) +.2:...|..ry...|...|...|...|...|...|...| p: (-6.6480e-01) +.3:...|...|..ry...|...|...|...|...|...| p: (9.5831e-01) +.4:...|...|...|..ry...|...|...|...|...| p: (-1.5703e+00) +.5:...|...|...|...|..ry...|...|...|...| p: (-3.1416e+00) +.6:...|...|...|...|...|..ry...|...|...| p: (-1.5459e+00) +.7:...|...|...|...|...|...|..ry...|...| p: (-3.4289e-02) +.8:...|...|...|...|...|...|...|..ry...| p: (3.1309e+00) +.9:...|...|...|...|...|...|...|...|..ry p: (1.1822e+00) +10:...|...|...|...|...|...|...|...c...x +11:...|...|...|...|...|...|...c...x...| +12:...|...|...|...|...|...c...x...|...| +13:...|...|...|...|...c...x...|...|...| +14:...|...|...|...c...x...|...|...|...| +15:...|...|...c...x...|...|...|...|...| +16:...|...c...x...|...|...|...|...|...| +17:...c...x...|...|...|...|...|...|...| +18:..ry...|...|...|...|...|...|...|...| p: (1.8564e-01) +19:...|..ry...|...|...|...|...|...|...| p: (-1.4581e-01) +20:...|...|..ry...|...|...|...|...|...| p: (-3.1416e+00) +21:...|...|...|..ry...|...|...|...|...| p: (4.4871e-04) +22:...|...|...|...|..ry...|...|...|...| p: (1.1451e-03) +23:...|...|...|...|...|..ry...|...|...| p: (1.3611e+00) +24:...|...|...|...|...|...|..ry...|...| p: (1.3608e+00) +25:...|...|...|...|...|...|...|..ry...| p: (1.5768e+00) +26:...|...|...|...|...|...|...|...|..ry p: (-3.8930e-01) +27:...|...|...|...|...|...|...|...c...x +28:...|...|...|...|...|...|...c...x...| +29:...|...|...|...|...|...c...x...|...| +30:...|...|...|...|...c...x...|...|...| +31:...|...|...|...c...x...|...|...|...| +32:...|...|...c...x...|...|...|...|...| +33:...|...c...x...|...|...|...|...|...| +34:...c...x...|...|...|...|...|...|...| +35:..ry...|...|...|...|...|...|...|...| p: (1.7279e+00) +36:...|..ry...|...|...|...|...|...|...| p: (6.5683e-01) +37:...|...|..ry...|...|...|...|...|...| p: (-5.5368e-01) +38:...|...|...|..ry...|...|...|...|...| p: (-1.5747e+00) +39:...|...|...|...|..ry...|...|...|...| p: (-2.1831e+00) +40:...|...|...|...|...|..ry...|...|...| p: (3.0677e+00) +41:...|...|...|...|...|...|..ry...|...| p: (-1.7329e-02) +42:...|...|...|...|...|...|...|..ry...| p: (1.6050e+00) +43:...|...|...|...|...|...|...|...|..ry p: (1.5677e+00) +44:==================================== +45:...0...|...|...|...|...|...|...|...| +46:...|...1...|...|...|...|...|...|...| +47:...|...|...2...|...|...|...|...|...| +48:...|...|...|...3...|...|...|...|...| +49:...|...|...|...|...4...|...|...|...| +50:...|...|...|...|...|...5...|...|...| +51:...|...|...|...|...|...|...6...|...| +52:...|...|...|...|...|...|...|...7...| +53:...|...|...|...|...|...|...|...|...8 +.o:...0...1...2...3...4...5...6...7...8 +Q: 0 w: 3 | Q: 1 w: 3 | Q: 2 w: 3 | Q: 3 w: 3 | Q: 4 w: 3 | Q: 5 w: 3 | Q: 6 w: 3 | Q: 7 w: 3 | Q: 8 w: 1 | +Computed Permutation: 0 -> 8|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4|6 -> 5|7 -> 6|8 -> 7| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8| +Identity Duration: 2.4814e-04s............................. +Permuted Duration: 2.7903e-04s............................. +Identity active_nodes: 511...................................... +Permuted active_nodes: 511...................................... +Identity max_nodes: 1533...................................... +Permuted max_nodes: 1533...................................... +________________________________________________________________________________________________ + +Start Simulation of vqe_indep_qiskit_10__________________________________________________ + +.i:...0...1...2...3...4...5...6...7...8...9 +.1:..ry...|...|...|...|...|...|...|...|...| p: (-3.1412e+00) +.2:...|..ry...|...|...|...|...|...|...|...| p: (1.5707e+00) +.3:...|...|..ry...|...|...|...|...|...|...| p: (-2.3622e-05) +.4:...|...|...|..ry...|...|...|...|...|...| p: (-3.1399e+00) +.5:...|...|...|...|..ry...|...|...|...|...| p: (-1.1147e-03) +.6:...|...|...|...|...|..ry...|...|...|...| p: (-1.1043e+00) +.7:...|...|...|...|...|...|..ry...|...|...| p: (2.9802e+00) +.8:...|...|...|...|...|...|...|..ry...|...| p: (3.0546e+00) +.9:...|...|...|...|...|...|...|...|..ry...| p: (-1.3668e+00) +10:...|...|...|...|...|...|...|...|...|..ry p: (-2.9084e+00) +11:...|...|...|...|...|...|...|...|...c...x +12:...|...|...|...|...|...|...|...c...x...| +13:...|...|...|...|...|...|...c...x...|...| +14:...|...|...|...|...|...c...x...|...|...| +15:...|...|...|...|...c...x...|...|...|...| +16:...|...|...|...c...x...|...|...|...|...| +17:...|...|...c...x...|...|...|...|...|...| +18:...|...c...x...|...|...|...|...|...|...| +19:...c...x...|...|...|...|...|...|...|...| +20:..ry...|...|...|...|...|...|...|...|...| p: (1.5997e+00) +21:...|..ry...|...|...|...|...|...|...|...| p: (-3.2806e-03) +22:...|...|..ry...|...|...|...|...|...|...| p: (3.4061e-03) +23:...|...|...|..ry...|...|...|...|...|...| p: (-1.1679e+00) +24:...|...|...|...|..ry...|...|...|...|...| p: (3.1416e+00) +25:...|...|...|...|...|..ry...|...|...|...| p: (-2.7303e+00) +26:...|...|...|...|...|...|..ry...|...|...| p: (-2.6926e+00) +27:...|...|...|...|...|...|...|..ry...|...| p: (-9.4159e-01) +28:...|...|...|...|...|...|...|...|..ry...| p: (-8.7349e-01) +29:...|...|...|...|...|...|...|...|...|..ry p: (-2.3004e+00) +30:...|...|...|...|...|...|...|...|...c...x +31:...|...|...|...|...|...|...|...c...x...| +32:...|...|...|...|...|...|...c...x...|...| +33:...|...|...|...|...|...c...x...|...|...| +34:...|...|...|...|...c...x...|...|...|...| +35:...|...|...|...c...x...|...|...|...|...| +36:...|...|...c...x...|...|...|...|...|...| +37:...|...c...x...|...|...|...|...|...|...| +38:...c...x...|...|...|...|...|...|...|...| +39:..ry...|...|...|...|...|...|...|...|...| p: (1.5994e+00) +40:...|..ry...|...|...|...|...|...|...|...| p: (1.5709e+00) +41:...|...|..ry...|...|...|...|...|...|...| p: (6.0268e-04) +42:...|...|...|..ry...|...|...|...|...|...| p: (-1.5711e+00) +43:...|...|...|...|..ry...|...|...|...|...| p: (1.1673e+00) +44:...|...|...|...|...|..ry...|...|...|...| p: (-1.9860e+00) +45:...|...|...|...|...|...|..ry...|...|...| p: (2.8995e+00) +46:...|...|...|...|...|...|...|..ry...|...| p: (-1.6024e+00) +47:...|...|...|...|...|...|...|...|..ry...| p: (-1.4934e+00) +48:...|...|...|...|...|...|...|...|...|..ry p: (5.0413e-01) +49:======================================== +50:...0...|...|...|...|...|...|...|...|...| +51:...|...1...|...|...|...|...|...|...|...| +52:...|...|...2...|...|...|...|...|...|...| +53:...|...|...|...3...|...|...|...|...|...| +54:...|...|...|...|...4...|...|...|...|...| +55:...|...|...|...|...|...5...|...|...|...| +56:...|...|...|...|...|...|...6...|...|...| +57:...|...|...|...|...|...|...|...7...|...| +58:...|...|...|...|...|...|...|...|...8...| +59:...|...|...|...|...|...|...|...|...|...9 +.o:...0...1...2...3...4...5...6...7...8...9 +Q: 0 w: 3 | Q: 1 w: 3 | Q: 2 w: 3 | Q: 3 w: 3 | Q: 4 w: 3 | Q: 5 w: 3 | Q: 6 w: 3 | Q: 7 w: 3 | Q: 8 w: 3 | Q: 9 w: 1 | +Computed Permutation: 0 -> 9|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4|6 -> 5|7 -> 6|8 -> 7|9 -> 8| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8|9 -> 9| +Identity Duration: 3.9915e-03s............................. +Permuted Duration: 1.0626e-03s............................. +Identity active_nodes: 999...................................... +Permuted active_nodes: 1019...................................... +Identity max_nodes: 3045...................................... +Permuted max_nodes: 3065...................................... +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/vqe_indep_qiskit_gates.txt b/test/BenchmarkQuasm/results/vqe_indep_qiskit_gates.txt new file mode 100644 index 00000000..e7ba511d --- /dev/null +++ b/test/BenchmarkQuasm/results/vqe_indep_qiskit_gates.txt @@ -0,0 +1,416 @@ +Start Simulation of vqe_indep_qiskit_3__________________________________________________ + + i: 0 1 2 + 1: ry | | p: (-0.941325) + 2: | ry | p: (-0.126413) + 3: | | ry p: (-3.14159) + 4: | c x + 5: c x | + 6: ry | | p: (-2.20656) + 7: | ry | p: (-3.14159) + 8: | | ry p: (1.74903) + 9: | c x +10: c x | +11: ry | | p: (0.690101) +12: | ry | p: (-0.402456) +13: | | ry p: (2.71744) +14:============ +15: 0 | | +16: | 1 | +17: | | 2 + o: 0 1 2 +Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Identity Duration: 8.0103e-06s............................. +Permuted Duration: 8.1925e-06s............................. +Identity active_nodes: 7 ...................................... +Permuted active_nodes: 7 ...................................... +Identity max_nodes: 21 ...................................... +Permuted max_nodes: 21 ...................................... +________________________________________________________________________________________________ + +Start Simulation of vqe_indep_qiskit_4__________________________________________________ + +.i:...0...1...2...3 +.1:..ry...|...|...| p: (2.2551e+00) +.2:...|..ry...|...| p: (-2.4212e-04) +.3:...|...|..ry...| p: (1.6710e+00) +.4:...|...|...|..ry p: (-2.4684e+00) +.5:...|...|...c...x +.6:...|...c...x...| +.7:...c...x...|...| +.8:..ry...|...|...| p: (5.2421e-02) +.9:...|..ry...|...| p: (6.7252e-02) +10:...|...|..ry...| p: (1.5986e-01) +11:...|...|...|..ry p: (-1.2428e-01) +12:...|...|...c...x +13:...|...c...x...| +14:...c...x...|...| +15:..ry...|...|...| p: (-2.2535e+00) +16:...|..ry...|...| p: (-3.0990e+00) +17:...|...|..ry...| p: (1.5706e+00) +18:...|...|...|..ry p: (2.4622e+00) +19:================ +20:...0...|...|...| +21:...|...1...|...| +22:...|...|...2...| +23:...|...|...|...3 +.o:...0...1...2...3 +Computed Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Identity Duration: 1.4590e-05s............................. +Permuted Duration: 1.4345e-05s............................. +Identity active_nodes: 15 ...................................... +Permuted active_nodes: 15 ...................................... +Identity max_nodes: 45 ...................................... +Permuted max_nodes: 45 ...................................... +________________________________________________________________________________________________ + +Start Simulation of vqe_indep_qiskit_5__________________________________________________ + +.i:...0...1...2...3...4 +.1:..ry...|...|...|...| p: (-2.4000e+00) +.2:...|..ry...|...|...| p: (-3.5969e-03) +.3:...|...|..ry...|...| p: (2.3140e+00) +.4:...|...|...|..ry...| p: (-1.0853e-01) +.5:...|...|...|...|..ry p: (2.3450e+00) +.6:...|...|...|...c...x +.7:...|...|...c...x...| +.8:...|...c...x...|...| +.9:...c...x...|...|...| +10:..ry...|...|...|...| p: (9.2408e-01) +11:...|..ry...|...|...| p: (-1.0994e+00) +12:...|...|..ry...|...| p: (-1.6558e+00) +13:...|...|...|..ry...| p: (-1.6857e+00) +14:...|...|...|...|..ry p: (-7.7257e-01) +15:...|...|...|...c...x +16:...|...|...c...x...| +17:...|...c...x...|...| +18:...c...x...|...|...| +19:..ry...|...|...|...| p: (2.0311e+00) +20:...|..ry...|...|...| p: (2.4246e+00) +21:...|...|..ry...|...| p: (1.5674e+00) +22:...|...|...|..ry...| p: (-2.8077e+00) +23:...|...|...|...|..ry p: (-1.6463e+00) +24:==================== +25:...0...|...|...|...| +26:...|...1...|...|...| +27:...|...|...2...|...| +28:...|...|...|...3...| +29:...|...|...|...|...4 +.o:...0...1...2...3...4 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Identity Duration: 4.1103e-05s............................. +Permuted Duration: 4.0665e-05s............................. +Identity active_nodes: 31 ...................................... +Permuted active_nodes: 31 ...................................... +Identity max_nodes: 93 ...................................... +Permuted max_nodes: 93 ...................................... +________________________________________________________________________________________________ + +Start Simulation of vqe_indep_qiskit_6__________________________________________________ + +.i:...0...1...2...3...4...5 +.1:..ry...|...|...|...|...| p: (3.0620e+00) +.2:...|..ry...|...|...|...| p: (3.1415e+00) +.3:...|...|..ry...|...|...| p: (1.5713e+00) +.4:...|...|...|..ry...|...| p: (-1.4524e-04) +.5:...|...|...|...|..ry...| p: (-2.3197e+00) +.6:...|...|...|...|...|..ry p: (3.1416e+00) +.7:...|...|...|...|...c...x +.8:...|...|...|...c...x...| +.9:...|...|...c...x...|...| +10:...|...c...x...|...|...| +11:...c...x...|...|...|...| +12:..ry...|...|...|...|...| p: (1.5010e-01) +13:...|..ry...|...|...|...| p: (-1.0869e+00) +14:...|...|..ry...|...|...| p: (7.3746e-01) +15:...|...|...|..ry...|...| p: (-7.3751e-01) +16:...|...|...|...|..ry...| p: (-1.5708e+00) +17:...|...|...|...|...|..ry p: (1.5709e+00) +18:...|...|...|...|...c...x +19:...|...|...|...c...x...| +20:...|...|...c...x...|...| +21:...|...c...x...|...|...| +22:...c...x...|...|...|...| +23:..ry...|...|...|...|...| p: (-2.9719e+00) +24:...|..ry...|...|...|...| p: (-1.0809e+00) +25:...|...|..ry...|...|...| p: (1.5708e+00) +26:...|...|...|..ry...|...| p: (7.0198e-04) +27:...|...|...|...|..ry...| p: (-1.5705e+00) +28:...|...|...|...|...|..ry p: (-7.4905e-01) +29:======================== +30:...0...|...|...|...|...| +31:...|...1...|...|...|...| +32:...|...|...2...|...|...| +33:...|...|...|...3...|...| +34:...|...|...|...|...4...| +35:...|...|...|...|...|...5 +.o:...0...1...2...3...4...5 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Identity Duration: 3.8380e-05s............................. +Permuted Duration: 3.8730e-05s............................. +Identity active_nodes: 61 ...................................... +Permuted active_nodes: 61 ...................................... +Identity max_nodes: 187...................................... +Permuted max_nodes: 187...................................... +________________________________________________________________________________________________ + +Start Simulation of vqe_indep_qiskit_7__________________________________________________ + +.i:...0...1...2...3...4...5...6 +.1:..ry...|...|...|...|...|...| p: (-3.4218e-05) +.2:...|..ry...|...|...|...|...| p: (-2.7107e+00) +.3:...|...|..ry...|...|...|...| p: (2.9935e+00) +.4:...|...|...|..ry...|...|...| p: (2.5592e+00) +.5:...|...|...|...|..ry...|...| p: (1.3934e+00) +.6:...|...|...|...|...|..ry...| p: (-6.2005e-03) +.7:...|...|...|...|...|...|..ry p: (-2.3505e+00) +.8:...|...|...|...|...|...c...x +.9:...|...|...|...|...c...x...| +10:...|...|...|...c...x...|...| +11:...|...|...c...x...|...|...| +12:...|...c...x...|...|...|...| +13:...c...x...|...|...|...|...| +14:..ry...|...|...|...|...|...| p: (-3.1412e+00) +15:...|..ry...|...|...|...|...| p: (-1.6663e+00) +16:...|...|..ry...|...|...|...| p: (-1.5098e+00) +17:...|...|...|..ry...|...|...| p: (1.5775e+00) +18:...|...|...|...|..ry...|...| p: (-1.5710e+00) +19:...|...|...|...|...|..ry...| p: (-1.5714e+00) +20:...|...|...|...|...|...|..ry p: (7.7946e-01) +21:...|...|...|...|...|...c...x +22:...|...|...|...|...c...x...| +23:...|...|...|...c...x...|...| +24:...|...|...c...x...|...|...| +25:...|...c...x...|...|...|...| +26:...c...x...|...|...|...|...| +27:..ry...|...|...|...|...|...| p: (3.1416e+00) +28:...|..ry...|...|...|...|...| p: (1.4795e+00) +29:...|...|..ry...|...|...|...| p: (9.6901e-01) +30:...|...|...|..ry...|...|...| p: (1.4225e+00) +31:...|...|...|...|..ry...|...| p: (9.8823e-01) +32:...|...|...|...|...|..ry...| p: (2.9644e+00) +33:...|...|...|...|...|...|..ry p: (1.5664e+00) +34:============================ +35:...0...|...|...|...|...|...| +36:...|...1...|...|...|...|...| +37:...|...|...2...|...|...|...| +38:...|...|...|...3...|...|...| +39:...|...|...|...|...4...|...| +40:...|...|...|...|...|...5...| +41:...|...|...|...|...|...|...6 +.o:...0...1...2...3...4...5...6 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Identity Duration: 9.3764e-05s............................. +Permuted Duration: 9.4246e-05s............................. +Identity active_nodes: 127...................................... +Permuted active_nodes: 127...................................... +Identity max_nodes: 381...................................... +Permuted max_nodes: 381...................................... +________________________________________________________________________________________________ + +Start Simulation of vqe_indep_qiskit_8__________________________________________________ + +.i:...0...1...2...3...4...5...6...7 +.1:..ry...|...|...|...|...|...|...| p: (-3.4946e-01) +.2:...|..ry...|...|...|...|...|...| p: (3.1416e+00) +.3:...|...|..ry...|...|...|...|...| p: (-1.5711e+00) +.4:...|...|...|..ry...|...|...|...| p: (4.6442e-05) +.5:...|...|...|...|..ry...|...|...| p: (-1.5707e+00) +.6:...|...|...|...|...|..ry...|...| p: (-3.1406e+00) +.7:...|...|...|...|...|...|..ry...| p: (-2.9116e-01) +.8:...|...|...|...|...|...|...|..ry p: (4.6178e-01) +.9:...|...|...|...|...|...|...c...x +10:...|...|...|...|...|...c...x...| +11:...|...|...|...|...c...x...|...| +12:...|...|...|...c...x...|...|...| +13:...|...|...c...x...|...|...|...| +14:...|...c...x...|...|...|...|...| +15:...c...x...|...|...|...|...|...| +16:..ry...|...|...|...|...|...|...| p: (1.5362e+00) +17:...|..ry...|...|...|...|...|...| p: (1.5589e+00) +18:...|...|..ry...|...|...|...|...| p: (2.3899e+00) +19:...|...|...|..ry...|...|...|...| p: (2.3899e+00) +20:...|...|...|...|..ry...|...|...| p: (-9.7678e-04) +21:...|...|...|...|...|..ry...|...| p: (-3.1416e+00) +22:...|...|...|...|...|...|..ry...| p: (-1.7035e+00) +23:...|...|...|...|...|...|...|..ry p: (-2.0499e+00) +24:...|...|...|...|...|...|...c...x +25:...|...|...|...|...|...c...x...| +26:...|...|...|...|...c...x...|...| +27:...|...|...|...c...x...|...|...| +28:...|...|...c...x...|...|...|...| +29:...|...c...x...|...|...|...|...| +30:...c...x...|...|...|...|...|...| +31:..ry...|...|...|...|...|...|...| p: (1.5383e+00) +32:...|..ry...|...|...|...|...|...| p: (1.9205e+00) +33:...|...|..ry...|...|...|...|...| p: (1.5708e+00) +34:...|...|...|..ry...|...|...|...| p: (-3.1413e+00) +35:...|...|...|...|..ry...|...|...| p: (1.5710e+00) +36:...|...|...|...|...|..ry...|...| p: (-3.1416e+00) +37:...|...|...|...|...|...|..ry...| p: (3.1416e+00) +38:...|...|...|...|...|...|...|..ry p: (-1.3107e+00) +39:================================ +40:...0...|...|...|...|...|...|...| +41:...|...1...|...|...|...|...|...| +42:...|...|...2...|...|...|...|...| +43:...|...|...|...3...|...|...|...| +44:...|...|...|...|...4...|...|...| +45:...|...|...|...|...|...5...|...| +46:...|...|...|...|...|...|...6...| +47:...|...|...|...|...|...|...|...7 +.o:...0...1...2...3...4...5...6...7 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7| +Identity Duration: 1.1852e-04s............................. +Permuted Duration: 1.1936e-04s............................. +Identity active_nodes: 209...................................... +Permuted active_nodes: 209...................................... +Identity max_nodes: 719...................................... +Permuted max_nodes: 719...................................... +________________________________________________________________________________________________ + +Start Simulation of vqe_indep_qiskit_9__________________________________________________ + +.i:...0...1...2...3...4...5...6...7...8 +.1:..ry...|...|...|...|...|...|...|...| p: (-1.6120e+00) +.2:...|..ry...|...|...|...|...|...|...| p: (-6.6480e-01) +.3:...|...|..ry...|...|...|...|...|...| p: (9.5831e-01) +.4:...|...|...|..ry...|...|...|...|...| p: (-1.5703e+00) +.5:...|...|...|...|..ry...|...|...|...| p: (-3.1416e+00) +.6:...|...|...|...|...|..ry...|...|...| p: (-1.5459e+00) +.7:...|...|...|...|...|...|..ry...|...| p: (-3.4289e-02) +.8:...|...|...|...|...|...|...|..ry...| p: (3.1309e+00) +.9:...|...|...|...|...|...|...|...|..ry p: (1.1822e+00) +10:...|...|...|...|...|...|...|...c...x +11:...|...|...|...|...|...|...c...x...| +12:...|...|...|...|...|...c...x...|...| +13:...|...|...|...|...c...x...|...|...| +14:...|...|...|...c...x...|...|...|...| +15:...|...|...c...x...|...|...|...|...| +16:...|...c...x...|...|...|...|...|...| +17:...c...x...|...|...|...|...|...|...| +18:..ry...|...|...|...|...|...|...|...| p: (1.8564e-01) +19:...|..ry...|...|...|...|...|...|...| p: (-1.4581e-01) +20:...|...|..ry...|...|...|...|...|...| p: (-3.1416e+00) +21:...|...|...|..ry...|...|...|...|...| p: (4.4871e-04) +22:...|...|...|...|..ry...|...|...|...| p: (1.1451e-03) +23:...|...|...|...|...|..ry...|...|...| p: (1.3611e+00) +24:...|...|...|...|...|...|..ry...|...| p: (1.3608e+00) +25:...|...|...|...|...|...|...|..ry...| p: (1.5768e+00) +26:...|...|...|...|...|...|...|...|..ry p: (-3.8930e-01) +27:...|...|...|...|...|...|...|...c...x +28:...|...|...|...|...|...|...c...x...| +29:...|...|...|...|...|...c...x...|...| +30:...|...|...|...|...c...x...|...|...| +31:...|...|...|...c...x...|...|...|...| +32:...|...|...c...x...|...|...|...|...| +33:...|...c...x...|...|...|...|...|...| +34:...c...x...|...|...|...|...|...|...| +35:..ry...|...|...|...|...|...|...|...| p: (1.7279e+00) +36:...|..ry...|...|...|...|...|...|...| p: (6.5683e-01) +37:...|...|..ry...|...|...|...|...|...| p: (-5.5368e-01) +38:...|...|...|..ry...|...|...|...|...| p: (-1.5747e+00) +39:...|...|...|...|..ry...|...|...|...| p: (-2.1831e+00) +40:...|...|...|...|...|..ry...|...|...| p: (3.0677e+00) +41:...|...|...|...|...|...|..ry...|...| p: (-1.7329e-02) +42:...|...|...|...|...|...|...|..ry...| p: (1.6050e+00) +43:...|...|...|...|...|...|...|...|..ry p: (1.5677e+00) +44:==================================== +45:...0...|...|...|...|...|...|...|...| +46:...|...1...|...|...|...|...|...|...| +47:...|...|...2...|...|...|...|...|...| +48:...|...|...|...3...|...|...|...|...| +49:...|...|...|...|...4...|...|...|...| +50:...|...|...|...|...|...5...|...|...| +51:...|...|...|...|...|...|...6...|...| +52:...|...|...|...|...|...|...|...7...| +53:...|...|...|...|...|...|...|...|...8 +.o:...0...1...2...3...4...5...6...7...8 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8| +Identity Duration: 2.9706e-04s............................. +Permuted Duration: 2.8727e-04s............................. +Identity active_nodes: 511...................................... +Permuted active_nodes: 511...................................... +Identity max_nodes: 1533...................................... +Permuted max_nodes: 1533...................................... +________________________________________________________________________________________________ + +Start Simulation of vqe_indep_qiskit_10__________________________________________________ + +.i:...0...1...2...3...4...5...6...7...8...9 +.1:..ry...|...|...|...|...|...|...|...|...| p: (-3.1412e+00) +.2:...|..ry...|...|...|...|...|...|...|...| p: (1.5707e+00) +.3:...|...|..ry...|...|...|...|...|...|...| p: (-2.3622e-05) +.4:...|...|...|..ry...|...|...|...|...|...| p: (-3.1399e+00) +.5:...|...|...|...|..ry...|...|...|...|...| p: (-1.1147e-03) +.6:...|...|...|...|...|..ry...|...|...|...| p: (-1.1043e+00) +.7:...|...|...|...|...|...|..ry...|...|...| p: (2.9802e+00) +.8:...|...|...|...|...|...|...|..ry...|...| p: (3.0546e+00) +.9:...|...|...|...|...|...|...|...|..ry...| p: (-1.3668e+00) +10:...|...|...|...|...|...|...|...|...|..ry p: (-2.9084e+00) +11:...|...|...|...|...|...|...|...|...c...x +12:...|...|...|...|...|...|...|...c...x...| +13:...|...|...|...|...|...|...c...x...|...| +14:...|...|...|...|...|...c...x...|...|...| +15:...|...|...|...|...c...x...|...|...|...| +16:...|...|...|...c...x...|...|...|...|...| +17:...|...|...c...x...|...|...|...|...|...| +18:...|...c...x...|...|...|...|...|...|...| +19:...c...x...|...|...|...|...|...|...|...| +20:..ry...|...|...|...|...|...|...|...|...| p: (1.5997e+00) +21:...|..ry...|...|...|...|...|...|...|...| p: (-3.2806e-03) +22:...|...|..ry...|...|...|...|...|...|...| p: (3.4061e-03) +23:...|...|...|..ry...|...|...|...|...|...| p: (-1.1679e+00) +24:...|...|...|...|..ry...|...|...|...|...| p: (3.1416e+00) +25:...|...|...|...|...|..ry...|...|...|...| p: (-2.7303e+00) +26:...|...|...|...|...|...|..ry...|...|...| p: (-2.6926e+00) +27:...|...|...|...|...|...|...|..ry...|...| p: (-9.4159e-01) +28:...|...|...|...|...|...|...|...|..ry...| p: (-8.7349e-01) +29:...|...|...|...|...|...|...|...|...|..ry p: (-2.3004e+00) +30:...|...|...|...|...|...|...|...|...c...x +31:...|...|...|...|...|...|...|...c...x...| +32:...|...|...|...|...|...|...c...x...|...| +33:...|...|...|...|...|...c...x...|...|...| +34:...|...|...|...|...c...x...|...|...|...| +35:...|...|...|...c...x...|...|...|...|...| +36:...|...|...c...x...|...|...|...|...|...| +37:...|...c...x...|...|...|...|...|...|...| +38:...c...x...|...|...|...|...|...|...|...| +39:..ry...|...|...|...|...|...|...|...|...| p: (1.5994e+00) +40:...|..ry...|...|...|...|...|...|...|...| p: (1.5709e+00) +41:...|...|..ry...|...|...|...|...|...|...| p: (6.0268e-04) +42:...|...|...|..ry...|...|...|...|...|...| p: (-1.5711e+00) +43:...|...|...|...|..ry...|...|...|...|...| p: (1.1673e+00) +44:...|...|...|...|...|..ry...|...|...|...| p: (-1.9860e+00) +45:...|...|...|...|...|...|..ry...|...|...| p: (2.8995e+00) +46:...|...|...|...|...|...|...|..ry...|...| p: (-1.6024e+00) +47:...|...|...|...|...|...|...|...|..ry...| p: (-1.4934e+00) +48:...|...|...|...|...|...|...|...|...|..ry p: (5.0413e-01) +49:======================================== +50:...0...|...|...|...|...|...|...|...|...| +51:...|...1...|...|...|...|...|...|...|...| +52:...|...|...2...|...|...|...|...|...|...| +53:...|...|...|...3...|...|...|...|...|...| +54:...|...|...|...|...4...|...|...|...|...| +55:...|...|...|...|...|...5...|...|...|...| +56:...|...|...|...|...|...|...6...|...|...| +57:...|...|...|...|...|...|...|...7...|...| +58:...|...|...|...|...|...|...|...|...8...| +59:...|...|...|...|...|...|...|...|...|...9 +.o:...0...1...2...3...4...5...6...7...8...9 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8|9 -> 9| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8|9 -> 9| +Identity Duration: 4.2588e-03s............................. +Permuted Duration: 1.6178e-02s............................. +Identity active_nodes: 999...................................... +Permuted active_nodes: 1311...................................... +Identity max_nodes: 3045...................................... +Permuted max_nodes: 3357...................................... +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/wstate_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/wstate_indep_qiskit_all.txt new file mode 100644 index 00000000..42dd99c8 --- /dev/null +++ b/test/BenchmarkQuasm/results/wstate_indep_qiskit_all.txt @@ -0,0 +1,1074 @@ +Start Simulation of wstate_indep_qiskit_2__________________________________________________ + +i: 0 1 +1: ry | p: (-0.785398) +2: | x +3: z c +4: ry | p: (0.785398) +5: c x +6:======== +7: 0 | +8: | 1 +o: 0 1 +Total Permutations: 2 +Min time: 2.1150e-06s................. Permutation 1 : 0 -> 1|1 -> 0| +Max time: 2.4600e-06s................. Permutation 0 : 0 -> 0|1 -> 1| +Min active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Min max nodes: 5 nodes.................... Permutation 1 : 0 -> 1|1 -> 0| +Max active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Max max nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +________________________________________________________________________________________________ + +2 permutations have 3 active nodes. + +........................... +Average time: 2.2875e-06s + +________________________________________________________________________________________________ + +1 permutations have 5 max nodes. + +........................... +Average time: 2.1150e-06s + +1 permutations have 7 max nodes. + +........................... +Average time: 2.4600e-06s + +________________________________________________________________________________________________ + +execution time of: 2.1150e-06s: Index: 1 | Max_nodes: 5 | Active_nodes: 3 | 0 -> 1|1 -> 0| +execution time of: 2.4600e-06s: Index: 0 | Max_nodes: 7 | Active_nodes: 3 | 0 -> 0|1 -> 1| +________________________________________________________________________________________________ + +Start Simulation of wstate_indep_qiskit_3__________________________________________________ + +.i:...0...1...2 +.1:..ry...|...| p: (-7.8540e-01) +.2:...|..ry...| p: (-9.5532e-01) +.3:...|...|...x +.4:...|...z...c +.5:...|..ry...| p: (9.5532e-01) +.6:...z...c...| +.7:..ry...|...| p: (7.8540e-01) +.8:...|...c...x +.9:...c...x...| +10:============ +11:...0...|...| +12:...|...1...| +13:...|...|...2 +.o:...0...1...2 +Total Permutations: 6 +Min time: 4.0200e-06s................. Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| +Max time: 4.4275e-06s................. Permutation 2 : 0 -> 1|1 -> 0|2 -> 2| +Min active nodes: 5 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Min max nodes: 11 nodes.................... Permutation 3 : 0 -> 1|1 -> 2|2 -> 0| +Max active nodes: 5 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max max nodes: 14 nodes.................... Permutation 1 : 0 -> 0|1 -> 2|2 -> 1| +________________________________________________________________________________________________ + +6 permutations have 5 active nodes. + +........................... +Average time: 4.2488e-06s + +________________________________________________________________________________________________ + +2 permutations have 11 max nodes. + +........................... +Average time: 4.0250e-06s + +2 permutations have 12 max nodes. + +........................... +Average time: 4.4176e-06s + +2 permutations have 14 max nodes. + +........................... +Average time: 4.3038e-06s + +________________________________________________________________________________________________ + +execution time of: 4.0200e-06s: Index: 5 | Max_nodes: 11 | Active_nodes: 5 | 0 -> 2|1 -> 1|2 -> 0| +execution time of: 4.0300e-06s: Index: 3 | Max_nodes: 11 | Active_nodes: 5 | 0 -> 1|1 -> 2|2 -> 0| +execution time of: 4.2825e-06s: Index: 1 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 1| +execution time of: 4.3250e-06s: Index: 4 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 1| +execution time of: 4.4078e-06s: Index: 0 | Max_nodes: 12 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 2| +execution time of: 4.4275e-06s: Index: 2 | Max_nodes: 12 | Active_nodes: 5 | 0 -> 1|1 -> 0|2 -> 2| +________________________________________________________________________________________________ + +Start Simulation of wstate_indep_qiskit_4__________________________________________________ + +.i:...0...1...2...3 +.1:..ry...|...|...| p: (-7.8540e-01) +.2:...|..ry...|...| p: (-9.5532e-01) +.3:...|...|..ry...| p: (-1.0472e+00) +.4:...|...|...|...x +.5:...|...|...z...c +.6:...|...|..ry...| p: (1.0472e+00) +.7:...|...z...c...| +.8:...|..ry...|...| p: (9.5532e-01) +.9:...z...c...|...| +10:..ry...|...|...| p: (7.8540e-01) +11:...|...|...c...x +12:...|...c...x...| +13:...c...x...|...| +14:================ +15:...0...|...|...| +16:...|...1...|...| +17:...|...|...2...| +18:...|...|...|...3 +.o:...0...1...2...3 +Total Permutations: 24 +Min time: 5.9600e-06s................. Permutation 23 : 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +Max time: 6.7125e-06s................. Permutation 10 : 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +Min active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Min max nodes: 17 nodes.................... Permutation 9 : 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +Max active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Max max nodes: 21 nodes.................... Permutation 13 : 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +________________________________________________________________________________________________ + +24 permutations have 7 active nodes. + +........................... +Average time: 6.3951e-06s + +________________________________________________________________________________________________ + +4 permutations have 17 max nodes. + +........................... +Average time: 6.1425e-06s + +8 permutations have 18 max nodes. + +........................... +Average time: 6.4701e-06s + +10 permutations have 20 max nodes. + +........................... +Average time: 6.4361e-06s + +2 permutations have 21 max nodes. + +........................... +Average time: 6.3951e-06s + +________________________________________________________________________________________________ + +execution time of: 5.9600e-06s: Index: 23 | Max_nodes: 17 | Active_nodes: 7 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +execution time of: 6.1675e-06s: Index: 11 | Max_nodes: 17 | Active_nodes: 7 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| +execution time of: 6.2000e-06s: Index: 15 | Max_nodes: 18 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +execution time of: 6.2127e-06s: Index: 7 | Max_nodes: 20 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +execution time of: 6.2150e-06s: Index: 5 | Max_nodes: 20 | Active_nodes: 7 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +execution time of: 6.2275e-06s: Index: 9 | Max_nodes: 17 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +execution time of: 6.2300e-06s: Index: 21 | Max_nodes: 18 | Active_nodes: 7 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| +execution time of: 6.2350e-06s: Index: 3 | Max_nodes: 20 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +execution time of: 6.3125e-06s: Index: 22 | Max_nodes: 20 | Active_nodes: 7 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| +execution time of: 6.3877e-06s: Index: 1 | Max_nodes: 20 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +execution time of: 6.3925e-06s: Index: 19 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| +execution time of: 6.3977e-06s: Index: 13 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +execution time of: 6.4075e-06s: Index: 20 | Max_nodes: 20 | Active_nodes: 7 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +execution time of: 6.4803e-06s: Index: 14 | Max_nodes: 18 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +execution time of: 6.5075e-06s: Index: 6 | Max_nodes: 18 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +execution time of: 6.5350e-06s: Index: 2 | Max_nodes: 18 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +execution time of: 6.5378e-06s: Index: 0 | Max_nodes: 18 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +execution time of: 6.5625e-06s: Index: 4 | Max_nodes: 20 | Active_nodes: 7 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| +execution time of: 6.6300e-06s: Index: 8 | Max_nodes: 18 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| +execution time of: 6.6400e-06s: Index: 12 | Max_nodes: 18 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +execution time of: 6.6500e-06s: Index: 16 | Max_nodes: 20 | Active_nodes: 7 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| +execution time of: 6.6650e-06s: Index: 18 | Max_nodes: 20 | Active_nodes: 7 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| +execution time of: 6.7125e-06s: Index: 10 | Max_nodes: 20 | Active_nodes: 7 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +________________________________________________________________________________________________ + +Start Simulation of wstate_indep_qiskit_5__________________________________________________ + +.i:...0...1...2...3...4 +.1:..ry...|...|...|...| p: (-7.8540e-01) +.2:...|..ry...|...|...| p: (-9.5532e-01) +.3:...|...|..ry...|...| p: (-1.0472e+00) +.4:...|...|...|..ry...| p: (-1.1071e+00) +.5:...|...|...|...|...x +.6:...|...|...|...z...c +.7:...|...|...|..ry...| p: (1.1071e+00) +.8:...|...|...z...c...| +.9:...|...|..ry...|...| p: (1.0472e+00) +10:...|...z...c...|...| +11:...|..ry...|...|...| p: (9.5532e-01) +12:...z...c...|...|...| +13:..ry...|...|...|...| p: (7.8540e-01) +14:...|...|...|...c...x +15:...|...|...c...x...| +16:...|...c...x...|...| +17:...c...x...|...|...| +18:==================== +19:...0...|...|...|...| +20:...|...1...|...|...| +21:...|...|...2...|...| +22:...|...|...|...3...| +23:...|...|...|...|...4 +.o:...0...1...2...3...4 +Total Permutations: 120 +Min time: 8.3300e-06s................. Permutation 119: 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +Max time: 1.0400e-05s................. Permutation 72 : 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +Min active nodes: 9 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Min max nodes: 23 nodes.................... Permutation 33 : 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +Max active nodes: 9 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Max max nodes: 30 nodes.................... Permutation 16 : 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +________________________________________________________________________________________________ + +120 permutations have 9 active nodes. + +........................... +Average time: 8.9634e-06s + +________________________________________________________________________________________________ + +4 permutations have 23 max nodes. + +........................... +Average time: 8.5119e-06s + +16 permutations have 24 max nodes. + +........................... +Average time: 9.0873e-06s + +20 permutations have 25 max nodes. + +........................... +Average time: 8.8990e-06s + +32 permutations have 26 max nodes. + +........................... +Average time: 8.8868e-06s + +16 permutations have 27 max nodes. + +........................... +Average time: 9.0084e-06s + +16 permutations have 28 max nodes. + +........................... +Average time: 8.9490e-06s + +12 permutations have 29 max nodes. + +........................... +Average time: 9.1714e-06s + +4 permutations have 30 max nodes. + +........................... +Average time: 9.1076e-06s + +________________________________________________________________________________________________ + +execution time of: 8.3300e-06s: Index: 119 | Max_nodes: 23 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +execution time of: 8.4475e-06s: Index: 35 | Max_nodes: 23 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +execution time of: 8.4852e-06s: Index: 87 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +execution time of: 8.4978e-06s: Index: 59 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +execution time of: 8.5177e-06s: Index: 95 | Max_nodes: 23 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +execution time of: 8.5328e-06s: Index: 117 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +execution time of: 8.5400e-06s: Index: 41 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +execution time of: 8.5428e-06s: Index: 57 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +execution time of: 8.5525e-06s: Index: 71 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +execution time of: 8.5650e-06s: Index: 11 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +execution time of: 8.5677e-06s: Index: 29 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +execution time of: 8.5750e-06s: Index: 9 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +execution time of: 8.5877e-06s: Index: 47 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +execution time of: 8.6025e-06s: Index: 23 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +execution time of: 8.6153e-06s: Index: 111 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +execution time of: 8.6202e-06s: Index: 107 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +execution time of: 8.6325e-06s: Index: 27 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +execution time of: 8.6425e-06s: Index: 17 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +execution time of: 8.6475e-06s: Index: 5 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +execution time of: 8.6500e-06s: Index: 89 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +execution time of: 8.6803e-06s: Index: 85 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +execution time of: 8.6952e-06s: Index: 15 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +execution time of: 8.7125e-06s: Index: 3 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +execution time of: 8.7250e-06s: Index: 118 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +execution time of: 8.7275e-06s: Index: 53 | Max_nodes: 27 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +execution time of: 8.7302e-06s: Index: 116 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +execution time of: 8.7353e-06s: Index: 81 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +execution time of: 8.7375e-06s: Index: 51 | Max_nodes: 27 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +execution time of: 8.7400e-06s: Index: 7 | Max_nodes: 27 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +execution time of: 8.7453e-06s: Index: 105 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +execution time of: 8.7525e-06s: Index: 33 | Max_nodes: 23 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +execution time of: 8.7577e-06s: Index: 113 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +execution time of: 8.7602e-06s: Index: 65 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +execution time of: 8.7653e-06s: Index: 26 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +execution time of: 8.7878e-06s: Index: 63 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +execution time of: 8.7975e-06s: Index: 86 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +execution time of: 8.8002e-06s: Index: 93 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +execution time of: 8.8100e-06s: Index: 91 | Max_nodes: 27 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +execution time of: 8.8150e-06s: Index: 25 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +execution time of: 8.8325e-06s: Index: 1 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +execution time of: 8.8327e-06s: Index: 14 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +execution time of: 8.8375e-06s: Index: 109 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +execution time of: 8.8525e-06s: Index: 31 | Max_nodes: 27 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +execution time of: 8.8603e-06s: Index: 94 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +execution time of: 8.8628e-06s: Index: 77 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +execution time of: 8.8650e-06s: Index: 55 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +execution time of: 8.8800e-06s: Index: 24 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +execution time of: 8.8877e-06s: Index: 79 | Max_nodes: 27 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +execution time of: 8.8977e-06s: Index: 73 | Max_nodes: 27 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +execution time of: 8.9125e-06s: Index: 114 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +execution time of: 8.9153e-06s: Index: 21 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +execution time of: 8.9250e-06s: Index: 22 | Max_nodes: 30 | Active_nodes: 9 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +execution time of: 8.9328e-06s: Index: 28 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +execution time of: 8.9525e-06s: Index: 49 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +execution time of: 8.9553e-06s: Index: 4 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +execution time of: 8.9575e-06s: Index: 110 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +execution time of: 8.9602e-06s: Index: 12 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +execution time of: 8.9653e-06s: Index: 75 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +execution time of: 8.9675e-06s: Index: 69 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +execution time of: 8.9750e-06s: Index: 103 | Max_nodes: 27 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +execution time of: 8.9802e-06s: Index: 99 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +execution time of: 8.9850e-06s: Index: 38 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +execution time of: 8.9900e-06s: Index: 62 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +execution time of: 8.9925e-06s: Index: 108 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +execution time of: 8.9927e-06s: Index: 13 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +execution time of: 8.9950e-06s: Index: 20 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +execution time of: 9.0000e-06s: Index: 6 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +execution time of: 9.0052e-06s: Index: 78 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +execution time of: 9.0100e-06s: Index: 2 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +execution time of: 9.0103e-06s: Index: 92 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +execution time of: 9.0428e-06s: Index: 37 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +execution time of: 9.0475e-06s: Index: 88 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +execution time of: 9.0500e-06s: Index: 30 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +execution time of: 9.0552e-06s: Index: 54 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +execution time of: 9.0600e-06s: Index: 102 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +execution time of: 9.0750e-06s: Index: 74 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +execution time of: 9.0825e-06s: Index: 112 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +execution time of: 9.0853e-06s: Index: 68 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +execution time of: 9.0925e-06s: Index: 16 | Max_nodes: 30 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +execution time of: 9.0950e-06s: Index: 8 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +execution time of: 9.1000e-06s: Index: 44 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +execution time of: 9.1100e-06s: Index: 19 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +execution time of: 9.1128e-06s: Index: 90 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +execution time of: 9.1302e-06s: Index: 67 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +execution time of: 9.1500e-06s: Index: 43 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +execution time of: 9.1575e-06s: Index: 10 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +execution time of: 9.1725e-06s: Index: 18 | Max_nodes: 27 | Active_nodes: 9 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +execution time of: 9.1727e-06s: Index: 32 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +execution time of: 9.1800e-06s: Index: 48 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +execution time of: 9.1827e-06s: Index: 80 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +execution time of: 9.1852e-06s: Index: 46 | Max_nodes: 30 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +execution time of: 9.1878e-06s: Index: 60 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +execution time of: 9.1978e-06s: Index: 98 | Max_nodes: 27 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +execution time of: 9.2027e-06s: Index: 64 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +execution time of: 9.2277e-06s: Index: 40 | Max_nodes: 30 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +execution time of: 9.2377e-06s: Index: 36 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +execution time of: 9.2475e-06s: Index: 100 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +execution time of: 9.2550e-06s: Index: 76 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +execution time of: 9.2775e-06s: Index: 50 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +execution time of: 9.2800e-06s: Index: 34 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +execution time of: 9.2802e-06s: Index: 52 | Max_nodes: 27 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +execution time of: 9.3075e-06s: Index: 56 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +execution time of: 9.3175e-06s: Index: 106 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +execution time of: 9.3727e-06s: Index: 96 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +execution time of: 9.3950e-06s: Index: 58 | Max_nodes: 27 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +execution time of: 9.4028e-06s: Index: 42 | Max_nodes: 27 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +execution time of: 9.4225e-06s: Index: 82 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +execution time of: 9.4753e-06s: Index: 101 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +execution time of: 9.5625e-06s: Index: 0 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +execution time of: 9.8277e-06s: Index: 45 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +execution time of: 1.0190e-05s: Index: 84 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +execution time of: 1.0400e-05s: Index: 72 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +________________________________________________________________________________________________ + +Start Simulation of wstate_indep_qiskit_6__________________________________________________ + +.i:...0...1...2...3...4...5 +.1:..ry...|...|...|...|...| p: (-7.8540e-01) +.2:...|..ry...|...|...|...| p: (-9.5532e-01) +.3:...|...|..ry...|...|...| p: (-1.0472e+00) +.4:...|...|...|..ry...|...| p: (-1.1071e+00) +.5:...|...|...|...|..ry...| p: (-1.1503e+00) +.6:...|...|...|...|...|...x +.7:...|...|...|...|...z...c +.8:...|...|...|...|..ry...| p: (1.1503e+00) +.9:...|...|...|...z...c...| +10:...|...|...|..ry...|...| p: (1.1071e+00) +11:...|...|...z...c...|...| +12:...|...|..ry...|...|...| p: (1.0472e+00) +13:...|...z...c...|...|...| +14:...|..ry...|...|...|...| p: (9.5532e-01) +15:...z...c...|...|...|...| +16:..ry...|...|...|...|...| p: (7.8540e-01) +17:...|...|...|...|...c...x +18:...|...|...|...c...x...| +19:...|...|...c...x...|...| +20:...|...c...x...|...|...| +21:...c...x...|...|...|...| +22:======================== +23:...0...|...|...|...|...| +24:...|...1...|...|...|...| +25:...|...|...2...|...|...| +26:...|...|...|...3...|...| +27:...|...|...|...|...4...| +28:...|...|...|...|...|...5 +.o:...0...1...2...3...4...5 +Total Permutations: 720 +Min time: 1.0840e-05s................. Permutation 719: 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +Max time: 2.7588e-05s................. Permutation 630: 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| +Min active nodes: 11 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Min max nodes: 29 nodes.................... Permutation 153: 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +Max active nodes: 11 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Max max nodes: 41 nodes.................... Permutation 61 : 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| +________________________________________________________________________________________________ + +720 permutations have 11 active nodes. + +........................... +Average time: 1.2244e-05s + +________________________________________________________________________________________________ + +4 permutations have 29 max nodes. + +........................... +Average time: 1.1018e-05s + +28 permutations have 30 max nodes. + +........................... +Average time: 1.1844e-05s + +40 permutations have 31 max nodes. + +........................... +Average time: 1.2286e-05s + +96 permutations have 32 max nodes. + +........................... +Average time: 1.1916e-05s + +96 permutations have 33 max nodes. + +........................... +Average time: 1.2524e-05s + +108 permutations have 34 max nodes. + +........................... +Average time: 1.2310e-05s + +92 permutations have 35 max nodes. + +........................... +Average time: 1.2206e-05s + +88 permutations have 36 max nodes. + +........................... +Average time: 1.2168e-05s + +60 permutations have 37 max nodes. + +........................... +Average time: 1.2408e-05s + +64 permutations have 38 max nodes. + +........................... +Average time: 1.2264e-05s + +20 permutations have 39 max nodes. + +........................... +Average time: 1.2455e-05s + +12 permutations have 40 max nodes. + +........................... +Average time: 1.2669e-05s + +12 permutations have 41 max nodes. + +........................... +Average time: 1.2394e-05s + +________________________________________________________________________________________________ + +execution time of: 1.0840e-05s: Index: 719 | Max_nodes: 29 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +execution time of: 1.0878e-05s: Index: 599 | Max_nodes: 29 | Active_nodes: 11 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +execution time of: 1.1070e-05s: Index: 33 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +execution time of: 1.1085e-05s: Index: 717 | Max_nodes: 30 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +execution time of: 1.1113e-05s: Index: 41 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| +execution time of: 1.1123e-05s: Index: 713 | Max_nodes: 31 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +execution time of: 1.1145e-05s: Index: 47 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| +execution time of: 1.1153e-05s: Index: 718 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +execution time of: 1.1160e-05s: Index: 11 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +execution time of: 1.1177e-05s: Index: 153 | Max_nodes: 29 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +execution time of: 1.1178e-05s: Index: 155 | Max_nodes: 29 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| +execution time of: 1.1190e-05s: Index: 29 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +execution time of: 1.1195e-05s: Index: 59 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| +execution time of: 1.1203e-05s: Index: 9 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +execution time of: 1.1205e-05s: Index: 39 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +execution time of: 1.1208e-05s: Index: 695 | Max_nodes: 31 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +execution time of: 1.1208e-05s: Index: 3 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +execution time of: 1.1213e-05s: Index: 239 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| +execution time of: 1.1215e-05s: Index: 273 | Max_nodes: 30 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +execution time of: 1.1223e-05s: Index: 715 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +execution time of: 1.1225e-05s: Index: 5 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +execution time of: 1.1230e-05s: Index: 23 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +execution time of: 1.1230e-05s: Index: 597 | Max_nodes: 30 | Active_nodes: 11 | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +execution time of: 1.1238e-05s: Index: 57 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| +execution time of: 1.1248e-05s: Index: 707 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +execution time of: 1.1253e-05s: Index: 710 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +execution time of: 1.1260e-05s: Index: 598 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +execution time of: 1.1275e-05s: Index: 575 | Max_nodes: 31 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +execution time of: 1.1278e-05s: Index: 167 | Max_nodes: 31 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| +execution time of: 1.1280e-05s: Index: 51 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +execution time of: 1.1283e-05s: Index: 455 | Max_nodes: 31 | Active_nodes: 11 | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +execution time of: 1.1287e-05s: Index: 159 | Max_nodes: 31 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| +execution time of: 1.1298e-05s: Index: 275 | Max_nodes: 30 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| +execution time of: 1.1305e-05s: Index: 125 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +execution time of: 1.1313e-05s: Index: 123 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +execution time of: 1.1313e-05s: Index: 53 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +execution time of: 1.1315e-05s: Index: 143 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +execution time of: 1.1323e-05s: Index: 129 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +execution time of: 1.1325e-05s: Index: 45 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| +execution time of: 1.1333e-05s: Index: 1 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +execution time of: 1.1340e-05s: Index: 567 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| +execution time of: 1.1340e-05s: Index: 689 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +execution time of: 1.1355e-05s: Index: 131 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +execution time of: 1.1360e-05s: Index: 7 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +execution time of: 1.1363e-05s: Index: 593 | Max_nodes: 31 | Active_nodes: 11 | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +execution time of: 1.1367e-05s: Index: 127 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +execution time of: 1.1372e-05s: Index: 17 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +execution time of: 1.1378e-05s: Index: 15 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +execution time of: 1.1383e-05s: Index: 671 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +execution time of: 1.1390e-05s: Index: 263 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| +execution time of: 1.1400e-05s: Index: 119 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| +execution time of: 1.1405e-05s: Index: 705 | Max_nodes: 31 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +execution time of: 1.1408e-05s: Index: 27 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +execution time of: 1.1408e-05s: Index: 595 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +execution time of: 1.1412e-05s: Index: 566 | Max_nodes: 30 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +execution time of: 1.1415e-05s: Index: 135 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +execution time of: 1.1420e-05s: Index: 285 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| +execution time of: 1.1420e-05s: Index: 121 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +execution time of: 1.1423e-05s: Index: 251 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| +execution time of: 1.1425e-05s: Index: 417 | Max_nodes: 31 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| +execution time of: 1.1428e-05s: Index: 703 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| +execution time of: 1.1428e-05s: Index: 413 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 1| +execution time of: 1.1435e-05s: Index: 299 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| +execution time of: 1.1438e-05s: Index: 4 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +execution time of: 1.1438e-05s: Index: 191 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| +execution time of: 1.1440e-05s: Index: 71 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| +execution time of: 1.1442e-05s: Index: 95 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| +execution time of: 1.1445e-05s: Index: 269 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| +execution time of: 1.1450e-05s: Index: 687 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +execution time of: 1.1453e-05s: Index: 249 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +execution time of: 1.1460e-05s: Index: 591 | Max_nodes: 31 | Active_nodes: 11 | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| +execution time of: 1.1460e-05s: Index: 38 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| +execution time of: 1.1463e-05s: Index: 21 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +execution time of: 1.1463e-05s: Index: 712 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +execution time of: 1.1468e-05s: Index: 124 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +execution time of: 1.1475e-05s: Index: 686 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +execution time of: 1.1475e-05s: Index: 714 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +execution time of: 1.1478e-05s: Index: 267 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| +execution time of: 1.1480e-05s: Index: 587 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +execution time of: 1.1490e-05s: Index: 431 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| +execution time of: 1.1495e-05s: Index: 149 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| +execution time of: 1.1497e-05s: Index: 28 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +execution time of: 1.1500e-05s: Index: 2 | Max_nodes: 30 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +execution time of: 1.1505e-05s: Index: 659 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| +execution time of: 1.1507e-05s: Index: 683 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| +execution time of: 1.1508e-05s: Index: 559 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 2| +execution time of: 1.1515e-05s: Index: 14 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +execution time of: 1.1525e-05s: Index: 165 | Max_nodes: 31 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| +execution time of: 1.1528e-05s: Index: 25 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +execution time of: 1.1533e-05s: Index: 203 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| +execution time of: 1.1535e-05s: Index: 255 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +execution time of: 1.1548e-05s: Index: 6 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +execution time of: 1.1550e-05s: Index: 147 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| +execution time of: 1.1550e-05s: Index: 537 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| +execution time of: 1.1552e-05s: Index: 134 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +execution time of: 1.1555e-05s: Index: 87 | Max_nodes: 38 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| +execution time of: 1.1560e-05s: Index: 693 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +execution time of: 1.1560e-05s: Index: 49 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +execution time of: 1.1563e-05s: Index: 0 | Max_nodes: 30 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +execution time of: 1.1568e-05s: Index: 694 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +execution time of: 1.1570e-05s: Index: 539 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| +execution time of: 1.1572e-05s: Index: 335 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +execution time of: 1.1573e-05s: Index: 107 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| +execution time of: 1.1575e-05s: Index: 24 | Max_nodes: 31 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +execution time of: 1.1580e-05s: Index: 31 | Max_nodes: 37 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| +execution time of: 1.1583e-05s: Index: 585 | Max_nodes: 31 | Active_nodes: 11 | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +execution time of: 1.1585e-05s: Index: 551 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +execution time of: 1.1585e-05s: Index: 141 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +execution time of: 1.1595e-05s: Index: 453 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +execution time of: 1.1598e-05s: Index: 55 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| +execution time of: 1.1598e-05s: Index: 623 | Max_nodes: 39 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| +execution time of: 1.1602e-05s: Index: 371 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| +execution time of: 1.1603e-05s: Index: 13 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +execution time of: 1.1605e-05s: Index: 395 | Max_nodes: 31 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| +execution time of: 1.1608e-05s: Index: 22 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +execution time of: 1.1610e-05s: Index: 83 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| +execution time of: 1.1612e-05s: Index: 475 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| +execution time of: 1.1613e-05s: Index: 89 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| +execution time of: 1.1615e-05s: Index: 477 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +execution time of: 1.1618e-05s: Index: 476 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +execution time of: 1.1618e-05s: Index: 20 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +execution time of: 1.1620e-05s: Index: 207 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| +execution time of: 1.1622e-05s: Index: 564 | Max_nodes: 30 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +execution time of: 1.1623e-05s: Index: 697 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| +execution time of: 1.1625e-05s: Index: 657 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| +execution time of: 1.1625e-05s: Index: 297 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| +execution time of: 1.1628e-05s: Index: 81 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| +execution time of: 1.1633e-05s: Index: 63 | Max_nodes: 38 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| +execution time of: 1.1638e-05s: Index: 140 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +execution time of: 1.1645e-05s: Index: 265 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +execution time of: 1.1645e-05s: Index: 231 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| +execution time of: 1.1650e-05s: Index: 583 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| +execution time of: 1.1655e-05s: Index: 679 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| +execution time of: 1.1660e-05s: Index: 54 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +execution time of: 1.1663e-05s: Index: 227 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| +execution time of: 1.1667e-05s: Index: 293 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 1| +execution time of: 1.1668e-05s: Index: 415 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| +execution time of: 1.1670e-05s: Index: 692 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +execution time of: 1.1670e-05s: Index: 113 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| 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1.1935e-05s: Index: 541 | Max_nodes: 37 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| +execution time of: 1.1938e-05s: Index: 323 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| +execution time of: 1.1938e-05s: Index: 680 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| +execution time of: 1.1940e-05s: Index: 609 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| +execution time of: 1.1940e-05s: Index: 112 | Max_nodes: 38 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| +execution time of: 1.1942e-05s: Index: 430 | Max_nodes: 38 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| +execution time of: 1.1943e-05s: Index: 101 | Max_nodes: 37 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| +execution time of: 1.1948e-05s: Index: 468 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| +execution time of: 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Index: 578 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| +execution time of: 1.2035e-05s: Index: 602 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 4| +execution time of: 1.2040e-05s: Index: 199 | Max_nodes: 38 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 3| +execution time of: 1.2043e-05s: Index: 208 | Max_nodes: 38 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 2| +execution time of: 1.2043e-05s: Index: 614 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4| +execution time of: 1.2045e-05s: Index: 580 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 2| +execution time of: 1.2047e-05s: Index: 504 | Max_nodes: 30 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 5| +execution time of: 1.2048e-05s: Index: 56 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| +execution time of: 1.2050e-05s: Index: 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Max_nodes: 39 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| +execution time of: 1.2073e-05s: Index: 234 | Max_nodes: 39 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 3| +execution time of: 1.2075e-05s: Index: 244 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +execution time of: 1.2078e-05s: Index: 108 | Max_nodes: 37 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| +execution time of: 1.2078e-05s: Index: 501 | Max_nodes: 38 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| +execution time of: 1.2080e-05s: Index: 458 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| +execution time of: 1.2080e-05s: Index: 215 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| +execution time of: 1.2082e-05s: Index: 223 | Max_nodes: 38 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 3| +execution time of: 1.2083e-05s: Index: 156 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| +execution time of: 1.2085e-05s: Index: 649 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 3| +execution time of: 1.2088e-05s: Index: 550 | Max_nodes: 38 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| +execution time of: 1.2090e-05s: Index: 92 | Max_nodes: 38 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3| +execution time of: 1.2093e-05s: Index: 626 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| +execution time of: 1.2095e-05s: Index: 319 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 3| +execution time of: 1.2100e-05s: Index: 73 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| +execution time of: 1.2102e-05s: Index: 366 | Max_nodes: 31 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +execution time of: 1.2105e-05s: Index: 339 | Max_nodes: 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Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| +execution time of: 1.2128e-05s: Index: 308 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| +execution time of: 1.2132e-05s: Index: 486 | Max_nodes: 31 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +execution time of: 1.2133e-05s: Index: 98 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| +execution time of: 1.2135e-05s: Index: 457 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| +execution time of: 1.2142e-05s: Index: 307 | Max_nodes: 39 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| +execution time of: 1.2143e-05s: Index: 375 | Max_nodes: 38 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| +execution time of: 1.2145e-05s: Index: 197 | Max_nodes: 37 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| +execution time of: 1.2150e-05s: Index: 102 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| +execution time of: 1.2158e-05s: Index: 620 | Max_nodes: 38 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| +execution time of: 1.2158e-05s: Index: 219 | Max_nodes: 37 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| +execution time of: 1.2160e-05s: Index: 284 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| +execution time of: 1.2160e-05s: Index: 374 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 5| +execution time of: 1.2163e-05s: Index: 502 | Max_nodes: 40 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| +execution time of: 1.2165e-05s: Index: 638 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| +execution time of: 1.2167e-05s: Index: 40 | Max_nodes: 38 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| +execution time of: 1.2168e-05s: Index: 382 | Max_nodes: 40 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2| +execution time of: 1.2170e-05s: Index: 456 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| +execution time of: 1.2175e-05s: Index: 324 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| +execution time of: 1.2177e-05s: Index: 232 | Max_nodes: 38 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| +execution time of: 1.2180e-05s: Index: 218 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| +execution time of: 1.2183e-05s: Index: 211 | Max_nodes: 41 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 2| +execution time of: 1.2187e-05s: Index: 420 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| +execution time of: 1.2188e-05s: Index: 562 | Max_nodes: 37 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| +execution time of: 1.2190e-05s: Index: 97 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| +execution time of: 1.2193e-05s: Index: 182 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| +execution time of: 1.2193e-05s: Index: 286 | Max_nodes: 38 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 3| +execution time of: 1.2195e-05s: Index: 163 | Max_nodes: 39 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| +execution time of: 1.2200e-05s: Index: 556 | Max_nodes: 37 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| +execution time of: 1.2203e-05s: Index: 96 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +execution time of: 1.2203e-05s: Index: 188 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 4| +execution time of: 1.2205e-05s: Index: 466 | Max_nodes: 37 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| +execution time of: 1.2207e-05s: Index: 354 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 3| +execution time of: 1.2210e-05s: Index: 154 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| +execution time of: 1.2210e-05s: Index: 492 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| +execution time of: 1.2213e-05s: Index: 294 | Max_nodes: 31 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| +execution time of: 1.2217e-05s: Index: 253 | Max_nodes: 37 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| +execution time of: 1.2220e-05s: Index: 160 | Max_nodes: 38 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| +execution time of: 1.2223e-05s: Index: 500 | Max_nodes: 38 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 3| +execution time of: 1.2225e-05s: Index: 288 | Max_nodes: 31 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| +execution time of: 1.2227e-05s: Index: 259 | Max_nodes: 37 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| +execution time of: 1.2230e-05s: Index: 274 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| +execution time of: 1.2230e-05s: Index: 362 | Max_nodes: 31 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| +execution time of: 1.2235e-05s: Index: 300 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| +execution time of: 1.2235e-05s: Index: 499 | Max_nodes: 38 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| +execution time of: 1.2237e-05s: Index: 252 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +execution time of: 1.2240e-05s: Index: 176 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| +execution time of: 1.2240e-05s: Index: 270 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| +execution time of: 1.2243e-05s: Index: 548 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| +execution time of: 1.2243e-05s: Index: 150 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| +execution time of: 1.2245e-05s: Index: 106 | Max_nodes: 38 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| +execution time of: 1.2248e-05s: Index: 104 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| +execution time of: 1.2258e-05s: Index: 90 | Max_nodes: 39 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| +execution time of: 1.2260e-05s: Index: 194 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| +execution time of: 1.2263e-05s: Index: 525 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| +execution time of: 1.2265e-05s: Index: 484 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| +execution time of: 1.2265e-05s: Index: 332 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| +execution time of: 1.2270e-05s: Index: 82 | Max_nodes: 38 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| +execution time of: 1.2272e-05s: Index: 517 | Max_nodes: 37 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| +execution time of: 1.2275e-05s: Index: 180 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| +execution time of: 1.2278e-05s: Index: 416 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| +execution time of: 1.2278e-05s: Index: 229 | Max_nodes: 41 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2| +execution time of: 1.2280e-05s: Index: 612 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4| +execution time of: 1.2282e-05s: Index: 608 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| +execution time of: 1.2285e-05s: Index: 426 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| +execution time of: 1.2288e-05s: Index: 277 | Max_nodes: 37 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| +execution time of: 1.2290e-05s: Index: 184 | Max_nodes: 38 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| +execution time of: 1.2292e-05s: Index: 337 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| +execution time of: 1.2293e-05s: Index: 544 | Max_nodes: 38 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| +execution time of: 1.2295e-05s: Index: 376 | Max_nodes: 40 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2| +execution time of: 1.2298e-05s: Index: 392 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| +execution time of: 1.2300e-05s: Index: 644 | Max_nodes: 38 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| +execution time of: 1.2302e-05s: Index: 99 | Max_nodes: 37 | 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Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| +execution time of: 1.2320e-05s: Index: 210 | Max_nodes: 39 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| +execution time of: 1.2320e-05s: Index: 228 | Max_nodes: 37 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 4| +execution time of: 1.2328e-05s: Index: 616 | Max_nodes: 40 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| +execution time of: 1.2328e-05s: Index: 186 | Max_nodes: 37 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| +execution time of: 1.2332e-05s: Index: 373 | Max_nodes: 38 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 2| +execution time of: 1.2333e-05s: Index: 330 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| +execution time of: 1.2335e-05s: Index: 412 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4| +execution time of: 1.2335e-05s: Index: 217 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| +execution time of: 1.2343e-05s: Index: 162 | Max_nodes: 37 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| +execution time of: 1.2345e-05s: Index: 658 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| +execution time of: 1.2355e-05s: Index: 245 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +execution time of: 1.2357e-05s: Index: 379 | Max_nodes: 38 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| +execution time of: 1.2358e-05s: Index: 546 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| +execution time of: 1.2360e-05s: Index: 636 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| +execution time of: 1.2363e-05s: Index: 248 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +execution time of: 1.2365e-05s: Index: 250 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| +execution time of: 1.2367e-05s: Index: 178 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| +execution time of: 1.2373e-05s: Index: 272 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| +execution time of: 1.2375e-05s: Index: 226 | Max_nodes: 38 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| +execution time of: 1.2378e-05s: Index: 331 | Max_nodes: 39 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1| +execution time of: 1.2383e-05s: Index: 296 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| +execution time of: 1.2383e-05s: Index: 216 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| +execution time of: 1.2393e-05s: Index: 632 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| +execution time of: 1.2395e-05s: Index: 528 | Max_nodes: 30 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| +execution time of: 1.2398e-05s: Index: 225 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| +execution time of: 1.2400e-05s: Index: 414 | Max_nodes: 30 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| +execution time of: 1.2400e-05s: Index: 336 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| +execution time of: 1.2413e-05s: Index: 496 | Max_nodes: 40 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 2| +execution time of: 1.2418e-05s: Index: 320 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| +execution time of: 1.2432e-05s: Index: 418 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| +execution time of: 1.2435e-05s: Index: 442 | Max_nodes: 37 | Active_nodes: 11 | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| +execution time of: 1.2442e-05s: Index: 100 | Max_nodes: 37 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| +execution time of: 1.2445e-05s: Index: 202 | Max_nodes: 38 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| +execution time of: 1.2475e-05s: Index: 422 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| +execution time of: 1.2490e-05s: Index: 397 | Max_nodes: 38 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 2| +execution time of: 1.2498e-05s: Index: 298 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| +execution time of: 1.2498e-05s: Index: 344 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| +execution time of: 1.2503e-05s: Index: 642 | Max_nodes: 37 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| +execution time of: 1.2508e-05s: Index: 526 | Max_nodes: 40 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 2| +execution time of: 1.2510e-05s: Index: 524 | Max_nodes: 38 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| +execution time of: 1.2515e-05s: Index: 222 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| +execution time of: 1.2515e-05s: Index: 403 | Max_nodes: 38 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2| +execution time of: 1.2528e-05s: Index: 338 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| +execution time of: 1.2530e-05s: Index: 538 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| +execution time of: 1.2533e-05s: Index: 640 | Max_nodes: 40 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| +execution time of: 1.2535e-05s: Index: 340 | Max_nodes: 37 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| +execution time of: 1.2565e-05s: Index: 220 | Max_nodes: 37 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| +execution time of: 1.2570e-05s: Index: 394 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| +execution time of: 1.2570e-05s: Index: 316 | Max_nodes: 37 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| +execution time of: 1.2575e-05s: Index: 490 | Max_nodes: 37 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| +execution time of: 1.2578e-05s: Index: 310 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| +execution time of: 1.2580e-05s: Index: 523 | Max_nodes: 38 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| +execution time of: 1.2583e-05s: Index: 400 | Max_nodes: 40 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| +execution time of: 1.2590e-05s: Index: 196 | Max_nodes: 37 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| +execution time of: 1.2597e-05s: Index: 514 | Max_nodes: 37 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| +execution time of: 1.2608e-05s: Index: 346 | Max_nodes: 37 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| +execution time of: 1.2615e-05s: Index: 370 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 4| +execution time of: 1.2633e-05s: Index: 402 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 4| +execution time of: 1.2660e-05s: Index: 235 | Max_nodes: 41 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| +execution time of: 1.2662e-05s: Index: 532 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| +execution time of: 1.2690e-05s: Index: 634 | Max_nodes: 37 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| +execution time of: 1.2698e-05s: Index: 137 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +execution time of: 1.2713e-05s: Index: 322 | Max_nodes: 37 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| +execution time of: 1.2765e-05s: Index: 520 | Max_nodes: 40 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| +execution time of: 1.2773e-05s: Index: 278 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| +execution time of: 1.2812e-05s: Index: 345 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| +execution time of: 1.2820e-05s: Index: 424 | Max_nodes: 38 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| +execution time of: 1.2820e-05s: Index: 557 | Max_nodes: 37 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| +execution time of: 1.2842e-05s: Index: 522 | Max_nodes: 37 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| +execution time of: 1.2860e-05s: Index: 36 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +execution time of: 1.2865e-05s: Index: 256 | Max_nodes: 38 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| +execution time of: 1.2870e-05s: Index: 237 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| +execution time of: 1.2913e-05s: Index: 357 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| +execution time of: 1.2990e-05s: Index: 317 | Max_nodes: 37 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 1| +execution time of: 1.3018e-05s: Index: 360 | Max_nodes: 30 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +execution time of: 1.3065e-05s: Index: 364 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| +execution time of: 1.3065e-05s: Index: 290 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| +execution time of: 1.3073e-05s: Index: 509 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 2| +execution time of: 1.3127e-05s: Index: 639 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| +execution time of: 1.3175e-05s: Index: 224 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| +execution time of: 1.3180e-05s: Index: 314 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| +execution time of: 1.3198e-05s: Index: 443 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| +execution time of: 1.3240e-05s: Index: 506 | Max_nodes: 31 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| +execution time of: 1.3243e-05s: Index: 246 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +execution time of: 1.3257e-05s: Index: 573 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +execution time of: 1.3355e-05s: Index: 282 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| +execution time of: 1.3360e-05s: Index: 469 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| +execution time of: 1.3365e-05s: Index: 257 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| +execution time of: 1.3370e-05s: Index: 624 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| +execution time of: 1.3388e-05s: Index: 349 | Max_nodes: 39 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| +execution time of: 1.3395e-05s: Index: 471 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +execution time of: 1.3463e-05s: Index: 198 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| +execution time of: 1.3470e-05s: Index: 172 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| +execution time of: 1.3475e-05s: Index: 507 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 2| +execution time of: 1.3520e-05s: Index: 170 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| +execution time of: 1.3530e-05s: Index: 315 | Max_nodes: 37 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| +execution time of: 1.3655e-05s: Index: 531 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| +execution time of: 1.3740e-05s: Index: 287 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| +execution time of: 1.3815e-05s: Index: 378 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 4| +execution time of: 1.3968e-05s: Index: 467 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| +execution time of: 1.4088e-05s: Index: 171 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| +execution time of: 1.4103e-05s: Index: 348 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 4| +execution time of: 1.4115e-05s: Index: 306 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| +execution time of: 1.4137e-05s: Index: 465 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| +execution time of: 1.4155e-05s: Index: 279 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| +execution time of: 1.4278e-05s: Index: 474 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| +execution time of: 1.4293e-05s: Index: 391 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| +execution time of: 1.4568e-05s: Index: 368 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| +execution time of: 1.4572e-05s: Index: 393 | Max_nodes: 31 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| +execution time of: 1.4600e-05s: Index: 179 | Max_nodes: 31 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| +execution time of: 1.4647e-05s: Index: 177 | Max_nodes: 31 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| +execution time of: 1.4803e-05s: Index: 419 | Max_nodes: 31 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| +execution time of: 1.4965e-05s: Index: 281 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| +execution time of: 1.5055e-05s: Index: 175 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| +execution time of: 1.5092e-05s: Index: 183 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| +execution time of: 1.5233e-05s: Index: 478 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +execution time of: 1.5263e-05s: Index: 421 | Max_nodes: 38 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| +execution time of: 1.5300e-05s: Index: 389 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| +execution time of: 1.5335e-05s: Index: 291 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| +execution time of: 1.5338e-05s: Index: 185 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| +execution time of: 1.5465e-05s: Index: 93 | Max_nodes: 38 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| +execution time of: 1.5535e-05s: Index: 383 | Max_nodes: 39 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| +execution time of: 1.5610e-05s: Index: 617 | Max_nodes: 39 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| +execution time of: 1.5648e-05s: Index: 289 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| +execution time of: 1.5680e-05s: Index: 276 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| +execution time of: 1.5728e-05s: Index: 169 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| +execution time of: 1.5735e-05s: Index: 622 | Max_nodes: 40 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| +execution time of: 1.5748e-05s: Index: 168 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| +execution time of: 1.5825e-05s: Index: 280 | Max_nodes: 38 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| +execution time of: 1.5868e-05s: Index: 342 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 4| +execution time of: 1.5945e-05s: Index: 65 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| +execution time of: 1.5985e-05s: Index: 181 | Max_nodes: 41 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| +execution time of: 1.6123e-05s: Index: 404 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| +execution time of: 1.6188e-05s: Index: 283 | Max_nodes: 37 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| +execution time of: 1.6193e-05s: Index: 618 | Max_nodes: 37 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| +execution time of: 1.6505e-05s: Index: 292 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 4| +execution time of: 1.6735e-05s: Index: 192 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| +execution time of: 1.6978e-05s: Index: 396 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| +execution time of: 2.0393e-05s: Index: 161 | Max_nodes: 31 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| +execution time of: 2.2640e-05s: Index: 388 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| +execution time of: 2.4873e-05s: Index: 650 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| +execution time of: 2.7456e-05s: Index: 428 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| +execution time of: 2.7588e-05s: Index: 630 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/wstate_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/wstate_indep_qiskit_controls.txt new file mode 100644 index 00000000..2b000f9c --- /dev/null +++ b/test/BenchmarkQuasm/results/wstate_indep_qiskit_controls.txt @@ -0,0 +1,213 @@ +Start Simulation of wstate_indep_qiskit_2__________________________________________________ + +i: 0 1 +1: ry | p: (-0.785398) +2: | x +3: z c +4: ry | p: (0.785398) +5: c x +6:======== +7: 0 | +8: | 1 +o: 0 1 +Q: 0 w: 3 | Q: 1 w: 4 | +Computed Permutation: ................0 -> 0|1 -> 1| +Original Permutation: ................0 -> 0|1 -> 1| +Identity Duration: 2.3725e-06s............................. +Permuted Duration: 2.3600e-06s............................. +Identity active_nodes: 3 ...................................... +Permuted active_nodes: 3 ...................................... +Identity max_nodes: 7 ...................................... +Permuted max_nodes: 7 ...................................... +________________________________________________________________________________________________ + +Start Simulation of wstate_indep_qiskit_3__________________________________________________ + +.i:...0...1...2 +.1:..ry...|...| p: (-7.8540e-01) +.2:...|..ry...| p: (-9.5532e-01) +.3:...|...|...x +.4:...|...z...c +.5:...|..ry...| p: (9.5532e-01) +.6:...z...c...| +.7:..ry...|...| p: (7.8540e-01) +.8:...|...c...x +.9:...c...x...| +10:============ +11:...0...|...| +12:...|...1...| +13:...|...|...2 +.o:...0...1...2 +Q: 0 w: 3 | Q: 1 w: 5 | Q: 2 w: 6 | +Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Identity Duration: 4.3928e-06s............................. +Permuted Duration: 4.3725e-06s............................. +Identity active_nodes: 5 ...................................... +Permuted active_nodes: 5 ...................................... +Identity max_nodes: 12 ...................................... +Permuted max_nodes: 12 ...................................... +________________________________________________________________________________________________ + +Start Simulation of wstate_indep_qiskit_4__________________________________________________ + +.i:...0...1...2...3 +.1:..ry...|...|...| p: (-7.8540e-01) +.2:...|..ry...|...| p: (-9.5532e-01) +.3:...|...|..ry...| p: (-1.0472e+00) +.4:...|...|...|...x +.5:...|...|...z...c +.6:...|...|..ry...| p: (1.0472e+00) +.7:...|...z...c...| +.8:...|..ry...|...| p: (9.5532e-01) +.9:...z...c...|...| +10:..ry...|...|...| p: (7.8540e-01) +11:...|...|...c...x +12:...|...c...x...| +13:...c...x...|...| +14:================ +15:...0...|...|...| +16:...|...1...|...| +17:...|...|...2...| +18:...|...|...|...3 +.o:...0...1...2...3 +Q: 0 w: 3 | Q: 1 w: 5 | Q: 2 w: 7 | Q: 3 w: 8 | +Computed Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Identity Duration: 6.5375e-06s............................. +Permuted Duration: 6.5075e-06s............................. +Identity active_nodes: 7 ...................................... +Permuted active_nodes: 7 ...................................... +Identity max_nodes: 18 ...................................... +Permuted max_nodes: 18 ...................................... +________________________________________________________________________________________________ + +Start Simulation of wstate_indep_qiskit_5__________________________________________________ + +.i:...0...1...2...3...4 +.1:..ry...|...|...|...| p: (-7.8540e-01) +.2:...|..ry...|...|...| p: (-9.5532e-01) +.3:...|...|..ry...|...| p: (-1.0472e+00) +.4:...|...|...|..ry...| p: (-1.1071e+00) +.5:...|...|...|...|...x +.6:...|...|...|...z...c +.7:...|...|...|..ry...| p: (1.1071e+00) +.8:...|...|...z...c...| +.9:...|...|..ry...|...| p: (1.0472e+00) +10:...|...z...c...|...| +11:...|..ry...|...|...| p: (9.5532e-01) +12:...z...c...|...|...| +13:..ry...|...|...|...| p: (7.8540e-01) +14:...|...|...|...c...x +15:...|...|...c...x...| +16:...|...c...x...|...| +17:...c...x...|...|...| +18:==================== +19:...0...|...|...|...| +20:...|...1...|...|...| +21:...|...|...2...|...| +22:...|...|...|...3...| +23:...|...|...|...|...4 +.o:...0...1...2...3...4 +Q: 0 w: 3 | Q: 1 w: 5 | Q: 2 w: 7 | Q: 3 w: 9 | Q: 4 w: 10 | +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Identity Duration: 9.0775e-06s............................. +Permuted Duration: 9.3527e-06s............................. +Identity active_nodes: 9 ...................................... +Permuted active_nodes: 9 ...................................... +Identity max_nodes: 24 ...................................... +Permuted max_nodes: 24 ...................................... +________________________________________________________________________________________________ + +Start Simulation of wstate_indep_qiskit_6__________________________________________________ + +.i:...0...1...2...3...4...5 +.1:..ry...|...|...|...|...| p: (-7.8540e-01) +.2:...|..ry...|...|...|...| p: (-9.5532e-01) +.3:...|...|..ry...|...|...| p: (-1.0472e+00) +.4:...|...|...|..ry...|...| p: (-1.1071e+00) +.5:...|...|...|...|..ry...| p: (-1.1503e+00) +.6:...|...|...|...|...|...x +.7:...|...|...|...|...z...c +.8:...|...|...|...|..ry...| p: (1.1503e+00) +.9:...|...|...|...z...c...| +10:...|...|...|..ry...|...| p: (1.1071e+00) +11:...|...|...z...c...|...| +12:...|...|..ry...|...|...| p: (1.0472e+00) +13:...|...z...c...|...|...| +14:...|..ry...|...|...|...| p: (9.5532e-01) +15:...z...c...|...|...|...| +16:..ry...|...|...|...|...| p: (7.8540e-01) +17:...|...|...|...|...c...x +18:...|...|...|...c...x...| +19:...|...|...c...x...|...| +20:...|...c...x...|...|...| +21:...c...x...|...|...|...| +22:======================== +23:...0...|...|...|...|...| +24:...|...1...|...|...|...| +25:...|...|...2...|...|...| +26:...|...|...|...3...|...| +27:...|...|...|...|...4...| +28:...|...|...|...|...|...5 +.o:...0...1...2...3...4...5 +Q: 0 w: 3 | Q: 1 w: 5 | Q: 2 w: 7 | Q: 3 w: 9 | Q: 4 w: 11 | Q: 5 w: 12 | +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Identity Duration: 1.1393e-05s............................. +Permuted Duration: 1.1382e-05s............................. +Identity active_nodes: 11 ...................................... +Permuted active_nodes: 11 ...................................... +Identity max_nodes: 30 ...................................... +Permuted max_nodes: 30 ...................................... +________________________________________________________________________________________________ + +Start Simulation of wstate_indep_qiskit_7__________________________________________________ + +.i:...0...1...2...3...4...5...6 +.1:..ry...|...|...|...|...|...| p: (-7.8540e-01) +.2:...|..ry...|...|...|...|...| p: (-9.5532e-01) +.3:...|...|..ry...|...|...|...| p: (-1.0472e+00) +.4:...|...|...|..ry...|...|...| p: (-1.1071e+00) +.5:...|...|...|...|..ry...|...| p: (-1.1503e+00) +.6:...|...|...|...|...|..ry...| p: (-1.1832e+00) +.7:...|...|...|...|...|...|...x +.8:...|...|...|...|...|...z...c +.9:...|...|...|...|...|..ry...| p: (1.1832e+00) +10:...|...|...|...|...z...c...| +11:...|...|...|...|..ry...|...| p: (1.1503e+00) +12:...|...|...|...z...c...|...| +13:...|...|...|..ry...|...|...| p: (1.1071e+00) +14:...|...|...z...c...|...|...| +15:...|...|..ry...|...|...|...| p: (1.0472e+00) +16:...|...z...c...|...|...|...| +17:...|..ry...|...|...|...|...| p: (9.5532e-01) +18:...z...c...|...|...|...|...| +19:..ry...|...|...|...|...|...| p: (7.8540e-01) +20:...|...|...|...|...|...c...x +21:...|...|...|...|...c...x...| +22:...|...|...|...c...x...|...| +23:...|...|...c...x...|...|...| +24:...|...c...x...|...|...|...| +25:...c...x...|...|...|...|...| +26:============================ +27:...0...|...|...|...|...|...| +28:...|...1...|...|...|...|...| +29:...|...|...2...|...|...|...| +30:...|...|...|...3...|...|...| +31:...|...|...|...|...4...|...| +32:...|...|...|...|...|...5...| +33:...|...|...|...|...|...|...6 +.o:...0...1...2...3...4...5...6 +Q: 0 w: 3 | Q: 1 w: 5 | Q: 2 w: 7 | Q: 3 w: 9 | Q: 4 w: 11 | Q: 5 w: 13 | Q: 6 w: 14 | +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Identity Duration: 1.4137e-05s............................. +Permuted Duration: 1.4073e-05s............................. +Identity active_nodes: 13 ...................................... +Permuted active_nodes: 13 ...................................... +Identity max_nodes: 36 ...................................... +Permuted max_nodes: 36 ...................................... +________________________________________________________________________________________________ + diff --git a/test/BenchmarkQuasm/results/wstate_indep_qiskit_gates.txt b/test/BenchmarkQuasm/results/wstate_indep_qiskit_gates.txt new file mode 100644 index 00000000..f906af65 --- /dev/null +++ b/test/BenchmarkQuasm/results/wstate_indep_qiskit_gates.txt @@ -0,0 +1,207 @@ +Start Simulation of wstate_indep_qiskit_2__________________________________________________ + +i: 0 1 +1: ry | p: (-0.785398) +2: | x +3: z c +4: ry | p: (0.785398) +5: c x +6:======== +7: 0 | +8: | 1 +o: 0 1 +Computed Permutation: ................0 -> 0|1 -> 1| +Original Permutation: ................0 -> 0|1 -> 1| +Identity Duration: 2.4275e-06s............................. +Permuted Duration: 2.4150e-06s............................. +Identity active_nodes: 3 ...................................... +Permuted active_nodes: 3 ...................................... +Identity max_nodes: 7 ...................................... +Permuted max_nodes: 7 ...................................... +________________________________________________________________________________________________ + +Start Simulation of wstate_indep_qiskit_3__________________________________________________ + +.i:...0...1...2 +.1:..ry...|...| p: (-7.8540e-01) +.2:...|..ry...| p: (-9.5532e-01) +.3:...|...|...x +.4:...|...z...c +.5:...|..ry...| p: (9.5532e-01) +.6:...z...c...| +.7:..ry...|...| p: (7.8540e-01) +.8:...|...c...x +.9:...c...x...| +10:============ +11:...0...|...| +12:...|...1...| +13:...|...|...2 +.o:...0...1...2 +Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| +Identity Duration: 4.3553e-06s............................. +Permuted Duration: 4.3700e-06s............................. +Identity active_nodes: 5 ...................................... +Permuted active_nodes: 5 ...................................... +Identity max_nodes: 12 ...................................... +Permuted max_nodes: 12 ...................................... +________________________________________________________________________________________________ + +Start Simulation of wstate_indep_qiskit_4__________________________________________________ + +.i:...0...1...2...3 +.1:..ry...|...|...| p: (-7.8540e-01) +.2:...|..ry...|...| p: (-9.5532e-01) +.3:...|...|..ry...| p: (-1.0472e+00) +.4:...|...|...|...x +.5:...|...|...z...c +.6:...|...|..ry...| p: (1.0472e+00) +.7:...|...z...c...| +.8:...|..ry...|...| p: (9.5532e-01) +.9:...z...c...|...| +10:..ry...|...|...| p: (7.8540e-01) +11:...|...|...c...x +12:...|...c...x...| +13:...c...x...|...| +14:================ +15:...0...|...|...| +16:...|...1...|...| +17:...|...|...2...| +18:...|...|...|...3 +.o:...0...1...2...3 +Computed Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Identity Duration: 6.4953e-06s............................. +Permuted Duration: 6.4775e-06s............................. +Identity active_nodes: 7 ...................................... +Permuted active_nodes: 7 ...................................... +Identity max_nodes: 18 ...................................... +Permuted max_nodes: 18 ...................................... +________________________________________________________________________________________________ + +Start Simulation of wstate_indep_qiskit_5__________________________________________________ + +.i:...0...1...2...3...4 +.1:..ry...|...|...|...| p: (-7.8540e-01) +.2:...|..ry...|...|...| p: (-9.5532e-01) +.3:...|...|..ry...|...| p: (-1.0472e+00) +.4:...|...|...|..ry...| p: (-1.1071e+00) +.5:...|...|...|...|...x +.6:...|...|...|...z...c +.7:...|...|...|..ry...| p: (1.1071e+00) +.8:...|...|...z...c...| +.9:...|...|..ry...|...| p: (1.0472e+00) +10:...|...z...c...|...| +11:...|..ry...|...|...| p: (9.5532e-01) +12:...z...c...|...|...| +13:..ry...|...|...|...| p: (7.8540e-01) +14:...|...|...|...c...x +15:...|...|...c...x...| +16:...|...c...x...|...| +17:...c...x...|...|...| +18:==================== +19:...0...|...|...|...| +20:...|...1...|...|...| +21:...|...|...2...|...| +22:...|...|...|...3...| +23:...|...|...|...|...4 +.o:...0...1...2...3...4 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Identity Duration: 9.2377e-06s............................. +Permuted Duration: 9.5700e-06s............................. +Identity active_nodes: 9 ...................................... +Permuted active_nodes: 9 ...................................... +Identity max_nodes: 24 ...................................... +Permuted max_nodes: 24 ...................................... +________________________________________________________________________________________________ + +Start Simulation of wstate_indep_qiskit_6__________________________________________________ + +.i:...0...1...2...3...4...5 +.1:..ry...|...|...|...|...| p: (-7.8540e-01) +.2:...|..ry...|...|...|...| p: (-9.5532e-01) +.3:...|...|..ry...|...|...| p: (-1.0472e+00) +.4:...|...|...|..ry...|...| p: (-1.1071e+00) +.5:...|...|...|...|..ry...| p: (-1.1503e+00) +.6:...|...|...|...|...|...x +.7:...|...|...|...|...z...c +.8:...|...|...|...|..ry...| p: (1.1503e+00) +.9:...|...|...|...z...c...| +10:...|...|...|..ry...|...| p: (1.1071e+00) +11:...|...|...z...c...|...| +12:...|...|..ry...|...|...| p: (1.0472e+00) +13:...|...z...c...|...|...| +14:...|..ry...|...|...|...| p: (9.5532e-01) +15:...z...c...|...|...|...| +16:..ry...|...|...|...|...| p: (7.8540e-01) +17:...|...|...|...|...c...x +18:...|...|...|...c...x...| +19:...|...|...c...x...|...| +20:...|...c...x...|...|...| +21:...c...x...|...|...|...| +22:======================== +23:...0...|...|...|...|...| +24:...|...1...|...|...|...| +25:...|...|...2...|...|...| +26:...|...|...|...3...|...| +27:...|...|...|...|...4...| +28:...|...|...|...|...|...5 +.o:...0...1...2...3...4...5 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Identity Duration: 1.7155e-05s............................. +Permuted Duration: 1.2628e-05s............................. +Identity active_nodes: 11 ...................................... +Permuted active_nodes: 11 ...................................... +Identity max_nodes: 30 ...................................... +Permuted max_nodes: 30 ...................................... +________________________________________________________________________________________________ + +Start Simulation of wstate_indep_qiskit_7__________________________________________________ + +.i:...0...1...2...3...4...5...6 +.1:..ry...|...|...|...|...|...| p: (-7.8540e-01) +.2:...|..ry...|...|...|...|...| p: (-9.5532e-01) +.3:...|...|..ry...|...|...|...| p: (-1.0472e+00) +.4:...|...|...|..ry...|...|...| p: (-1.1071e+00) +.5:...|...|...|...|..ry...|...| p: (-1.1503e+00) +.6:...|...|...|...|...|..ry...| p: (-1.1832e+00) +.7:...|...|...|...|...|...|...x +.8:...|...|...|...|...|...z...c +.9:...|...|...|...|...|..ry...| p: (1.1832e+00) +10:...|...|...|...|...z...c...| +11:...|...|...|...|..ry...|...| p: (1.1503e+00) +12:...|...|...|...z...c...|...| +13:...|...|...|..ry...|...|...| p: (1.1071e+00) +14:...|...|...z...c...|...|...| +15:...|...|..ry...|...|...|...| p: (1.0472e+00) +16:...|...z...c...|...|...|...| +17:...|..ry...|...|...|...|...| p: (9.5532e-01) +18:...z...c...|...|...|...|...| +19:..ry...|...|...|...|...|...| p: (7.8540e-01) +20:...|...|...|...|...|...c...x +21:...|...|...|...|...c...x...| +22:...|...|...|...c...x...|...| +23:...|...|...c...x...|...|...| +24:...|...c...x...|...|...|...| +25:...c...x...|...|...|...|...| +26:============================ +27:...0...|...|...|...|...|...| +28:...|...1...|...|...|...|...| +29:...|...|...2...|...|...|...| +30:...|...|...|...3...|...|...| +31:...|...|...|...|...4...|...| +32:...|...|...|...|...|...5...| +33:...|...|...|...|...|...|...6 +.o:...0...1...2...3...4...5...6 +Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| +Identity Duration: 1.4925e-05s............................. +Permuted Duration: 1.4418e-05s............................. +Identity active_nodes: 13 ...................................... +Permuted active_nodes: 13 ...................................... +Identity max_nodes: 36 ...................................... +Permuted max_nodes: 36 ...................................... +________________________________________________________________________________________________ + From 3879de4c09f5f7850ca4bed57861747d0dec5f30 Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Claudia=20D=C3=BCnzinger?= Date: Mon, 15 Jul 2024 22:00:05 +0200 Subject: [PATCH 08/67] automized long time time measurements and results --- include/DDMinimizer.hpp | 15 +- src/DDMinimizer.cpp | 800 ++- .../results/ae_indep_qiskit_all.txt | 4415 ++++++++++--- .../results/ae_indep_qiskit_controls.txt | 120 +- .../results/ae_indep_qiskit_gates.txt | 284 - .../results/dj_indep_qiskit_all.txt | 4310 ++++++++++--- .../results/dj_indep_qiskit_controls.txt | 86 +- .../results/dj_indep_qiskit_gates.txt | 180 - .../results/ghz_indep_qiskit_all.txt | 4112 ++++++++++-- .../results/ghz_indep_qiskit_controls.txt | 177 +- .../results/ghz_indep_qiskit_gates.txt | 243 - .../results/graphstate_indep_qiskit_all.txt | 1349 ++-- .../graphstate_indep_qiskit_controls.txt | 98 +- .../results/graphstate_indep_qiskit_gates.txt | 150 - .../grover-noancilla_indep_qiskit_all.txt | 4562 ++++++++++--- ...grover-noancilla_indep_qiskit_controls.txt | 1263 +--- .../grover-noancilla_indep_qiskit_gates.txt | 2012 ------ .../grover-v-chain_indep_qiskit_all.txt | 1501 +++-- .../grover-v-chain_indep_qiskit_controls.txt | 538 +- .../grover-v-chain_indep_qiskit_gates.txt | 1015 --- test/BenchmarkQuasm/results/grover_all.txt | 5723 ----------------- .../results/grover_controls.txt | 584 -- test/BenchmarkQuasm/results/grover_gates.txt | 583 -- test/BenchmarkQuasm/results/non_empty.txt | 0 .../portfolioqaoa_indep_qiskit_all.txt | 4522 +++++++++---- .../portfolioqaoa_indep_qiskit_controls.txt | 174 +- .../portfolioqaoa_indep_qiskit_gates.txt | 395 -- .../results/portfoliovqe_indep_qiskit_all.txt | 4368 ++++++++++--- .../portfoliovqe_indep_qiskit_controls.txt | 150 +- .../portfoliovqe_indep_qiskit_gates.txt | 365 -- .../results/qaoa_indep_qiskit_all.txt | 4395 ++++++++++--- .../results/qaoa_indep_qiskit_controls.txt | 304 +- .../results/qaoa_indep_qiskit_gates.txt | 432 -- .../results/qft_indep_qiskit_all.txt | 3566 ++++++++-- .../results/qft_indep_qiskit_controls.txt | 319 +- .../results/qft_indep_qiskit_gates.txt | 410 -- .../results/qftentangled_indep_qiskit_all.txt | 4413 ++++++++++--- .../qftentangled_indep_qiskit_controls.txt | 106 +- .../qftentangled_indep_qiskit_gates.txt | 239 - .../results/qnn_indep_qiskit_all.txt | 4412 ++++++++++--- .../results/qnn_indep_qiskit_controls.txt | 228 +- .../results/qnn_indep_qiskit_gates.txt | 582 -- .../results/qpeexact_indep_qiskit_all.txt | 4222 ++++++++++-- .../qpeexact_indep_qiskit_controls.txt | 342 +- .../results/qpeexact_indep_qiskit_gates.txt | 455 -- .../results/qpeinexact_indep_qiskit_all.txt | 4388 ++++++++++--- .../qpeinexact_indep_qiskit_controls.txt | 104 +- .../results/qpeinexact_indep_qiskit_gates.txt | 224 - .../qwalk-noancilla_indep_qiskit_all.txt | 4613 ++++++++++--- .../qwalk-noancilla_indep_qiskit_controls.txt | 1652 +---- .../qwalk-noancilla_indep_qiskit_gates.txt | 3192 --------- .../qwalk-v-chain_indep_qiskit_all.txt | 1302 +++- .../qwalk-v-chain_indep_qiskit_controls.txt | 504 +- .../qwalk-v-chain_indep_qiskit_gates.txt | 931 --- .../results/random_indep_qiskit_all.txt | 833 ++- .../results/random_indep_qiskit_controls.txt | 168 +- .../results/random_indep_qiskit_gates.txt | 337 - .../realamprandom_indep_qiskit_all.txt | 4409 ++++++++++--- .../realamprandom_indep_qiskit_controls.txt | 159 +- .../realamprandom_indep_qiskit_gates.txt | 393 -- .../results/su2random_indep_qiskit_all.txt | 4420 ++++++++++--- .../su2random_indep_qiskit_controls.txt | 159 +- .../results/su2random_indep_qiskit_gates.txt | 393 -- .../twolocalrandom_indep_qiskit_all.txt | 4412 ++++++++++--- .../twolocalrandom_indep_qiskit_controls.txt | 159 +- .../twolocalrandom_indep_qiskit_gates.txt | 393 -- .../results/vqe_indep_qiskit_all.txt | 4374 ++++++++++--- .../results/vqe_indep_qiskit_controls.txt | 296 +- .../results/vqe_indep_qiskit_gates.txt | 416 -- .../results/wstate_indep_qiskit_all.txt | 4402 ++++++++++--- .../results/wstate_indep_qiskit_controls.txt | 93 +- .../results/wstate_indep_qiskit_gates.txt | 207 - test/test_reorder_without_reordering.cpp | 11 +- 73 files changed, 67382 insertions(+), 44081 deletions(-) delete mode 100644 test/BenchmarkQuasm/results/ae_indep_qiskit_gates.txt delete mode 100644 test/BenchmarkQuasm/results/dj_indep_qiskit_gates.txt delete mode 100644 test/BenchmarkQuasm/results/ghz_indep_qiskit_gates.txt delete mode 100644 test/BenchmarkQuasm/results/graphstate_indep_qiskit_gates.txt delete mode 100644 test/BenchmarkQuasm/results/grover-noancilla_indep_qiskit_gates.txt delete mode 100644 test/BenchmarkQuasm/results/grover-v-chain_indep_qiskit_gates.txt delete mode 100644 test/BenchmarkQuasm/results/grover_all.txt delete mode 100644 test/BenchmarkQuasm/results/grover_controls.txt delete mode 100644 test/BenchmarkQuasm/results/grover_gates.txt delete mode 100644 test/BenchmarkQuasm/results/non_empty.txt delete mode 100644 test/BenchmarkQuasm/results/portfolioqaoa_indep_qiskit_gates.txt delete mode 100644 test/BenchmarkQuasm/results/portfoliovqe_indep_qiskit_gates.txt delete mode 100644 test/BenchmarkQuasm/results/qaoa_indep_qiskit_gates.txt delete mode 100644 test/BenchmarkQuasm/results/qft_indep_qiskit_gates.txt delete mode 100644 test/BenchmarkQuasm/results/qftentangled_indep_qiskit_gates.txt delete mode 100644 test/BenchmarkQuasm/results/qnn_indep_qiskit_gates.txt delete mode 100644 test/BenchmarkQuasm/results/qpeexact_indep_qiskit_gates.txt delete mode 100644 test/BenchmarkQuasm/results/qpeinexact_indep_qiskit_gates.txt delete mode 100644 test/BenchmarkQuasm/results/qwalk-noancilla_indep_qiskit_gates.txt delete mode 100644 test/BenchmarkQuasm/results/qwalk-v-chain_indep_qiskit_gates.txt delete mode 100644 test/BenchmarkQuasm/results/random_indep_qiskit_gates.txt delete mode 100644 test/BenchmarkQuasm/results/realamprandom_indep_qiskit_gates.txt delete mode 100644 test/BenchmarkQuasm/results/su2random_indep_qiskit_gates.txt delete mode 100644 test/BenchmarkQuasm/results/twolocalrandom_indep_qiskit_gates.txt delete mode 100644 test/BenchmarkQuasm/results/vqe_indep_qiskit_gates.txt delete mode 100644 test/BenchmarkQuasm/results/wstate_indep_qiskit_gates.txt diff --git a/include/DDMinimizer.hpp b/include/DDMinimizer.hpp index 9d380e41..44d797f6 100644 --- a/include/DDMinimizer.hpp +++ b/include/DDMinimizer.hpp @@ -28,6 +28,17 @@ class DDMinimizer { public: + static void runOverNight(); + static std::map>, std::chrono::duration>> initializeMap(std::map>, std::chrono::duration>> data); + static std::map>, std::chrono::duration>> refineMap(std::map>, std::chrono::duration>> data); + static std::map> makeAverage(std::map> res1, std::map> res2); + static std::chrono::duration measureControl(qc::QuantumComputation& qc); + static std::map> measureAll(qc::QuantumComputation& qc); + static void printResults(std::map>, std::chrono::duration>> data); + static void finalControl(std::string name, std::ofstream& out, qc::QuantumComputation& qc, qc::QuantumComputation& qcc, qc::Permutation perm, std::map>, std::chrono::duration>> data); + static void finalAll(std::string name, std::ofstream& out, qc::QuantumComputation& qc, std::map>, std::chrono::duration>> data, int qubits); + + static void optimizeInputPermutation(qc::QuantumComputation); /** @@ -46,7 +57,7 @@ class DDMinimizer { * @brief creates a possible permutations of the initialLayout based on how to control bits are located * @param QuantumComputation */ - static qc::Permutation createControlBasedPermutation(std::ofstream& out, qc::QuantumComputation& qc); + static qc::Permutation createControlBasedPermutation(qc::QuantumComputation& qc); /** * @brief creates a vector of all possible permutations of the initialLayout @@ -64,7 +75,7 @@ class DDMinimizer { static std::string permToString(Permutation perm); - static std::string measurementToString(std::vector code, size_t index, size_t max_nodes, size_t active_nodes, std::chrono::duration time); + static std::string measurementToString(std::vector code, size_t index, size_t max_nodes, size_t active_nodes, std::chrono::duration time); static std::string formatSize_t(size_t t); static void removeAnsi(std::string filePath); diff --git a/src/DDMinimizer.cpp b/src/DDMinimizer.cpp index dd46ed99..511934cb 100644 --- a/src/DDMinimizer.cpp +++ b/src/DDMinimizer.cpp @@ -20,17 +20,712 @@ #include #include #include +#include +#include +#include +#include +#include +#include using namespace qc; using namespace std; - - namespace qc { + /*** * Public Methods ***/ + +void DDMinimizer::runOverNight(){ + std::map>, std::chrono::duration>> data = { + {"ae_indep_qiskit_2.qasm", {}}, + {"ae_indep_qiskit_3.qasm", {}}, + {"ae_indep_qiskit_4.qasm", {}}, + {"ae_indep_qiskit_5.qasm", {}}, + {"ae_indep_qiskit_6.qasm", {}}, + {"dj_indep_qiskit_2.qasm", {}}, + {"dj_indep_qiskit_3.qasm", {}}, + {"dj_indep_qiskit_4.qasm", {}}, + {"dj_indep_qiskit_5.qasm", {}}, + {"dj_indep_qiskit_6.qasm", {}}, + {"ghz_indep_qiskit_2.qasm", {}}, + {"ghz_indep_qiskit_3.qasm", {}}, + {"ghz_indep_qiskit_4.qasm", {}}, + {"ghz_indep_qiskit_5.qasm", {}}, + {"ghz_indep_qiskit_6.qasm", {}}, + {"graphstate_indep_qiskit_3.qasm", {}}, + {"graphstate_indep_qiskit_4.qasm", {}}, + {"graphstate_indep_qiskit_5.qasm", {}}, + {"graphstate_indep_qiskit_6.qasm", {}}, + {"grover-noancilla_indep_qiskit_2.qasm", {}}, + {"grover-noancilla_indep_qiskit_3.qasm", {}}, + {"grover-noancilla_indep_qiskit_4.qasm", {}}, + {"grover-noancilla_indep_qiskit_5.qasm", {}}, + {"grover-noancilla_indep_qiskit_6.qasm", {}}, + {"grover-v-chain_indep_qiskit_2.qasm", {}}, + {"grover-v-chain_indep_qiskit_3.qasm", {}}, + {"grover-v-chain_indep_qiskit_4.qasm", {}}, + {"grover-v-chain_indep_qiskit_5.qasm", {}}, + {"portfolioqaoa_indep_qiskit_3.qasm", {}}, + {"portfolioqaoa_indep_qiskit_4.qasm", {}}, + {"portfolioqaoa_indep_qiskit_5.qasm", {}}, + {"portfolioqaoa_indep_qiskit_6.qasm", {}}, + {"portfoliovqe_indep_qiskit_3.qasm", {}}, + {"portfoliovqe_indep_qiskit_4.qasm", {}}, + {"portfoliovqe_indep_qiskit_5.qasm", {}}, + {"portfoliovqe_indep_qiskit_6.qasm", {}}, + {"qaoa_indep_qiskit_3.qasm", {}}, + {"qaoa_indep_qiskit_4.qasm", {}}, + {"qaoa_indep_qiskit_5.qasm", {}}, + {"qaoa_indep_qiskit_6.qasm", {}}, + {"qftentangled_indep_qiskit_2.qasm", {}}, + {"qftentangled_indep_qiskit_3.qasm", {}}, + {"qftentangled_indep_qiskit_4.qasm", {}}, + {"qftentangled_indep_qiskit_5.qasm", {}}, + {"qftentangled_indep_qiskit_6.qasm", {}}, + {"qft_indep_qiskit_2.qasm", {}}, + {"qft_indep_qiskit_3.qasm", {}}, + {"qft_indep_qiskit_4.qasm", {}}, + {"qft_indep_qiskit_5.qasm", {}}, + {"qft_indep_qiskit_6.qasm", {}}, + {"qnn_indep_qiskit_2.qasm", {}}, + {"qnn_indep_qiskit_3.qasm", {}}, + {"qnn_indep_qiskit_4.qasm", {}}, + {"qnn_indep_qiskit_5.qasm", {}}, + {"qnn_indep_qiskit_6.qasm", {}}, + {"qpeexact_indep_qiskit_2.qasm", {}}, + {"qpeexact_indep_qiskit_3.qasm", {}}, + {"qpeexact_indep_qiskit_4.qasm", {}}, + {"qpeexact_indep_qiskit_5.qasm", {}}, + {"qpeexact_indep_qiskit_6.qasm", {}}, + {"qpeinexact_indep_qiskit_2.qasm", {}}, + {"qpeinexact_indep_qiskit_3.qasm", {}}, + {"qpeinexact_indep_qiskit_4.qasm", {}}, + {"qpeinexact_indep_qiskit_5.qasm", {}}, + {"qpeinexact_indep_qiskit_6.qasm", {}}, + {"qwalk-noancilla_indep_qiskit_3.qasm", {}}, + {"qwalk-noancilla_indep_qiskit_4.qasm", {}}, + {"qwalk-noancilla_indep_qiskit_5.qasm", {}}, + {"qwalk-noancilla_indep_qiskit_6.qasm", {}}, + {"qwalk-v-chain_indep_qiskit_3.qasm", {}}, + {"qwalk-v-chain_indep_qiskit_5.qasm", {}}, + {"random_indep_qiskit_2.qasm", {}}, + {"random_indep_qiskit_3.qasm", {}}, + {"random_indep_qiskit_4.qasm", {}}, + {"random_indep_qiskit_5.qasm", {}}, + {"random_indep_qiskit_6.qasm", {}}, + {"realamprandom_indep_qiskit_2.qasm", {}}, + {"realamprandom_indep_qiskit_3.qasm", {}}, + {"realamprandom_indep_qiskit_4.qasm", {}}, + {"realamprandom_indep_qiskit_5.qasm", {}}, + {"realamprandom_indep_qiskit_6.qasm", {}}, + {"su2random_indep_qiskit_2.qasm", {}}, + {"su2random_indep_qiskit_3.qasm", {}}, + {"su2random_indep_qiskit_4.qasm", {}}, + {"su2random_indep_qiskit_5.qasm", {}}, + {"su2random_indep_qiskit_6.qasm", {}}, + {"twolocalrandom_indep_qiskit_2.qasm", {}}, + {"twolocalrandom_indep_qiskit_3.qasm", {}}, + {"twolocalrandom_indep_qiskit_4.qasm", {}}, + {"twolocalrandom_indep_qiskit_5.qasm", {}}, + {"twolocalrandom_indep_qiskit_6.qasm", {}}, + {"vqe_indep_qiskit_3.qasm", {}}, + {"vqe_indep_qiskit_4.qasm", {}}, + {"vqe_indep_qiskit_5.qasm", {}}, + {"vqe_indep_qiskit_6.qasm", {}}, + {"wstate_indep_qiskit_2.qasm", {}}, + {"wstate_indep_qiskit_3.qasm", {}}, + {"wstate_indep_qiskit_4.qasm", {}}, + {"wstate_indep_qiskit_5.qasm", {}}, + {"wstate_indep_qiskit_6.qasm", {}}, + }; + + std::string input; + + std::cout << "Let's start! \n"; + + data = DDMinimizer::initializeMap(data); + std::cout << "Initiation done_________________________ \n"; + int run = 0; + do { + std::cout << "Type 'stop' to exit (continues automatically after 5 seconds): "; + std::cout.flush(); // Ensure prompt is displayed immediately + + fd_set set; + struct timeval timeout; + + // Initialize the file descriptor set + FD_ZERO(&set); + FD_SET(STDIN_FILENO, &set); + + // Set timeout to 5.0 seconds + timeout.tv_sec = 5; + timeout.tv_usec = 0; + + // Wait for input to become available or timeout + int rv = select(STDIN_FILENO + 1, &set, NULL, NULL, &timeout); + if (rv == -1) { + perror("select"); // Error occurred in select() + break; + } else if (rv == 0) { + std::cout << "\nNo input. Continuing...\n"; + } else { + std::getline(std::cin, input); + if (input == "stop") { + break; + } + std::cout << "You typed: " << input << std::endl; + } + + std::cout << "Run: " << run << " _______________________________________________________________________________\n"; + data = DDMinimizer::refineMap(data); + run++; + + } while (input != "stop"); + + + DDMinimizer::printResults(data); + std::cout << "You made it! \n"; +} + + +std::map>, std::chrono::duration>> DDMinimizer::initializeMap(std::map>, std::chrono::duration>> data){ + std::string qasmString; + for(const auto& entry : data){ + try { + qasmString = DDMinimizer::readFileIntoString("BenchmarkQuasm/qasm/" +entry.first); + } catch (const std::exception& e) { + std::cout << e.what() << "\n"; + } + + std::cout << "Measure: " + entry.first +" \n"; + std::cout.flush(); + + auto qc = QuantumComputation::fromQASM(qasmString); + qc::Permutation perm = DDMinimizer::createControlBasedPermutation(qc); + qc.initialLayout = perm; + qc::CircuitOptimizer::elidePermutations(qc); + std::chrono::duration resControl = DDMinimizer::measureControl(qc); + + auto qcc = QuantumComputation::fromQASM(qasmString); + std::map> resAll = DDMinimizer::measureAll(qcc); + + data[entry.first] = std::make_pair(resAll, resControl); + } + return data; +} + +std::map>, std::chrono::duration>> DDMinimizer::refineMap(std::map>, std::chrono::duration>> data){ + std::string qasmString; + for(const auto& entry : data){ + try { + qasmString = DDMinimizer::readFileIntoString("BenchmarkQuasm/qasm/" +entry.first); + } catch (const std::exception& e) { + std::cout << e.what() << "\n"; + } + + std::cout << "Measure: " + entry.first +" \n"; + std::cout.flush(); + + auto qc = QuantumComputation::fromQASM(qasmString); + qc::Permutation perm = DDMinimizer::createControlBasedPermutation(qc); + qc.initialLayout = perm; + qc::CircuitOptimizer::elidePermutations(qc); + std::chrono::duration resControl = DDMinimizer::measureControl(qc); + std::chrono::duration averageResControl = std::chrono::duration_cast>(resControl + entry.second.second) / 2.0; + + auto qcc = QuantumComputation::fromQASM(qasmString); + std::map> resAll = DDMinimizer::measureAll(qcc); + + data[entry.first] = std::make_pair(DDMinimizer::makeAverage(resAll, entry.second.first), averageResControl); +} + return data; +} + +std::map> DDMinimizer::makeAverage(std::map> res1, std::map> res2){ + std::map> avgRes; + std::chrono::duration totalDifference = std::chrono::duration::zero(); + + // Combine keys from both maps + std::map> combined = res1; + combined.insert(res2.begin(), res2.end()); + + for (const auto& pair : combined) { + std::size_t key = pair.first; + auto it1 = res1.find(key); + auto it2 = res2.find(key); + + if (it1 != res1.end() && it2 != res2.end()) { + auto duration1 = it1->second; + auto duration2 = it2->second; + + avgRes[key] = std::chrono::duration_cast> (duration1 + duration2) / 2.0; + totalDifference += std::chrono::duration(std::abs(duration1.count() - duration2.count())); + } + } + + std::cout << "Total Difference: " << std::scientific << std::setprecision(4) << totalDifference.count() << "\n"; + return avgRes; +} + +std::chrono::duration DDMinimizer::measureControl(qc::QuantumComputation& qc){ + auto qc_unique_ptr = std::make_unique(std::move(qc)); + CircuitSimulator ddsim_qc(std::move(qc_unique_ptr), ApproximationInfo(1, 1, ApproximationInfo::FidelityDriven)); + + std::chrono::duration duration_qc; + + ddsim_qc.simulate(1); + ddsim_qc.simulate(1); + auto start3_qc = std::chrono::high_resolution_clock::now(); + ddsim_qc.simulate(1); + auto end3_qc = std::chrono::high_resolution_clock::now(); + auto start4_qc = std::chrono::high_resolution_clock::now(); + ddsim_qc.simulate(1); + auto end4_qc = std::chrono::high_resolution_clock::now(); + auto start5_qc = std::chrono::high_resolution_clock::now(); + ddsim_qc.simulate(1); + auto end5_qc = std::chrono::high_resolution_clock::now(); + auto start6_qc = std::chrono::high_resolution_clock::now(); + ddsim_qc.simulate(1); + auto end6_qc = std::chrono::high_resolution_clock::now(); + + duration_qc = std::chrono::duration_cast> (end3_qc - start3_qc + end4_qc - start4_qc + end5_qc - start5_qc + end6_qc - start6_qc) / 4.0; + return duration_qc; +} + +std::map> DDMinimizer::measureAll(qc::QuantumComputation& qc){ + std::map> res; + std::size_t bits = qc.getNqubits(); + std::size_t permutation_count = DDMinimizer::factorial(bits); + std::vector permutations = DDMinimizer::createAllPermutations(qc); + + std::chrono::duration duration; + + /* Simulate the circuit using each permutation + */ + for (size_t i = 0; i < permutation_count; i++) { + QuantumComputation qcc = qc; + qcc.initialLayout = permutations[i]; + qc::CircuitOptimizer::elidePermutations(qcc); + auto qc_unique_ptr = std::make_unique(std::move(qcc)); + CircuitSimulator ddsim(std::move(qc_unique_ptr), ApproximationInfo(1, 1, ApproximationInfo::FidelityDriven)); + + ddsim.simulate(1); + ddsim.simulate(1); + auto start3_qc = std::chrono::high_resolution_clock::now(); + ddsim.simulate(1); + auto end3_qc = std::chrono::high_resolution_clock::now(); + auto start4_qc = std::chrono::high_resolution_clock::now(); + ddsim.simulate(1); + auto end4_qc = std::chrono::high_resolution_clock::now(); + auto start5_qc = std::chrono::high_resolution_clock::now(); + ddsim.simulate(1); + auto end5_qc = std::chrono::high_resolution_clock::now(); + auto start6_qc = std::chrono::high_resolution_clock::now(); + ddsim.simulate(1); + auto end6_qc = std::chrono::high_resolution_clock::now(); + + duration = std::chrono::duration_cast> (end3_qc - start3_qc + end4_qc - start4_qc + end5_qc - start5_qc + end6_qc - start6_qc) / 4.0; + res[i] = duration; + } + return res; +} + +void DDMinimizer::printResults(std::map>, std::chrono::duration>> data){ + std::map> fileNames = { + {"ae_indep_qiskit_", {2, 6}}, + {"dj_indep_qiskit_", {2, 6}}, + {"ghz_indep_qiskit_", {2, 6}}, + {"graphstate_indep_qiskit_", {3, 5}}, + {"grover-noancilla_indep_qiskit_", {2, 6}}, + {"grover-v-chain_indep_qiskit_", {2, 6}}, + {"portfolioqaoa_indep_qiskit_", {3, 6}}, + {"portfoliovqe_indep_qiskit_", {3, 6}}, + {"qaoa_indep_qiskit_", {3, 6}}, + {"qftentangled_indep_qiskit_", {2, 6}}, + {"qft_indep_qiskit_", {2, 6}}, + {"qnn_indep_qiskit_", {2, 6}}, + {"qpeexact_indep_qiskit_", {2, 6}}, + {"qpeinexact_indep_qiskit_", {2, 6}}, + {"qwalk-noancilla_indep_qiskit_", {3, 6}}, + {"qwalk-v-chain_indep_qiskit_", {3, 6}}, + {"random_indep_qiskit_", {2, 6}}, + {"realamprandom_indep_qiskit_", {2, 6}}, + {"su2random_indep_qiskit_", {2, 6}}, + {"twolocalrandom_indep_qiskit_", {2, 6}}, + {"vqe_indep_qiskit_", {3, 6}}, + {"wstate_indep_qiskit_", {2, 6}} + }; + + std::string qasmString; + + + for(const auto& entry : fileNames){ + std::string file = entry.first; + std::string fname_control = "BenchmarkQuasm/results/" + file+ "controls.txt"; + int from = entry.second.first; + int to = entry.second.second; + + std::ofstream out_control(fname_control); + for(int k = from; k <= to; k++){ + if(file.compare("random_indep_qiskit_") == 0 && k == 6){ + continue; + } + try { + std::string fn = "BenchmarkQuasm/qasm/" + file + std::to_string(k) + ".qasm"; + qasmString = DDMinimizer::readFileIntoString(fn); + } catch (const std::exception& e) { + std::cout << e.what() << "\n"; + } + out_control << "Start Simulation of " + file + std::to_string(k) + "__________________________________________________\n"; + auto qc = QuantumComputation::fromQASM(qasmString); + auto qcc = QuantumComputation::fromQASM(qasmString); + out_control << qc; + qc::Permutation perm = DDMinimizer::createControlBasedPermutation(qc); + qcc.initialLayout = perm; + qc::CircuitOptimizer::elidePermutations(qcc); + DDMinimizer::finalControl(file + std::to_string(k) + ".qasm", out_control, qc, qcc, perm, data); + } + out_control.close(); + DDMinimizer::removeAnsi(fname_control); + + std::string fname_all = "BenchmarkQuasm/results/" + file+ "all.txt"; + std::cout << "Start measuring all permutations for " + fname_all + "\n"; + std::cout.flush(); + std::ofstream out_all(fname_all); + for(int k = from; k <= to && k <= 6; k++){ + if(file.compare("random_indep_qiskit_") == 0 && k == 6){ + continue; + } + try { + std::string fn = "BenchmarkQuasm/qasm/" + file + std::to_string(k) + ".qasm"; + qasmString = DDMinimizer::readFileIntoString(fn); + } catch (const std::exception& e) { + std::cout << e.what() << "\n"; + } + out_all << "Start Simulation of " + file + std::to_string(k) + "__________________________________________________\n"; + auto qcc = QuantumComputation::fromQASM(qasmString); + out_all << qcc; + DDMinimizer::finalAll(file + std::to_string(k) + ".qasm", out_all, qcc, data, k); + } + out_all.close(); + DDMinimizer::removeAnsi(fname_all); + } +} + +void DDMinimizer::finalControl(std::string name, std::ofstream& out, qc::QuantumComputation& qc, qc::QuantumComputation& qcc, qc::Permutation perm, std::map>, std::chrono::duration>> data){ + out << left << setfill(' ') << setw(30) << "Computed Permutation: " << right << setfill('.') << setw(30) <(std::move(qcc)); + CircuitSimulator ddsim_qcc(std::move(qcc_unique_ptr), ApproximationInfo(1, 1, ApproximationInfo::FidelityDriven)); + auto qc_unique_ptr = std::make_unique(std::move(qc)); + CircuitSimulator ddsim_qc(std::move(qc_unique_ptr), ApproximationInfo(1, 1, ApproximationInfo::FidelityDriven)); + + std::size_t size_max_qc = 0; + std::size_t size_max_qcc = 0; + std::size_t size_qc = 0; + std::size_t size_qcc = 0; + std::chrono::duration duration_qc; + std::chrono::duration duration_qcc; + + + + ddsim_qc.simulate(1); + ddsim_qcc.simulate(1); + + size_max_qc = ddsim_qc.getMaxNodeCount(); + size_qc = ddsim_qc.getActiveNodeCount(); + size_max_qcc = ddsim_qcc.getMaxNodeCount(); + size_qcc = ddsim_qcc.getActiveNodeCount(); + + if (data.find(name) != data.end()) { + // Access the entire value pair + auto& value_pair = data[name]; + auto& nested_map = value_pair.first; + + if (nested_map.find(0) != nested_map.end()) { + + duration_qc = nested_map[0]; + } + else { + std::cout << "Key not found in nested map\n"; + } + + // Access the std::chrono::duration + duration_qcc = value_pair.second; + } + else { + std::cout << "Key not found in map\n"; + } + + out << std::left << std::setfill(' ') << std::setw(30) << "Identity Duration: " << std::scientific << std::setprecision(4) << duration_qc.count() << "s" << std::right << std::setfill('.') << std::setw(30) << "\n"; + out << std::left << std::setfill(' ') << std::setw(30) << "Permuted Duration: " << std::scientific << std::setprecision(4) << duration_qcc.count() << "s" << std::right << std::setfill('.') << std::setw(30) << "\n"; + out << std::left << std::setfill(' ') << std::setw(30) << "Identity active_nodes: " << DDMinimizer::formatSize_t(size_qc) << std::right << std::setfill('.') << std::setw(39) << "\n"; + out << std::left << std::setfill(' ') << std::setw(30) << "Permuted active_nodes: " << DDMinimizer::formatSize_t(size_qcc) << std::right << std::setfill('.') << std::setw(39) << "\n"; + out << std::left << std::setfill(' ') << std::setw(30) << "Identity max_nodes: " << DDMinimizer::formatSize_t(size_max_qc) << std::right << std::setfill('.') << std::setw(39) << "\n"; + out << std::left << std::setfill(' ') << std::setw(30) << "Permuted max_nodes: " << DDMinimizer::formatSize_t(size_max_qcc) << std::right << std::setfill('.') << std::setw(39) << "\n"; + out << "________________________________________________________________________________________________\n\n"; + +} + +void DDMinimizer::finalAll(std::string name, std::ofstream& out, qc::QuantumComputation& qc, std::map>, std::chrono::duration>> data, int qubits){ + std::size_t bits = qc.getNqubits(); + std::size_t permutation_count = DDMinimizer::factorial(bits); + std::vector permutations = DDMinimizer::createAllPermutations(qc); + + std::size_t min_active_nodes = std::numeric_limits::max(); + std::size_t max_active_nodes = 0; + std::size_t min_active_nodes_pos = 0; + std::size_t max_active_nodes_pos = 0; + std::size_t current_active_nodes = 0; + + std::size_t min_max_nodes = std::numeric_limits::max(); + std::size_t max_max_nodes = 0; + std::size_t min_max_nodes_pos = 0; + std::size_t max_max_nodes_pos = 0; + std::size_t current_max_nodes = 0; + + std::chrono::duration min_time(std::numeric_limits::max()); + std::chrono::duration max_time(std::numeric_limits::lowest()); + std::size_t min_time_pos = 0; + std::size_t max_time_pos = 0; + std::chrono::duration duration; + + std::map>>> perm_by_active_nodes; + std::map>>> perm_by_max_nodes; + std::map, std::vector>> perm_by_time; + std::map permutationToGraphViz; + + /* Simulate the circuit using each permutation + */ + for (size_t i = 0; i < permutation_count; i++) { + //Create copy of the Quantum Computation, set the initial layout as the current permutation, apply the permutation to the qubits, + //create the simulator and with that the decision diagram + QuantumComputation qcc = qc; + qcc.initialLayout = permutations[i]; + qc::CircuitOptimizer::elidePermutations(qcc); + auto qc_unique_ptr = std::make_unique(std::move(qcc)); + CircuitSimulator ddsim(std::move(qc_unique_ptr), ApproximationInfo(1, 1, ApproximationInfo::FidelityDriven)); + + /*std::clock_t start = std::clock(); + ddsim.simulate(1); + std::clock_t end = std::clock(); + double cpu_time_used = static_cast(end - start) / CLOCKS_PER_SEC;*/ + + //Save the time before and after the simulation and run the simulation once + ddsim.simulate(1); + + if (data.find(name) != data.end()) { + // Access the entire value pair + auto& value_pair = data[name]; + auto& nested_map = value_pair.first; + + if (nested_map.find(i) != nested_map.end()) { + duration = nested_map[i]; + } + else { + std::cout << "Key: " + std::to_string(i) + " not found in nested map\n"; + std::cout << "Available keys in the map:" << std::endl; + for (const auto& pair : data) { + std::cout << "'" << pair.first << "'" << std::endl; + } + } + } + else { + std::cout << "Key not found in map\n"; + } + + if (duration < min_time) { + min_time = duration; + min_time_pos = i; + } + if (duration > max_time) { + max_time = duration; + max_time_pos = i; + } + current_active_nodes = ddsim.getActiveNodeCount(); + if (current_active_nodes < min_active_nodes) { + min_active_nodes = current_active_nodes; + min_active_nodes_pos = i; + } + if (current_active_nodes > max_active_nodes) { + max_active_nodes= current_active_nodes; + max_active_nodes_pos = i; + } + current_max_nodes = ddsim.getMaxNodeCount(); + if (current_max_nodes < min_max_nodes) { + min_max_nodes = current_max_nodes; + min_max_nodes_pos = i; + } + if (current_max_nodes > max_max_nodes) { + max_max_nodes= current_max_nodes; + max_max_nodes_pos = i; + } + + //save the permutations with the corresponding measurements in the maps + //save one by active nodes, one by max nodes and one by time + perm_by_active_nodes[current_active_nodes].emplace_back(i, current_max_nodes, duration); + perm_by_max_nodes[current_max_nodes].emplace_back(i, current_active_nodes, duration); + perm_by_time[duration].emplace_back(i, current_active_nodes, current_max_nodes); + + //generate graphviz string and save it to access it later + std::string graphvizString = ddsim.exportDDtoGraphvizString(true, true, true, true, true); + permutationToGraphViz[i] = graphvizString; + } + + //sort the vector in the maps by the not grouped by nodes count and then by time within the group + for (auto& entry : perm_by_active_nodes) { + std::sort(entry.second.begin(), entry.second.end(), + [](const std::tuple>& a, const std::tuple>& b) { + // First compare by max_nodes + if (std::get<1>(a) != std::get<1>(b)) return std::get<1>(a) < std::get<1>(b); + // If max_nodes are equal, then compare by execution time + return std::get<2>(a) < std::get<2>(b); + }); + } + for (auto& entry : perm_by_max_nodes) { + std::sort(entry.second.begin(), entry.second.end(), + [](const std::tuple>& a, const std::tuple>& b) { + // First compare by max_nodes + if (std::get<1>(a) != std::get<1>(b)) return std::get<1>(a) < std::get<1>(b); + // If max_nodes are equal, then compare by execution time + return std::get<2>(a) < std::get<2>(b); + }); + } + + //Print statistics of min and max time, active nodes and max nodes with the corresponding permutation + out << left << setfill(' ') << setw(20) << "Total Permutations: " << permutation_count << "\n"; + out << left << setfill(' ') << setw(20) << "Min time: " << std::scientific << std::setprecision(4) << min_time.count() << "s" << right << setfill('.') << setw(30) << " Permutation " << DDMinimizer::formatSize_t(min_time_pos) << ": "<< DDMinimizer::permToString(permutations[min_time_pos]) << "\n"; + out << left << setfill(' ') << setw(20) << "Max time: " << std::scientific << std::setprecision(4) << max_time.count() << "s" << right << setfill('.') << setw(30) << " Permutation " << DDMinimizer::formatSize_t(max_time_pos) << ": "<< DDMinimizer::permToString(permutations[max_time_pos]) << "\n"; + out << left << setfill(' ') << setw(20) << "Min active nodes: "<< DDMinimizer::formatSize_t(min_active_nodes) << " nodes" << right << setfill('.') << setw(33) << " Permutation " << DDMinimizer::formatSize_t(min_active_nodes_pos) << ": "<< DDMinimizer::permToString(permutations[min_active_nodes_pos]) << "\n"; + out << left << setfill(' ') << setw(20) << "Min max nodes: "<< DDMinimizer::formatSize_t(min_max_nodes) << " nodes" << right << setfill('.') << setw(33) << " Permutation " << DDMinimizer::formatSize_t(min_max_nodes_pos) << ": "<< DDMinimizer::permToString(permutations[min_max_nodes_pos]) << "\n"; + out << left << setfill(' ') << setw(20) << "Max active nodes: "<< DDMinimizer::formatSize_t(max_active_nodes) << " nodes" << right << setfill('.') << setw(33) << " Permutation " << DDMinimizer::formatSize_t(max_active_nodes_pos) << ": "<< DDMinimizer::permToString(permutations[max_active_nodes_pos]) << "\n"; + out << left << setfill(' ') << setw(20) << "Max max nodes: "<< DDMinimizer::formatSize_t(max_max_nodes) << " nodes" << right << setfill('.') << setw(33) << " Permutation " << DDMinimizer::formatSize_t(max_max_nodes_pos) << ": "<< DDMinimizer::permToString(permutations[max_max_nodes_pos]) << "\n"; + out << "________________________________________________________________________________________________\n\n"; + + + //write the graphvizStrings of the permutation with minimal and maximal active nodes into files + std::string graphvizString = permutationToGraphViz[min_active_nodes_pos]; + std::string fnameMin = "BenchmarkQuasm/dot/" + name + "min_active" + std::to_string(qubits) + ".dot"; + std::ofstream out1(fnameMin); + out1 << graphvizString; + out1.close(); + + std::string graphvizString2 = permutationToGraphViz[max_active_nodes_pos]; + std::string fnameMax = "BenchmarkQuasm/dot/" + name + "max_active" + std::to_string(qubits) + ".dot"; + std::ofstream out2(fnameMax); + out2 << graphvizString2; + out2.close(); + + std::string graphvizString3 = permutationToGraphViz[min_max_nodes_pos]; + std::string fnameMinMax = "BenchmarkQuasm/dot/" + name + "min_max" + std::to_string(qubits) + ".dot"; + std::ofstream out3(fnameMinMax); + out3 << graphvizString3; + out3.close(); + + std::string graphvizString4 = permutationToGraphViz[max_max_nodes_pos]; + std::string fnameMaxMax = "BenchmarkQuasm/dot/" + name + "max_max" + std::to_string(qubits) + ".dot"; + std::ofstream out4(fnameMaxMax); + out4 << graphvizString4; + out4.close(); + + std::string graphvizString5 = permutationToGraphViz[min_time_pos]; + std::string fnameMinTime = "BenchmarkQuasm/dot/" + name + "min_time" + std::to_string(qubits) + ".dot"; + std::ofstream out5(fnameMinTime); + out5 << graphvizString5; + out5.close(); + + std::string graphvizString6 = permutationToGraphViz[max_time_pos]; + std::string fnameMaxTime = "BenchmarkQuasm/dot/" + name + "max_time" + std::to_string(qubits) + ".dot"; + std::ofstream out6(fnameMaxTime); + out6 << graphvizString6; + out6.close(); + + size_t index; + size_t max_nodes = 0; + size_t active_nodes = 0; + std::chrono::duration time; + std::chrono::duration sum_time(0); + + for (const auto& entry : perm_by_active_nodes) { + //save the vecotr of all permutation indices (also simulation time and max_nodes) with the same active_nodes count + auto& vec = entry.second; + out << vec.size() << " permutations have " << entry.first << " active nodes.\n"; + //iterate over all the permutations that have the same active_nodes/ are in the vector and print the max_nodes, simulation time and the permutation itself + for (const auto& permutation : vec) { + index = std::get<0>(permutation); + max_nodes= std::get<1>(permutation); + time = std::get<2>(permutation); + sum_time += time; + out << DDMinimizer::measurementToString({true,false,true}, index, max_nodes, active_nodes, time); + out << DDMinimizer::permToString(permutations[index]) <<"\n"; + } + out << "\n...........................\n"; + out << "Average time: " << std::scientific << std::setprecision(4) << (sum_time / vec.size()).count() << "s\n\n"; + sum_time = std::chrono::duration(0); + } + out << "________________________________________________________________________________________________\n\n"; + for (const auto& entry : perm_by_max_nodes) { + //save the vecotr of all permutation indices (also simulation time and active_nodes) with the same max_nodes count + const auto& vec = entry.second; + out << vec.size() << " permutations have " << entry.first << " max nodes.\n"; + //iterate over all the permutations that have the same max_nodes/ are in the vector and print the active_nodes, simulation time and the permutation itself + for (const auto& permutation : vec) { + index = std::get<0>(permutation); + active_nodes = std::get<1>(permutation); + time = std::get<2>(permutation); + sum_time += time; + out << DDMinimizer::measurementToString({false,true,true}, index, max_nodes, active_nodes, time );; + out << DDMinimizer::permToString(permutations[index]) <<"\n"; + } + out << "\n...........................\n"; + out << "Average time: " << std::scientific << std::setprecision(4) << (sum_time / vec.size()).count() << "s\n\n"; + sum_time = std::chrono::duration(0); + } + out << "________________________________________________________________________________________________\n\n"; + for (const auto& entry : perm_by_time) { + time = entry.first; + const auto& perm = entry.second; + out << "execution time of: " << std::scientific << std::setprecision(4) << time.count() << "s: "; + //Each time should only have one entry. I think + for (const auto& permutation : perm) { + index = std::get<0>(permutation); + active_nodes = std::get<1>(permutation); + max_nodes = std::get<2>(permutation); + // Assuming measurementToString and permToString functions can handle each permutation's details + out << DDMinimizer::measurementToString({true, true, false}, index, max_nodes, active_nodes, time); + out << DDMinimizer::permToString(permutations[index]) << "\n"; + } + out << "\n"; + } + out << "________________________________________________________________________________________________\n\n"; +} + + + + + + + + + + + + + + + + + + + + + + + + void optimizeInputPermutation(qc::QuantumComputation qc){ /*TODO @@ -149,7 +844,7 @@ void DDMinimizer::runInputCompariston(int from, int to, bool gateBased, bool co auto qc = QuantumComputation::fromQASM(qasmString); auto qcc = QuantumComputation::fromQASM(qasmString); out_control << qc; - qc::Permutation perm = DDMinimizer::createControlBasedPermutation(out_control, qc); + qc::Permutation perm = DDMinimizer::createControlBasedPermutation(qc); qcc.initialLayout = perm; qc::CircuitOptimizer::elidePermutations(qcc); DDMinimizer::runLayoutComparison(out_control, qc, qcc, perm, file, k); @@ -193,45 +888,37 @@ void DDMinimizer::runLayoutComparison(std::ofstream& out, qc::QuantumComputation CircuitSimulator ddsim_qc(std::move(qc_unique_ptr), ApproximationInfo(1, 1, ApproximationInfo::FidelityDriven)); - std::chrono::duration duration_qc; - std::chrono::duration duration_qcc; + std::chrono::duration duration_qc; + std::chrono::duration duration_qcc; std::size_t size_max_qc = 0; std::size_t size_max_qcc = 0; std::size_t size_qc = 0; std::size_t size_qcc = 0; - - auto start1_qc = std::chrono::high_resolution_clock::now(); - ddsim_qc.simulate(1); - auto end1_qc = std::chrono::high_resolution_clock::now(); - - auto start1_qcc = std::chrono::high_resolution_clock::now(); - ddsim_qcc.simulate(1); - auto end1_qcc = std::chrono::high_resolution_clock::now(); - auto start2_qcc = std::chrono::high_resolution_clock::now(); - ddsim_qcc.simulate(1); - auto end2_qcc = std::chrono::high_resolution_clock::now(); - auto start2_qc = std::chrono::high_resolution_clock::now(); - ddsim_qc.simulate(1); - auto end2_qc = std::chrono::high_resolution_clock::now(); + + ddsim_qc.simulate(1); + ddsim_qc.simulate(1); auto start3_qc = std::chrono::high_resolution_clock::now(); ddsim_qc.simulate(1); auto end3_qc = std::chrono::high_resolution_clock::now(); - - auto start3_qcc = std::chrono::high_resolution_clock::now(); - ddsim_qcc.simulate(1); - auto end3_qcc = std::chrono::high_resolution_clock::now(); - auto start4_qcc = std::chrono::high_resolution_clock::now(); - ddsim_qcc.simulate(1); - auto end4_qcc = std::chrono::high_resolution_clock::now(); - auto start4_qc = std::chrono::high_resolution_clock::now(); ddsim_qc.simulate(1); auto end4_qc = std::chrono::high_resolution_clock::now(); auto start5_qc = std::chrono::high_resolution_clock::now(); ddsim_qc.simulate(1); auto end5_qc = std::chrono::high_resolution_clock::now(); + auto start6_qc = std::chrono::high_resolution_clock::now(); + ddsim_qc.simulate(1); + auto end6_qc = std::chrono::high_resolution_clock::now(); + ddsim_qcc.simulate(1); + ddsim_qcc.simulate(1); + auto start3_qcc = std::chrono::high_resolution_clock::now(); + ddsim_qcc.simulate(1); + auto end3_qcc = std::chrono::high_resolution_clock::now(); + auto start4_qcc = std::chrono::high_resolution_clock::now(); + ddsim_qcc.simulate(1); + auto end4_qcc = std::chrono::high_resolution_clock::now(); auto start5_qcc = std::chrono::high_resolution_clock::now(); ddsim_qcc.simulate(1); auto end5_qcc = std::chrono::high_resolution_clock::now(); @@ -239,9 +926,7 @@ void DDMinimizer::runLayoutComparison(std::ofstream& out, qc::QuantumComputation ddsim_qcc.simulate(1); auto end6_qcc = std::chrono::high_resolution_clock::now(); - auto start6_qc = std::chrono::high_resolution_clock::now(); - ddsim_qc.simulate(1); - auto end6_qc = std::chrono::high_resolution_clock::now(); + duration_qc = (end3_qc - start3_qc + end4_qc - start4_qc + end5_qc - start5_qc + end6_qc - start6_qc) / 4.0; size_max_qc = ddsim_qc.getMaxNodeCount(); @@ -306,15 +991,15 @@ void DDMinimizer::runAllComparisons(std::ofstream& out, qc::QuantumComputation& std::size_t max_max_nodes_pos = 0; std::size_t current_max_nodes = 0; - std::chrono::duration min_time(std::numeric_limits::max()); - std::chrono::duration max_time(std::numeric_limits::lowest()); + std::chrono::duration min_time(std::numeric_limits::max()); + std::chrono::duration max_time(std::numeric_limits::lowest()); std::size_t min_time_pos = 0; std::size_t max_time_pos = 0; - std::chrono::duration duration; + std::chrono::duration duration; - std::map>>> perm_by_active_nodes; - std::map>>> perm_by_max_nodes; - std::map, std::vector>> perm_by_time; + std::map>>> perm_by_active_nodes; + std::map>>> perm_by_max_nodes; + std::map, std::vector>> perm_by_time; std::map permutationToGraphViz; /* Simulate the circuit using each permutation @@ -328,13 +1013,14 @@ void DDMinimizer::runAllComparisons(std::ofstream& out, qc::QuantumComputation& auto qc_unique_ptr = std::make_unique(std::move(qcc)); CircuitSimulator ddsim(std::move(qc_unique_ptr), ApproximationInfo(1, 1, ApproximationInfo::FidelityDriven)); + /*std::clock_t start = std::clock(); + ddsim.simulate(1); + std::clock_t end = std::clock(); + double cpu_time_used = static_cast(end - start) / CLOCKS_PER_SEC;*/ + //Save the time before and after the simulation and run the simulation once - auto start1_qc = std::chrono::high_resolution_clock::now(); - ddsim.simulate(1); - auto end1_qc = std::chrono::high_resolution_clock::now(); - auto start2_qc = std::chrono::high_resolution_clock::now(); - ddsim.simulate(1); - auto end2_qc = std::chrono::high_resolution_clock::now(); + ddsim.simulate(1); + ddsim.simulate(1); auto start3_qc = std::chrono::high_resolution_clock::now(); ddsim.simulate(1); auto end3_qc = std::chrono::high_resolution_clock::now(); @@ -392,7 +1078,7 @@ void DDMinimizer::runAllComparisons(std::ofstream& out, qc::QuantumComputation& //sort the vector in the maps by the not grouped by nodes count and then by time within the group for (auto& entry : perm_by_active_nodes) { std::sort(entry.second.begin(), entry.second.end(), - [](const std::tuple>& a, const std::tuple>& b) { + [](const std::tuple>& a, const std::tuple>& b) { // First compare by max_nodes if (std::get<1>(a) != std::get<1>(b)) return std::get<1>(a) < std::get<1>(b); // If max_nodes are equal, then compare by execution time @@ -401,7 +1087,7 @@ void DDMinimizer::runAllComparisons(std::ofstream& out, qc::QuantumComputation& } for (auto& entry : perm_by_max_nodes) { std::sort(entry.second.begin(), entry.second.end(), - [](const std::tuple>& a, const std::tuple>& b) { + [](const std::tuple>& a, const std::tuple>& b) { // First compare by max_nodes if (std::get<1>(a) != std::get<1>(b)) return std::get<1>(a) < std::get<1>(b); // If max_nodes are equal, then compare by execution time @@ -448,8 +1134,8 @@ void DDMinimizer::runAllComparisons(std::ofstream& out, qc::QuantumComputation& size_t index; size_t max_nodes = 0; size_t active_nodes = 0; - std::chrono::duration time; - std::chrono::duration sum_time(0); + std::chrono::duration time; + std::chrono::duration sum_time(0); for (const auto& entry : perm_by_active_nodes) { //save the vecotr of all permutation indices (also simulation time and max_nodes) with the same active_nodes count @@ -466,7 +1152,7 @@ void DDMinimizer::runAllComparisons(std::ofstream& out, qc::QuantumComputation& } out << "\n...........................\n"; out << "Average time: " << std::scientific << std::setprecision(4) << (sum_time / vec.size()).count() << "s\n\n"; - sum_time = std::chrono::duration(0); + sum_time = std::chrono::duration(0); } out << "________________________________________________________________________________________________\n\n"; for (const auto& entry : perm_by_max_nodes) { @@ -484,7 +1170,7 @@ void DDMinimizer::runAllComparisons(std::ofstream& out, qc::QuantumComputation& } out << "\n...........................\n"; out << "Average time: " << std::scientific << std::setprecision(4) << (sum_time / vec.size()).count() << "s\n\n"; - sum_time = std::chrono::duration(0); + sum_time = std::chrono::duration(0); } out << "________________________________________________________________________________________________\n\n"; for (const auto& entry : perm_by_time) { @@ -510,7 +1196,7 @@ qc::Permutation DDMinimizer::createGateBasedPermutation(std::ofstream& out, qc:: } -qc::Permutation DDMinimizer::createControlBasedPermutation(std::ofstream& out, qc::QuantumComputation& qc){ +qc::Permutation DDMinimizer::createControlBasedPermutation(qc::QuantumComputation& qc){ std::map> controlToTargets; for (const auto& op : qc.ops) { @@ -558,10 +1244,10 @@ qc::Permutation DDMinimizer::createControlBasedPermutation(std::ofstream& out, q return weightA < weightB; }); - for(int i = 0; i < bits; i++){ - out << "Q: " << i << " w: " << qubitWeights[i] << " | "; + /*for(int i = 0; i < bits; i++){ + std::cout << "Q: " << i << " w: " << qubitWeights[i] << " | "; } - out << "\n"; + std::cout << "\n";*/ qc::Permutation perm; @@ -593,10 +1279,10 @@ std::vector DDMinimizer::createAllPermutations(qc::QuantumCompu logicalQubits[i] = i; } - std::sort(physicalQubits.begin(), physicalQubits.end()); + std::sort(logicalQubits.begin(), logicalQubits.end()); do { - layouts.push_back(physicalQubits); - } while (std::next_permutation(physicalQubits.begin(), physicalQubits.end())); + layouts.push_back(logicalQubits); + } while (std::next_permutation(logicalQubits.begin(), logicalQubits.end())); //create all layouts @@ -604,7 +1290,7 @@ std::vector DDMinimizer::createAllPermutations(qc::QuantumCompu for(std::size_t i = 0; i < permutation_count; i++){ //loop over all logical bits and create one layout for (std::size_t m = 0; m < bits; m++) { - perm[logicalQubits[m]] = layouts[i][m]; + perm[physicalQubits[m]] = layouts[i][m]; } permutations.push_back(perm); } @@ -645,7 +1331,7 @@ std::string DDMinimizer::permToString(Permutation perm){ /* @param code 1: active, 2: max, 3: time */ -std::string DDMinimizer::measurementToString(std::vector code, size_t index, size_t max_nodes, size_t active_nodes, std::chrono::duration time){ +std::string DDMinimizer::measurementToString(std::vector code, size_t index, size_t max_nodes, size_t active_nodes, std::chrono::duration time){ std::ostringstream oss; oss << "Index: " << DDMinimizer::formatSize_t(index) <<" | "; diff --git a/test/BenchmarkQuasm/results/ae_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/ae_indep_qiskit_all.txt index 5d1340e8..9b73fd25 100644 --- a/test/BenchmarkQuasm/results/ae_indep_qiskit_all.txt +++ b/test/BenchmarkQuasm/results/ae_indep_qiskit_all.txt @@ -13,30 +13,36 @@ Start Simulation of ae_indep_qiskit_2___________________________________________ 10: | 1 o: 0 1 Total Permutations: 2 -Min time: 2.9275e-06s................. Permutation 1 : 0 -> 1|1 -> 0| -Max time: 3.5325e-06s................. Permutation 0 : 0 -> 0|1 -> 1| +Min time: 2.5500e-05s................. Permutation 1 : 0 -> 1|1 -> 0| +Max time: 2.9864e-05s................. Permutation 0 : 0 -> 0|1 -> 1| Min active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Min max nodes: 9 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Min max nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| Max active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Max max nodes: 9 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Max max nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| ________________________________________________________________________________________________ 2 permutations have 3 active nodes. +Index: 1 | Max_nodes: 6 | Time: 2.5500e-05s | 0 -> 1|1 -> 0| +Index: 0 | Max_nodes: 6 | Time: 2.9864e-05s | 0 -> 0|1 -> 1| ........................... -Average time: 3.2300e-06s +Average time: 2.7682e-05s ________________________________________________________________________________________________ -2 permutations have 9 max nodes. +2 permutations have 6 max nodes. +Index: 1 | Active_nodes: 3 | Time: 2.5500e-05s | 0 -> 1|1 -> 0| +Index: 0 | Active_nodes: 3 | Time: 2.9864e-05s | 0 -> 0|1 -> 1| ........................... -Average time: 3.2300e-06s +Average time: 2.7682e-05s ________________________________________________________________________________________________ -execution time of: 2.9275e-06s: Index: 1 | Max_nodes: 9 | Active_nodes: 3 | 0 -> 1|1 -> 0| -execution time of: 3.5325e-06s: Index: 0 | Max_nodes: 9 | Active_nodes: 3 | 0 -> 0|1 -> 1| +execution time of: 2.5500e-05s: Index: 1 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 1|1 -> 0| + +execution time of: 2.9864e-05s: Index: 0 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 0|1 -> 1| + ________________________________________________________________________________________________ Start Simulation of ae_indep_qiskit_3__________________________________________________ @@ -62,34 +68,52 @@ Start Simulation of ae_indep_qiskit_3___________________________________________ 18:...|...|...2 .o:...0...1...2 Total Permutations: 6 -Min time: 6.5875e-06s................. Permutation 3 : 0 -> 1|1 -> 2|2 -> 0| -Max time: 8.0025e-06s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Min time: 5.4076e-05s................. Permutation 3 : 0 -> 1|1 -> 2|2 -> 0| +Max time: 6.3693e-05s................. Permutation 2 : 0 -> 1|1 -> 0|2 -> 2| Min active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Min max nodes: 21 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Min max nodes: 14 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| Max active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max max nodes: 21 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max max nodes: 14 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| ________________________________________________________________________________________________ 6 permutations have 7 active nodes. +Index: 3 | Max_nodes: 14 | Time: 5.4076e-05s | 0 -> 1|1 -> 2|2 -> 0| +Index: 5 | Max_nodes: 14 | Time: 5.4890e-05s | 0 -> 2|1 -> 1|2 -> 0| +Index: 1 | Max_nodes: 14 | Time: 5.8444e-05s | 0 -> 0|1 -> 2|2 -> 1| +Index: 4 | Max_nodes: 14 | Time: 5.9078e-05s | 0 -> 2|1 -> 0|2 -> 1| +Index: 0 | Max_nodes: 14 | Time: 6.3287e-05s | 0 -> 0|1 -> 1|2 -> 2| +Index: 2 | Max_nodes: 14 | Time: 6.3693e-05s | 0 -> 1|1 -> 0|2 -> 2| ........................... -Average time: 7.3162e-06s +Average time: 5.8911e-05s ________________________________________________________________________________________________ -6 permutations have 21 max nodes. +6 permutations have 14 max nodes. +Index: 3 | Active_nodes: 7 | Time: 5.4076e-05s | 0 -> 1|1 -> 2|2 -> 0| +Index: 5 | Active_nodes: 7 | Time: 5.4890e-05s | 0 -> 2|1 -> 1|2 -> 0| +Index: 1 | Active_nodes: 7 | Time: 5.8444e-05s | 0 -> 0|1 -> 2|2 -> 1| +Index: 4 | Active_nodes: 7 | Time: 5.9078e-05s | 0 -> 2|1 -> 0|2 -> 1| +Index: 0 | Active_nodes: 7 | Time: 6.3287e-05s | 0 -> 0|1 -> 1|2 -> 2| +Index: 2 | Active_nodes: 7 | Time: 6.3693e-05s | 0 -> 1|1 -> 0|2 -> 2| ........................... -Average time: 7.3162e-06s +Average time: 5.8911e-05s ________________________________________________________________________________________________ -execution time of: 6.5875e-06s: Index: 3 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 0| -execution time of: 6.6025e-06s: Index: 5 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 0| -execution time of: 7.3425e-06s: Index: 1 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 1| -execution time of: 7.3650e-06s: Index: 4 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 1| -execution time of: 7.9975e-06s: Index: 2 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 2| -execution time of: 8.0025e-06s: Index: 0 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 2| +execution time of: 5.4076e-05s: Index: 3 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 0| + +execution time of: 5.4890e-05s: Index: 5 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 0| + +execution time of: 5.8444e-05s: Index: 1 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 1| + +execution time of: 5.9078e-05s: Index: 4 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 1| + +execution time of: 6.3287e-05s: Index: 0 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 2| + +execution time of: 6.3693e-05s: Index: 2 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 2| + ________________________________________________________________________________________________ Start Simulation of ae_indep_qiskit_4__________________________________________________ @@ -124,52 +148,124 @@ Start Simulation of ae_indep_qiskit_4___________________________________________ 27:...|...|...|...3 .o:...0...1...2...3 Total Permutations: 24 -Min time: 1.2510e-05s................. Permutation 9 : 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -Max time: 1.6027e-05s................. Permutation 8 : 0 -> 1|1 -> 2|2 -> 0|3 -> 3| +Min time: 9.6670e-05s................. Permutation 9 : 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +Max time: 1.1977e-04s................. Permutation 8 : 0 -> 1|1 -> 2|2 -> 0|3 -> 3| Min active nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Min max nodes: 45 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Min max nodes: 30 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| Max active nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Max max nodes: 45 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Max max nodes: 30 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| ________________________________________________________________________________________________ 24 permutations have 15 active nodes. +Index: 9 | Max_nodes: 30 | Time: 9.6670e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +Index: 11 | Max_nodes: 30 | Time: 9.6706e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| +Index: 23 | Max_nodes: 30 | Time: 9.7686e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +Index: 15 | Max_nodes: 30 | Time: 9.8055e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +Index: 21 | Max_nodes: 30 | Time: 9.8251e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| +Index: 17 | Max_nodes: 30 | Time: 9.8734e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +Index: 5 | Max_nodes: 30 | Time: 1.0212e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +Index: 3 | Max_nodes: 30 | Time: 1.0231e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +Index: 13 | Max_nodes: 30 | Time: 1.0490e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +Index: 19 | Max_nodes: 30 | Time: 1.0708e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| +Index: 22 | Max_nodes: 30 | Time: 1.0752e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| +Index: 1 | Max_nodes: 30 | Time: 1.0761e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +Index: 16 | Max_nodes: 30 | Time: 1.0775e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| +Index: 7 | Max_nodes: 30 | Time: 1.0982e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +Index: 4 | Max_nodes: 30 | Time: 1.0987e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| +Index: 18 | Max_nodes: 30 | Time: 1.1221e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| +Index: 0 | Max_nodes: 30 | Time: 1.1332e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Index: 20 | Max_nodes: 30 | Time: 1.1363e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +Index: 10 | Max_nodes: 30 | Time: 1.1414e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +Index: 6 | Max_nodes: 30 | Time: 1.1499e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +Index: 2 | Max_nodes: 30 | Time: 1.1625e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +Index: 12 | Max_nodes: 30 | Time: 1.1794e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +Index: 14 | Max_nodes: 30 | Time: 1.1806e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +Index: 8 | Max_nodes: 30 | Time: 1.1977e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| ........................... -Average time: 1.4220e-05s +Average time: 1.0772e-04s ________________________________________________________________________________________________ -24 permutations have 45 max nodes. +24 permutations have 30 max nodes. +Index: 9 | Active_nodes: 15 | Time: 9.6670e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +Index: 11 | Active_nodes: 15 | Time: 9.6706e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| +Index: 23 | Active_nodes: 15 | Time: 9.7686e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +Index: 15 | Active_nodes: 15 | Time: 9.8055e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +Index: 21 | Active_nodes: 15 | Time: 9.8251e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| +Index: 17 | Active_nodes: 15 | Time: 9.8734e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +Index: 5 | Active_nodes: 15 | Time: 1.0212e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +Index: 3 | Active_nodes: 15 | Time: 1.0231e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +Index: 13 | Active_nodes: 15 | Time: 1.0490e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +Index: 19 | Active_nodes: 15 | Time: 1.0708e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| +Index: 22 | Active_nodes: 15 | Time: 1.0752e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| +Index: 1 | Active_nodes: 15 | Time: 1.0761e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +Index: 16 | Active_nodes: 15 | Time: 1.0775e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| +Index: 7 | Active_nodes: 15 | Time: 1.0982e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +Index: 4 | Active_nodes: 15 | Time: 1.0987e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| +Index: 18 | Active_nodes: 15 | Time: 1.1221e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| +Index: 0 | Active_nodes: 15 | Time: 1.1332e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Index: 20 | Active_nodes: 15 | Time: 1.1363e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +Index: 10 | Active_nodes: 15 | Time: 1.1414e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +Index: 6 | Active_nodes: 15 | Time: 1.1499e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +Index: 2 | Active_nodes: 15 | Time: 1.1625e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +Index: 12 | Active_nodes: 15 | Time: 1.1794e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +Index: 14 | Active_nodes: 15 | Time: 1.1806e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +Index: 8 | Active_nodes: 15 | Time: 1.1977e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| ........................... -Average time: 1.4220e-05s +Average time: 1.0772e-04s ________________________________________________________________________________________________ -execution time of: 1.2510e-05s: Index: 9 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -execution time of: 1.2558e-05s: Index: 15 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -execution time of: 1.2690e-05s: Index: 11 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -execution time of: 1.2743e-05s: Index: 17 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -execution time of: 1.2783e-05s: Index: 23 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -execution time of: 1.2860e-05s: Index: 21 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| -execution time of: 1.3178e-05s: Index: 3 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -execution time of: 1.3307e-05s: Index: 5 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| -execution time of: 1.3963e-05s: Index: 1 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -execution time of: 1.4078e-05s: Index: 19 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| -execution time of: 1.4093e-05s: Index: 22 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| -execution time of: 1.4335e-05s: Index: 16 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| -execution time of: 1.4337e-05s: Index: 7 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -execution time of: 1.4353e-05s: Index: 13 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| -execution time of: 1.4660e-05s: Index: 4 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -execution time of: 1.5023e-05s: Index: 0 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -execution time of: 1.5063e-05s: Index: 18 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| -execution time of: 1.5090e-05s: Index: 20 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -execution time of: 1.5197e-05s: Index: 10 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| -execution time of: 1.5355e-05s: Index: 6 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -execution time of: 1.5448e-05s: Index: 2 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -execution time of: 1.5712e-05s: Index: 12 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -execution time of: 1.5918e-05s: Index: 14 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -execution time of: 1.6027e-05s: Index: 8 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| +execution time of: 9.6670e-05s: Index: 9 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| + +execution time of: 9.6706e-05s: Index: 11 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| + +execution time of: 9.7686e-05s: Index: 23 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| + +execution time of: 9.8055e-05s: Index: 15 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| + +execution time of: 9.8251e-05s: Index: 21 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| + +execution time of: 9.8734e-05s: Index: 17 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| + +execution time of: 1.0212e-04s: Index: 5 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| + +execution time of: 1.0231e-04s: Index: 3 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| + +execution time of: 1.0490e-04s: Index: 13 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| + +execution time of: 1.0708e-04s: Index: 19 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| + +execution time of: 1.0752e-04s: Index: 22 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| + +execution time of: 1.0761e-04s: Index: 1 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| + +execution time of: 1.0775e-04s: Index: 16 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| + +execution time of: 1.0982e-04s: Index: 7 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| + +execution time of: 1.0987e-04s: Index: 4 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| + +execution time of: 1.1221e-04s: Index: 18 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| + +execution time of: 1.1332e-04s: Index: 0 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| + +execution time of: 1.1363e-04s: Index: 20 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| + +execution time of: 1.1414e-04s: Index: 10 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| + +execution time of: 1.1499e-04s: Index: 6 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| + +execution time of: 1.1625e-04s: Index: 2 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| + +execution time of: 1.1794e-04s: Index: 12 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| + +execution time of: 1.1806e-04s: Index: 14 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| + +execution time of: 1.1977e-04s: Index: 8 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| + ________________________________________________________________________________________________ Start Simulation of ae_indep_qiskit_5__________________________________________________ @@ -214,148 +310,508 @@ Start Simulation of ae_indep_qiskit_5___________________________________________ 37:...|...|...|...|...4 .o:...0...1...2...3...4 Total Permutations: 120 -Min time: 2.3113e-05s................. Permutation 45 : 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -Max time: 5.4006e-05s................. Permutation 101: 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +Min time: 1.6540e-04s................. Permutation 35 : 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +Max time: 2.1494e-04s................. Permutation 80 : 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| Min active nodes: 31 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Min max nodes: 93 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Min max nodes: 62 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| Max active nodes: 31 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Max max nodes: 93 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Max max nodes: 62 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| ________________________________________________________________________________________________ 120 permutations have 31 active nodes. +Index: 35 | Max_nodes: 62 | Time: 1.6540e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +Index: 33 | Max_nodes: 62 | Time: 1.6633e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +Index: 45 | Max_nodes: 62 | Time: 1.6650e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +Index: 59 | Max_nodes: 62 | Time: 1.6715e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +Index: 47 | Max_nodes: 62 | Time: 1.6731e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +Index: 41 | Max_nodes: 62 | Time: 1.6776e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +Index: 81 | Max_nodes: 62 | Time: 1.7010e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +Index: 87 | Max_nodes: 62 | Time: 1.7026e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +Index: 69 | Max_nodes: 62 | Time: 1.7034e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +Index: 39 | Max_nodes: 62 | Time: 1.7047e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +Index: 63 | Max_nodes: 62 | Time: 1.7047e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +Index: 83 | Max_nodes: 62 | Time: 1.7072e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +Index: 9 | Max_nodes: 62 | Time: 1.7092e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +Index: 105 | Max_nodes: 62 | Time: 1.7115e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +Index: 107 | Max_nodes: 62 | Time: 1.7132e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +Index: 23 | Max_nodes: 62 | Time: 1.7153e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +Index: 11 | Max_nodes: 62 | Time: 1.7178e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +Index: 71 | Max_nodes: 62 | Time: 1.7184e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +Index: 111 | Max_nodes: 62 | Time: 1.7196e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +Index: 57 | Max_nodes: 62 | Time: 1.7202e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +Index: 17 | Max_nodes: 62 | Time: 1.7204e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +Index: 93 | Max_nodes: 62 | Time: 1.7217e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +Index: 65 | Max_nodes: 62 | Time: 1.7227e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +Index: 21 | Max_nodes: 62 | Time: 1.7292e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +Index: 117 | Max_nodes: 62 | Time: 1.7294e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +Index: 119 | Max_nodes: 62 | Time: 1.7295e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +Index: 95 | Max_nodes: 62 | Time: 1.7320e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +Index: 15 | Max_nodes: 62 | Time: 1.7321e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +Index: 89 | Max_nodes: 62 | Time: 1.7333e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +Index: 113 | Max_nodes: 62 | Time: 1.7334e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +Index: 53 | Max_nodes: 62 | Time: 1.7784e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +Index: 51 | Max_nodes: 62 | Time: 1.7886e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +Index: 5 | Max_nodes: 62 | Time: 1.7950e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +Index: 77 | Max_nodes: 62 | Time: 1.7963e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +Index: 75 | Max_nodes: 62 | Time: 1.8025e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +Index: 29 | Max_nodes: 62 | Time: 1.8073e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +Index: 99 | Max_nodes: 62 | Time: 1.8082e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +Index: 101 | Max_nodes: 62 | Time: 1.8096e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +Index: 3 | Max_nodes: 62 | Time: 1.8115e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +Index: 27 | Max_nodes: 62 | Time: 1.8228e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +Index: 1 | Max_nodes: 62 | Time: 1.8426e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +Index: 19 | Max_nodes: 62 | Time: 1.8446e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +Index: 67 | Max_nodes: 62 | Time: 1.8539e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +Index: 61 | Max_nodes: 62 | Time: 1.8567e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +Index: 85 | Max_nodes: 62 | Time: 1.8578e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +Index: 91 | Max_nodes: 62 | Time: 1.8633e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +Index: 115 | Max_nodes: 62 | Time: 1.8635e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +Index: 22 | Max_nodes: 62 | Time: 1.8644e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +Index: 109 | Max_nodes: 62 | Time: 1.8662e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +Index: 16 | Max_nodes: 62 | Time: 1.8669e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +Index: 13 | Max_nodes: 62 | Time: 1.8718e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +Index: 4 | Max_nodes: 62 | Time: 1.8733e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +Index: 73 | Max_nodes: 62 | Time: 1.8774e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +Index: 25 | Max_nodes: 62 | Time: 1.8804e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +Index: 97 | Max_nodes: 62 | Time: 1.8945e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| +Index: 7 | Max_nodes: 62 | Time: 1.8960e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +Index: 118 | Max_nodes: 62 | Time: 1.9026e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +Index: 70 | Max_nodes: 62 | Time: 1.9031e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +Index: 64 | Max_nodes: 62 | Time: 1.9033e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +Index: 88 | Max_nodes: 62 | Time: 1.9041e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +Index: 94 | Max_nodes: 62 | Time: 1.9048e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +Index: 28 | Max_nodes: 62 | Time: 1.9079e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +Index: 79 | Max_nodes: 62 | Time: 1.9181e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +Index: 0 | Max_nodes: 62 | Time: 1.9200e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Index: 18 | Max_nodes: 62 | Time: 1.9209e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +Index: 37 | Max_nodes: 62 | Time: 1.9222e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +Index: 49 | Max_nodes: 62 | Time: 1.9237e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +Index: 43 | Max_nodes: 62 | Time: 1.9269e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +Index: 103 | Max_nodes: 62 | Time: 1.9288e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +Index: 76 | Max_nodes: 62 | Time: 1.9445e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +Index: 2 | Max_nodes: 62 | Time: 1.9456e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +Index: 10 | Max_nodes: 62 | Time: 1.9506e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +Index: 24 | Max_nodes: 62 | Time: 1.9605e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +Index: 100 | Max_nodes: 62 | Time: 1.9612e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +Index: 112 | Max_nodes: 62 | Time: 1.9626e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +Index: 20 | Max_nodes: 62 | Time: 1.9634e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +Index: 6 | Max_nodes: 62 | Time: 1.9645e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +Index: 26 | Max_nodes: 62 | Time: 1.9688e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +Index: 46 | Max_nodes: 62 | Time: 1.9694e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +Index: 40 | Max_nodes: 62 | Time: 1.9722e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +Index: 31 | Max_nodes: 62 | Time: 1.9726e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +Index: 90 | Max_nodes: 62 | Time: 1.9775e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +Index: 96 | Max_nodes: 62 | Time: 1.9779e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +Index: 114 | Max_nodes: 62 | Time: 1.9784e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +Index: 48 | Max_nodes: 62 | Time: 1.9836e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +Index: 52 | Max_nodes: 62 | Time: 1.9848e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +Index: 92 | Max_nodes: 62 | Time: 1.9992e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +Index: 116 | Max_nodes: 62 | Time: 2.0024e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +Index: 55 | Max_nodes: 62 | Time: 2.0026e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +Index: 12 | Max_nodes: 62 | Time: 2.0046e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +Index: 82 | Max_nodes: 62 | Time: 2.0084e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +Index: 42 | Max_nodes: 62 | Time: 2.0156e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +Index: 102 | Max_nodes: 62 | Time: 2.0176e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +Index: 98 | Max_nodes: 62 | Time: 2.0224e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +Index: 72 | Max_nodes: 62 | Time: 2.0224e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +Index: 14 | Max_nodes: 62 | Time: 2.0231e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +Index: 106 | Max_nodes: 62 | Time: 2.0242e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +Index: 8 | Max_nodes: 62 | Time: 2.0247e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +Index: 30 | Max_nodes: 62 | Time: 2.0394e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +Index: 66 | Max_nodes: 62 | Time: 2.0419e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +Index: 54 | Max_nodes: 62 | Time: 2.0487e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +Index: 34 | Max_nodes: 62 | Time: 2.0514e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +Index: 108 | Max_nodes: 62 | Time: 2.0515e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +Index: 44 | Max_nodes: 62 | Time: 2.0553e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +Index: 68 | Max_nodes: 62 | Time: 2.0614e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +Index: 110 | Max_nodes: 62 | Time: 2.0622e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +Index: 78 | Max_nodes: 62 | Time: 2.0631e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +Index: 58 | Max_nodes: 62 | Time: 2.0649e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +Index: 50 | Max_nodes: 62 | Time: 2.0664e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +Index: 36 | Max_nodes: 62 | Time: 2.0688e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +Index: 74 | Max_nodes: 62 | Time: 2.0695e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +Index: 104 | Max_nodes: 62 | Time: 2.0824e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +Index: 84 | Max_nodes: 62 | Time: 2.1082e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +Index: 32 | Max_nodes: 62 | Time: 2.1134e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +Index: 60 | Max_nodes: 62 | Time: 2.1164e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +Index: 62 | Max_nodes: 62 | Time: 2.1193e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +Index: 38 | Max_nodes: 62 | Time: 2.1195e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +Index: 86 | Max_nodes: 62 | Time: 2.1278e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +Index: 56 | Max_nodes: 62 | Time: 2.1340e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +Index: 80 | Max_nodes: 62 | Time: 2.1494e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| ........................... -Average time: 2.9173e-05s +Average time: 1.8953e-04s ________________________________________________________________________________________________ -120 permutations have 93 max nodes. +120 permutations have 62 max nodes. +Index: 35 | Active_nodes: 31 | Time: 1.6540e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +Index: 33 | Active_nodes: 31 | Time: 1.6633e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +Index: 45 | Active_nodes: 31 | Time: 1.6650e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +Index: 59 | Active_nodes: 31 | Time: 1.6715e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +Index: 47 | Active_nodes: 31 | Time: 1.6731e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +Index: 41 | Active_nodes: 31 | Time: 1.6776e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +Index: 81 | Active_nodes: 31 | Time: 1.7010e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +Index: 87 | Active_nodes: 31 | Time: 1.7026e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +Index: 69 | Active_nodes: 31 | Time: 1.7034e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +Index: 39 | Active_nodes: 31 | Time: 1.7047e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +Index: 63 | Active_nodes: 31 | Time: 1.7047e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +Index: 83 | Active_nodes: 31 | Time: 1.7072e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +Index: 9 | Active_nodes: 31 | Time: 1.7092e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +Index: 105 | Active_nodes: 31 | Time: 1.7115e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +Index: 107 | Active_nodes: 31 | Time: 1.7132e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +Index: 23 | Active_nodes: 31 | Time: 1.7153e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +Index: 11 | Active_nodes: 31 | Time: 1.7178e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +Index: 71 | Active_nodes: 31 | Time: 1.7184e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +Index: 111 | Active_nodes: 31 | Time: 1.7196e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +Index: 57 | Active_nodes: 31 | Time: 1.7202e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +Index: 17 | Active_nodes: 31 | Time: 1.7204e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +Index: 93 | Active_nodes: 31 | Time: 1.7217e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +Index: 65 | Active_nodes: 31 | Time: 1.7227e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +Index: 21 | Active_nodes: 31 | Time: 1.7292e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +Index: 117 | Active_nodes: 31 | Time: 1.7294e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +Index: 119 | Active_nodes: 31 | Time: 1.7295e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +Index: 95 | Active_nodes: 31 | Time: 1.7320e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +Index: 15 | Active_nodes: 31 | Time: 1.7321e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +Index: 89 | Active_nodes: 31 | Time: 1.7333e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +Index: 113 | Active_nodes: 31 | Time: 1.7334e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +Index: 53 | Active_nodes: 31 | Time: 1.7784e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +Index: 51 | Active_nodes: 31 | Time: 1.7886e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +Index: 5 | Active_nodes: 31 | Time: 1.7950e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +Index: 77 | Active_nodes: 31 | Time: 1.7963e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +Index: 75 | Active_nodes: 31 | Time: 1.8025e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +Index: 29 | Active_nodes: 31 | Time: 1.8073e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +Index: 99 | Active_nodes: 31 | Time: 1.8082e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +Index: 101 | Active_nodes: 31 | Time: 1.8096e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +Index: 3 | Active_nodes: 31 | Time: 1.8115e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +Index: 27 | Active_nodes: 31 | Time: 1.8228e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +Index: 1 | Active_nodes: 31 | Time: 1.8426e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +Index: 19 | Active_nodes: 31 | Time: 1.8446e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +Index: 67 | Active_nodes: 31 | Time: 1.8539e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +Index: 61 | Active_nodes: 31 | Time: 1.8567e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +Index: 85 | Active_nodes: 31 | Time: 1.8578e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +Index: 91 | Active_nodes: 31 | Time: 1.8633e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +Index: 115 | Active_nodes: 31 | Time: 1.8635e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +Index: 22 | Active_nodes: 31 | Time: 1.8644e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +Index: 109 | Active_nodes: 31 | Time: 1.8662e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +Index: 16 | Active_nodes: 31 | Time: 1.8669e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +Index: 13 | Active_nodes: 31 | Time: 1.8718e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +Index: 4 | Active_nodes: 31 | Time: 1.8733e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +Index: 73 | Active_nodes: 31 | Time: 1.8774e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +Index: 25 | Active_nodes: 31 | Time: 1.8804e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +Index: 97 | Active_nodes: 31 | Time: 1.8945e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| +Index: 7 | Active_nodes: 31 | Time: 1.8960e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +Index: 118 | Active_nodes: 31 | Time: 1.9026e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +Index: 70 | Active_nodes: 31 | Time: 1.9031e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +Index: 64 | Active_nodes: 31 | Time: 1.9033e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +Index: 88 | Active_nodes: 31 | Time: 1.9041e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +Index: 94 | Active_nodes: 31 | Time: 1.9048e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +Index: 28 | Active_nodes: 31 | Time: 1.9079e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +Index: 79 | Active_nodes: 31 | Time: 1.9181e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +Index: 0 | Active_nodes: 31 | Time: 1.9200e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Index: 18 | Active_nodes: 31 | Time: 1.9209e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +Index: 37 | Active_nodes: 31 | Time: 1.9222e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +Index: 49 | Active_nodes: 31 | Time: 1.9237e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +Index: 43 | Active_nodes: 31 | Time: 1.9269e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +Index: 103 | Active_nodes: 31 | Time: 1.9288e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +Index: 76 | Active_nodes: 31 | Time: 1.9445e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +Index: 2 | Active_nodes: 31 | Time: 1.9456e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +Index: 10 | Active_nodes: 31 | Time: 1.9506e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +Index: 24 | Active_nodes: 31 | Time: 1.9605e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +Index: 100 | Active_nodes: 31 | Time: 1.9612e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +Index: 112 | Active_nodes: 31 | Time: 1.9626e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +Index: 20 | Active_nodes: 31 | Time: 1.9634e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +Index: 6 | Active_nodes: 31 | Time: 1.9645e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +Index: 26 | Active_nodes: 31 | Time: 1.9688e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +Index: 46 | Active_nodes: 31 | Time: 1.9694e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +Index: 40 | Active_nodes: 31 | Time: 1.9722e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +Index: 31 | Active_nodes: 31 | Time: 1.9726e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +Index: 90 | Active_nodes: 31 | Time: 1.9775e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +Index: 96 | Active_nodes: 31 | Time: 1.9779e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +Index: 114 | Active_nodes: 31 | Time: 1.9784e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +Index: 48 | Active_nodes: 31 | Time: 1.9836e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +Index: 52 | Active_nodes: 31 | Time: 1.9848e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +Index: 92 | Active_nodes: 31 | Time: 1.9992e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +Index: 116 | Active_nodes: 31 | Time: 2.0024e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +Index: 55 | Active_nodes: 31 | Time: 2.0026e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +Index: 12 | Active_nodes: 31 | Time: 2.0046e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +Index: 82 | Active_nodes: 31 | Time: 2.0084e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +Index: 42 | Active_nodes: 31 | Time: 2.0156e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +Index: 102 | Active_nodes: 31 | Time: 2.0176e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +Index: 98 | Active_nodes: 31 | Time: 2.0224e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +Index: 72 | Active_nodes: 31 | Time: 2.0224e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +Index: 14 | Active_nodes: 31 | Time: 2.0231e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +Index: 106 | Active_nodes: 31 | Time: 2.0242e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +Index: 8 | Active_nodes: 31 | Time: 2.0247e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +Index: 30 | Active_nodes: 31 | Time: 2.0394e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +Index: 66 | Active_nodes: 31 | Time: 2.0419e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +Index: 54 | Active_nodes: 31 | Time: 2.0487e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +Index: 34 | Active_nodes: 31 | Time: 2.0514e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +Index: 108 | Active_nodes: 31 | Time: 2.0515e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +Index: 44 | Active_nodes: 31 | Time: 2.0553e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +Index: 68 | Active_nodes: 31 | Time: 2.0614e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +Index: 110 | Active_nodes: 31 | Time: 2.0622e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +Index: 78 | Active_nodes: 31 | Time: 2.0631e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +Index: 58 | Active_nodes: 31 | Time: 2.0649e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +Index: 50 | Active_nodes: 31 | Time: 2.0664e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +Index: 36 | Active_nodes: 31 | Time: 2.0688e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +Index: 74 | Active_nodes: 31 | Time: 2.0695e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +Index: 104 | Active_nodes: 31 | Time: 2.0824e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +Index: 84 | Active_nodes: 31 | Time: 2.1082e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +Index: 32 | Active_nodes: 31 | Time: 2.1134e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +Index: 60 | Active_nodes: 31 | Time: 2.1164e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +Index: 62 | Active_nodes: 31 | Time: 2.1193e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +Index: 38 | Active_nodes: 31 | Time: 2.1195e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +Index: 86 | Active_nodes: 31 | Time: 2.1278e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +Index: 56 | Active_nodes: 31 | Time: 2.1340e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +Index: 80 | Active_nodes: 31 | Time: 2.1494e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| ........................... -Average time: 2.9173e-05s +Average time: 1.8953e-04s ________________________________________________________________________________________________ -execution time of: 2.3113e-05s: Index: 45 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -execution time of: 2.3140e-05s: Index: 33 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -execution time of: 2.3248e-05s: Index: 35 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -execution time of: 2.3273e-05s: Index: 59 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -execution time of: 2.3290e-05s: Index: 39 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -execution time of: 2.3348e-05s: Index: 41 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -execution time of: 2.3918e-05s: Index: 11 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -execution time of: 2.3923e-05s: Index: 9 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -execution time of: 2.3960e-05s: Index: 105 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -execution time of: 2.4050e-05s: Index: 17 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -execution time of: 2.4068e-05s: Index: 107 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -execution time of: 2.4085e-05s: Index: 15 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -execution time of: 2.4110e-05s: Index: 81 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -execution time of: 2.4213e-05s: Index: 23 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -execution time of: 2.4343e-05s: Index: 87 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -execution time of: 2.4353e-05s: Index: 117 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -execution time of: 2.4390e-05s: Index: 21 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -execution time of: 2.4395e-05s: Index: 119 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -execution time of: 2.4405e-05s: Index: 89 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -execution time of: 2.4458e-05s: Index: 111 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -execution time of: 2.4483e-05s: Index: 113 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -execution time of: 2.4885e-05s: Index: 5 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -execution time of: 2.5098e-05s: Index: 53 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -execution time of: 2.5148e-05s: Index: 93 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -execution time of: 2.5453e-05s: Index: 29 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -execution time of: 2.5455e-05s: Index: 3 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -execution time of: 2.5463e-05s: Index: 51 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -execution time of: 2.5785e-05s: Index: 27 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -execution time of: 2.6020e-05s: Index: 95 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -execution time of: 2.6228e-05s: Index: 47 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -execution time of: 2.6320e-05s: Index: 99 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -execution time of: 2.6540e-05s: Index: 1 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -execution time of: 2.6680e-05s: Index: 19 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -execution time of: 2.6733e-05s: Index: 13 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -execution time of: 2.6753e-05s: Index: 25 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -execution time of: 2.6818e-05s: Index: 67 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -execution time of: 2.6920e-05s: Index: 4 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -execution time of: 2.6943e-05s: Index: 61 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -execution time of: 2.7003e-05s: Index: 16 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -execution time of: 2.7118e-05s: Index: 85 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -execution time of: 2.7228e-05s: Index: 75 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -execution time of: 2.7250e-05s: Index: 65 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -execution time of: 2.7253e-05s: Index: 109 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -execution time of: 2.7420e-05s: Index: 70 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -execution time of: 2.7456e-05s: Index: 7 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -execution time of: 2.7525e-05s: Index: 64 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -execution time of: 2.7615e-05s: Index: 94 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -execution time of: 2.7648e-05s: Index: 28 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -execution time of: 2.7686e-05s: Index: 115 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -execution time of: 2.7731e-05s: Index: 43 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -execution time of: 2.7848e-05s: Index: 88 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -execution time of: 2.7930e-05s: Index: 73 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -execution time of: 2.7970e-05s: Index: 37 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -execution time of: 2.8038e-05s: Index: 0 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -execution time of: 2.8066e-05s: Index: 97 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -execution time of: 2.8085e-05s: Index: 2 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -execution time of: 2.8593e-05s: Index: 112 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -execution time of: 2.8653e-05s: Index: 79 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -execution time of: 2.8698e-05s: Index: 18 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -execution time of: 2.8768e-05s: Index: 40 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -execution time of: 2.8770e-05s: Index: 31 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -execution time of: 2.8853e-05s: Index: 46 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -execution time of: 2.8936e-05s: Index: 10 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -execution time of: 2.8950e-05s: Index: 24 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -execution time of: 2.8965e-05s: Index: 55 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -execution time of: 2.9008e-05s: Index: 26 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -execution time of: 2.9018e-05s: Index: 76 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -execution time of: 2.9040e-05s: Index: 20 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -execution time of: 2.9133e-05s: Index: 103 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -execution time of: 2.9203e-05s: Index: 49 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -execution time of: 2.9293e-05s: Index: 114 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -execution time of: 2.9353e-05s: Index: 90 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -execution time of: 2.9461e-05s: Index: 118 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -execution time of: 2.9763e-05s: Index: 116 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -execution time of: 2.9823e-05s: Index: 48 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -execution time of: 2.9953e-05s: Index: 12 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -execution time of: 3.0103e-05s: Index: 57 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -execution time of: 3.0178e-05s: Index: 96 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -execution time of: 3.0218e-05s: Index: 63 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -execution time of: 3.0293e-05s: Index: 106 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -execution time of: 3.0353e-05s: Index: 14 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -execution time of: 3.0435e-05s: Index: 22 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -execution time of: 3.0470e-05s: Index: 8 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -execution time of: 3.0578e-05s: Index: 82 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -execution time of: 3.0643e-05s: Index: 83 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -execution time of: 3.0735e-05s: Index: 54 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -execution time of: 3.0738e-05s: Index: 30 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -execution time of: 3.0838e-05s: Index: 50 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -execution time of: 3.0901e-05s: Index: 71 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -execution time of: 3.0993e-05s: Index: 69 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -execution time of: 3.1013e-05s: Index: 34 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -execution time of: 3.1020e-05s: Index: 66 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -execution time of: 3.1023e-05s: Index: 36 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -execution time of: 3.1073e-05s: Index: 44 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -execution time of: 3.1173e-05s: Index: 72 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -execution time of: 3.1190e-05s: Index: 6 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -execution time of: 3.1241e-05s: Index: 58 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -execution time of: 3.1295e-05s: Index: 108 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -execution time of: 3.1430e-05s: Index: 91 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -execution time of: 3.1513e-05s: Index: 52 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -execution time of: 3.2036e-05s: Index: 74 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -execution time of: 3.2065e-05s: Index: 110 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -execution time of: 3.2150e-05s: Index: 56 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -execution time of: 3.2178e-05s: Index: 38 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -execution time of: 3.2181e-05s: Index: 32 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -execution time of: 3.2555e-05s: Index: 62 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -execution time of: 3.2880e-05s: Index: 102 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -execution time of: 3.3056e-05s: Index: 77 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -execution time of: 3.4905e-05s: Index: 104 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -execution time of: 3.5598e-05s: Index: 42 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -execution time of: 3.6486e-05s: Index: 100 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -execution time of: 3.7338e-05s: Index: 92 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -execution time of: 3.8006e-05s: Index: 98 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -execution time of: 3.9233e-05s: Index: 68 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -execution time of: 3.9608e-05s: Index: 78 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -execution time of: 3.9873e-05s: Index: 60 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -execution time of: 4.0501e-05s: Index: 86 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -execution time of: 4.0545e-05s: Index: 84 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -execution time of: 4.1261e-05s: Index: 80 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -execution time of: 5.4006e-05s: Index: 101 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +execution time of: 1.6540e-04s: Index: 35 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| + +execution time of: 1.6633e-04s: Index: 33 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| + +execution time of: 1.6650e-04s: Index: 45 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| + +execution time of: 1.6715e-04s: Index: 59 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| + +execution time of: 1.6731e-04s: Index: 47 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| + +execution time of: 1.6776e-04s: Index: 41 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| + +execution time of: 1.7010e-04s: Index: 81 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| + +execution time of: 1.7026e-04s: Index: 87 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| + +execution time of: 1.7034e-04s: Index: 69 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| + +execution time of: 1.7047e-04s: Index: 39 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| + +execution time of: 1.7047e-04s: Index: 63 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| + +execution time of: 1.7072e-04s: Index: 83 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| + +execution time of: 1.7092e-04s: Index: 9 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| + +execution time of: 1.7115e-04s: Index: 105 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| + +execution time of: 1.7132e-04s: Index: 107 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| + +execution time of: 1.7153e-04s: Index: 23 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| + +execution time of: 1.7178e-04s: Index: 11 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| + +execution time of: 1.7184e-04s: Index: 71 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| + +execution time of: 1.7196e-04s: Index: 111 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| + +execution time of: 1.7202e-04s: Index: 57 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| + +execution time of: 1.7204e-04s: Index: 17 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| + +execution time of: 1.7217e-04s: Index: 93 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| + +execution time of: 1.7227e-04s: Index: 65 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| + +execution time of: 1.7292e-04s: Index: 21 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| + +execution time of: 1.7294e-04s: Index: 117 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| + +execution time of: 1.7295e-04s: Index: 119 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| + +execution time of: 1.7320e-04s: Index: 95 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| + +execution time of: 1.7321e-04s: Index: 15 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| + +execution time of: 1.7333e-04s: Index: 89 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| + +execution time of: 1.7334e-04s: Index: 113 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| + +execution time of: 1.7784e-04s: Index: 53 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| + +execution time of: 1.7886e-04s: Index: 51 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| + +execution time of: 1.7950e-04s: Index: 5 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| + +execution time of: 1.7963e-04s: Index: 77 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| + +execution time of: 1.8025e-04s: Index: 75 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| + +execution time of: 1.8073e-04s: Index: 29 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| + +execution time of: 1.8082e-04s: Index: 99 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| + +execution time of: 1.8096e-04s: Index: 101 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| + +execution time of: 1.8115e-04s: Index: 3 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| + +execution time of: 1.8228e-04s: Index: 27 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| + +execution time of: 1.8426e-04s: Index: 1 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| + +execution time of: 1.8446e-04s: Index: 19 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| + +execution time of: 1.8539e-04s: Index: 67 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| + +execution time of: 1.8567e-04s: Index: 61 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| + +execution time of: 1.8578e-04s: Index: 85 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| + +execution time of: 1.8633e-04s: Index: 91 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| + +execution time of: 1.8635e-04s: Index: 115 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| + +execution time of: 1.8644e-04s: Index: 22 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| + +execution time of: 1.8662e-04s: Index: 109 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| + +execution time of: 1.8669e-04s: Index: 16 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| + +execution time of: 1.8718e-04s: Index: 13 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| + +execution time of: 1.8733e-04s: Index: 4 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| + +execution time of: 1.8774e-04s: Index: 73 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| + +execution time of: 1.8804e-04s: Index: 25 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| + +execution time of: 1.8945e-04s: Index: 97 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| + +execution time of: 1.8960e-04s: Index: 7 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| + +execution time of: 1.9026e-04s: Index: 118 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| + +execution time of: 1.9031e-04s: Index: 70 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| + +execution time of: 1.9033e-04s: Index: 64 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| + +execution time of: 1.9041e-04s: Index: 88 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| + +execution time of: 1.9048e-04s: Index: 94 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| + +execution time of: 1.9079e-04s: Index: 28 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| + +execution time of: 1.9181e-04s: Index: 79 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| + +execution time of: 1.9200e-04s: Index: 0 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| + +execution time of: 1.9209e-04s: Index: 18 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| + +execution time of: 1.9222e-04s: Index: 37 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| + +execution time of: 1.9237e-04s: Index: 49 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| + +execution time of: 1.9269e-04s: Index: 43 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| + +execution time of: 1.9288e-04s: Index: 103 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| + +execution time of: 1.9445e-04s: Index: 76 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| + +execution time of: 1.9456e-04s: Index: 2 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| + +execution time of: 1.9506e-04s: Index: 10 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| + +execution time of: 1.9605e-04s: Index: 24 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| + +execution time of: 1.9612e-04s: Index: 100 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| + +execution time of: 1.9626e-04s: Index: 112 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| + +execution time of: 1.9634e-04s: Index: 20 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| + +execution time of: 1.9645e-04s: Index: 6 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| + +execution time of: 1.9688e-04s: Index: 26 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| + +execution time of: 1.9694e-04s: Index: 46 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| + +execution time of: 1.9722e-04s: Index: 40 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| + +execution time of: 1.9726e-04s: Index: 31 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| + +execution time of: 1.9775e-04s: Index: 90 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| + +execution time of: 1.9779e-04s: Index: 96 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| + +execution time of: 1.9784e-04s: Index: 114 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| + +execution time of: 1.9836e-04s: Index: 48 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| + +execution time of: 1.9848e-04s: Index: 52 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| + +execution time of: 1.9992e-04s: Index: 92 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| + +execution time of: 2.0024e-04s: Index: 116 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| + +execution time of: 2.0026e-04s: Index: 55 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| + +execution time of: 2.0046e-04s: Index: 12 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| + +execution time of: 2.0084e-04s: Index: 82 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| + +execution time of: 2.0156e-04s: Index: 42 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| + +execution time of: 2.0176e-04s: Index: 102 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| + +execution time of: 2.0224e-04s: Index: 98 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| + +execution time of: 2.0224e-04s: Index: 72 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| + +execution time of: 2.0231e-04s: Index: 14 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| + +execution time of: 2.0242e-04s: Index: 106 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| + +execution time of: 2.0247e-04s: Index: 8 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| + +execution time of: 2.0394e-04s: Index: 30 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| + +execution time of: 2.0419e-04s: Index: 66 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| + +execution time of: 2.0487e-04s: Index: 54 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| + +execution time of: 2.0514e-04s: Index: 34 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| + +execution time of: 2.0515e-04s: Index: 108 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| + +execution time of: 2.0553e-04s: Index: 44 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| + +execution time of: 2.0614e-04s: Index: 68 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| + +execution time of: 2.0622e-04s: Index: 110 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| + +execution time of: 2.0631e-04s: Index: 78 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| + +execution time of: 2.0649e-04s: Index: 58 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| + +execution time of: 2.0664e-04s: Index: 50 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| + +execution time of: 2.0688e-04s: Index: 36 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| + +execution time of: 2.0695e-04s: Index: 74 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| + +execution time of: 2.0824e-04s: Index: 104 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| + +execution time of: 2.1082e-04s: Index: 84 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| + +execution time of: 2.1134e-04s: Index: 32 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| + +execution time of: 2.1164e-04s: Index: 60 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| + +execution time of: 2.1193e-04s: Index: 62 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| + +execution time of: 2.1195e-04s: Index: 38 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| + +execution time of: 2.1278e-04s: Index: 86 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| + +execution time of: 2.1340e-04s: Index: 56 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| + +execution time of: 2.1494e-04s: Index: 80 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| + ________________________________________________________________________________________________ Start Simulation of ae_indep_qiskit_6__________________________________________________ @@ -411,732 +867,2907 @@ Start Simulation of ae_indep_qiskit_6___________________________________________ 48:...|...|...|...|...|...5 .o:...0...1...2...3...4...5 Total Permutations: 720 -Min time: 4.3476e-05s................. Permutation 167: 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Max time: 8.1926e-05s................. Permutation 312: 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| +Min time: 2.9043e-04s................. Permutation 155: 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| +Max time: 4.0113e-04s................. Permutation 440: 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| Min active nodes: 63 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Min max nodes: 189 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Min max nodes: 126 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| Max active nodes: 63 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Max max nodes: 189 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Max max nodes: 126 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| ________________________________________________________________________________________________ 720 permutations have 63 active nodes. +Index: 155 | Max_nodes: 126 | Time: 2.9043e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| +Index: 159 | Max_nodes: 126 | Time: 2.9051e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| +Index: 177 | Max_nodes: 126 | Time: 2.9113e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| +Index: 165 | Max_nodes: 126 | Time: 2.9124e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| +Index: 179 | Max_nodes: 126 | Time: 2.9173e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| +Index: 275 | Max_nodes: 126 | Time: 2.9208e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| +Index: 279 | Max_nodes: 126 | Time: 2.9217e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| +Index: 167 | Max_nodes: 126 | Time: 2.9218e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| +Index: 201 | Max_nodes: 126 | Time: 2.9269e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| +Index: 273 | Max_nodes: 126 | Time: 2.9298e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +Index: 281 | Max_nodes: 126 | Time: 2.9302e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| +Index: 161 | Max_nodes: 126 | Time: 2.9305e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| +Index: 183 | Max_nodes: 126 | Time: 2.9333e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| +Index: 287 | Max_nodes: 126 | Time: 2.9345e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| +Index: 207 | Max_nodes: 126 | Time: 2.9377e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| +Index: 189 | Max_nodes: 126 | Time: 2.9415e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 0| +Index: 225 | Max_nodes: 126 | Time: 2.9429e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| +Index: 393 | Max_nodes: 126 | Time: 2.9436e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| +Index: 203 | Max_nodes: 126 | Time: 2.9473e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| +Index: 395 | Max_nodes: 126 | Time: 2.9494e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| +Index: 513 | Max_nodes: 126 | Time: 2.9502e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| +Index: 227 | Max_nodes: 126 | Time: 2.9527e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| +Index: 153 | Max_nodes: 126 | Time: 2.9529e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +Index: 297 | Max_nodes: 126 | Time: 2.9552e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| +Index: 419 | Max_nodes: 126 | Time: 2.9609e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| +Index: 399 | Max_nodes: 126 | Time: 2.9634e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| +Index: 191 | Max_nodes: 126 | Time: 2.9642e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| +Index: 237 | Max_nodes: 126 | Time: 2.9670e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| +Index: 231 | Max_nodes: 126 | Time: 2.9682e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| +Index: 299 | Max_nodes: 126 | Time: 2.9685e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| +Index: 213 | Max_nodes: 126 | Time: 2.9708e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| +Index: 185 | Max_nodes: 126 | Time: 2.9762e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| +Index: 519 | Max_nodes: 126 | Time: 2.9781e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| +Index: 39 | Max_nodes: 126 | Time: 2.9808e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +Index: 239 | Max_nodes: 126 | Time: 2.9811e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| +Index: 417 | Max_nodes: 126 | Time: 2.9816e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| +Index: 215 | Max_nodes: 126 | Time: 2.9835e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| +Index: 537 | Max_nodes: 126 | Time: 2.9852e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| +Index: 35 | Max_nodes: 126 | Time: 2.9867e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| +Index: 33 | Max_nodes: 126 | Time: 2.9870e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +Index: 635 | Max_nodes: 126 | Time: 2.9873e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| +Index: 515 | Max_nodes: 126 | Time: 2.9931e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0| +Index: 47 | Max_nodes: 126 | Time: 2.9946e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| +Index: 639 | Max_nodes: 126 | Time: 2.9949e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| +Index: 407 | Max_nodes: 126 | Time: 2.9959e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| +Index: 209 | Max_nodes: 126 | Time: 2.9959e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| +Index: 405 | Max_nodes: 126 | Time: 2.9971e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| +Index: 233 | Max_nodes: 126 | Time: 2.9971e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| +Index: 633 | Max_nodes: 126 | Time: 2.9994e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| +Index: 323 | Max_nodes: 126 | Time: 2.9997e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| +Index: 57 | Max_nodes: 126 | Time: 3.0005e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| 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-> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| +Index: 164 | Max_nodes: 126 | Time: 3.7755e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| +Index: 636 | Max_nodes: 126 | Time: 3.7782e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| +Index: 198 | Max_nodes: 126 | Time: 3.7850e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| +Index: 306 | Max_nodes: 126 | Time: 3.7877e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| +Index: 332 | Max_nodes: 126 | Time: 3.7896e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| +Index: 678 | Max_nodes: 126 | Time: 3.7905e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| +Index: 514 | Max_nodes: 126 | Time: 3.7908e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| +Index: 356 | Max_nodes: 126 | Time: 3.7939e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| +Index: 588 | Max_nodes: 126 | Time: 3.7954e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| +Index: 194 | Max_nodes: 126 | Time: 3.7990e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| +Index: 634 | Max_nodes: 126 | Time: 3.8005e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| +Index: 290 | Max_nodes: 126 | Time: 3.8021e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| +Index: 674 | Max_nodes: 126 | Time: 3.8027e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| +Index: 346 | Max_nodes: 126 | Time: 3.8071e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| +Index: 524 | Max_nodes: 126 | Time: 3.8077e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| +Index: 410 | Max_nodes: 126 | Time: 3.8103e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| +Index: 432 | Max_nodes: 126 | Time: 3.8109e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| +Index: 274 | Max_nodes: 126 | Time: 3.8119e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| +Index: 322 | Max_nodes: 126 | Time: 3.8127e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| +Index: 348 | Max_nodes: 126 | Time: 3.8168e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 4| +Index: 426 | Max_nodes: 126 | Time: 3.8190e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| +Index: 396 | Max_nodes: 126 | Time: 3.8211e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| +Index: 538 | Max_nodes: 126 | Time: 3.8217e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| +Index: 644 | Max_nodes: 126 | Time: 3.8221e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| +Index: 548 | Max_nodes: 126 | Time: 3.8339e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| +Index: 152 | Max_nodes: 126 | Time: 3.8341e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| +Index: 188 | Max_nodes: 126 | Time: 3.8354e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 4| +Index: 438 | Max_nodes: 126 | Time: 3.8388e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| +Index: 558 | Max_nodes: 126 | Time: 3.8402e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| +Index: 394 | Max_nodes: 126 | Time: 3.8429e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| +Index: 516 | Max_nodes: 126 | Time: 3.8440e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| +Index: 434 | Max_nodes: 126 | Time: 3.8448e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| +Index: 530 | Max_nodes: 126 | Time: 3.8460e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| +Index: 314 | Max_nodes: 126 | Time: 3.8470e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| +Index: 658 | Max_nodes: 126 | Time: 3.8485e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| +Index: 284 | Max_nodes: 126 | Time: 3.8497e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| +Index: 554 | Max_nodes: 126 | Time: 3.8510e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| +Index: 158 | Max_nodes: 126 | Time: 3.8517e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| +Index: 178 | Max_nodes: 126 | Time: 3.8519e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| +Index: 668 | Max_nodes: 126 | Time: 3.8541e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| +Index: 224 | Max_nodes: 126 | Time: 3.8555e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| +Index: 230 | Max_nodes: 126 | Time: 3.8568e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| +Index: 660 | Max_nodes: 126 | Time: 3.8575e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| +Index: 204 | Max_nodes: 126 | Time: 3.8592e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| +Index: 710 | Max_nodes: 126 | Time: 3.8609e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +Index: 704 | Max_nodes: 126 | Time: 3.8637e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +Index: 590 | Max_nodes: 126 | Time: 3.8638e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +Index: 684 | Max_nodes: 126 | Time: 3.8723e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| +Index: 308 | Max_nodes: 126 | Time: 3.8733e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| +Index: 300 | Max_nodes: 126 | Time: 3.8741e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| +Index: 404 | Max_nodes: 126 | Time: 3.8745e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| +Index: 278 | Max_nodes: 126 | Time: 3.8751e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| +Index: 584 | Max_nodes: 126 | Time: 3.8763e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +Index: 324 | Max_nodes: 126 | Time: 3.8796e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| +Index: 176 | Max_nodes: 126 | Time: 3.8819e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| +Index: 272 | Max_nodes: 126 | Time: 3.8837e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| +Index: 632 | Max_nodes: 126 | Time: 3.8847e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| +Index: 298 | Max_nodes: 126 | Time: 3.8848e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| +Index: 708 | Max_nodes: 126 | Time: 3.8892e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| +Index: 418 | Max_nodes: 126 | Time: 3.8901e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| +Index: 428 | Max_nodes: 126 | Time: 3.8917e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| +Index: 350 | Max_nodes: 126 | Time: 3.8956e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| +Index: 420 | Max_nodes: 126 | Time: 3.8996e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| +Index: 540 | Max_nodes: 126 | Time: 3.9088e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| +Index: 344 | Max_nodes: 126 | Time: 3.9105e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| +Index: 182 | Max_nodes: 126 | Time: 3.9141e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| +Index: 564 | Max_nodes: 126 | Time: 3.9142e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +Index: 638 | Max_nodes: 126 | Time: 3.9143e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| +Index: 656 | Max_nodes: 126 | Time: 3.9231e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| +Index: 444 | Max_nodes: 126 | Time: 3.9239e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +Index: 470 | Max_nodes: 126 | Time: 3.9248e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +Index: 468 | Max_nodes: 126 | Time: 3.9248e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| +Index: 464 | Max_nodes: 126 | Time: 3.9323e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| +Index: 392 | Max_nodes: 126 | Time: 3.9337e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| +Index: 662 | Max_nodes: 126 | Time: 3.9347e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| +Index: 206 | Max_nodes: 126 | Time: 3.9465e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| +Index: 512 | Max_nodes: 126 | Time: 3.9492e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| +Index: 416 | Max_nodes: 126 | Time: 3.9506e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| +Index: 686 | Max_nodes: 126 | Time: 3.9516e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +Index: 200 | Max_nodes: 126 | Time: 3.9541e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| +Index: 398 | Max_nodes: 126 | Time: 3.9547e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| +Index: 302 | Max_nodes: 126 | Time: 3.9600e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| +Index: 518 | Max_nodes: 126 | Time: 3.9607e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| +Index: 326 | Max_nodes: 126 | Time: 3.9678e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| +Index: 320 | Max_nodes: 126 | Time: 3.9715e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| +Index: 422 | Max_nodes: 126 | Time: 3.9745e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| +Index: 296 | Max_nodes: 126 | Time: 3.9797e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| +Index: 680 | Max_nodes: 126 | Time: 3.9811e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| +Index: 446 | Max_nodes: 126 | Time: 3.9871e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +Index: 536 | Max_nodes: 126 | Time: 3.9906e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| +Index: 542 | Max_nodes: 126 | Time: 3.9916e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| +Index: 566 | Max_nodes: 126 | Time: 3.9972e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +Index: 560 | Max_nodes: 126 | Time: 4.0100e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| +Index: 440 | Max_nodes: 126 | Time: 4.0113e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| ........................... -Average time: 5.7835e-05s +Average time: 3.4313e-04s ________________________________________________________________________________________________ -720 permutations have 189 max nodes. +720 permutations have 126 max nodes. +Index: 155 | Active_nodes: 63 | Time: 2.9043e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| +Index: 159 | Active_nodes: 63 | Time: 2.9051e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| +Index: 177 | Active_nodes: 63 | Time: 2.9113e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| +Index: 165 | Active_nodes: 63 | Time: 2.9124e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| +Index: 179 | Active_nodes: 63 | Time: 2.9173e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| +Index: 275 | Active_nodes: 63 | Time: 2.9208e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| +Index: 279 | Active_nodes: 63 | Time: 2.9217e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| +Index: 167 | Active_nodes: 63 | Time: 2.9218e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| +Index: 201 | Active_nodes: 63 | Time: 2.9269e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| +Index: 273 | Active_nodes: 63 | Time: 2.9298e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +Index: 281 | Active_nodes: 63 | Time: 2.9302e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| +Index: 161 | Active_nodes: 63 | Time: 2.9305e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| +Index: 183 | Active_nodes: 63 | Time: 2.9333e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| +Index: 287 | Active_nodes: 63 | Time: 2.9345e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| +Index: 207 | Active_nodes: 63 | Time: 2.9377e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| +Index: 189 | Active_nodes: 63 | Time: 2.9415e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 0| +Index: 225 | Active_nodes: 63 | Time: 2.9429e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| +Index: 393 | Active_nodes: 63 | Time: 2.9436e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| +Index: 203 | Active_nodes: 63 | Time: 2.9473e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| +Index: 395 | Active_nodes: 63 | Time: 2.9494e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| +Index: 513 | Active_nodes: 63 | Time: 2.9502e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| +Index: 227 | Active_nodes: 63 | Time: 2.9527e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| +Index: 153 | Active_nodes: 63 | Time: 2.9529e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +Index: 297 | Active_nodes: 63 | Time: 2.9552e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| +Index: 419 | Active_nodes: 63 | Time: 2.9609e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| +Index: 399 | Active_nodes: 63 | Time: 2.9634e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| +Index: 191 | Active_nodes: 63 | Time: 2.9642e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| +Index: 237 | Active_nodes: 63 | Time: 2.9670e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| +Index: 231 | Active_nodes: 63 | Time: 2.9682e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| +Index: 299 | Active_nodes: 63 | Time: 2.9685e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| +Index: 213 | Active_nodes: 63 | Time: 2.9708e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| +Index: 185 | Active_nodes: 63 | Time: 2.9762e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| +Index: 519 | Active_nodes: 63 | Time: 2.9781e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| +Index: 39 | Active_nodes: 63 | Time: 2.9808e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +Index: 239 | Active_nodes: 63 | Time: 2.9811e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| +Index: 417 | Active_nodes: 63 | Time: 2.9816e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| +Index: 215 | Active_nodes: 63 | Time: 2.9835e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| +Index: 537 | Active_nodes: 63 | Time: 2.9852e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| +Index: 35 | Active_nodes: 63 | Time: 2.9867e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| +Index: 33 | Active_nodes: 63 | Time: 2.9870e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +Index: 635 | Active_nodes: 63 | Time: 2.9873e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| +Index: 515 | Active_nodes: 63 | Time: 2.9931e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0| +Index: 47 | Active_nodes: 63 | Time: 2.9946e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| +Index: 639 | Active_nodes: 63 | Time: 2.9949e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| +Index: 407 | Active_nodes: 63 | Time: 2.9959e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| +Index: 209 | Active_nodes: 63 | Time: 2.9959e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| +Index: 405 | Active_nodes: 63 | Time: 2.9971e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| +Index: 233 | Active_nodes: 63 | Time: 2.9971e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| +Index: 633 | Active_nodes: 63 | Time: 2.9994e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| +Index: 323 | Active_nodes: 63 | Time: 2.9997e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| +Index: 57 | Active_nodes: 63 | Time: 3.0005e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| +Index: 539 | Active_nodes: 63 | Time: 3.0012e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| +Index: 45 | Active_nodes: 63 | Time: 3.0015e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| +Index: 347 | Active_nodes: 63 | Time: 3.0021e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| +Index: 345 | Active_nodes: 63 | Time: 3.0045e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| +Index: 59 | Active_nodes: 63 | Time: 3.0051e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| +Index: 561 | Active_nodes: 63 | Time: 3.0063e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| +Index: 441 | Active_nodes: 63 | Time: 3.0067e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| +Index: 285 | Active_nodes: 63 | Time: 3.0068e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| +Index: 41 | Active_nodes: 63 | Time: 3.0085e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| +Index: 657 | Active_nodes: 63 | Time: 3.0096e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| +Index: 525 | Active_nodes: 63 | Time: 3.0103e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| +Index: 69 | Active_nodes: 63 | Time: 3.0128e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| +Index: 63 | Active_nodes: 63 | Time: 3.0134e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| +Index: 321 | Active_nodes: 63 | Time: 3.0141e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| +Index: 81 | Active_nodes: 63 | Time: 3.0146e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| +Index: 401 | Active_nodes: 63 | Time: 3.0148e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0| +Index: 327 | Active_nodes: 63 | Time: 3.0193e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| +Index: 527 | Active_nodes: 63 | Time: 3.0198e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| +Index: 105 | Active_nodes: 63 | Time: 3.0240e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| +Index: 645 | Active_nodes: 63 | Time: 3.0253e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| +Index: 659 | Active_nodes: 63 | Time: 3.0255e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| +Index: 521 | Active_nodes: 63 | Time: 3.0260e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| +Index: 303 | Active_nodes: 63 | Time: 3.0286e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| +Index: 681 | Active_nodes: 63 | Time: 3.0294e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| +Index: 429 | Active_nodes: 63 | Time: 3.0340e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| +Index: 647 | Active_nodes: 63 | Time: 3.0349e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 0| +Index: 465 | Active_nodes: 63 | Time: 3.0356e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| +Index: 423 | Active_nodes: 63 | Time: 3.0358e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| +Index: 351 | Active_nodes: 63 | Time: 3.0364e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| +Index: 309 | Active_nodes: 63 | Time: 3.0394e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| +Index: 111 | Active_nodes: 63 | Time: 3.0408e-04s | 0 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-> 3|5 -> 0| +Index: 261 | Active_nodes: 63 | Time: 3.0837e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| +Index: 687 | Active_nodes: 63 | Time: 3.0863e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +Index: 257 | Active_nodes: 63 | Time: 3.0864e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| +Index: 23 | Active_nodes: 63 | Time: 3.0876e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +Index: 585 | Active_nodes: 63 | Time: 3.0882e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +Index: 669 | Active_nodes: 63 | Time: 3.0910e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| +Index: 707 | Active_nodes: 63 | Time: 3.0928e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +Index: 311 | Active_nodes: 63 | Time: 3.0956e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| +Index: 663 | Active_nodes: 63 | Time: 3.0988e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| +Index: 371 | Active_nodes: 63 | Time: 3.0990e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| +Index: 369 | Active_nodes: 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-> 3|3 -> 4|4 -> 5|5 -> 2| +Index: 477 | Active_nodes: 63 | Time: 3.1156e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +Index: 143 | Active_nodes: 63 | Time: 3.1162e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +Index: 131 | Active_nodes: 63 | Time: 3.1166e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +Index: 425 | Active_nodes: 63 | Time: 3.1180e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| +Index: 453 | Active_nodes: 63 | Time: 3.1213e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +Index: 545 | Active_nodes: 63 | Time: 3.1222e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| +Index: 335 | Active_nodes: 63 | Time: 3.1243e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +Index: 495 | Active_nodes: 63 | Time: 3.1245e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 1| +Index: 353 | Active_nodes: 63 | Time: 3.1250e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| +Index: 489 | Active_nodes: 63 | Time: 3.1254e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1| +Index: 491 | Active_nodes: 63 | Time: 3.1316e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| +Index: 449 | Active_nodes: 63 | Time: 3.1322e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| +Index: 551 | Active_nodes: 63 | Time: 3.1339e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +Index: 137 | Active_nodes: 63 | Time: 3.1364e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +Index: 455 | Active_nodes: 63 | Time: 3.1368e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +Index: 609 | Active_nodes: 63 | Time: 3.1370e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| +Index: 473 | Active_nodes: 63 | Time: 3.1393e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +Index: 611 | Active_nodes: 63 | Time: 3.1409e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 1| +Index: 597 | Active_nodes: 63 | Time: 3.1416e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +Index: 141 | Active_nodes: 63 | Time: 3.1424e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +Index: 383 | Active_nodes: 63 | Time: 3.1426e-04s | 0 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-> 4|5 -> 1| +Index: 99 | Active_nodes: 63 | Time: 3.1965e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| +Index: 13 | Active_nodes: 63 | Time: 3.1971e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +Index: 123 | Active_nodes: 63 | Time: 3.2063e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +Index: 531 | Active_nodes: 63 | Time: 3.2073e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| +Index: 125 | Active_nodes: 63 | Time: 3.2092e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +Index: 363 | Active_nodes: 63 | Time: 3.2121e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +Index: 29 | Active_nodes: 63 | Time: 3.2132e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +Index: 101 | Active_nodes: 63 | Time: 3.2188e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| +Index: 533 | Active_nodes: 63 | Time: 3.2190e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 1| +Index: 27 | Active_nodes: 63 | Time: 3.2200e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +Index: 339 | Active_nodes: 63 | Time: 3.2205e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 1| +Index: 365 | Active_nodes: 63 | Time: 3.2214e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +Index: 411 | Active_nodes: 63 | Time: 3.2220e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 1| +Index: 317 | Active_nodes: 63 | Time: 3.2239e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 1| +Index: 61 | Active_nodes: 63 | Time: 3.2257e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| +Index: 67 | Active_nodes: 63 | Time: 3.2271e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| +Index: 555 | Active_nodes: 63 | Time: 3.2287e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| +Index: 19 | Active_nodes: 63 | Time: 3.2292e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +Index: 1 | Active_nodes: 63 | Time: 3.2292e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Index: 651 | Active_nodes: 63 | Time: 3.2303e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| +Index: 77 | Active_nodes: 63 | Time: 3.2338e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| +Index: 483 | Active_nodes: 63 | Time: 3.2386e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| +Index: 85 | Active_nodes: 63 | Time: 3.2422e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| +Index: 291 | Active_nodes: 63 | Time: 3.2469e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| +Index: 315 | Active_nodes: 63 | Time: 3.2491e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| +Index: 22 | Active_nodes: 63 | Time: 3.2496e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +Index: 653 | Active_nodes: 63 | Time: 3.2504e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| +Index: 109 | Active_nodes: 63 | Time: 3.2510e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| +Index: 245 | Active_nodes: 63 | Time: 3.2522e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +Index: 435 | Active_nodes: 63 | Time: 3.2527e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| +Index: 459 | Active_nodes: 63 | Time: 3.2537e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 1| +Index: 485 | Active_nodes: 63 | Time: 3.2546e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| +Index: 133 | Active_nodes: 63 | Time: 3.2551e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +Index: 675 | Active_nodes: 63 | Time: 3.2604e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1| +Index: 173 | Active_nodes: 63 | Time: 3.2609e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| +Index: 139 | Active_nodes: 63 | Time: 3.2634e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +Index: 195 | Active_nodes: 63 | Time: 3.2688e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| +Index: 243 | Active_nodes: 63 | Time: 3.2745e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +Index: 121 | Active_nodes: 63 | Time: 3.2763e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Index: 341 | Active_nodes: 63 | Time: 3.2790e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| +Index: 16 | Active_nodes: 63 | Time: 3.2803e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +Index: 603 | Active_nodes: 63 | Time: 3.2862e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2| +Index: 699 | Active_nodes: 63 | Time: 3.2880e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| +Index: 73 | Active_nodes: 63 | Time: 3.2896e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| +Index: 4 | Active_nodes: 63 | Time: 3.2905e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +Index: 387 | Active_nodes: 63 | Time: 3.2921e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 2| +Index: 91 | Active_nodes: 63 | Time: 3.2929e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| +Index: 25 | Active_nodes: 63 | Time: 3.2932e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +Index: 219 | Active_nodes: 63 | Time: 3.2933e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| +Index: 605 | Active_nodes: 63 | Time: 3.2933e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 2| +Index: 221 | Active_nodes: 63 | Time: 3.2949e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| +Index: 171 | Active_nodes: 63 | Time: 3.2960e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| +Index: 389 | Active_nodes: 63 | Time: 3.2971e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| +Index: 115 | Active_nodes: 63 | Time: 3.2972e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| +Index: 97 | Active_nodes: 63 | Time: 3.2983e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| +Index: 293 | Active_nodes: 63 | Time: 3.2989e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 1| +Index: 136 | Active_nodes: 63 | Time: 3.3052e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +Index: 7 | Active_nodes: 63 | Time: 3.3056e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +Index: 579 | Active_nodes: 63 | Time: 3.3060e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1| +Index: 18 | Active_nodes: 63 | Time: 3.3077e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +Index: 127 | Active_nodes: 63 | Time: 3.3100e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +Index: 493 | Active_nodes: 63 | Time: 3.3101e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2| +Index: 373 | Active_nodes: 63 | Time: 3.3114e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 2| +Index: 677 | Active_nodes: 63 | Time: 3.3122e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| +Index: 0 | Active_nodes: 63 | Time: 3.3127e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Index: 701 | Active_nodes: 63 | Time: 3.3146e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| +Index: 149 | Active_nodes: 63 | Time: 3.3192e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| +Index: 64 | Active_nodes: 63 | Time: 3.3192e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| +Index: 124 | Active_nodes: 63 | Time: 3.3207e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +Index: 37 | Active_nodes: 63 | Time: 3.3232e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| +Index: 241 | Active_nodes: 63 | Time: 3.3234e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +Index: 147 | Active_nodes: 63 | Time: 3.3251e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| +Index: 461 | Active_nodes: 63 | Time: 3.3255e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 1| +Index: 197 | Active_nodes: 63 | Time: 3.3263e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| +Index: 509 | Active_nodes: 63 | Time: 3.3273e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 2| +Index: 507 | Active_nodes: 63 | Time: 3.3289e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 2| +Index: 437 | Active_nodes: 63 | Time: 3.3296e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 1| +Index: 142 | Active_nodes: 63 | Time: 3.3306e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +Index: 94 | Active_nodes: 63 | Time: 3.3311e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2| +Index: 581 | Active_nodes: 63 | Time: 3.3343e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| +Index: 70 | Active_nodes: 63 | Time: 3.3354e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| +Index: 28 | Active_nodes: 63 | Time: 3.3356e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +Index: 43 | Active_nodes: 63 | Time: 3.3366e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| +Index: 301 | Active_nodes: 63 | Time: 3.3378e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| +Index: 325 | Active_nodes: 63 | Time: 3.3383e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1| +Index: 118 | Active_nodes: 63 | Time: 3.3408e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| +Index: 379 | Active_nodes: 63 | Time: 3.3420e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| +Index: 629 | Active_nodes: 63 | Time: 3.3427e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| +Index: 269 | Active_nodes: 63 | Time: 3.3460e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| +Index: 421 | Active_nodes: 63 | Time: 3.3482e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| +Index: 445 | Active_nodes: 63 | Time: 3.3486e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| +Index: 627 | Active_nodes: 63 | Time: 3.3493e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 2| +Index: 565 | Active_nodes: 63 | Time: 3.3499e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| +Index: 49 | Active_nodes: 63 | Time: 3.3528e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +Index: 307 | Active_nodes: 63 | Time: 3.3542e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| +Index: 613 | Active_nodes: 63 | Time: 3.3546e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| +Index: 10 | Active_nodes: 63 | Time: 3.3556e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +Index: 20 | Active_nodes: 63 | Time: 3.3569e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +Index: 541 | Active_nodes: 63 | Time: 3.3583e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| +Index: 88 | Active_nodes: 63 | Time: 3.3594e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| +Index: 349 | Active_nodes: 63 | Time: 3.3595e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| +Index: 427 | Active_nodes: 63 | Time: 3.3597e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 1| +Index: 601 | Active_nodes: 63 | Time: 3.3608e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| +Index: 103 | Active_nodes: 63 | Time: 3.3609e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| +Index: 138 | Active_nodes: 63 | Time: 3.3622e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +Index: 100 | Active_nodes: 63 | Time: 3.3707e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| +Index: 557 | Active_nodes: 63 | Time: 3.3719e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| +Index: 112 | Active_nodes: 63 | Time: 3.3722e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| +Index: 355 | Active_nodes: 63 | Time: 3.3730e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| +Index: 331 | Active_nodes: 63 | Time: 3.3731e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1| +Index: 499 | Active_nodes: 63 | Time: 3.3739e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| +Index: 244 | Active_nodes: 63 | Time: 3.3744e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +Index: 79 | Active_nodes: 63 | Time: 3.3779e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| +Index: 2 | Active_nodes: 63 | Time: 3.3782e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 253 | Active_nodes: 63 | Time: 3.3785e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| +Index: 6 | Active_nodes: 63 | Time: 3.3790e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Index: 619 | Active_nodes: 63 | Time: 3.3791e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2| +Index: 120 | Active_nodes: 63 | Time: 3.3852e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Index: 130 | Active_nodes: 63 | Time: 3.3856e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +Index: 24 | Active_nodes: 63 | Time: 3.3857e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +Index: 469 | Active_nodes: 63 | Time: 3.3858e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| +Index: 685 | Active_nodes: 63 | Time: 3.3873e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| +Index: 481 | Active_nodes: 63 | Time: 3.3875e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 3| +Index: 145 | Active_nodes: 63 | Time: 3.3889e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +Index: 55 | Active_nodes: 63 | Time: 3.3936e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| +Index: 547 | Active_nodes: 63 | Time: 3.3958e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| +Index: 126 | Active_nodes: 63 | Time: 3.3992e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Index: 76 | Active_nodes: 63 | Time: 3.4002e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| +Index: 31 | Active_nodes: 63 | Time: 3.4006e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| +Index: 122 | Active_nodes: 63 | Time: 3.4006e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 193 | Active_nodes: 63 | Time: 3.4022e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| +Index: 667 | Active_nodes: 63 | Time: 3.4043e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| +Index: 661 | Active_nodes: 63 | Time: 3.4054e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| +Index: 12 | Active_nodes: 63 | Time: 3.4059e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +Index: 382 | Active_nodes: 63 | Time: 3.4077e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2| +Index: 96 | Active_nodes: 63 | Time: 3.4105e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +Index: 259 | Active_nodes: 63 | Time: 3.4107e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| +Index: 8 | Active_nodes: 63 | Time: 3.4111e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +Index: 376 | Active_nodes: 63 | Time: 3.4119e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2| +Index: 217 | Active_nodes: 63 | Time: 3.4128e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| +Index: 26 | Active_nodes: 63 | Time: 3.4137e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +Index: 14 | Active_nodes: 63 | Time: 3.4154e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +Index: 140 | Active_nodes: 63 | Time: 3.4164e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +Index: 709 | Active_nodes: 63 | Time: 3.4166e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| +Index: 265 | Active_nodes: 63 | Time: 3.4169e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +Index: 484 | Active_nodes: 63 | Time: 3.4192e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| +Index: 589 | Active_nodes: 63 | Time: 3.4217e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| +Index: 361 | Active_nodes: 63 | Time: 3.4219e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +Index: 505 | Active_nodes: 63 | Time: 3.4224e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 3| +Index: 187 | Active_nodes: 63 | Time: 3.4237e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| +Index: 673 | Active_nodes: 63 | Time: 3.4242e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| +Index: 451 | Active_nodes: 63 | Time: 3.4262e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| +Index: 181 | Active_nodes: 63 | Time: 3.4296e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| +Index: 90 | Active_nodes: 63 | Time: 3.4303e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| +Index: 148 | Active_nodes: 63 | Time: 3.4307e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| +Index: 42 | Active_nodes: 63 | Time: 3.4323e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| +Index: 267 | Active_nodes: 63 | Time: 3.4326e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| +Index: 457 | Active_nodes: 63 | Time: 3.4338e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| +Index: 240 | Active_nodes: 63 | Time: 3.4371e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +Index: 496 | Active_nodes: 63 | Time: 3.4376e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 2| +Index: 205 | Active_nodes: 63 | Time: 3.4380e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| +Index: 502 | Active_nodes: 63 | Time: 3.4394e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| +Index: 229 | Active_nodes: 63 | Time: 3.4409e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2| +Index: 46 | Active_nodes: 63 | Time: 3.4426e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| +Index: 571 | Active_nodes: 63 | Time: 3.4426e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| +Index: 595 | Active_nodes: 63 | Time: 3.4431e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +Index: 433 | Active_nodes: 63 | Time: 3.4432e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 2| +Index: 40 | Active_nodes: 63 | Time: 3.4441e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| +Index: 247 | Active_nodes: 63 | Time: 3.4445e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| +Index: 604 | Active_nodes: 63 | Time: 3.4451e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| +Index: 625 | Active_nodes: 63 | Time: 3.4452e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3| +Index: 114 | Active_nodes: 63 | Time: 3.4460e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| +Index: 211 | Active_nodes: 63 | Time: 3.4494e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 2| +Index: 475 | Active_nodes: 63 | Time: 3.4531e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| +Index: 616 | Active_nodes: 63 | Time: 3.4532e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| +Index: 268 | Active_nodes: 63 | Time: 3.4540e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| +Index: 98 | Active_nodes: 63 | Time: 3.4540e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| +Index: 132 | Active_nodes: 63 | Time: 3.4541e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +Index: 487 | Active_nodes: 63 | Time: 3.4543e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3| +Index: 691 | Active_nodes: 63 | Time: 3.4555e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| +Index: 553 | Active_nodes: 63 | Time: 3.4559e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2| +Index: 697 | Active_nodes: 63 | Time: 3.4570e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| +Index: 48 | Active_nodes: 63 | Time: 3.4583e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +Index: 622 | Active_nodes: 63 | Time: 3.4591e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| +Index: 577 | Active_nodes: 63 | Time: 3.4607e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| +Index: 52 | Active_nodes: 63 | Time: 3.4608e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| +Index: 607 | Active_nodes: 63 | Time: 3.4608e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3| +Index: 169 | Active_nodes: 63 | Time: 3.4611e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| +Index: 235 | Active_nodes: 63 | Time: 3.4624e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| +Index: 242 | Active_nodes: 63 | Time: 3.4638e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +Index: 715 | Active_nodes: 63 | Time: 3.4646e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +Index: 92 | Active_nodes: 63 | Time: 3.4664e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3| +Index: 102 | Active_nodes: 63 | Time: 3.4666e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| +Index: 30 | Active_nodes: 63 | Time: 3.4682e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +Index: 559 | Active_nodes: 63 | Time: 3.4693e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 2| +Index: 334 | Active_nodes: 63 | Time: 3.4726e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| +Index: 313 | Active_nodes: 63 | Time: 3.4727e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3| +Index: 367 | Active_nodes: 63 | Time: 3.4742e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| +Index: 424 | Active_nodes: 63 | Time: 3.4752e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| +Index: 128 | Active_nodes: 63 | Time: 3.4764e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +Index: 134 | Active_nodes: 63 | Time: 3.4768e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +Index: 517 | Active_nodes: 63 | Time: 3.4769e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| +Index: 439 | Active_nodes: 63 | Time: 3.4774e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2| +Index: 600 | Active_nodes: 63 | Time: 3.4797e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +Index: 360 | Active_nodes: 63 | Time: 3.4803e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +Index: 116 | Active_nodes: 63 | Time: 3.4808e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 3| +Index: 529 | Active_nodes: 63 | Time: 3.4813e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| +Index: 328 | Active_nodes: 63 | Time: 3.4814e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| +Index: 358 | Active_nodes: 63 | Time: 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3|4 -> 4|5 -> 5| +Index: 430 | Active_nodes: 63 | Time: 3.4908e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| +Index: 544 | Active_nodes: 63 | Time: 3.4968e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| +Index: 157 | Active_nodes: 63 | Time: 3.4981e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| +Index: 679 | Active_nodes: 63 | Time: 3.4996e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| +Index: 54 | Active_nodes: 63 | Time: 3.5011e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +Index: 72 | Active_nodes: 63 | Time: 3.5017e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +Index: 337 | Active_nodes: 63 | Time: 3.5019e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| +Index: 637 | Active_nodes: 63 | Time: 3.5033e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 2| +Index: 146 | Active_nodes: 63 | Time: 3.5033e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| +Index: 508 | Active_nodes: 63 | Time: 3.5036e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 3| +Index: 66 | Active_nodes: 63 | Time: 3.5059e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| +Index: 106 | Active_nodes: 63 | Time: 3.5068e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| +Index: 36 | Active_nodes: 63 | Time: 3.5082e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +Index: 264 | Active_nodes: 63 | Time: 3.5111e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +Index: 256 | Active_nodes: 63 | Time: 3.5123e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| +Index: 397 | Active_nodes: 63 | Time: 3.5127e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 2| +Index: 664 | Active_nodes: 63 | Time: 3.5134e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| +Index: 550 | Active_nodes: 63 | Time: 3.5141e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| +Index: 454 | Active_nodes: 63 | Time: 3.5142e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +Index: 163 | Active_nodes: 63 | Time: 3.5149e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| +Index: 602 | Active_nodes: 63 | Time: 3.5150e-04s | 0 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2|4 -> 0|5 -> 1| +Index: 362 | Active_nodes: 63 | Time: 3.5481e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| +Index: 409 | Active_nodes: 63 | Time: 3.5484e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| +Index: 598 | Active_nodes: 63 | Time: 3.5488e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +Index: 216 | Active_nodes: 63 | Time: 3.5498e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| +Index: 624 | Active_nodes: 63 | Time: 3.5511e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| +Index: 289 | Active_nodes: 63 | Time: 3.5532e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| +Index: 319 | Active_nodes: 63 | Time: 3.5535e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 3| +Index: 168 | Active_nodes: 63 | Time: 3.5558e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| +Index: 58 | Active_nodes: 63 | Time: 3.5560e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| +Index: 436 | Active_nodes: 63 | Time: 3.5580e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 2| +Index: 50 | Active_nodes: 63 | Time: 3.5594e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| +Index: 384 | Active_nodes: 63 | Time: 3.5596e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| +Index: 511 | Active_nodes: 63 | Time: 3.5598e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 3| +Index: 151 | Active_nodes: 63 | Time: 3.5622e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| +Index: 388 | Active_nodes: 63 | Time: 3.5633e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| +Index: 556 | Active_nodes: 63 | Time: 3.5640e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| +Index: 60 | Active_nodes: 63 | Time: 3.5642e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| +Index: 535 | Active_nodes: 63 | Time: 3.5647e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 3| +Index: 310 | Active_nodes: 63 | Time: 3.5650e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| +Index: 460 | Active_nodes: 63 | Time: 3.5655e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 2| +Index: 252 | Active_nodes: 63 | Time: 3.5662e-04s | 0 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3.8402e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| +Index: 394 | Active_nodes: 63 | Time: 3.8429e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| +Index: 516 | Active_nodes: 63 | Time: 3.8440e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| +Index: 434 | Active_nodes: 63 | Time: 3.8448e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| +Index: 530 | Active_nodes: 63 | Time: 3.8460e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| +Index: 314 | Active_nodes: 63 | Time: 3.8470e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| +Index: 658 | Active_nodes: 63 | Time: 3.8485e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| +Index: 284 | Active_nodes: 63 | Time: 3.8497e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| +Index: 554 | Active_nodes: 63 | Time: 3.8510e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| +Index: 158 | Active_nodes: 63 | Time: 3.8517e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| +Index: 178 | Active_nodes: 63 | Time: 3.8519e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| +Index: 668 | Active_nodes: 63 | Time: 3.8541e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| +Index: 224 | Active_nodes: 63 | Time: 3.8555e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| +Index: 230 | Active_nodes: 63 | Time: 3.8568e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| +Index: 660 | Active_nodes: 63 | Time: 3.8575e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| +Index: 204 | Active_nodes: 63 | Time: 3.8592e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| +Index: 710 | Active_nodes: 63 | Time: 3.8609e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +Index: 704 | Active_nodes: 63 | Time: 3.8637e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +Index: 590 | Active_nodes: 63 | Time: 3.8638e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +Index: 684 | Active_nodes: 63 | Time: 3.8723e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| +Index: 308 | Active_nodes: 63 | Time: 3.8733e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| +Index: 300 | Active_nodes: 63 | Time: 3.8741e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| +Index: 404 | Active_nodes: 63 | Time: 3.8745e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| +Index: 278 | Active_nodes: 63 | Time: 3.8751e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| +Index: 584 | Active_nodes: 63 | Time: 3.8763e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +Index: 324 | Active_nodes: 63 | Time: 3.8796e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| +Index: 176 | Active_nodes: 63 | Time: 3.8819e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| +Index: 272 | Active_nodes: 63 | Time: 3.8837e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| +Index: 632 | Active_nodes: 63 | Time: 3.8847e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| +Index: 298 | Active_nodes: 63 | Time: 3.8848e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| +Index: 708 | Active_nodes: 63 | Time: 3.8892e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| +Index: 418 | Active_nodes: 63 | Time: 3.8901e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| +Index: 428 | Active_nodes: 63 | Time: 3.8917e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| +Index: 350 | Active_nodes: 63 | Time: 3.8956e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| +Index: 420 | Active_nodes: 63 | Time: 3.8996e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| +Index: 540 | Active_nodes: 63 | Time: 3.9088e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| +Index: 344 | Active_nodes: 63 | Time: 3.9105e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| +Index: 182 | Active_nodes: 63 | Time: 3.9141e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| +Index: 564 | Active_nodes: 63 | Time: 3.9142e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +Index: 638 | Active_nodes: 63 | Time: 3.9143e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| +Index: 656 | Active_nodes: 63 | Time: 3.9231e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| +Index: 444 | Active_nodes: 63 | Time: 3.9239e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +Index: 470 | Active_nodes: 63 | Time: 3.9248e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +Index: 468 | Active_nodes: 63 | Time: 3.9248e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| +Index: 464 | Active_nodes: 63 | Time: 3.9323e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| +Index: 392 | Active_nodes: 63 | Time: 3.9337e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| +Index: 662 | Active_nodes: 63 | Time: 3.9347e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| +Index: 206 | Active_nodes: 63 | Time: 3.9465e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| +Index: 512 | Active_nodes: 63 | Time: 3.9492e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| +Index: 416 | Active_nodes: 63 | Time: 3.9506e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| +Index: 686 | Active_nodes: 63 | Time: 3.9516e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +Index: 200 | Active_nodes: 63 | Time: 3.9541e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| +Index: 398 | Active_nodes: 63 | Time: 3.9547e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| +Index: 302 | Active_nodes: 63 | Time: 3.9600e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| +Index: 518 | Active_nodes: 63 | Time: 3.9607e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| +Index: 326 | Active_nodes: 63 | Time: 3.9678e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| +Index: 320 | Active_nodes: 63 | Time: 3.9715e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| +Index: 422 | Active_nodes: 63 | Time: 3.9745e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| +Index: 296 | Active_nodes: 63 | Time: 3.9797e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| +Index: 680 | Active_nodes: 63 | Time: 3.9811e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| +Index: 446 | Active_nodes: 63 | Time: 3.9871e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +Index: 536 | Active_nodes: 63 | Time: 3.9906e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| +Index: 542 | Active_nodes: 63 | Time: 3.9916e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| +Index: 566 | Active_nodes: 63 | Time: 3.9972e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +Index: 560 | Active_nodes: 63 | Time: 4.0100e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| +Index: 440 | Active_nodes: 63 | Time: 4.0113e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| ........................... -Average time: 5.7835e-05s +Average time: 3.4313e-04s ________________________________________________________________________________________________ -execution time of: 4.3476e-05s: Index: 167 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -execution time of: 4.3541e-05s: Index: 287 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -execution time of: 4.3860e-05s: Index: 159 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -execution time of: 4.4023e-05s: Index: 273 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -execution time of: 4.4193e-05s: Index: 155 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -execution time of: 4.4193e-05s: Index: 279 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -execution time of: 4.4213e-05s: Index: 165 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -execution time of: 4.4228e-05s: Index: 177 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -execution time of: 4.4293e-05s: Index: 275 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -execution time of: 4.4515e-05s: Index: 179 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -execution time of: 4.4790e-05s: Index: 281 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -execution time of: 4.4793e-05s: Index: 201 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -execution time of: 4.4966e-05s: Index: 183 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -execution time of: 4.5050e-05s: Index: 161 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -execution time of: 4.5270e-05s: Index: 189 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -execution time of: 4.5275e-05s: Index: 225 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -execution time of: 4.5418e-05s: Index: 153 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -execution time of: 4.5431e-05s: Index: 395 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -execution time of: 4.5506e-05s: Index: 227 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -execution time of: 4.5563e-05s: Index: 299 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -execution time of: 4.5588e-05s: Index: 419 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -execution time of: 4.5611e-05s: Index: 393 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -execution time of: 4.5718e-05s: Index: 45 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -execution time of: 4.5720e-05s: Index: 321 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -execution time of: 4.5745e-05s: Index: 35 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -execution time of: 4.5808e-05s: Index: 537 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -execution time of: 4.5860e-05s: Index: 191 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -execution time of: 4.5873e-05s: Index: 513 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -execution time of: 4.5983e-05s: Index: 399 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -execution time of: 4.5998e-05s: Index: 203 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -execution time of: 4.6100e-05s: Index: 185 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -execution time of: 4.6138e-05s: Index: 47 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -execution time of: 4.6228e-05s: Index: 215 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -execution time of: 4.6253e-05s: Index: 39 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -execution time of: 4.6265e-05s: Index: 239 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -execution time of: 4.6298e-05s: Index: 33 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -execution time of: 4.6418e-05s: Index: 519 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -execution time of: 4.6446e-05s: Index: 297 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -execution time of: 4.6503e-05s: Index: 515 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -execution time of: 4.6553e-05s: Index: 209 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -execution time of: 4.6601e-05s: Index: 527 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -execution time of: 4.6603e-05s: Index: 237 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -execution time of: 4.6605e-05s: Index: 231 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -execution time of: 4.6645e-05s: Index: 309 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -execution time of: 4.6656e-05s: Index: 213 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -execution time of: 4.6696e-05s: Index: 633 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -execution time of: 4.6698e-05s: Index: 407 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -execution time of: 4.6718e-05s: Index: 303 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -execution time of: 4.6908e-05s: Index: 285 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -execution time of: 4.6983e-05s: Index: 347 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -execution time of: 4.7093e-05s: Index: 525 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -execution time of: 4.7161e-05s: Index: 345 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -execution time of: 4.7168e-05s: Index: 561 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -execution time of: 4.7198e-05s: Index: 543 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -execution time of: 4.7231e-05s: Index: 41 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -execution time of: 4.7288e-05s: Index: 635 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -execution time of: 4.7396e-05s: Index: 81 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -execution time of: 4.7473e-05s: Index: 567 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -execution time of: 4.7528e-05s: Index: 681 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -execution time of: 4.7548e-05s: Index: 107 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -execution time of: 4.7571e-05s: Index: 639 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -execution time of: 4.7588e-05s: Index: 327 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -execution time of: 4.7598e-05s: Index: 659 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -execution time of: 4.7636e-05s: Index: 311 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -execution time of: 4.7651e-05s: Index: 69 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -execution time of: 4.7680e-05s: Index: 441 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -execution time of: 4.7710e-05s: Index: 423 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -execution time of: 4.7721e-05s: Index: 63 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -execution time of: 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6.6858e-05s: Index: 470 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -execution time of: 6.6871e-05s: Index: 158 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -execution time of: 6.6883e-05s: Index: 390 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -execution time of: 6.6894e-05s: Index: 438 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -execution time of: 6.6929e-05s: Index: 704 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -execution time of: 6.6936e-05s: Index: 644 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -execution time of: 6.6951e-05s: Index: 314 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -execution time of: 6.6951e-05s: Index: 298 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -execution time of: 6.6956e-05s: Index: 648 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -execution time of: 6.6973e-05s: Index: 494 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -execution time of: 6.6988e-05s: Index: 182 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -execution time of: 6.6996e-05s: Index: 642 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -execution time of: 6.7091e-05s: Index: 674 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -execution time of: 6.7208e-05s: Index: 654 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -execution time of: 6.7213e-05s: Index: 344 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -execution time of: 6.7269e-05s: Index: 404 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -execution time of: 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6.7656e-05s: Index: 296 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -execution time of: 6.7686e-05s: Index: 446 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -execution time of: 6.7808e-05s: Index: 420 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -execution time of: 6.7896e-05s: Index: 686 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -execution time of: 6.7936e-05s: Index: 554 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -execution time of: 6.7969e-05s: Index: 388 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -execution time of: 6.8038e-05s: Index: 464 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -execution time of: 6.8106e-05s: Index: 542 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -execution time of: 6.8293e-05s: Index: 278 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -execution time of: 6.8338e-05s: Index: 118 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -execution time of: 6.8386e-05s: Index: 290 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -execution time of: 6.8403e-05s: Index: 422 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -execution time of: 6.8411e-05s: Index: 272 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -execution time of: 6.8433e-05s: Index: 200 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -execution time of: 6.8441e-05s: Index: 444 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -execution time of: 6.8531e-05s: Index: 318 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -execution time of: 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6.9166e-05s: Index: 416 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -execution time of: 6.9288e-05s: Index: 632 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -execution time of: 6.9476e-05s: Index: 650 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -execution time of: 6.9526e-05s: Index: 564 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -execution time of: 6.9653e-05s: Index: 680 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -execution time of: 6.9843e-05s: Index: 536 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -execution time of: 6.9866e-05s: Index: 320 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -execution time of: 7.0313e-05s: Index: 392 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -execution time of: 7.0428e-05s: Index: 181 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -execution time of: 7.0988e-05s: Index: 326 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -execution time of: 7.1208e-05s: Index: 206 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -execution time of: 7.1363e-05s: Index: 440 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -execution time of: 7.1441e-05s: Index: 176 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -execution time of: 7.2323e-05s: Index: 175 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -execution time of: 7.2418e-05s: Index: 315 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -execution time of: 7.2558e-05s: Index: 560 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -execution time of: 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-> 0|5 -> 3| + +execution time of: 3.8077e-04s: Index: 524 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| + +execution time of: 3.8103e-04s: Index: 410 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| + +execution time of: 3.8109e-04s: Index: 432 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| + +execution time of: 3.8119e-04s: Index: 274 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| + +execution time of: 3.8127e-04s: Index: 322 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| + +execution time of: 3.8168e-04s: Index: 348 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 4| + +execution time of: 3.8190e-04s: Index: 426 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| + +execution time of: 3.8211e-04s: Index: 396 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| + +execution time of: 3.8217e-04s: Index: 538 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| + +execution time of: 3.8221e-04s: Index: 644 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| + +execution time of: 3.8339e-04s: Index: 548 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| + +execution time of: 3.8341e-04s: Index: 152 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| + +execution time of: 3.8354e-04s: Index: 188 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 4| + +execution time of: 3.8388e-04s: Index: 438 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| + +execution time of: 3.8402e-04s: Index: 558 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| + +execution time of: 3.8429e-04s: Index: 394 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| + +execution time of: 3.8440e-04s: Index: 516 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| + +execution time of: 3.8448e-04s: Index: 434 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| + +execution time of: 3.8460e-04s: Index: 530 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| + +execution time of: 3.8470e-04s: Index: 314 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| + +execution time of: 3.8485e-04s: Index: 658 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| + +execution time of: 3.8497e-04s: Index: 284 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| + +execution time of: 3.8510e-04s: Index: 554 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| + +execution time of: 3.8517e-04s: Index: 158 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| + +execution time of: 3.8519e-04s: Index: 178 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| + +execution time of: 3.8541e-04s: Index: 668 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| + +execution time of: 3.8555e-04s: Index: 224 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| + +execution time of: 3.8568e-04s: Index: 230 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| + +execution time of: 3.8575e-04s: Index: 660 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| + +execution time of: 3.8592e-04s: Index: 204 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| + +execution time of: 3.8609e-04s: Index: 710 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| + +execution time of: 3.8637e-04s: Index: 704 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| + +execution time of: 3.8638e-04s: Index: 590 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| + +execution time of: 3.8723e-04s: Index: 684 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| + +execution time of: 3.8733e-04s: Index: 308 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| + +execution time of: 3.8741e-04s: Index: 300 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| + +execution time of: 3.8745e-04s: Index: 404 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| + +execution time of: 3.8751e-04s: Index: 278 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| + +execution time of: 3.8763e-04s: Index: 584 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| + +execution time of: 3.8796e-04s: Index: 324 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| + +execution time of: 3.8819e-04s: Index: 176 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| + +execution time of: 3.8837e-04s: Index: 272 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| + +execution time of: 3.8847e-04s: Index: 632 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| + +execution time of: 3.8848e-04s: Index: 298 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| + +execution time of: 3.8892e-04s: Index: 708 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| + +execution time of: 3.8901e-04s: Index: 418 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| + +execution time of: 3.8917e-04s: Index: 428 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| + +execution time of: 3.8956e-04s: Index: 350 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| + +execution time of: 3.8996e-04s: Index: 420 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| + +execution time of: 3.9088e-04s: Index: 540 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| + +execution time of: 3.9105e-04s: Index: 344 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| + +execution time of: 3.9141e-04s: Index: 182 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| + +execution time of: 3.9142e-04s: Index: 564 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| + +execution time of: 3.9143e-04s: Index: 638 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| + +execution time of: 3.9231e-04s: Index: 656 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| + +execution time of: 3.9239e-04s: Index: 444 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| + +execution time of: 3.9248e-04s: Index: 470 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| + +execution time of: 3.9248e-04s: Index: 468 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| + +execution time of: 3.9323e-04s: Index: 464 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| + +execution time of: 3.9337e-04s: Index: 392 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| + +execution time of: 3.9347e-04s: Index: 662 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| + +execution time of: 3.9465e-04s: Index: 206 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| + +execution time of: 3.9492e-04s: Index: 512 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| + +execution time of: 3.9506e-04s: Index: 416 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| + +execution time of: 3.9516e-04s: Index: 686 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| + +execution time of: 3.9541e-04s: Index: 200 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| + +execution time of: 3.9547e-04s: Index: 398 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| + +execution time of: 3.9600e-04s: Index: 302 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| + +execution time of: 3.9607e-04s: Index: 518 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| + +execution time of: 3.9678e-04s: Index: 326 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| + +execution time of: 3.9715e-04s: Index: 320 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| + +execution time of: 3.9745e-04s: Index: 422 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| + +execution time of: 3.9797e-04s: Index: 296 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| + +execution time of: 3.9811e-04s: Index: 680 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| + +execution time of: 3.9871e-04s: Index: 446 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| + +execution time of: 3.9906e-04s: Index: 536 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| + +execution time of: 3.9916e-04s: Index: 542 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| + +execution time of: 3.9972e-04s: Index: 566 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| + +execution time of: 4.0100e-04s: Index: 560 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| + +execution time of: 4.0113e-04s: Index: 440 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| + ________________________________________________________________________________________________ diff --git a/test/BenchmarkQuasm/results/ae_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/ae_indep_qiskit_controls.txt index a91529f3..121a3301 100644 --- a/test/BenchmarkQuasm/results/ae_indep_qiskit_controls.txt +++ b/test/BenchmarkQuasm/results/ae_indep_qiskit_controls.txt @@ -12,15 +12,14 @@ Start Simulation of ae_indep_qiskit_2___________________________________________ 9: 0 | 10: | 1 o: 0 1 -Q: 0 w: 3 | Q: 1 w: 1 | Computed Permutation: ................0 -> 1|1 -> 0| Original Permutation: ................0 -> 0|1 -> 1| -Identity Duration: 3.4875e-06s............................. -Permuted Duration: 2.9650e-06s............................. +Identity Duration: 2.9864e-05s............................. +Permuted Duration: 2.5533e-05s............................. Identity active_nodes: 3 ...................................... Permuted active_nodes: 3 ...................................... -Identity max_nodes: 9 ...................................... -Permuted max_nodes: 9 ...................................... +Identity max_nodes: 6 ...................................... +Permuted max_nodes: 6 ...................................... ________________________________________________________________________________________________ Start Simulation of ae_indep_qiskit_3__________________________________________________ @@ -45,15 +44,14 @@ Start Simulation of ae_indep_qiskit_3___________________________________________ 17:...|...1...| 18:...|...|...2 .o:...0...1...2 -Q: 0 w: 4 | Q: 1 w: 3 | Q: 2 w: 1 | Computed Permutation: .........0 -> 2|1 -> 1|2 -> 0| Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 8.1628e-06s............................. -Permuted Duration: 6.8200e-06s............................. +Identity Duration: 6.3287e-05s............................. +Permuted Duration: 5.4900e-05s............................. Identity active_nodes: 7 ...................................... Permuted active_nodes: 7 ...................................... -Identity max_nodes: 21 ...................................... -Permuted max_nodes: 21 ...................................... +Identity max_nodes: 14 ...................................... +Permuted max_nodes: 14 ...................................... ________________________________________________________________________________________________ Start Simulation of ae_indep_qiskit_4__________________________________________________ @@ -87,15 +85,14 @@ Start Simulation of ae_indep_qiskit_4___________________________________________ 26:...|...|...2...| 27:...|...|...|...3 .o:...0...1...2...3 -Q: 0 w: 5 | Q: 1 w: 4 | Q: 2 w: 3 | Q: 3 w: 1 | Computed Permutation: ..0 -> 3|1 -> 2|2 -> 1|3 -> 0| Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Identity Duration: 1.5640e-05s............................. -Permuted Duration: 1.3368e-05s............................. +Identity Duration: 1.1332e-04s............................. +Permuted Duration: 9.8813e-05s............................. Identity active_nodes: 15 ...................................... Permuted active_nodes: 15 ...................................... -Identity max_nodes: 45 ...................................... -Permuted max_nodes: 45 ...................................... +Identity max_nodes: 30 ...................................... +Permuted max_nodes: 30 ...................................... ________________________________________________________________________________________________ Start Simulation of ae_indep_qiskit_5__________________________________________________ @@ -139,15 +136,14 @@ Start Simulation of ae_indep_qiskit_5___________________________________________ 36:...|...|...|...3...| 37:...|...|...|...|...4 .o:...0...1...2...3...4 -Q: 0 w: 6 | Q: 1 w: 5 | Q: 2 w: 4 | Q: 3 w: 3 | Q: 4 w: 1 | Computed Permutation: 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: 3.0155e-05s............................. -Permuted Duration: 2.6248e-05s............................. +Identity Duration: 1.9200e-04s............................. +Permuted Duration: 1.7266e-04s............................. Identity active_nodes: 31 ...................................... Permuted active_nodes: 31 ...................................... -Identity max_nodes: 93 ...................................... -Permuted max_nodes: 93 ...................................... +Identity max_nodes: 62 ...................................... +Permuted max_nodes: 62 ...................................... ________________________________________________________________________________________________ Start Simulation of ae_indep_qiskit_6__________________________________________________ @@ -202,89 +198,13 @@ Start Simulation of ae_indep_qiskit_6___________________________________________ 47:...|...|...|...|...4...| 48:...|...|...|...|...|...5 .o:...0...1...2...3...4...5 -Q: 0 w: 7 | Q: 1 w: 6 | Q: 2 w: 5 | Q: 3 w: 4 | Q: 4 w: 3 | Q: 5 w: 1 | Computed Permutation: 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Identity Duration: 6.1353e-05s............................. -Permuted Duration: 5.5831e-05s............................. +Identity Duration: 3.3127e-04s............................. +Permuted Duration: 3.1632e-04s............................. Identity active_nodes: 63 ...................................... Permuted active_nodes: 63 ...................................... -Identity max_nodes: 189...................................... -Permuted max_nodes: 189...................................... -________________________________________________________________________________________________ - -Start Simulation of ae_indep_qiskit_7__________________________________________________ - -.i:...0...1...2...3...4...5...6 -.1:...h...|...|...|...|...|...| -.2:...|...h...|...|...|...|...| -.3:...|...|...h...|...|...|...| -.4:...|...|...|...h...|...|...| -.5:...|...|...|...|...h...|...| -.6:...|...|...|...|...|...h...| -.7:...|...|...|...|...|...|..ry p: (9.2730e-01) -.8:...c...|...|...|...|...|...x -.9:...|...|...|...|...|...|..ry p: (-9.2730e-01) -10:...c...|...|...|...|...|...x -11:...|...|...|...|...|...|..ry p: (9.2730e-01) -12:...|...c...|...|...|...|...x -13:...|...|...|...|...|...|..ry p: (-1.8546e+00) -14:...|...c...|...|...|...|...x -15:...|...|...|...|...|...|..ry p: (1.8546e+00) -16:...|...|...c...|...|...|...x -17:...|...|...|...|...|...|..ry p: (-3.7092e+00) -18:...|...|...c...|...|...|...x -19:...|...|...|...|...|...|...u p: (2.5740e+00) (-3.1416e+00) (-3.1416e+00) -20:...|...|...|...c...|...|...x -21:...|...|...|...|...|...|..ry p: (-7.4184e+00) -22:...|...|...|...c...|...|...x -23:...|...|...|...|...|...|..ry p: (1.1352e+00) -24:...|...|...|...|...c...|...x -25:...|...|...|...|...|...|..ry p: (-1.4837e+01) -26:...|...|...|...|...c...|...x -27:...|...|...|...|...|...|..ry p: (2.2704e+00) -28:...|...|...|...|...|...c...x -29:...|...|...|...|...|...|..ry p: (-2.9673e+01) -30:...|...|...|...|...|...c...x -31:...|...|...|...|...|...h...| -32:...|...|...|...|...c.sdg...| -33:...|...|...|...c...|.tdg...| -34:...|...|...c...|...|...p...| p: (-3.9270e-01) -35:...|...c...|...|...|...p...| p: (-1.9635e-01) -36:...c...|...|...|...|...p...| p: (-9.8175e-02) -37:...|...|...|...|...h...|...| -38:...|...|...|...c.sdg...|...| -39:...|...|...c...|.tdg...|...| -40:...|...c...|...|...p...|...| p: (-3.9270e-01) -41:...c...|...|...|...p...|...| p: (-1.9635e-01) -42:...|...|...|...h...|...|...| -43:...|...|...c.sdg...|...|...| -44:...|...c...|.tdg...|...|...| -45:...c...|...|...p...|...|...| p: (-3.9270e-01) -46:...|...|...h...|...|...|...| -47:...|...c.sdg...|...|...|...| -48:...c...|.tdg...|...|...|...| -49:...|...h...|...|...|...|...| -50:...c.sdg...|...|...|...|...| -51:...h...|...|...|...|...|...| -52:...|...|...|...|...|...|..ry p: (2.9673e+01) -53:============================ -54:...0...|...|...|...|...|...| -55:...|...1...|...|...|...|...| -56:...|...|...2...|...|...|...| -57:...|...|...|...3...|...|...| -58:...|...|...|...|...4...|...| -59:...|...|...|...|...|...5...| -60:...|...|...|...|...|...|...6 -.o:...0...1...2...3...4...5...6 -Q: 0 w: 8 | Q: 1 w: 7 | Q: 2 w: 6 | Q: 3 w: 5 | Q: 4 w: 4 | Q: 5 w: 3 | Q: 6 w: 1 | -Computed Permutation: 0 -> 6|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1|6 -> 0| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Identity Duration: 1.1841e-04s............................. -Permuted Duration: 1.0928e-04s............................. -Identity active_nodes: 127...................................... -Permuted active_nodes: 127...................................... -Identity max_nodes: 381...................................... -Permuted max_nodes: 381...................................... +Identity max_nodes: 126...................................... +Permuted max_nodes: 126...................................... ________________________________________________________________________________________________ diff --git a/test/BenchmarkQuasm/results/ae_indep_qiskit_gates.txt b/test/BenchmarkQuasm/results/ae_indep_qiskit_gates.txt deleted file mode 100644 index 61a1b7d0..00000000 --- a/test/BenchmarkQuasm/results/ae_indep_qiskit_gates.txt +++ /dev/null @@ -1,284 +0,0 @@ -Start Simulation of ae_indep_qiskit_2__________________________________________________ - - i: 0 1 - 1: h | - 2: | ry p: (0.927295) - 3: c x - 4: | ry p: (-0.927295) - 5: c x - 6: h | - 7: | ry p: (0.927295) - 8:======== - 9: 0 | -10: | 1 - o: 0 1 -Computed Permutation: ................0 -> 0|1 -> 1| -Original Permutation: ................0 -> 0|1 -> 1| -Identity Duration: 6.9025e-06s............................. -Permuted Duration: 6.9078e-06s............................. -Identity active_nodes: 3 ...................................... -Permuted active_nodes: 3 ...................................... -Identity max_nodes: 9 ...................................... -Permuted max_nodes: 9 ...................................... -________________________________________________________________________________________________ - -Start Simulation of ae_indep_qiskit_3__________________________________________________ - -.i:...0...1...2 -.1:...h...|...| -.2:...|...h...| -.3:...|...|..ry p: (9.2730e-01) -.4:...c...|...x -.5:...|...|..ry p: (-9.2730e-01) -.6:...c...|...x -.7:...|...|..ry p: (9.2730e-01) -.8:...|...c...x -.9:...|...|..ry p: (-1.8546e+00) -10:...|...c...x -11:...|...h...| -12:...c.sdg...| -13:...h...|...| -14:...|...|..ry p: (1.8546e+00) -15:============ -16:...0...|...| -17:...|...1...| -18:...|...|...2 -.o:...0...1...2 -Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 7.7852e-06s............................. -Permuted Duration: 7.7975e-06s............................. -Identity active_nodes: 7 ...................................... -Permuted active_nodes: 7 ...................................... -Identity max_nodes: 21 ...................................... -Permuted max_nodes: 21 ...................................... -________________________________________________________________________________________________ - -Start Simulation of ae_indep_qiskit_4__________________________________________________ - -.i:...0...1...2...3 -.1:...h...|...|...| -.2:...|...h...|...| -.3:...|...|...h...| -.4:...|...|...|..ry p: (9.2730e-01) -.5:...c...|...|...x -.6:...|...|...|..ry p: (-9.2730e-01) -.7:...c...|...|...x -.8:...|...|...|..ry p: (9.2730e-01) -.9:...|...c...|...x -10:...|...|...|..ry p: (-1.8546e+00) -11:...|...c...|...x -12:...|...|...|..ry p: (1.8546e+00) -13:...|...|...c...x -14:...|...|...|..ry p: (-3.7092e+00) -15:...|...|...c...x -16:...|...|...h...| -17:...|...c.sdg...| -18:...c...|.tdg...| -19:...|...h...|...| -20:...c.sdg...|...| -21:...h...|...|...| -22:...|...|...|..ry p: (3.7092e+00) -23:================ -24:...0...|...|...| -25:...|...1...|...| -26:...|...|...2...| -27:...|...|...|...3 -.o:...0...1...2...3 -Computed Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Identity Duration: 1.4415e-05s............................. -Permuted Duration: 1.4380e-05s............................. -Identity active_nodes: 15 ...................................... -Permuted active_nodes: 15 ...................................... -Identity max_nodes: 45 ...................................... -Permuted max_nodes: 45 ...................................... -________________________________________________________________________________________________ - -Start Simulation of ae_indep_qiskit_5__________________________________________________ - -.i:...0...1...2...3...4 -.1:...h...|...|...|...| -.2:...|...h...|...|...| -.3:...|...|...h...|...| -.4:...|...|...|...h...| -.5:...|...|...|...|..ry p: (9.2730e-01) -.6:...c...|...|...|...x -.7:...|...|...|...|..ry p: (-9.2730e-01) -.8:...c...|...|...|...x -.9:...|...|...|...|..ry p: (9.2730e-01) -10:...|...c...|...|...x -11:...|...|...|...|..ry p: (-1.8546e+00) -12:...|...c...|...|...x -13:...|...|...|...|..ry p: (1.8546e+00) -14:...|...|...c...|...x -15:...|...|...|...|..ry p: (-3.7092e+00) -16:...|...|...c...|...x -17:...|...|...|...|...u p: (2.5740e+00) (-3.1416e+00) (-3.1416e+00) -18:...|...|...|...c...x -19:...|...|...|...|..ry p: (-7.4184e+00) -20:...|...|...|...c...x -21:...|...|...|...h...| -22:...|...|...c.sdg...| -23:...|...c...|.tdg...| -24:...c...|...|...p...| p: (-3.9270e-01) -25:...|...|...h...|...| -26:...|...c.sdg...|...| -27:...c...|.tdg...|...| -28:...|...h...|...|...| -29:...c.sdg...|...|...| -30:...h...|...|...|...| -31:...|...|...|...|..ry p: (7.4184e+00) -32:==================== -33:...0...|...|...|...| -34:...|...1...|...|...| -35:...|...|...2...|...| -36:...|...|...|...3...| -37:...|...|...|...|...4 -.o:...0...1...2...3...4 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: 2.7373e-05s............................. -Permuted Duration: 2.6838e-05s............................. -Identity active_nodes: 31 ...................................... -Permuted active_nodes: 31 ...................................... -Identity max_nodes: 93 ...................................... -Permuted max_nodes: 93 ...................................... -________________________________________________________________________________________________ - -Start Simulation of ae_indep_qiskit_6__________________________________________________ - -.i:...0...1...2...3...4...5 -.1:...h...|...|...|...|...| -.2:...|...h...|...|...|...| -.3:...|...|...h...|...|...| -.4:...|...|...|...h...|...| -.5:...|...|...|...|...h...| -.6:...|...|...|...|...|..ry p: (9.2730e-01) -.7:...c...|...|...|...|...x -.8:...|...|...|...|...|..ry p: (-9.2730e-01) -.9:...c...|...|...|...|...x -10:...|...|...|...|...|..ry p: (9.2730e-01) -11:...|...c...|...|...|...x -12:...|...|...|...|...|..ry p: (-1.8546e+00) -13:...|...c...|...|...|...x -14:...|...|...|...|...|..ry p: (1.8546e+00) -15:...|...|...c...|...|...x -16:...|...|...|...|...|..ry p: (-3.7092e+00) -17:...|...|...c...|...|...x -18:...|...|...|...|...|...u p: (2.5740e+00) (-3.1416e+00) (-3.1416e+00) -19:...|...|...|...c...|...x -20:...|...|...|...|...|..ry p: (-7.4184e+00) -21:...|...|...|...c...|...x -22:...|...|...|...|...|..ry p: (1.1352e+00) -23:...|...|...|...|...c...x -24:...|...|...|...|...|..ry p: (-1.4837e+01) -25:...|...|...|...|...c...x -26:...|...|...|...|...h...| -27:...|...|...|...c.sdg...| -28:...|...|...c...|.tdg...| -29:...|...c...|...|...p...| p: (-3.9270e-01) -30:...c...|...|...|...p...| p: (-1.9635e-01) -31:...|...|...|...h...|...| -32:...|...|...c.sdg...|...| -33:...|...c...|.tdg...|...| -34:...c...|...|...p...|...| p: (-3.9270e-01) -35:...|...|...h...|...|...| -36:...|...c.sdg...|...|...| -37:...c...|.tdg...|...|...| -38:...|...h...|...|...|...| -39:...c.sdg...|...|...|...| -40:...h...|...|...|...|...| -41:...|...|...|...|...|..ry p: (1.4837e+01) -42:======================== -43:...0...|...|...|...|...| -44:...|...1...|...|...|...| -45:...|...|...2...|...|...| -46:...|...|...|...3...|...| -47:...|...|...|...|...4...| -48:...|...|...|...|...|...5 -.o:...0...1...2...3...4...5 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Identity Duration: 5.4546e-05s............................. -Permuted Duration: 5.4413e-05s............................. -Identity active_nodes: 63 ...................................... -Permuted active_nodes: 63 ...................................... -Identity max_nodes: 189...................................... -Permuted max_nodes: 189...................................... -________________________________________________________________________________________________ - -Start Simulation of ae_indep_qiskit_7__________________________________________________ - -.i:...0...1...2...3...4...5...6 -.1:...h...|...|...|...|...|...| -.2:...|...h...|...|...|...|...| -.3:...|...|...h...|...|...|...| -.4:...|...|...|...h...|...|...| -.5:...|...|...|...|...h...|...| -.6:...|...|...|...|...|...h...| -.7:...|...|...|...|...|...|..ry p: (9.2730e-01) -.8:...c...|...|...|...|...|...x -.9:...|...|...|...|...|...|..ry p: (-9.2730e-01) -10:...c...|...|...|...|...|...x -11:...|...|...|...|...|...|..ry p: (9.2730e-01) -12:...|...c...|...|...|...|...x -13:...|...|...|...|...|...|..ry p: (-1.8546e+00) -14:...|...c...|...|...|...|...x -15:...|...|...|...|...|...|..ry p: (1.8546e+00) -16:...|...|...c...|...|...|...x -17:...|...|...|...|...|...|..ry p: (-3.7092e+00) -18:...|...|...c...|...|...|...x -19:...|...|...|...|...|...|...u p: (2.5740e+00) (-3.1416e+00) (-3.1416e+00) -20:...|...|...|...c...|...|...x -21:...|...|...|...|...|...|..ry p: (-7.4184e+00) -22:...|...|...|...c...|...|...x -23:...|...|...|...|...|...|..ry p: (1.1352e+00) -24:...|...|...|...|...c...|...x -25:...|...|...|...|...|...|..ry p: (-1.4837e+01) -26:...|...|...|...|...c...|...x -27:...|...|...|...|...|...|..ry p: (2.2704e+00) -28:...|...|...|...|...|...c...x -29:...|...|...|...|...|...|..ry p: (-2.9673e+01) -30:...|...|...|...|...|...c...x -31:...|...|...|...|...|...h...| -32:...|...|...|...|...c.sdg...| -33:...|...|...|...c...|.tdg...| -34:...|...|...c...|...|...p...| p: (-3.9270e-01) -35:...|...c...|...|...|...p...| p: (-1.9635e-01) -36:...c...|...|...|...|...p...| p: (-9.8175e-02) -37:...|...|...|...|...h...|...| -38:...|...|...|...c.sdg...|...| -39:...|...|...c...|.tdg...|...| -40:...|...c...|...|...p...|...| p: (-3.9270e-01) -41:...c...|...|...|...p...|...| p: (-1.9635e-01) -42:...|...|...|...h...|...|...| -43:...|...|...c.sdg...|...|...| -44:...|...c...|.tdg...|...|...| -45:...c...|...|...p...|...|...| p: (-3.9270e-01) -46:...|...|...h...|...|...|...| -47:...|...c.sdg...|...|...|...| -48:...c...|.tdg...|...|...|...| -49:...|...h...|...|...|...|...| -50:...c.sdg...|...|...|...|...| -51:...h...|...|...|...|...|...| -52:...|...|...|...|...|...|..ry p: (2.9673e+01) -53:============================ -54:...0...|...|...|...|...|...| -55:...|...1...|...|...|...|...| -56:...|...|...2...|...|...|...| -57:...|...|...|...3...|...|...| -58:...|...|...|...|...4...|...| -59:...|...|...|...|...|...5...| -60:...|...|...|...|...|...|...6 -.o:...0...1...2...3...4...5...6 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Identity Duration: 1.1190e-04s............................. -Permuted Duration: 1.1208e-04s............................. -Identity active_nodes: 127...................................... -Permuted active_nodes: 127...................................... -Identity max_nodes: 381...................................... -Permuted max_nodes: 381...................................... -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/dj_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/dj_indep_qiskit_all.txt index d6a5ab00..26dc226d 100644 --- a/test/BenchmarkQuasm/results/dj_indep_qiskit_all.txt +++ b/test/BenchmarkQuasm/results/dj_indep_qiskit_all.txt @@ -9,35 +9,36 @@ i: 0 1 6: 0 | o: 0 | Total Permutations: 2 -Min time: 1.7100e-06s................. Permutation 1 : 0 -> 1|1 -> 0| -Max time: 2.0425e-06s................. Permutation 0 : 0 -> 0|1 -> 1| +Min time: 1.5043e-05s................. Permutation 1 : 0 -> 1|1 -> 0| +Max time: 1.7333e-05s................. Permutation 0 : 0 -> 0|1 -> 1| Min active nodes: 2 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Min max nodes: 5 nodes.................... Permutation 1 : 0 -> 1|1 -> 0| +Min max nodes: 4 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| Max active nodes: 2 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Max max nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Max max nodes: 4 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| ________________________________________________________________________________________________ 2 permutations have 2 active nodes. +Index: 1 | Max_nodes: 4 | Time: 1.5043e-05s | 0 -> 1|1 -> 0| +Index: 0 | Max_nodes: 4 | Time: 1.7333e-05s | 0 -> 0|1 -> 1| ........................... -Average time: 1.8763e-06s +Average time: 1.6188e-05s ________________________________________________________________________________________________ -1 permutations have 5 max nodes. +2 permutations have 4 max nodes. +Index: 1 | Active_nodes: 2 | Time: 1.5043e-05s | 0 -> 1|1 -> 0| +Index: 0 | Active_nodes: 2 | Time: 1.7333e-05s | 0 -> 0|1 -> 1| ........................... -Average time: 1.7100e-06s +Average time: 1.6188e-05s -1 permutations have 6 max nodes. +________________________________________________________________________________________________ -........................... -Average time: 2.0425e-06s +execution time of: 1.5043e-05s: Index: 1 | Max_nodes: 4 | Active_nodes: 2 | 0 -> 1|1 -> 0| -________________________________________________________________________________________________ +execution time of: 1.7333e-05s: Index: 0 | Max_nodes: 4 | Active_nodes: 2 | 0 -> 0|1 -> 1| -execution time of: 1.7100e-06s: Index: 1 | Max_nodes: 5 | Active_nodes: 2 | 0 -> 1|1 -> 0| -execution time of: 2.0425e-06s: Index: 0 | Max_nodes: 6 | Active_nodes: 2 | 0 -> 0|1 -> 1| ________________________________________________________________________________________________ Start Simulation of dj_indep_qiskit_3__________________________________________________ @@ -55,39 +56,52 @@ Start Simulation of dj_indep_qiskit_3___________________________________________ 10:...|...1...| .o:...0...1...| Total Permutations: 6 -Min time: 2.8500e-06s................. Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| -Max time: 3.5800e-06s................. Permutation 2 : 0 -> 1|1 -> 0|2 -> 2| +Min time: 2.5003e-05s................. Permutation 3 : 0 -> 1|1 -> 2|2 -> 0| +Max time: 2.9384e-05s................. Permutation 2 : 0 -> 1|1 -> 0|2 -> 2| Min active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Min max nodes: 8 nodes.................... Permutation 3 : 0 -> 1|1 -> 2|2 -> 0| +Min max nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| Max active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max max nodes: 9 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max max nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| ________________________________________________________________________________________________ 6 permutations have 3 active nodes. +Index: 3 | Max_nodes: 6 | Time: 2.5003e-05s | 0 -> 1|1 -> 2|2 -> 0| +Index: 5 | Max_nodes: 6 | Time: 2.5007e-05s | 0 -> 2|1 -> 1|2 -> 0| +Index: 4 | Max_nodes: 6 | Time: 2.7183e-05s | 0 -> 2|1 -> 0|2 -> 1| +Index: 1 | Max_nodes: 6 | Time: 2.7231e-05s | 0 -> 0|1 -> 2|2 -> 1| +Index: 0 | Max_nodes: 6 | Time: 2.9131e-05s | 0 -> 0|1 -> 1|2 -> 2| +Index: 2 | Max_nodes: 6 | Time: 2.9384e-05s | 0 -> 1|1 -> 0|2 -> 2| ........................... -Average time: 3.1979e-06s +Average time: 2.7156e-05s ________________________________________________________________________________________________ -2 permutations have 8 max nodes. +6 permutations have 6 max nodes. +Index: 3 | Active_nodes: 3 | Time: 2.5003e-05s | 0 -> 1|1 -> 2|2 -> 0| +Index: 5 | Active_nodes: 3 | Time: 2.5007e-05s | 0 -> 2|1 -> 1|2 -> 0| +Index: 4 | Active_nodes: 3 | Time: 2.7183e-05s | 0 -> 2|1 -> 0|2 -> 1| +Index: 1 | Active_nodes: 3 | Time: 2.7231e-05s | 0 -> 0|1 -> 2|2 -> 1| +Index: 0 | Active_nodes: 3 | Time: 2.9131e-05s | 0 -> 0|1 -> 1|2 -> 2| +Index: 2 | Active_nodes: 3 | Time: 2.9384e-05s | 0 -> 1|1 -> 0|2 -> 2| ........................... -Average time: 2.8600e-06s +Average time: 2.7156e-05s + +________________________________________________________________________________________________ -4 permutations have 9 max nodes. +execution time of: 2.5003e-05s: Index: 3 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 1|1 -> 2|2 -> 0| -........................... -Average time: 3.3669e-06s +execution time of: 2.5007e-05s: Index: 5 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 2|1 -> 1|2 -> 0| -________________________________________________________________________________________________ +execution time of: 2.7183e-05s: Index: 4 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 2|1 -> 0|2 -> 1| + +execution time of: 2.7231e-05s: Index: 1 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 0|1 -> 2|2 -> 1| + +execution time of: 2.9131e-05s: Index: 0 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 0|1 -> 1|2 -> 2| + +execution time of: 2.9384e-05s: Index: 2 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 1|1 -> 0|2 -> 2| -execution time of: 2.8500e-06s: Index: 5 | Max_nodes: 8 | Active_nodes: 3 | 0 -> 2|1 -> 1|2 -> 0| -execution time of: 2.8700e-06s: Index: 3 | Max_nodes: 8 | Active_nodes: 3 | 0 -> 1|1 -> 2|2 -> 0| -execution time of: 3.1825e-06s: Index: 4 | Max_nodes: 9 | Active_nodes: 3 | 0 -> 2|1 -> 0|2 -> 1| -execution time of: 3.1975e-06s: Index: 1 | Max_nodes: 9 | Active_nodes: 3 | 0 -> 0|1 -> 2|2 -> 1| -execution time of: 3.5075e-06s: Index: 0 | Max_nodes: 9 | Active_nodes: 3 | 0 -> 0|1 -> 1|2 -> 2| -execution time of: 3.5800e-06s: Index: 2 | Max_nodes: 9 | Active_nodes: 3 | 0 -> 1|1 -> 0|2 -> 2| ________________________________________________________________________________________________ Start Simulation of dj_indep_qiskit_4__________________________________________________ @@ -109,57 +123,124 @@ Start Simulation of dj_indep_qiskit_4___________________________________________ 14:...|...|...2...| .o:...0...1...2...| Total Permutations: 24 -Min time: 4.0400e-06s................. Permutation 15 : 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -Max time: 5.1402e-06s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Min time: 3.5453e-05s................. Permutation 9 : 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +Max time: 4.2113e-05s................. Permutation 12 : 0 -> 2|1 -> 0|2 -> 1|3 -> 3| Min active nodes: 4 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Min max nodes: 11 nodes.................... Permutation 9 : 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +Min max nodes: 8 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| Max active nodes: 4 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Max max nodes: 12 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Max max nodes: 8 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| ________________________________________________________________________________________________ 24 permutations have 4 active nodes. +Index: 9 | Max_nodes: 8 | Time: 3.5453e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +Index: 23 | Max_nodes: 8 | Time: 3.5552e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +Index: 15 | Max_nodes: 8 | Time: 3.5557e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +Index: 21 | Max_nodes: 8 | Time: 3.5560e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| +Index: 11 | Max_nodes: 8 | Time: 3.5582e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| +Index: 17 | Max_nodes: 8 | Time: 3.5639e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +Index: 3 | Max_nodes: 8 | Time: 3.7668e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +Index: 22 | Max_nodes: 8 | Time: 3.7785e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| +Index: 16 | Max_nodes: 8 | Time: 3.7803e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| +Index: 5 | Max_nodes: 8 | Time: 3.7808e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +Index: 19 | Max_nodes: 8 | Time: 3.7813e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| +Index: 13 | Max_nodes: 8 | Time: 3.8064e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +Index: 1 | Max_nodes: 8 | Time: 3.9770e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +Index: 7 | Max_nodes: 8 | Time: 3.9810e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +Index: 4 | Max_nodes: 8 | Time: 3.9840e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| +Index: 10 | Max_nodes: 8 | Time: 3.9882e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +Index: 20 | Max_nodes: 8 | Time: 3.9888e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +Index: 18 | Max_nodes: 8 | Time: 4.0071e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| +Index: 0 | Max_nodes: 8 | Time: 4.1844e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Index: 2 | Max_nodes: 8 | Time: 4.1847e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +Index: 14 | Max_nodes: 8 | Time: 4.1899e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +Index: 6 | Max_nodes: 8 | Time: 4.1961e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +Index: 8 | Max_nodes: 8 | Time: 4.1975e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| +Index: 12 | Max_nodes: 8 | Time: 4.2113e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| ........................... -Average time: 4.5797e-06s +Average time: 3.8799e-05s ________________________________________________________________________________________________ -6 permutations have 11 max nodes. +24 permutations have 8 max nodes. +Index: 9 | Active_nodes: 4 | Time: 3.5453e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +Index: 23 | Active_nodes: 4 | Time: 3.5552e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +Index: 15 | Active_nodes: 4 | Time: 3.5557e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +Index: 21 | Active_nodes: 4 | Time: 3.5560e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| +Index: 11 | Active_nodes: 4 | Time: 3.5582e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| +Index: 17 | Active_nodes: 4 | Time: 3.5639e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +Index: 3 | Active_nodes: 4 | Time: 3.7668e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +Index: 22 | Active_nodes: 4 | Time: 3.7785e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| +Index: 16 | Active_nodes: 4 | Time: 3.7803e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| +Index: 5 | Active_nodes: 4 | Time: 3.7808e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +Index: 19 | Active_nodes: 4 | Time: 3.7813e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| +Index: 13 | Active_nodes: 4 | Time: 3.8064e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +Index: 1 | Active_nodes: 4 | Time: 3.9770e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +Index: 7 | Active_nodes: 4 | Time: 3.9810e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +Index: 4 | Active_nodes: 4 | Time: 3.9840e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| +Index: 10 | Active_nodes: 4 | Time: 3.9882e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +Index: 20 | Active_nodes: 4 | Time: 3.9888e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +Index: 18 | Active_nodes: 4 | Time: 4.0071e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| +Index: 0 | Active_nodes: 4 | Time: 4.1844e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Index: 2 | Active_nodes: 4 | Time: 4.1847e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +Index: 14 | Active_nodes: 4 | Time: 4.1899e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +Index: 6 | Active_nodes: 4 | Time: 4.1961e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +Index: 8 | Active_nodes: 4 | Time: 4.1975e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| +Index: 12 | Active_nodes: 4 | Time: 4.2113e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| ........................... -Average time: 4.0817e-06s +Average time: 3.8799e-05s -18 permutations have 12 max nodes. +________________________________________________________________________________________________ -........................... -Average time: 4.7457e-06s +execution time of: 3.5453e-05s: Index: 9 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -________________________________________________________________________________________________ +execution time of: 3.5552e-05s: Index: 23 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| + +execution time of: 3.5557e-05s: Index: 15 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| + +execution time of: 3.5560e-05s: Index: 21 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| + +execution time of: 3.5582e-05s: Index: 11 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| + +execution time of: 3.5639e-05s: Index: 17 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| + +execution time of: 3.7668e-05s: Index: 3 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| + +execution time of: 3.7785e-05s: Index: 22 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| + +execution time of: 3.7803e-05s: Index: 16 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| + +execution time of: 3.7808e-05s: Index: 5 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| + +execution time of: 3.7813e-05s: Index: 19 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| + +execution time of: 3.8064e-05s: Index: 13 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| + +execution time of: 3.9770e-05s: Index: 1 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| + +execution time of: 3.9810e-05s: Index: 7 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| + +execution time of: 3.9840e-05s: Index: 4 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| + +execution time of: 3.9882e-05s: Index: 10 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| + +execution time of: 3.9888e-05s: Index: 20 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| + +execution time of: 4.0071e-05s: Index: 18 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| + +execution time of: 4.1844e-05s: Index: 0 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| + +execution time of: 4.1847e-05s: Index: 2 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| + +execution time of: 4.1899e-05s: Index: 14 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| + +execution time of: 4.1961e-05s: Index: 6 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| + +execution time of: 4.1975e-05s: Index: 8 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| + +execution time of: 4.2113e-05s: Index: 12 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -execution time of: 4.0400e-06s: Index: 15 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -execution time of: 4.0500e-06s: Index: 17 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -execution time of: 4.0825e-06s: Index: 21 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| -execution time of: 4.0850e-06s: Index: 9 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -execution time of: 4.1153e-06s: Index: 23 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -execution time of: 4.1175e-06s: Index: 11 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -execution time of: 4.3725e-06s: Index: 13 | Max_nodes: 12 | Active_nodes: 4 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| -execution time of: 4.4025e-06s: Index: 16 | Max_nodes: 12 | Active_nodes: 4 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| -execution time of: 4.4125e-06s: Index: 5 | Max_nodes: 12 | Active_nodes: 4 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| -execution time of: 4.4175e-06s: Index: 22 | Max_nodes: 12 | Active_nodes: 4 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| -execution time of: 4.4425e-06s: Index: 19 | Max_nodes: 12 | Active_nodes: 4 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| -execution time of: 4.4550e-06s: Index: 3 | Max_nodes: 12 | Active_nodes: 4 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -execution time of: 4.7125e-06s: Index: 7 | Max_nodes: 12 | Active_nodes: 4 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -execution time of: 4.7200e-06s: Index: 4 | Max_nodes: 12 | Active_nodes: 4 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -execution time of: 4.7203e-06s: Index: 10 | Max_nodes: 12 | Active_nodes: 4 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| -execution time of: 4.7500e-06s: Index: 1 | Max_nodes: 12 | Active_nodes: 4 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -execution time of: 4.7552e-06s: Index: 18 | Max_nodes: 12 | Active_nodes: 4 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| -execution time of: 4.7650e-06s: Index: 20 | Max_nodes: 12 | Active_nodes: 4 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -execution time of: 5.0150e-06s: Index: 8 | Max_nodes: 12 | Active_nodes: 4 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| -execution time of: 5.0727e-06s: Index: 14 | Max_nodes: 12 | Active_nodes: 4 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -execution time of: 5.0750e-06s: Index: 6 | Max_nodes: 12 | Active_nodes: 4 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -execution time of: 5.0800e-06s: Index: 2 | Max_nodes: 12 | Active_nodes: 4 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -execution time of: 5.1150e-06s: Index: 12 | Max_nodes: 12 | Active_nodes: 4 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -execution time of: 5.1402e-06s: Index: 0 | Max_nodes: 12 | Active_nodes: 4 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| ________________________________________________________________________________________________ Start Simulation of dj_indep_qiskit_5__________________________________________________ @@ -185,146 +266,508 @@ Start Simulation of dj_indep_qiskit_5___________________________________________ 18:...|...|...|...3...| .o:...0...1...2...3...| Total Permutations: 120 -Min time: 5.4600e-06s................. Permutation 119: 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -Max time: 1.3322e-05s................. Permutation 98 : 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +Min time: 4.7182e-05s................. Permutation 93 : 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +Max time: 5.6745e-05s................. Permutation 38 : 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| Min active nodes: 5 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Min max nodes: 14 nodes.................... Permutation 33 : 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +Min max nodes: 10 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| Max active nodes: 5 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Max max nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Max max nodes: 10 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| ________________________________________________________________________________________________ 120 permutations have 5 active nodes. +Index: 93 | Max_nodes: 10 | Time: 4.7182e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +Index: 33 | Max_nodes: 10 | Time: 4.7195e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +Index: 71 | Max_nodes: 10 | Time: 4.7270e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +Index: 41 | Max_nodes: 10 | Time: 4.7297e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +Index: 69 | Max_nodes: 10 | Time: 4.7311e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +Index: 95 | Max_nodes: 10 | Time: 4.7314e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +Index: 35 | Max_nodes: 10 | Time: 4.7314e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +Index: 119 | Max_nodes: 10 | Time: 4.7320e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +Index: 63 | Max_nodes: 10 | Time: 4.7325e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +Index: 47 | Max_nodes: 10 | Time: 4.7357e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +Index: 57 | Max_nodes: 10 | Time: 4.7376e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +Index: 59 | Max_nodes: 10 | Time: 4.7380e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +Index: 117 | Max_nodes: 10 | Time: 4.7388e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +Index: 113 | Max_nodes: 10 | Time: 4.7407e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +Index: 65 | Max_nodes: 10 | Time: 4.7408e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +Index: 83 | Max_nodes: 10 | Time: 4.7422e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +Index: 87 | Max_nodes: 10 | Time: 4.7444e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +Index: 39 | Max_nodes: 10 | Time: 4.7476e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +Index: 105 | Max_nodes: 10 | Time: 4.7522e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +Index: 81 | Max_nodes: 10 | Time: 4.7539e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +Index: 45 | Max_nodes: 10 | Time: 4.7659e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +Index: 111 | Max_nodes: 10 | Time: 4.7680e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +Index: 89 | Max_nodes: 10 | Time: 4.7929e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +Index: 107 | Max_nodes: 10 | Time: 4.8109e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +Index: 9 | Max_nodes: 10 | Time: 4.9385e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +Index: 94 | Max_nodes: 10 | Time: 4.9417e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +Index: 51 | Max_nodes: 10 | Time: 4.9480e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +Index: 11 | Max_nodes: 10 | Time: 4.9483e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +Index: 17 | Max_nodes: 10 | Time: 4.9493e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +Index: 64 | Max_nodes: 10 | Time: 4.9513e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +Index: 91 | Max_nodes: 10 | Time: 4.9527e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +Index: 70 | Max_nodes: 10 | Time: 4.9535e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +Index: 88 | Max_nodes: 10 | Time: 4.9536e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +Index: 67 | Max_nodes: 10 | Time: 4.9554e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +Index: 53 | Max_nodes: 10 | Time: 4.9568e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +Index: 21 | Max_nodes: 10 | Time: 4.9583e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +Index: 112 | Max_nodes: 10 | Time: 4.9584e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +Index: 109 | Max_nodes: 10 | Time: 4.9603e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +Index: 101 | Max_nodes: 10 | Time: 4.9622e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +Index: 85 | Max_nodes: 10 | Time: 4.9687e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +Index: 115 | Max_nodes: 10 | Time: 4.9692e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +Index: 99 | Max_nodes: 10 | Time: 4.9738e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +Index: 118 | Max_nodes: 10 | Time: 4.9791e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +Index: 77 | Max_nodes: 10 | Time: 4.9829e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +Index: 75 | Max_nodes: 10 | Time: 4.9844e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +Index: 61 | Max_nodes: 10 | Time: 4.9855e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +Index: 23 | Max_nodes: 10 | Time: 4.9887e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +Index: 15 | Max_nodes: 10 | Time: 5.0296e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +Index: 3 | Max_nodes: 10 | Time: 5.0998e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +Index: 5 | Max_nodes: 10 | Time: 5.1121e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +Index: 27 | Max_nodes: 10 | Time: 5.1474e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +Index: 116 | Max_nodes: 10 | Time: 5.1584e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +Index: 16 | Max_nodes: 10 | Time: 5.1584e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +Index: 90 | Max_nodes: 10 | Time: 5.1599e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +Index: 13 | Max_nodes: 10 | Time: 5.1606e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +Index: 22 | Max_nodes: 10 | Time: 5.1609e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +Index: 82 | Max_nodes: 10 | Time: 5.1613e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +Index: 92 | Max_nodes: 10 | Time: 5.1633e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +Index: 19 | Max_nodes: 10 | Time: 5.1703e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +Index: 106 | Max_nodes: 10 | Time: 5.1711e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +Index: 43 | Max_nodes: 10 | Time: 5.1729e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +Index: 40 | Max_nodes: 10 | Time: 5.1752e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +Index: 76 | Max_nodes: 10 | Time: 5.1773e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +Index: 37 | Max_nodes: 10 | Time: 5.1854e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +Index: 73 | Max_nodes: 10 | Time: 5.1866e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +Index: 97 | Max_nodes: 10 | Time: 5.1895e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| +Index: 29 | Max_nodes: 10 | Time: 5.1954e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +Index: 46 | Max_nodes: 10 | Time: 5.1989e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +Index: 100 | Max_nodes: 10 | Time: 5.1996e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +Index: 114 | Max_nodes: 10 | Time: 5.2072e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +Index: 103 | Max_nodes: 10 | Time: 5.2108e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +Index: 79 | Max_nodes: 10 | Time: 5.2124e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +Index: 4 | Max_nodes: 10 | Time: 5.3150e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +Index: 1 | Max_nodes: 10 | Time: 5.3376e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +Index: 25 | Max_nodes: 10 | Time: 5.3520e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +Index: 31 | Max_nodes: 10 | Time: 5.3632e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +Index: 58 | Max_nodes: 10 | Time: 5.3683e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +Index: 7 | Max_nodes: 10 | Time: 5.3686e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +Index: 108 | Max_nodes: 10 | Time: 5.3767e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +Index: 10 | Max_nodes: 10 | Time: 5.3781e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +Index: 20 | Max_nodes: 10 | Time: 5.3789e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +Index: 68 | Max_nodes: 10 | Time: 5.3791e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +Index: 49 | Max_nodes: 10 | Time: 5.3793e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +Index: 102 | Max_nodes: 10 | Time: 5.3811e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +Index: 42 | Max_nodes: 10 | Time: 5.3812e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +Index: 44 | Max_nodes: 10 | Time: 5.3814e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +Index: 18 | Max_nodes: 10 | Time: 5.3820e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +Index: 66 | Max_nodes: 10 | Time: 5.3834e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +Index: 55 | Max_nodes: 10 | Time: 5.3841e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +Index: 104 | Max_nodes: 10 | Time: 5.3842e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +Index: 28 | Max_nodes: 10 | Time: 5.3900e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +Index: 98 | Max_nodes: 10 | Time: 5.3949e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +Index: 96 | Max_nodes: 10 | Time: 5.3955e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +Index: 110 | Max_nodes: 10 | Time: 5.4153e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +Index: 52 | Max_nodes: 10 | Time: 5.4251e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +Index: 34 | Max_nodes: 10 | Time: 5.4293e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +Index: 2 | Max_nodes: 10 | Time: 5.5146e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +Index: 0 | Max_nodes: 10 | Time: 5.5367e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Index: 24 | Max_nodes: 10 | Time: 5.5553e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +Index: 56 | Max_nodes: 10 | Time: 5.5682e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +Index: 30 | Max_nodes: 10 | Time: 5.5686e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +Index: 8 | Max_nodes: 10 | Time: 5.5754e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +Index: 32 | Max_nodes: 10 | Time: 5.5758e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +Index: 26 | Max_nodes: 10 | Time: 5.5767e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +Index: 14 | Max_nodes: 10 | Time: 5.5768e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +Index: 78 | Max_nodes: 10 | Time: 5.5777e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +Index: 86 | Max_nodes: 10 | Time: 5.5813e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +Index: 12 | Max_nodes: 10 | Time: 5.5837e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +Index: 62 | Max_nodes: 10 | Time: 5.5840e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +Index: 60 | Max_nodes: 10 | Time: 5.5867e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +Index: 50 | Max_nodes: 10 | Time: 5.5900e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +Index: 74 | Max_nodes: 10 | Time: 5.5924e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +Index: 36 | Max_nodes: 10 | Time: 5.5930e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +Index: 54 | Max_nodes: 10 | Time: 5.5984e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +Index: 48 | Max_nodes: 10 | Time: 5.6000e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +Index: 6 | Max_nodes: 10 | Time: 5.6104e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +Index: 72 | Max_nodes: 10 | Time: 5.6136e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +Index: 84 | Max_nodes: 10 | Time: 5.6641e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +Index: 80 | Max_nodes: 10 | Time: 5.6693e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +Index: 38 | Max_nodes: 10 | Time: 5.6745e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| ........................... -Average time: 6.4417e-06s +Average time: 5.1703e-05s ________________________________________________________________________________________________ -24 permutations have 14 max nodes. +120 permutations have 10 max nodes. +Index: 93 | Active_nodes: 5 | Time: 4.7182e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +Index: 33 | Active_nodes: 5 | Time: 4.7195e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +Index: 71 | Active_nodes: 5 | Time: 4.7270e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +Index: 41 | Active_nodes: 5 | Time: 4.7297e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +Index: 69 | Active_nodes: 5 | Time: 4.7311e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +Index: 95 | Active_nodes: 5 | Time: 4.7314e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +Index: 35 | Active_nodes: 5 | Time: 4.7314e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +Index: 119 | Active_nodes: 5 | Time: 4.7320e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +Index: 63 | Active_nodes: 5 | Time: 4.7325e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +Index: 47 | Active_nodes: 5 | Time: 4.7357e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +Index: 57 | Active_nodes: 5 | Time: 4.7376e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +Index: 59 | Active_nodes: 5 | Time: 4.7380e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +Index: 117 | Active_nodes: 5 | Time: 4.7388e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +Index: 113 | Active_nodes: 5 | Time: 4.7407e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +Index: 65 | Active_nodes: 5 | Time: 4.7408e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +Index: 83 | Active_nodes: 5 | Time: 4.7422e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +Index: 87 | Active_nodes: 5 | Time: 4.7444e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +Index: 39 | Active_nodes: 5 | Time: 4.7476e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +Index: 105 | Active_nodes: 5 | Time: 4.7522e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +Index: 81 | Active_nodes: 5 | Time: 4.7539e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +Index: 45 | Active_nodes: 5 | Time: 4.7659e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +Index: 111 | Active_nodes: 5 | Time: 4.7680e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +Index: 89 | Active_nodes: 5 | Time: 4.7929e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +Index: 107 | Active_nodes: 5 | Time: 4.8109e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +Index: 9 | Active_nodes: 5 | Time: 4.9385e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +Index: 94 | Active_nodes: 5 | Time: 4.9417e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +Index: 51 | Active_nodes: 5 | Time: 4.9480e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +Index: 11 | Active_nodes: 5 | Time: 4.9483e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +Index: 17 | Active_nodes: 5 | Time: 4.9493e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +Index: 64 | Active_nodes: 5 | Time: 4.9513e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +Index: 91 | Active_nodes: 5 | Time: 4.9527e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +Index: 70 | Active_nodes: 5 | Time: 4.9535e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +Index: 88 | Active_nodes: 5 | Time: 4.9536e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +Index: 67 | Active_nodes: 5 | Time: 4.9554e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +Index: 53 | Active_nodes: 5 | Time: 4.9568e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +Index: 21 | Active_nodes: 5 | Time: 4.9583e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +Index: 112 | Active_nodes: 5 | Time: 4.9584e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +Index: 109 | Active_nodes: 5 | Time: 4.9603e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +Index: 101 | Active_nodes: 5 | Time: 4.9622e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +Index: 85 | Active_nodes: 5 | Time: 4.9687e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +Index: 115 | Active_nodes: 5 | Time: 4.9692e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +Index: 99 | Active_nodes: 5 | Time: 4.9738e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +Index: 118 | Active_nodes: 5 | Time: 4.9791e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +Index: 77 | Active_nodes: 5 | Time: 4.9829e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +Index: 75 | Active_nodes: 5 | Time: 4.9844e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +Index: 61 | Active_nodes: 5 | Time: 4.9855e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +Index: 23 | Active_nodes: 5 | Time: 4.9887e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +Index: 15 | Active_nodes: 5 | Time: 5.0296e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +Index: 3 | Active_nodes: 5 | Time: 5.0998e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +Index: 5 | Active_nodes: 5 | Time: 5.1121e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +Index: 27 | Active_nodes: 5 | Time: 5.1474e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +Index: 116 | Active_nodes: 5 | Time: 5.1584e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +Index: 16 | Active_nodes: 5 | Time: 5.1584e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +Index: 90 | Active_nodes: 5 | Time: 5.1599e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +Index: 13 | Active_nodes: 5 | Time: 5.1606e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +Index: 22 | Active_nodes: 5 | Time: 5.1609e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +Index: 82 | Active_nodes: 5 | Time: 5.1613e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +Index: 92 | Active_nodes: 5 | Time: 5.1633e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +Index: 19 | Active_nodes: 5 | Time: 5.1703e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +Index: 106 | Active_nodes: 5 | Time: 5.1711e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +Index: 43 | Active_nodes: 5 | Time: 5.1729e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +Index: 40 | Active_nodes: 5 | Time: 5.1752e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +Index: 76 | Active_nodes: 5 | Time: 5.1773e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +Index: 37 | Active_nodes: 5 | Time: 5.1854e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +Index: 73 | Active_nodes: 5 | Time: 5.1866e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +Index: 97 | Active_nodes: 5 | Time: 5.1895e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| +Index: 29 | Active_nodes: 5 | Time: 5.1954e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +Index: 46 | Active_nodes: 5 | Time: 5.1989e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +Index: 100 | Active_nodes: 5 | Time: 5.1996e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +Index: 114 | Active_nodes: 5 | Time: 5.2072e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +Index: 103 | Active_nodes: 5 | Time: 5.2108e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +Index: 79 | Active_nodes: 5 | Time: 5.2124e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +Index: 4 | Active_nodes: 5 | Time: 5.3150e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +Index: 1 | Active_nodes: 5 | Time: 5.3376e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +Index: 25 | Active_nodes: 5 | Time: 5.3520e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +Index: 31 | Active_nodes: 5 | Time: 5.3632e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +Index: 58 | Active_nodes: 5 | Time: 5.3683e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +Index: 7 | Active_nodes: 5 | Time: 5.3686e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +Index: 108 | Active_nodes: 5 | Time: 5.3767e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +Index: 10 | Active_nodes: 5 | Time: 5.3781e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +Index: 20 | Active_nodes: 5 | Time: 5.3789e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +Index: 68 | Active_nodes: 5 | Time: 5.3791e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +Index: 49 | Active_nodes: 5 | Time: 5.3793e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +Index: 102 | Active_nodes: 5 | Time: 5.3811e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +Index: 42 | Active_nodes: 5 | Time: 5.3812e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +Index: 44 | Active_nodes: 5 | Time: 5.3814e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +Index: 18 | Active_nodes: 5 | Time: 5.3820e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +Index: 66 | Active_nodes: 5 | Time: 5.3834e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +Index: 55 | Active_nodes: 5 | Time: 5.3841e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +Index: 104 | Active_nodes: 5 | Time: 5.3842e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +Index: 28 | Active_nodes: 5 | Time: 5.3900e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +Index: 98 | Active_nodes: 5 | Time: 5.3949e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +Index: 96 | Active_nodes: 5 | Time: 5.3955e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +Index: 110 | Active_nodes: 5 | Time: 5.4153e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +Index: 52 | Active_nodes: 5 | Time: 5.4251e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +Index: 34 | Active_nodes: 5 | Time: 5.4293e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +Index: 2 | Active_nodes: 5 | Time: 5.5146e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +Index: 0 | Active_nodes: 5 | Time: 5.5367e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Index: 24 | Active_nodes: 5 | Time: 5.5553e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +Index: 56 | Active_nodes: 5 | Time: 5.5682e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +Index: 30 | Active_nodes: 5 | Time: 5.5686e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +Index: 8 | Active_nodes: 5 | Time: 5.5754e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +Index: 32 | Active_nodes: 5 | Time: 5.5758e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +Index: 26 | Active_nodes: 5 | Time: 5.5767e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +Index: 14 | Active_nodes: 5 | Time: 5.5768e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +Index: 78 | Active_nodes: 5 | Time: 5.5777e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +Index: 86 | Active_nodes: 5 | Time: 5.5813e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +Index: 12 | Active_nodes: 5 | Time: 5.5837e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +Index: 62 | Active_nodes: 5 | Time: 5.5840e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +Index: 60 | Active_nodes: 5 | Time: 5.5867e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +Index: 50 | Active_nodes: 5 | Time: 5.5900e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +Index: 74 | Active_nodes: 5 | Time: 5.5924e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +Index: 36 | Active_nodes: 5 | Time: 5.5930e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +Index: 54 | Active_nodes: 5 | Time: 5.5984e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +Index: 48 | Active_nodes: 5 | Time: 5.6000e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +Index: 6 | Active_nodes: 5 | Time: 5.6104e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +Index: 72 | Active_nodes: 5 | Time: 5.6136e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +Index: 84 | Active_nodes: 5 | Time: 5.6641e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +Index: 80 | Active_nodes: 5 | Time: 5.6693e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +Index: 38 | Active_nodes: 5 | Time: 5.6745e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| ........................... -Average time: 5.6925e-06s +Average time: 5.1703e-05s + +________________________________________________________________________________________________ -96 permutations have 15 max nodes. +execution time of: 4.7182e-05s: Index: 93 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -........................... -Average time: 6.6290e-06s +execution time of: 4.7195e-05s: Index: 33 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -________________________________________________________________________________________________ +execution time of: 4.7270e-05s: Index: 71 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| + +execution time of: 4.7297e-05s: Index: 41 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| + +execution time of: 4.7311e-05s: Index: 69 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| + +execution time of: 4.7314e-05s: Index: 95 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| + +execution time of: 4.7314e-05s: Index: 35 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| + +execution time of: 4.7320e-05s: Index: 119 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| + +execution time of: 4.7325e-05s: Index: 63 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| + +execution time of: 4.7357e-05s: Index: 47 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| + +execution time of: 4.7376e-05s: Index: 57 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| + +execution time of: 4.7380e-05s: Index: 59 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| + +execution time of: 4.7388e-05s: Index: 117 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| + +execution time of: 4.7407e-05s: Index: 113 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| + +execution time of: 4.7408e-05s: Index: 65 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| + +execution time of: 4.7422e-05s: Index: 83 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| + +execution time of: 4.7444e-05s: Index: 87 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| + +execution time of: 4.7476e-05s: Index: 39 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| + +execution time of: 4.7522e-05s: Index: 105 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| + +execution time of: 4.7539e-05s: Index: 81 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| + +execution time of: 4.7659e-05s: Index: 45 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| + +execution time of: 4.7680e-05s: Index: 111 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| + +execution time of: 4.7929e-05s: Index: 89 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| + +execution time of: 4.8109e-05s: Index: 107 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| + +execution time of: 4.9385e-05s: Index: 9 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| + +execution time of: 4.9417e-05s: Index: 94 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| + +execution time of: 4.9480e-05s: Index: 51 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| + +execution time of: 4.9483e-05s: Index: 11 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| + +execution time of: 4.9493e-05s: Index: 17 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| + +execution time of: 4.9513e-05s: Index: 64 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| + +execution time of: 4.9527e-05s: Index: 91 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| + +execution time of: 4.9535e-05s: Index: 70 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| + +execution time of: 4.9536e-05s: Index: 88 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| + +execution time of: 4.9554e-05s: Index: 67 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| + +execution time of: 4.9568e-05s: Index: 53 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| + +execution time of: 4.9583e-05s: Index: 21 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| + +execution time of: 4.9584e-05s: Index: 112 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| + +execution time of: 4.9603e-05s: Index: 109 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| + +execution time of: 4.9622e-05s: Index: 101 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| + +execution time of: 4.9687e-05s: Index: 85 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| + +execution time of: 4.9692e-05s: Index: 115 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| + +execution time of: 4.9738e-05s: Index: 99 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| + +execution time of: 4.9791e-05s: Index: 118 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| + +execution time of: 4.9829e-05s: Index: 77 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| + +execution time of: 4.9844e-05s: Index: 75 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| + +execution time of: 4.9855e-05s: Index: 61 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| + +execution time of: 4.9887e-05s: Index: 23 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| + +execution time of: 5.0296e-05s: Index: 15 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| + +execution time of: 5.0998e-05s: Index: 3 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| + +execution time of: 5.1121e-05s: Index: 5 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| + +execution time of: 5.1474e-05s: Index: 27 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| + +execution time of: 5.1584e-05s: Index: 116 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| + +execution time of: 5.1584e-05s: Index: 16 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| + +execution time of: 5.1599e-05s: Index: 90 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| + +execution time of: 5.1606e-05s: Index: 13 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| + +execution time of: 5.1609e-05s: Index: 22 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| + +execution time of: 5.1613e-05s: Index: 82 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| + +execution time of: 5.1633e-05s: Index: 92 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| + +execution time of: 5.1703e-05s: Index: 19 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| + +execution time of: 5.1711e-05s: Index: 106 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| + +execution time of: 5.1729e-05s: Index: 43 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| + +execution time of: 5.1752e-05s: Index: 40 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| + +execution time of: 5.1773e-05s: Index: 76 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| + +execution time of: 5.1854e-05s: Index: 37 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| + +execution time of: 5.1866e-05s: Index: 73 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| + +execution time of: 5.1895e-05s: Index: 97 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| + +execution time of: 5.1954e-05s: Index: 29 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| + +execution time of: 5.1989e-05s: Index: 46 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| + +execution time of: 5.1996e-05s: Index: 100 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| + +execution time of: 5.2072e-05s: Index: 114 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| + +execution time of: 5.2108e-05s: Index: 103 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| + +execution time of: 5.2124e-05s: Index: 79 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| + +execution time of: 5.3150e-05s: Index: 4 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| + +execution time of: 5.3376e-05s: Index: 1 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| + +execution time of: 5.3520e-05s: Index: 25 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| + +execution time of: 5.3632e-05s: Index: 31 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| + +execution time of: 5.3683e-05s: Index: 58 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| + +execution time of: 5.3686e-05s: Index: 7 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| + +execution time of: 5.3767e-05s: Index: 108 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| + +execution time of: 5.3781e-05s: Index: 10 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| + +execution time of: 5.3789e-05s: Index: 20 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| + +execution time of: 5.3791e-05s: Index: 68 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| + +execution time of: 5.3793e-05s: Index: 49 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| + +execution time of: 5.3811e-05s: Index: 102 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| + +execution time of: 5.3812e-05s: Index: 42 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| + +execution time of: 5.3814e-05s: Index: 44 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| + +execution time of: 5.3820e-05s: Index: 18 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| + +execution time of: 5.3834e-05s: Index: 66 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| + +execution time of: 5.3841e-05s: Index: 55 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| + +execution time of: 5.3842e-05s: Index: 104 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| + +execution time of: 5.3900e-05s: Index: 28 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| + +execution time of: 5.3949e-05s: Index: 98 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| + +execution time of: 5.3955e-05s: Index: 96 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| + +execution time of: 5.4153e-05s: Index: 110 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| + +execution time of: 5.4251e-05s: Index: 52 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| + +execution time of: 5.4293e-05s: Index: 34 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| + +execution time of: 5.5146e-05s: Index: 2 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| + +execution time of: 5.5367e-05s: Index: 0 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| + +execution time of: 5.5553e-05s: Index: 24 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| + +execution time of: 5.5682e-05s: Index: 56 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| + +execution time of: 5.5686e-05s: Index: 30 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| + +execution time of: 5.5754e-05s: Index: 8 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| + +execution time of: 5.5758e-05s: Index: 32 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| + +execution time of: 5.5767e-05s: Index: 26 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| + +execution time of: 5.5768e-05s: Index: 14 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| + +execution time of: 5.5777e-05s: Index: 78 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| + +execution time of: 5.5813e-05s: Index: 86 | Max_nodes: 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Active_nodes: 5 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -execution time of: 5.5377e-06s: Index: 83 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -execution time of: 5.5450e-06s: Index: 87 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -execution time of: 5.5600e-06s: Index: 39 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -execution time of: 5.5725e-06s: Index: 113 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -execution time of: 5.5778e-06s: Index: 41 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -execution time of: 5.5802e-06s: Index: 65 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -execution time of: 5.5825e-06s: Index: 59 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -execution time of: 5.5877e-06s: Index: 63 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -execution time of: 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3|3 -> 2|4 -> 0| -execution time of: 5.7050e-06s: Index: 81 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -execution time of: 5.7575e-06s: Index: 33 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -execution time of: 5.7750e-06s: Index: 85 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -execution time of: 5.8050e-06s: Index: 17 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -execution time of: 5.8325e-06s: Index: 91 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -execution time of: 5.8525e-06s: Index: 94 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -execution time of: 5.8550e-06s: Index: 115 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -execution time of: 5.8825e-06s: Index: 51 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -execution time of: 5.8827e-06s: Index: 101 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -execution time of: 5.9000e-06s: Index: 118 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -execution time of: 5.9025e-06s: Index: 11 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -execution time of: 5.9050e-06s: Index: 112 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -execution time of: 5.9200e-06s: Index: 23 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -execution time of: 5.9228e-06s: Index: 61 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -execution time of: 5.9350e-06s: Index: 70 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -execution time of: 5.9352e-06s: Index: 77 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -execution time of: 5.9375e-06s: Index: 109 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -execution time of: 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-> 0|4 -> 2| -execution time of: 6.1952e-06s: Index: 116 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -execution time of: 6.1975e-06s: Index: 40 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -execution time of: 6.2000e-06s: Index: 46 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -execution time of: 6.2100e-06s: Index: 103 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -execution time of: 6.2350e-06s: Index: 29 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -execution time of: 6.2353e-06s: Index: 114 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -execution time of: 6.2375e-06s: Index: 16 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -execution time of: 6.2450e-06s: Index: 5 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -execution time of: 6.2525e-06s: Index: 37 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -execution time of: 6.2550e-06s: Index: 19 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -execution time of: 6.2652e-06s: Index: 13 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -execution time of: 6.2800e-06s: Index: 106 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -execution time of: 6.2825e-06s: Index: 27 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -execution time of: 6.2850e-06s: Index: 79 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -execution time of: 6.2878e-06s: Index: 76 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -execution time of: 6.2950e-06s: Index: 43 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -execution time of: 6.3003e-06s: Index: 73 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -execution time of: 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-> 4|4 -> 3| -execution time of: 6.5625e-06s: Index: 102 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -execution time of: 6.5777e-06s: Index: 110 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -execution time of: 6.5800e-06s: Index: 20 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -execution time of: 6.5825e-06s: Index: 4 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -execution time of: 6.5900e-06s: Index: 18 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -execution time of: 6.5903e-06s: Index: 10 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -execution time of: 6.5975e-06s: Index: 31 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -execution time of: 6.6078e-06s: Index: 34 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -execution time of: 6.6100e-06s: Index: 42 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -execution time of: 6.6428e-06s: Index: 49 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -execution time of: 6.6753e-06s: Index: 25 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -execution time of: 6.7427e-06s: Index: 2 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -execution time of: 6.7828e-06s: Index: 86 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -execution time of: 6.7975e-06s: Index: 0 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -execution time of: 6.8100e-06s: Index: 8 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -execution time of: 6.8150e-06s: Index: 66 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -execution time of: 6.8277e-06s: Index: 84 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -execution time of: 6.8350e-06s: Index: 50 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -execution time of: 6.8377e-06s: Index: 6 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -execution time of: 6.8400e-06s: Index: 56 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -execution time of: 6.8503e-06s: Index: 32 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -execution time of: 6.8603e-06s: Index: 14 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -execution time of: 6.8825e-06s: Index: 38 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -execution time of: 6.8850e-06s: Index: 60 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -execution time of: 6.8950e-06s: Index: 12 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -execution time of: 6.9050e-06s: Index: 74 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -execution time of: 6.9075e-06s: Index: 80 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -execution time of: 6.9102e-06s: Index: 26 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -execution time of: 6.9200e-06s: Index: 62 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -execution time of: 6.9327e-06s: Index: 36 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -execution time of: 6.9425e-06s: Index: 30 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -execution time of: 6.9875e-06s: Index: 48 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -execution time of: 7.0000e-06s: Index: 24 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -execution time of: 7.0375e-06s: Index: 78 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -execution time of: 7.7725e-06s: Index: 72 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -execution time of: 7.9525e-06s: Index: 117 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -execution time of: 9.8277e-06s: Index: 99 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -execution time of: 9.8502e-06s: Index: 100 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -execution time of: 1.2805e-05s: Index: 97 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -execution time of: 1.3322e-05s: Index: 98 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| ________________________________________________________________________________________________ Start Simulation of dj_indep_qiskit_6__________________________________________________ @@ -354,624 +797,2907 @@ Start Simulation of dj_indep_qiskit_6___________________________________________ 22:...|...|...|...|...4...| .o:...0...1...2...3...4...| Total Permutations: 720 -Min time: 6.8225e-06s................. Permutation 545: 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Max time: 1.8478e-05s................. Permutation 114: 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| +Min time: 5.8613e-05s................. Permutation 153: 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +Max time: 7.2698e-05s................. Permutation 158: 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| Min active nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Min max nodes: 17 nodes.................... Permutation 153: 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +Min max nodes: 12 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| Max active nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Max max nodes: 18 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Max max nodes: 12 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| ________________________________________________________________________________________________ 720 permutations have 6 active nodes. +Index: 153 | Max_nodes: 12 | Time: 5.8613e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +Index: 599 | Max_nodes: 12 | Time: 5.8772e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +Index: 585 | Max_nodes: 12 | Time: 5.8843e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +Index: 719 | Max_nodes: 12 | Time: 5.8853e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +Index: 273 | Max_nodes: 12 | Time: 5.8857e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +Index: 275 | Max_nodes: 12 | Time: 5.8879e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| +Index: 279 | Max_nodes: 12 | Time: 5.8893e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| +Index: 587 | Max_nodes: 12 | Time: 5.8931e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +Index: 335 | Max_nodes: 12 | Time: 5.8940e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +Index: 597 | Max_nodes: 12 | Time: 5.8948e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +Index: 225 | Max_nodes: 12 | Time: 5.8948e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| +Index: 659 | Max_nodes: 12 | Time: 5.8952e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| +Index: 593 | Max_nodes: 12 | Time: 5.8954e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +Index: 551 | Max_nodes: 12 | Time: 5.8964e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +Index: 161 | Max_nodes: 12 | Time: 5.8964e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| +Index: 453 | Max_nodes: 12 | Time: 5.8974e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +Index: 299 | Max_nodes: 12 | Time: 5.8978e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| +Index: 185 | Max_nodes: 12 | Time: 5.8987e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| +Index: 479 | Max_nodes: 12 | Time: 5.8995e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +Index: 471 | Max_nodes: 12 | Time: 5.9001e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +Index: 467 | Max_nodes: 12 | Time: 5.9002e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| +Index: 179 | Max_nodes: 12 | Time: 5.9018e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| +Index: 207 | Max_nodes: 12 | Time: 5.9025e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| +Index: 303 | Max_nodes: 12 | Time: 5.9028e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| +Index: 357 | Max_nodes: 12 | Time: 5.9030e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| +Index: 215 | Max_nodes: 12 | Time: 5.9038e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| +Index: 231 | Max_nodes: 12 | Time: 5.9059e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| +Index: 311 | Max_nodes: 12 | Time: 5.9060e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| +Index: 405 | Max_nodes: 12 | Time: 5.9071e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| +Index: 539 | Max_nodes: 12 | Time: 5.9080e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| +Index: 239 | Max_nodes: 12 | Time: 5.9090e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| +Index: 443 | Max_nodes: 12 | Time: 5.9093e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| +Index: 515 | Max_nodes: 12 | Time: 5.9099e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0| +Index: 549 | Max_nodes: 12 | Time: 5.9100e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| +Index: 399 | Max_nodes: 12 | Time: 5.9102e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| +Index: 423 | Max_nodes: 12 | Time: 5.9104e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| +Index: 297 | Max_nodes: 12 | Time: 5.9105e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| +Index: 213 | Max_nodes: 12 | Time: 5.9108e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| +Index: 419 | Max_nodes: 12 | Time: 5.9108e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| +Index: 309 | Max_nodes: 12 | Time: 5.9110e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| +Index: 165 | Max_nodes: 12 | Time: 5.9110e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| +Index: 447 | Max_nodes: 12 | Time: 5.9120e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| +Index: 477 | Max_nodes: 12 | Time: 5.9120e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +Index: 683 | Max_nodes: 12 | Time: 5.9124e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| +Index: 429 | Max_nodes: 12 | Time: 5.9127e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| +Index: 201 | Max_nodes: 12 | Time: 5.9127e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| +Index: 537 | Max_nodes: 12 | Time: 5.9128e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| +Index: 425 | Max_nodes: 12 | Time: 5.9129e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| +Index: 167 | Max_nodes: 12 | Time: 5.9131e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| +Index: 155 | Max_nodes: 12 | Time: 5.9132e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| +Index: 671 | Max_nodes: 12 | Time: 5.9132e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +Index: 647 | Max_nodes: 12 | Time: 5.9136e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 0| +Index: 717 | Max_nodes: 12 | Time: 5.9139e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +Index: 347 | Max_nodes: 12 | Time: 5.9142e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| +Index: 713 | Max_nodes: 12 | Time: 5.9144e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +Index: 591 | Max_nodes: 12 | Time: 5.9146e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| +Index: 705 | Max_nodes: 12 | Time: 5.9153e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +Index: 333 | Max_nodes: 12 | Time: 5.9168e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| +Index: 233 | Max_nodes: 12 | Time: 5.9173e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| +Index: 285 | Max_nodes: 12 | Time: 5.9173e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| +Index: 345 | Max_nodes: 12 | Time: 5.9174e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| +Index: 227 | Max_nodes: 12 | Time: 5.9179e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| +Index: 563 | Max_nodes: 12 | Time: 5.9180e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| +Index: 353 | Max_nodes: 12 | Time: 5.9181e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| +Index: 569 | Max_nodes: 12 | Time: 5.9182e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| +Index: 159 | Max_nodes: 12 | Time: 5.9187e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| +Index: 321 | Max_nodes: 12 | Time: 5.9193e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| +Index: 351 | Max_nodes: 12 | Time: 5.9205e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| +Index: 287 | Max_nodes: 12 | Time: 5.9207e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| +Index: 567 | Max_nodes: 12 | Time: 5.9209e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| +Index: 527 | Max_nodes: 12 | Time: 5.9214e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| +Index: 203 | Max_nodes: 12 | Time: 5.9224e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| +Index: 521 | Max_nodes: 12 | Time: 5.9237e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| +Index: 323 | Max_nodes: 12 | Time: 5.9246e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| +Index: 663 | Max_nodes: 12 | Time: 5.9250e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| +Index: 669 | Max_nodes: 12 | Time: 5.9253e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| +Index: 635 | Max_nodes: 12 | Time: 5.9254e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| +Index: 633 | Max_nodes: 12 | Time: 5.9269e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| +Index: 687 | Max_nodes: 12 | Time: 5.9280e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +Index: 695 | Max_nodes: 12 | Time: 5.9280e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +Index: 657 | Max_nodes: 12 | Time: 5.9285e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| +Index: 327 | Max_nodes: 12 | Time: 5.9293e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| +Index: 711 | Max_nodes: 12 | Time: 5.9299e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| +Index: 395 | Max_nodes: 12 | Time: 5.9300e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| +Index: 449 | Max_nodes: 12 | Time: 5.9308e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| +Index: 359 | Max_nodes: 12 | Time: 5.9331e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +Index: 237 | Max_nodes: 12 | Time: 5.9369e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| +Index: 573 | Max_nodes: 12 | Time: 5.9399e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +Index: 545 | Max_nodes: 12 | Time: 5.9407e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| +Index: 681 | Max_nodes: 12 | Time: 5.9421e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| +Index: 519 | Max_nodes: 12 | Time: 5.9423e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| +Index: 525 | Max_nodes: 12 | Time: 5.9428e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| +Index: 401 | Max_nodes: 12 | Time: 5.9441e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0| +Index: 645 | Max_nodes: 12 | Time: 5.9482e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| +Index: 543 | Max_nodes: 12 | Time: 5.9503e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| +Index: 407 | Max_nodes: 12 | Time: 5.9515e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| +Index: 393 | Max_nodes: 12 | Time: 5.9521e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| +Index: 473 | Max_nodes: 12 | Time: 5.9588e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +Index: 305 | Max_nodes: 12 | Time: 5.9602e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| +Index: 455 | Max_nodes: 12 | Time: 5.9616e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +Index: 575 | Max_nodes: 12 | Time: 5.9623e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +Index: 561 | Max_nodes: 12 | Time: 5.9638e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| +Index: 441 | Max_nodes: 12 | Time: 5.9654e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| +Index: 189 | Max_nodes: 12 | Time: 5.9673e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 0| +Index: 191 | Max_nodes: 12 | Time: 5.9695e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| +Index: 639 | Max_nodes: 12 | Time: 5.9704e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| +Index: 177 | Max_nodes: 12 | Time: 5.9712e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| +Index: 417 | Max_nodes: 12 | Time: 5.9712e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| +Index: 209 | Max_nodes: 12 | Time: 5.9732e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| +Index: 707 | Max_nodes: 12 | Time: 5.9738e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +Index: 281 | Max_nodes: 12 | Time: 5.9739e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| +Index: 693 | Max_nodes: 12 | Time: 5.9752e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +Index: 183 | Max_nodes: 12 | Time: 5.9825e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| +Index: 689 | Max_nodes: 12 | Time: 5.9843e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +Index: 329 | Max_nodes: 12 | Time: 6.0006e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| +Index: 665 | Max_nodes: 12 | Time: 6.0022e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| +Index: 513 | Max_nodes: 12 | Time: 6.0219e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| +Index: 641 | Max_nodes: 12 | Time: 6.0307e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| +Index: 33 | Max_nodes: 12 | Time: 6.0985e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +Index: 35 | Max_nodes: 12 | Time: 6.1004e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| +Index: 677 | Max_nodes: 12 | Time: 6.1007e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| +Index: 261 | Max_nodes: 12 | Time: 6.1055e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| +Index: 291 | Max_nodes: 12 | Time: 6.1065e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| +Index: 581 | Max_nodes: 12 | Time: 6.1113e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| +Index: 595 | Max_nodes: 12 | Time: 6.1131e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +Index: 69 | Max_nodes: 12 | Time: 6.1136e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| +Index: 430 | Max_nodes: 12 | Time: 6.1141e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| +Index: 93 | Max_nodes: 12 | Time: 6.1148e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| +Index: 475 | Max_nodes: 12 | Time: 6.1150e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| +Index: 592 | Max_nodes: 12 | Time: 6.1152e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +Index: 255 | Max_nodes: 12 | Time: 6.1157e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +Index: 451 | Max_nodes: 12 | Time: 6.1162e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| +Index: 95 | Max_nodes: 12 | Time: 6.1167e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| +Index: 307 | Max_nodes: 12 | Time: 6.1170e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| +Index: 59 | Max_nodes: 12 | Time: 6.1174e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| +Index: 65 | Max_nodes: 12 | Time: 6.1188e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| +Index: 454 | Max_nodes: 12 | Time: 6.1194e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +Index: 712 | Max_nodes: 12 | Time: 6.1201e-05s | 0 -> 5|1 -> 4|2 -> 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Max_nodes: 12 | Time: 6.7885e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| +Index: 464 | Max_nodes: 12 | Time: 6.7907e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| +Index: 306 | Max_nodes: 12 | Time: 6.7917e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| +Index: 388 | Max_nodes: 12 | Time: 6.7921e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| +Index: 624 | Max_nodes: 12 | Time: 6.7931e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| +Index: 600 | Max_nodes: 12 | Time: 6.7934e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +Index: 230 | Max_nodes: 12 | Time: 6.7951e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| +Index: 172 | Max_nodes: 12 | Time: 6.7966e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| +Index: 614 | Max_nodes: 12 | Time: 6.7972e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4| +Index: 175 | Max_nodes: 12 | Time: 6.7986e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| +Index: 298 | Max_nodes: 12 | Time: 6.8004e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| +Index: 608 | Max_nodes: 12 | Time: 6.8008e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| +Index: 660 | Max_nodes: 12 | Time: 6.8019e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| +Index: 674 | Max_nodes: 12 | Time: 6.8052e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| +Index: 274 | Max_nodes: 12 | Time: 6.8087e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| +Index: 130 | Max_nodes: 12 | Time: 6.8087e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +Index: 638 | Max_nodes: 12 | Time: 6.8102e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| +Index: 289 | Max_nodes: 12 | Time: 6.8139e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| +Index: 68 | Max_nodes: 12 | Time: 6.8197e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| +Index: 686 | Max_nodes: 12 | Time: 6.8218e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +Index: 458 | Max_nodes: 12 | Time: 6.8285e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| +Index: 218 | Max_nodes: 12 | Time: 6.8333e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| +Index: 426 | Max_nodes: 12 | Time: 6.8339e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| +Index: 102 | Max_nodes: 12 | Time: 6.8352e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| +Index: 672 | Max_nodes: 12 | Time: 6.8363e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| +Index: 148 | Max_nodes: 12 | Time: 6.8398e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| +Index: 415 | Max_nodes: 12 | Time: 6.8443e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| +Index: 96 | Max_nodes: 12 | Time: 6.8444e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +Index: 138 | Max_nodes: 12 | Time: 6.8452e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +Index: 247 | Max_nodes: 12 | Time: 6.8538e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| +Index: 380 | Max_nodes: 12 | Time: 6.8542e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 4| +Index: 216 | Max_nodes: 12 | Time: 6.8803e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| +Index: 0 | Max_nodes: 12 | Time: 6.8927e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Index: 26 | Max_nodes: 12 | Time: 6.9188e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +Index: 446 | Max_nodes: 12 | Time: 6.9270e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +Index: 2 | Max_nodes: 12 | Time: 6.9310e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 24 | Max_nodes: 12 | Time: 6.9401e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +Index: 14 | Max_nodes: 12 | Time: 6.9405e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +Index: 122 | Max_nodes: 12 | Time: 6.9408e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 8 | Max_nodes: 12 | Time: 6.9409e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +Index: 170 | Max_nodes: 12 | Time: 6.9418e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| +Index: 12 | Max_nodes: 12 | Time: 6.9457e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +Index: 318 | Max_nodes: 12 | Time: 6.9464e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 5| +Index: 126 | Max_nodes: 12 | Time: 6.9475e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Index: 152 | Max_nodes: 12 | Time: 6.9504e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| +Index: 144 | Max_nodes: 12 | Time: 6.9525e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +Index: 56 | Max_nodes: 12 | Time: 6.9527e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| +Index: 38 | Max_nodes: 12 | Time: 6.9530e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| +Index: 386 | Max_nodes: 12 | Time: 6.9545e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| +Index: 134 | Max_nodes: 12 | Time: 6.9548e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +Index: 182 | Max_nodes: 12 | Time: 6.9549e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| +Index: 48 | Max_nodes: 12 | Time: 6.9551e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +Index: 440 | Max_nodes: 12 | Time: 6.9567e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| +Index: 254 | Max_nodes: 12 | Time: 6.9583e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| +Index: 296 | Max_nodes: 12 | Time: 6.9604e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| +Index: 30 | Max_nodes: 12 | Time: 6.9605e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +Index: 560 | Max_nodes: 12 | Time: 6.9609e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| +Index: 422 | Max_nodes: 12 | Time: 6.9614e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| +Index: 50 | Max_nodes: 12 | Time: 6.9619e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| +Index: 276 | Max_nodes: 12 | Time: 6.9619e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| +Index: 290 | Max_nodes: 12 | Time: 6.9625e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| +Index: 512 | Max_nodes: 12 | Time: 6.9627e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| +Index: 294 | Max_nodes: 12 | Time: 6.9630e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| +Index: 384 | Max_nodes: 12 | Time: 6.9630e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| +Index: 288 | Max_nodes: 12 | Time: 6.9632e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| +Index: 372 | Max_nodes: 12 | Time: 6.9635e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| +Index: 242 | Max_nodes: 12 | Time: 6.9642e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +Index: 272 | Max_nodes: 12 | Time: 6.9653e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| +Index: 302 | Max_nodes: 12 | Time: 6.9654e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| +Index: 416 | Max_nodes: 12 | Time: 6.9663e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| +Index: 278 | Max_nodes: 12 | Time: 6.9677e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| +Index: 320 | Max_nodes: 12 | Time: 6.9679e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| +Index: 252 | Max_nodes: 12 | Time: 6.9685e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +Index: 80 | Max_nodes: 12 | Time: 6.9686e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| +Index: 270 | Max_nodes: 12 | Time: 6.9689e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| +Index: 180 | Max_nodes: 12 | Time: 6.9694e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| +Index: 542 | Max_nodes: 12 | Time: 6.9694e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| +Index: 146 | Max_nodes: 12 | Time: 6.9703e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| +Index: 518 | Max_nodes: 12 | Time: 6.9706e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| +Index: 360 | Max_nodes: 12 | Time: 6.9707e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +Index: 248 | Max_nodes: 12 | Time: 6.9710e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +Index: 204 | Max_nodes: 12 | Time: 6.9715e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| +Index: 398 | Max_nodes: 12 | Time: 6.9718e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| +Index: 194 | Max_nodes: 12 | Time: 6.9720e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| +Index: 366 | Max_nodes: 12 | Time: 6.9731e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +Index: 434 | Max_nodes: 12 | Time: 6.9735e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| +Index: 266 | Max_nodes: 12 | Time: 6.9737e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| +Index: 408 | Max_nodes: 12 | Time: 6.9753e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| +Index: 168 | Max_nodes: 12 | Time: 6.9757e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| +Index: 566 | Max_nodes: 12 | Time: 6.9761e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +Index: 132 | Max_nodes: 12 | Time: 6.9766e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +Index: 414 | Max_nodes: 12 | Time: 6.9773e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| +Index: 534 | Max_nodes: 12 | Time: 6.9776e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5| +Index: 86 | Max_nodes: 12 | Time: 6.9778e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| +Index: 74 | Max_nodes: 12 | Time: 6.9785e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| +Index: 176 | Max_nodes: 12 | Time: 6.9788e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| +Index: 240 | Max_nodes: 12 | Time: 6.9812e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +Index: 432 | Max_nodes: 12 | Time: 6.9812e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| +Index: 438 | Max_nodes: 12 | Time: 6.9812e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| +Index: 554 | Max_nodes: 12 | Time: 6.9816e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| +Index: 392 | Max_nodes: 12 | Time: 6.9821e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| +Index: 528 | Max_nodes: 12 | Time: 6.9825e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| +Index: 486 | Max_nodes: 12 | Time: 6.9829e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +Index: 192 | Max_nodes: 12 | Time: 6.9831e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| +Index: 506 | Max_nodes: 12 | Time: 6.9836e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| +Index: 558 | Max_nodes: 12 | Time: 6.9837e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| +Index: 324 | Max_nodes: 12 | Time: 6.9841e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| +Index: 54 | Max_nodes: 12 | Time: 6.9848e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +Index: 410 | Max_nodes: 12 | Time: 6.9852e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| +Index: 488 | Max_nodes: 12 | Time: 6.9857e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| +Index: 78 | Max_nodes: 12 | Time: 6.9880e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +Index: 396 | Max_nodes: 12 | Time: 6.9882e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| +Index: 72 | Max_nodes: 12 | Time: 6.9897e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +Index: 492 | Max_nodes: 12 | Time: 6.9905e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| +Index: 300 | Max_nodes: 12 | Time: 6.9917e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| +Index: 540 | Max_nodes: 12 | Time: 6.9937e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| +Index: 504 | Max_nodes: 12 | Time: 6.9953e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 5| +Index: 198 | Max_nodes: 12 | Time: 6.9957e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| +Index: 32 | Max_nodes: 12 | Time: 6.9958e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +Index: 368 | Max_nodes: 12 | Time: 6.9960e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| +Index: 536 | Max_nodes: 12 | Time: 6.9980e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| +Index: 326 | Max_nodes: 12 | Time: 6.9992e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| +Index: 206 | Max_nodes: 12 | Time: 6.9993e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| +Index: 120 | Max_nodes: 12 | Time: 7.0003e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Index: 482 | Max_nodes: 12 | Time: 7.0008e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| +Index: 246 | Max_nodes: 12 | Time: 7.0022e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +Index: 552 | Max_nodes: 12 | Time: 7.0043e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| +Index: 312 | Max_nodes: 12 | Time: 7.0048e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| +Index: 362 | Max_nodes: 12 | Time: 7.0051e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| +Index: 6 | Max_nodes: 12 | Time: 7.0061e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Index: 374 | Max_nodes: 12 | Time: 7.0078e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 5| +Index: 314 | Max_nodes: 12 | Time: 7.0084e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| +Index: 174 | Max_nodes: 12 | Time: 7.0100e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| +Index: 494 | Max_nodes: 12 | Time: 7.0111e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| +Index: 510 | Max_nodes: 12 | Time: 7.0126e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| +Index: 128 | Max_nodes: 12 | Time: 7.0135e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +Index: 150 | Max_nodes: 12 | Time: 7.0224e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| +Index: 156 | Max_nodes: 12 | Time: 7.0233e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| +Index: 390 | Max_nodes: 12 | Time: 7.0260e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| +Index: 84 | Max_nodes: 12 | Time: 7.0352e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| +Index: 516 | Max_nodes: 12 | Time: 7.0364e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| +Index: 444 | Max_nodes: 12 | Time: 7.0365e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +Index: 564 | Max_nodes: 12 | Time: 7.0368e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +Index: 200 | Max_nodes: 12 | Time: 7.0381e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| +Index: 62 | Max_nodes: 12 | Time: 7.0409e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| +Index: 36 | Max_nodes: 12 | Time: 7.0416e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +Index: 420 | Max_nodes: 12 | Time: 7.0422e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| +Index: 264 | Max_nodes: 12 | Time: 7.0623e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +Index: 60 | Max_nodes: 12 | Time: 7.0696e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| +Index: 480 | Max_nodes: 12 | Time: 7.0756e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +Index: 530 | Max_nodes: 12 | Time: 7.2113e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| +Index: 158 | Max_nodes: 12 | Time: 7.2698e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| ........................... -Average time: 8.0442e-06s +Average time: 6.4617e-05s ________________________________________________________________________________________________ -120 permutations have 17 max nodes. +720 permutations have 12 max nodes. +Index: 153 | Active_nodes: 6 | Time: 5.8613e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +Index: 599 | Active_nodes: 6 | Time: 5.8772e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +Index: 585 | Active_nodes: 6 | Time: 5.8843e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +Index: 719 | Active_nodes: 6 | Time: 5.8853e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +Index: 273 | Active_nodes: 6 | Time: 5.8857e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +Index: 275 | Active_nodes: 6 | Time: 5.8879e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| +Index: 279 | Active_nodes: 6 | Time: 5.8893e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| +Index: 587 | Active_nodes: 6 | Time: 5.8931e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +Index: 335 | Active_nodes: 6 | Time: 5.8940e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +Index: 597 | Active_nodes: 6 | Time: 5.8948e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +Index: 225 | Active_nodes: 6 | Time: 5.8948e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| +Index: 659 | Active_nodes: 6 | Time: 5.8952e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| +Index: 593 | Active_nodes: 6 | Time: 5.8954e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +Index: 551 | Active_nodes: 6 | Time: 5.8964e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +Index: 161 | Active_nodes: 6 | Time: 5.8964e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| +Index: 453 | Active_nodes: 6 | Time: 5.8974e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +Index: 299 | Active_nodes: 6 | Time: 5.8978e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| +Index: 185 | Active_nodes: 6 | Time: 5.8987e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| +Index: 479 | Active_nodes: 6 | Time: 5.8995e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +Index: 471 | Active_nodes: 6 | Time: 5.9001e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +Index: 467 | Active_nodes: 6 | Time: 5.9002e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| +Index: 179 | Active_nodes: 6 | Time: 5.9018e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| +Index: 207 | Active_nodes: 6 | Time: 5.9025e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| +Index: 303 | Active_nodes: 6 | Time: 5.9028e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| +Index: 357 | Active_nodes: 6 | Time: 5.9030e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| +Index: 215 | Active_nodes: 6 | Time: 5.9038e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| +Index: 231 | Active_nodes: 6 | Time: 5.9059e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| +Index: 311 | Active_nodes: 6 | Time: 5.9060e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| +Index: 405 | Active_nodes: 6 | Time: 5.9071e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| +Index: 539 | Active_nodes: 6 | Time: 5.9080e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| +Index: 239 | Active_nodes: 6 | Time: 5.9090e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| +Index: 443 | Active_nodes: 6 | Time: 5.9093e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| +Index: 515 | Active_nodes: 6 | Time: 5.9099e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0| +Index: 549 | Active_nodes: 6 | Time: 5.9100e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| +Index: 399 | Active_nodes: 6 | Time: 5.9102e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| +Index: 423 | Active_nodes: 6 | Time: 5.9104e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| +Index: 297 | Active_nodes: 6 | Time: 5.9105e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| +Index: 213 | Active_nodes: 6 | Time: 5.9108e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| +Index: 419 | Active_nodes: 6 | Time: 5.9108e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| +Index: 309 | Active_nodes: 6 | Time: 5.9110e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| +Index: 165 | Active_nodes: 6 | Time: 5.9110e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| +Index: 447 | Active_nodes: 6 | Time: 5.9120e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| +Index: 477 | Active_nodes: 6 | Time: 5.9120e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +Index: 683 | Active_nodes: 6 | Time: 5.9124e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| +Index: 429 | Active_nodes: 6 | Time: 5.9127e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| +Index: 201 | Active_nodes: 6 | Time: 5.9127e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| +Index: 537 | Active_nodes: 6 | Time: 5.9128e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| +Index: 425 | Active_nodes: 6 | Time: 5.9129e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| +Index: 167 | Active_nodes: 6 | Time: 5.9131e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| +Index: 155 | Active_nodes: 6 | Time: 5.9132e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| +Index: 671 | Active_nodes: 6 | Time: 5.9132e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +Index: 647 | Active_nodes: 6 | Time: 5.9136e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 0| +Index: 717 | Active_nodes: 6 | Time: 5.9139e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +Index: 347 | Active_nodes: 6 | Time: 5.9142e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| +Index: 713 | Active_nodes: 6 | Time: 5.9144e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +Index: 591 | Active_nodes: 6 | Time: 5.9146e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| +Index: 705 | Active_nodes: 6 | Time: 5.9153e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +Index: 333 | Active_nodes: 6 | Time: 5.9168e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| +Index: 233 | Active_nodes: 6 | Time: 5.9173e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| +Index: 285 | Active_nodes: 6 | Time: 5.9173e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| +Index: 345 | Active_nodes: 6 | Time: 5.9174e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| +Index: 227 | Active_nodes: 6 | Time: 5.9179e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| +Index: 563 | Active_nodes: 6 | Time: 5.9180e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| +Index: 353 | Active_nodes: 6 | Time: 5.9181e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| +Index: 569 | Active_nodes: 6 | Time: 5.9182e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| +Index: 159 | Active_nodes: 6 | Time: 5.9187e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| +Index: 321 | Active_nodes: 6 | Time: 5.9193e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| +Index: 351 | Active_nodes: 6 | Time: 5.9205e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| +Index: 287 | Active_nodes: 6 | Time: 5.9207e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| +Index: 567 | Active_nodes: 6 | Time: 5.9209e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| +Index: 527 | Active_nodes: 6 | Time: 5.9214e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| +Index: 203 | Active_nodes: 6 | Time: 5.9224e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| +Index: 521 | Active_nodes: 6 | Time: 5.9237e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| +Index: 323 | Active_nodes: 6 | Time: 5.9246e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| +Index: 663 | Active_nodes: 6 | Time: 5.9250e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| +Index: 669 | Active_nodes: 6 | Time: 5.9253e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| +Index: 635 | Active_nodes: 6 | Time: 5.9254e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| +Index: 633 | Active_nodes: 6 | Time: 5.9269e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| +Index: 687 | Active_nodes: 6 | Time: 5.9280e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +Index: 695 | Active_nodes: 6 | Time: 5.9280e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +Index: 657 | Active_nodes: 6 | Time: 5.9285e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| +Index: 327 | Active_nodes: 6 | Time: 5.9293e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| +Index: 711 | Active_nodes: 6 | Time: 5.9299e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| +Index: 395 | Active_nodes: 6 | Time: 5.9300e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| +Index: 449 | Active_nodes: 6 | Time: 5.9308e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| +Index: 359 | Active_nodes: 6 | Time: 5.9331e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +Index: 237 | Active_nodes: 6 | Time: 5.9369e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| +Index: 573 | Active_nodes: 6 | Time: 5.9399e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +Index: 545 | Active_nodes: 6 | Time: 5.9407e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| +Index: 681 | Active_nodes: 6 | Time: 5.9421e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| +Index: 519 | Active_nodes: 6 | Time: 5.9423e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| +Index: 525 | Active_nodes: 6 | Time: 5.9428e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| +Index: 401 | Active_nodes: 6 | Time: 5.9441e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0| +Index: 645 | Active_nodes: 6 | Time: 5.9482e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| +Index: 543 | Active_nodes: 6 | Time: 5.9503e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| +Index: 407 | Active_nodes: 6 | Time: 5.9515e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| +Index: 393 | Active_nodes: 6 | Time: 5.9521e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| +Index: 473 | Active_nodes: 6 | Time: 5.9588e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +Index: 305 | Active_nodes: 6 | Time: 5.9602e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| +Index: 455 | Active_nodes: 6 | Time: 5.9616e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +Index: 575 | Active_nodes: 6 | Time: 5.9623e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +Index: 561 | Active_nodes: 6 | Time: 5.9638e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| +Index: 441 | Active_nodes: 6 | Time: 5.9654e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| +Index: 189 | Active_nodes: 6 | Time: 5.9673e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 0| +Index: 191 | Active_nodes: 6 | Time: 5.9695e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| +Index: 639 | Active_nodes: 6 | Time: 5.9704e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| +Index: 177 | Active_nodes: 6 | Time: 5.9712e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| +Index: 417 | Active_nodes: 6 | Time: 5.9712e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| +Index: 209 | Active_nodes: 6 | Time: 5.9732e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| +Index: 707 | Active_nodes: 6 | Time: 5.9738e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +Index: 281 | Active_nodes: 6 | Time: 5.9739e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| +Index: 693 | Active_nodes: 6 | Time: 5.9752e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +Index: 183 | Active_nodes: 6 | Time: 5.9825e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| +Index: 689 | Active_nodes: 6 | Time: 5.9843e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +Index: 329 | Active_nodes: 6 | Time: 6.0006e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| +Index: 665 | Active_nodes: 6 | Time: 6.0022e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| +Index: 513 | Active_nodes: 6 | Time: 6.0219e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| +Index: 641 | Active_nodes: 6 | Time: 6.0307e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| +Index: 33 | Active_nodes: 6 | Time: 6.0985e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +Index: 35 | Active_nodes: 6 | Time: 6.1004e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| +Index: 677 | Active_nodes: 6 | Time: 6.1007e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| +Index: 261 | Active_nodes: 6 | Time: 6.1055e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| +Index: 291 | Active_nodes: 6 | Time: 6.1065e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| +Index: 581 | Active_nodes: 6 | Time: 6.1113e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| +Index: 595 | Active_nodes: 6 | Time: 6.1131e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +Index: 69 | Active_nodes: 6 | Time: 6.1136e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| +Index: 430 | Active_nodes: 6 | Time: 6.1141e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| +Index: 93 | Active_nodes: 6 | Time: 6.1148e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| +Index: 475 | Active_nodes: 6 | Time: 6.1150e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| +Index: 592 | Active_nodes: 6 | Time: 6.1152e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +Index: 255 | Active_nodes: 6 | Time: 6.1157e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +Index: 451 | Active_nodes: 6 | Time: 6.1162e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| +Index: 95 | Active_nodes: 6 | Time: 6.1167e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| +Index: 307 | Active_nodes: 6 | Time: 6.1170e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| +Index: 59 | Active_nodes: 6 | Time: 6.1174e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| +Index: 65 | Active_nodes: 6 | Time: 6.1188e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| +Index: 454 | Active_nodes: 6 | Time: 6.1194e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +Index: 712 | Active_nodes: 6 | Time: 6.1201e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +Index: 304 | Active_nodes: 6 | Time: 6.1208e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| +Index: 117 | Active_nodes: 6 | Time: 6.1214e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| +Index: 383 | Active_nodes: 6 | Time: 6.1215e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| +Index: 341 | Active_nodes: 6 | Time: 6.1218e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| +Index: 718 | Active_nodes: 6 | Time: 6.1222e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +Index: 293 | 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-> 4|3 -> 3|4 -> 5|5 -> 1| +Index: 71 | Active_nodes: 6 | Time: 6.1278e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| +Index: 694 | Active_nodes: 6 | Time: 6.1284e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +Index: 315 | Active_nodes: 6 | Time: 6.1287e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| +Index: 555 | Active_nodes: 6 | Time: 6.1292e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| +Index: 571 | Active_nodes: 6 | Time: 6.1293e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| +Index: 63 | Active_nodes: 6 | Time: 6.1294e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| +Index: 83 | Active_nodes: 6 | Time: 6.1296e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| +Index: 349 | Active_nodes: 6 | Time: 6.1302e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| +Index: 547 | Active_nodes: 6 | Time: 6.1307e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| +Index: 670 | Active_nodes: 6 | Time: 6.1307e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| +Index: 541 | 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1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| +Index: 289 | Active_nodes: 6 | Time: 6.8139e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| +Index: 68 | Active_nodes: 6 | Time: 6.8197e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| +Index: 686 | Active_nodes: 6 | Time: 6.8218e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +Index: 458 | Active_nodes: 6 | Time: 6.8285e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| +Index: 218 | Active_nodes: 6 | Time: 6.8333e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| +Index: 426 | Active_nodes: 6 | Time: 6.8339e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| +Index: 102 | Active_nodes: 6 | Time: 6.8352e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| +Index: 672 | Active_nodes: 6 | Time: 6.8363e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| +Index: 148 | Active_nodes: 6 | Time: 6.8398e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| +Index: 415 | Active_nodes: 6 | Time: 6.8443e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| +Index: 96 | Active_nodes: 6 | Time: 6.8444e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +Index: 138 | Active_nodes: 6 | Time: 6.8452e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +Index: 247 | Active_nodes: 6 | Time: 6.8538e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| +Index: 380 | Active_nodes: 6 | Time: 6.8542e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 4| +Index: 216 | Active_nodes: 6 | Time: 6.8803e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| +Index: 0 | Active_nodes: 6 | Time: 6.8927e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Index: 26 | Active_nodes: 6 | Time: 6.9188e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +Index: 446 | Active_nodes: 6 | Time: 6.9270e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +Index: 2 | Active_nodes: 6 | Time: 6.9310e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 24 | Active_nodes: 6 | Time: 6.9401e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +Index: 14 | Active_nodes: 6 | Time: 6.9405e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +Index: 122 | Active_nodes: 6 | Time: 6.9408e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 8 | Active_nodes: 6 | Time: 6.9409e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +Index: 170 | Active_nodes: 6 | Time: 6.9418e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| +Index: 12 | Active_nodes: 6 | Time: 6.9457e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +Index: 318 | Active_nodes: 6 | Time: 6.9464e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 5| +Index: 126 | Active_nodes: 6 | Time: 6.9475e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Index: 152 | Active_nodes: 6 | Time: 6.9504e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| +Index: 144 | Active_nodes: 6 | Time: 6.9525e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +Index: 56 | Active_nodes: 6 | Time: 6.9527e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| +Index: 38 | Active_nodes: 6 | Time: 6.9530e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| +Index: 386 | Active_nodes: 6 | Time: 6.9545e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| +Index: 134 | Active_nodes: 6 | Time: 6.9548e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +Index: 182 | Active_nodes: 6 | Time: 6.9549e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| +Index: 48 | Active_nodes: 6 | Time: 6.9551e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +Index: 440 | Active_nodes: 6 | Time: 6.9567e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| +Index: 254 | Active_nodes: 6 | Time: 6.9583e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| +Index: 296 | Active_nodes: 6 | Time: 6.9604e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| +Index: 30 | Active_nodes: 6 | Time: 6.9605e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +Index: 560 | Active_nodes: 6 | Time: 6.9609e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| +Index: 422 | Active_nodes: 6 | Time: 6.9614e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| +Index: 50 | Active_nodes: 6 | Time: 6.9619e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| +Index: 276 | Active_nodes: 6 | Time: 6.9619e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| +Index: 290 | Active_nodes: 6 | Time: 6.9625e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| +Index: 512 | Active_nodes: 6 | Time: 6.9627e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| +Index: 294 | Active_nodes: 6 | Time: 6.9630e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| +Index: 384 | Active_nodes: 6 | Time: 6.9630e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| +Index: 288 | Active_nodes: 6 | Time: 6.9632e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| +Index: 372 | Active_nodes: 6 | Time: 6.9635e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| +Index: 242 | Active_nodes: 6 | Time: 6.9642e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +Index: 272 | Active_nodes: 6 | Time: 6.9653e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| +Index: 302 | Active_nodes: 6 | Time: 6.9654e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| +Index: 416 | Active_nodes: 6 | Time: 6.9663e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| +Index: 278 | Active_nodes: 6 | Time: 6.9677e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| +Index: 320 | Active_nodes: 6 | Time: 6.9679e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| +Index: 252 | Active_nodes: 6 | Time: 6.9685e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +Index: 80 | Active_nodes: 6 | Time: 6.9686e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| +Index: 270 | Active_nodes: 6 | Time: 6.9689e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| +Index: 180 | Active_nodes: 6 | Time: 6.9694e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| +Index: 542 | Active_nodes: 6 | Time: 6.9694e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| +Index: 146 | Active_nodes: 6 | Time: 6.9703e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| +Index: 518 | Active_nodes: 6 | Time: 6.9706e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| +Index: 360 | Active_nodes: 6 | Time: 6.9707e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +Index: 248 | Active_nodes: 6 | Time: 6.9710e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +Index: 204 | Active_nodes: 6 | Time: 6.9715e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| +Index: 398 | Active_nodes: 6 | Time: 6.9718e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| +Index: 194 | Active_nodes: 6 | Time: 6.9720e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| +Index: 366 | Active_nodes: 6 | Time: 6.9731e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +Index: 434 | Active_nodes: 6 | Time: 6.9735e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| +Index: 266 | Active_nodes: 6 | Time: 6.9737e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| +Index: 408 | Active_nodes: 6 | Time: 6.9753e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| +Index: 168 | Active_nodes: 6 | Time: 6.9757e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| +Index: 566 | Active_nodes: 6 | Time: 6.9761e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +Index: 132 | Active_nodes: 6 | Time: 6.9766e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +Index: 414 | Active_nodes: 6 | Time: 6.9773e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| +Index: 534 | Active_nodes: 6 | Time: 6.9776e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5| +Index: 86 | Active_nodes: 6 | Time: 6.9778e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| +Index: 74 | Active_nodes: 6 | Time: 6.9785e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| +Index: 176 | Active_nodes: 6 | Time: 6.9788e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| +Index: 240 | Active_nodes: 6 | Time: 6.9812e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +Index: 432 | Active_nodes: 6 | Time: 6.9812e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| +Index: 438 | Active_nodes: 6 | Time: 6.9812e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| +Index: 554 | Active_nodes: 6 | Time: 6.9816e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| +Index: 392 | Active_nodes: 6 | Time: 6.9821e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| +Index: 528 | Active_nodes: 6 | Time: 6.9825e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| +Index: 486 | Active_nodes: 6 | Time: 6.9829e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +Index: 192 | Active_nodes: 6 | Time: 6.9831e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| +Index: 506 | Active_nodes: 6 | Time: 6.9836e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| +Index: 558 | Active_nodes: 6 | Time: 6.9837e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| +Index: 324 | Active_nodes: 6 | Time: 6.9841e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| +Index: 54 | Active_nodes: 6 | Time: 6.9848e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +Index: 410 | Active_nodes: 6 | Time: 6.9852e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| +Index: 488 | Active_nodes: 6 | Time: 6.9857e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| +Index: 78 | Active_nodes: 6 | Time: 6.9880e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +Index: 396 | Active_nodes: 6 | Time: 6.9882e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| +Index: 72 | Active_nodes: 6 | Time: 6.9897e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +Index: 492 | Active_nodes: 6 | Time: 6.9905e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| +Index: 300 | Active_nodes: 6 | Time: 6.9917e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| +Index: 540 | Active_nodes: 6 | Time: 6.9937e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| +Index: 504 | Active_nodes: 6 | Time: 6.9953e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 5| +Index: 198 | Active_nodes: 6 | Time: 6.9957e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| +Index: 32 | Active_nodes: 6 | Time: 6.9958e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +Index: 368 | Active_nodes: 6 | Time: 6.9960e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| +Index: 536 | Active_nodes: 6 | Time: 6.9980e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| +Index: 326 | Active_nodes: 6 | Time: 6.9992e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| +Index: 206 | Active_nodes: 6 | Time: 6.9993e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| +Index: 120 | Active_nodes: 6 | Time: 7.0003e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Index: 482 | Active_nodes: 6 | Time: 7.0008e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| +Index: 246 | Active_nodes: 6 | Time: 7.0022e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +Index: 552 | Active_nodes: 6 | Time: 7.0043e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| +Index: 312 | Active_nodes: 6 | Time: 7.0048e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| +Index: 362 | Active_nodes: 6 | Time: 7.0051e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| +Index: 6 | Active_nodes: 6 | Time: 7.0061e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Index: 374 | Active_nodes: 6 | Time: 7.0078e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 5| +Index: 314 | Active_nodes: 6 | Time: 7.0084e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| +Index: 174 | Active_nodes: 6 | Time: 7.0100e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| +Index: 494 | Active_nodes: 6 | Time: 7.0111e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| +Index: 510 | Active_nodes: 6 | Time: 7.0126e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| +Index: 128 | Active_nodes: 6 | Time: 7.0135e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +Index: 150 | Active_nodes: 6 | Time: 7.0224e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| +Index: 156 | Active_nodes: 6 | Time: 7.0233e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| +Index: 390 | Active_nodes: 6 | Time: 7.0260e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| +Index: 84 | Active_nodes: 6 | Time: 7.0352e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| +Index: 516 | Active_nodes: 6 | Time: 7.0364e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| +Index: 444 | Active_nodes: 6 | Time: 7.0365e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +Index: 564 | Active_nodes: 6 | Time: 7.0368e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +Index: 200 | Active_nodes: 6 | Time: 7.0381e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| +Index: 62 | Active_nodes: 6 | Time: 7.0409e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| +Index: 36 | Active_nodes: 6 | Time: 7.0416e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +Index: 420 | Active_nodes: 6 | Time: 7.0422e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| +Index: 264 | Active_nodes: 6 | Time: 7.0623e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +Index: 60 | Active_nodes: 6 | Time: 7.0696e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| +Index: 480 | Active_nodes: 6 | Time: 7.0756e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +Index: 530 | Active_nodes: 6 | Time: 7.2113e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| +Index: 158 | Active_nodes: 6 | Time: 7.2698e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| ........................... -Average time: 7.1440e-06s +Average time: 6.4617e-05s -600 permutations have 18 max nodes. +________________________________________________________________________________________________ -........................... -Average time: 8.2243e-06s +execution time of: 5.8613e-05s: Index: 153 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -________________________________________________________________________________________________ +execution time of: 5.8772e-05s: Index: 599 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| + +execution time of: 5.8843e-05s: Index: 585 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| + +execution time of: 5.8853e-05s: Index: 719 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| + +execution time of: 5.8857e-05s: Index: 273 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| + +execution time of: 5.8879e-05s: Index: 275 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| + +execution time of: 5.8893e-05s: Index: 279 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| + +execution time of: 5.8931e-05s: Index: 587 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| + +execution time of: 5.8940e-05s: Index: 335 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| + +execution time of: 5.8948e-05s: Index: 597 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| + +execution time of: 5.8948e-05s: Index: 225 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| + +execution time of: 5.8952e-05s: Index: 659 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| + +execution time of: 5.8954e-05s: Index: 593 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| + +execution time of: 5.8964e-05s: Index: 551 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| + 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| 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -execution time of: 7.0025e-06s: Index: 431 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -execution time of: 7.0075e-06s: Index: 417 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -execution time of: 7.0100e-06s: Index: 687 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -execution time of: 7.0103e-06s: Index: 569 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -execution time of: 7.0125e-06s: Index: 705 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -execution time of: 7.0127e-06s: Index: 407 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -execution time of: 7.0150e-06s: Index: 231 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -execution time of: 7.0175e-06s: Index: 455 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -execution time of: 7.0203e-06s: Index: 329 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -execution time of: 7.0227e-06s: Index: 239 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -execution time of: 7.0300e-06s: Index: 423 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -execution time of: 7.0327e-06s: Index: 645 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -execution time of: 7.0377e-06s: Index: 327 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -execution time of: 7.0400e-06s: Index: 213 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -execution time of: 7.0427e-06s: Index: 309 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -execution time of: 7.0475e-06s: Index: 203 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 2|3 -> 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Index: 8 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -execution time of: 8.5500e-06s: Index: 386 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -execution time of: 8.5525e-06s: Index: 366 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -execution time of: 8.5528e-06s: Index: 488 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -execution time of: 8.5600e-06s: Index: 384 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -execution time of: 8.5625e-06s: Index: 50 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -execution time of: 8.5628e-06s: Index: 14 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -execution time of: 8.5677e-06s: Index: 290 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -execution time of: 8.5700e-06s: Index: 174 | 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-> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -execution time of: 8.6178e-06s: Index: 362 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -execution time of: 8.6227e-06s: Index: 64 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -execution time of: 8.6250e-06s: Index: 206 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -execution time of: 8.6253e-06s: Index: 121 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -execution time of: 8.6275e-06s: Index: 254 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -execution time of: 8.6300e-06s: Index: 528 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -execution time of: 8.6327e-06s: Index: 242 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -execution time of: 8.6350e-06s: Index: 408 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -execution time of: 8.6353e-06s: Index: 144 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -execution time of: 8.6375e-06s: Index: 120 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -execution time of: 8.6425e-06s: Index: 48 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -execution time of: 8.6478e-06s: Index: 170 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -execution time of: 8.6603e-06s: Index: 410 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -execution time of: 8.6625e-06s: Index: 152 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -execution time of: 8.6627e-06s: Index: 127 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -execution time of: 8.6675e-06s: Index: 266 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -execution time of: 8.6700e-06s: Index: 150 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -execution time of: 8.6775e-06s: Index: 432 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -execution time of: 8.6800e-06s: Index: 86 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -execution time of: 8.6875e-06s: Index: 270 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -execution time of: 8.7152e-06s: Index: 288 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -execution time of: 8.7203e-06s: Index: 168 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -execution time of: 8.7225e-06s: Index: 390 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -execution time of: 8.7252e-06s: Index: 180 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -execution 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Index: 2 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -execution time of: 9.2452e-06s: Index: 128 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -execution time of: 9.3478e-06s: Index: 55 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -execution time of: 9.3527e-06s: Index: 159 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -execution time of: 9.3625e-06s: Index: 356 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -execution time of: 9.3800e-06s: Index: 80 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -execution time of: 9.3975e-06s: Index: 107 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -execution time of: 9.4525e-06s: Index: 177 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -execution time of: 9.5252e-06s: Index: 130 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -execution time of: 9.5478e-06s: Index: 165 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -execution time of: 9.5678e-06s: Index: 191 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -execution time of: 9.7725e-06s: Index: 59 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -execution time of: 9.8077e-06s: Index: 57 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -execution time of: 9.8553e-06s: Index: 94 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -execution time of: 9.8625e-06s: Index: 414 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -execution time of: 9.9150e-06s: Index: 113 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -execution time of: 9.9477e-06s: Index: 95 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -execution time of: 9.9928e-06s: Index: 226 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -execution time of: 1.0003e-05s: Index: 601 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -execution time of: 1.0103e-05s: Index: 235 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -execution time of: 1.0115e-05s: Index: 70 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -execution time of: 1.0200e-05s: Index: 662 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -execution time of: 1.0208e-05s: Index: 61 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -execution time of: 1.0218e-05s: Index: 109 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -execution time of: 1.0220e-05s: Index: 99 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -execution time of: 1.0300e-05s: Index: 62 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -execution time of: 1.0333e-05s: Index: 98 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -execution time of: 1.0360e-05s: Index: 110 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -execution time of: 1.0375e-05s: Index: 189 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -execution time of: 1.0395e-05s: Index: 131 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -execution time of: 1.0625e-05s: Index: 139 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -execution time of: 1.0700e-05s: Index: 30 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -execution time of: 1.0723e-05s: Index: 222 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -execution time of: 1.0742e-05s: Index: 106 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -execution time of: 1.0770e-05s: Index: 58 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -execution time of: 1.0803e-05s: Index: 97 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -execution time of: 1.0805e-05s: Index: 172 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -execution time of: 1.0823e-05s: Index: 164 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -execution time of: 1.0902e-05s: Index: 178 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -execution time of: 1.0930e-05s: Index: 82 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -execution time of: 1.1042e-05s: Index: 108 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -execution time of: 1.1155e-05s: Index: 96 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -execution time of: 1.1222e-05s: Index: 443 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -execution time of: 1.1235e-05s: Index: 192 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -execution time of: 1.1305e-05s: Index: 210 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -execution time of: 1.1345e-05s: Index: 56 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -execution time of: 1.1405e-05s: Index: 60 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -execution time of: 1.1425e-05s: Index: 126 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -execution time of: 1.1460e-05s: Index: 132 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -execution time of: 1.1490e-05s: Index: 169 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -execution time of: 1.1877e-05s: Index: 78 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -execution time of: 1.2037e-05s: Index: 255 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -execution time of: 1.2668e-05s: Index: 243 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -execution time of: 1.2745e-05s: Index: 196 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -execution time of: 1.2965e-05s: Index: 117 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -execution time of: 1.4048e-05s: Index: 116 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -execution time of: 1.7208e-05s: Index: 115 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -execution time of: 1.8478e-05s: Index: 114 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| ________________________________________________________________________________________________ diff --git a/test/BenchmarkQuasm/results/dj_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/dj_indep_qiskit_controls.txt index 86b833e5..69bc4667 100644 --- a/test/BenchmarkQuasm/results/dj_indep_qiskit_controls.txt +++ b/test/BenchmarkQuasm/results/dj_indep_qiskit_controls.txt @@ -8,15 +8,14 @@ i: 0 1 5:======== 6: 0 | o: 0 | -Q: 0 w: 3 | Q: 1 w: 1 | Computed Permutation: ................0 -> 1|1 -> 0| Original Permutation: ................0 -> 0|1 -> 1| -Identity Duration: 2.0300e-06s............................. -Permuted Duration: 1.7250e-06s............................. +Identity Duration: 1.7333e-05s............................. +Permuted Duration: 1.5190e-05s............................. Identity active_nodes: 2 ...................................... Permuted active_nodes: 2 ...................................... -Identity max_nodes: 6 ...................................... -Permuted max_nodes: 5 ...................................... +Identity max_nodes: 4 ...................................... +Permuted max_nodes: 4 ...................................... ________________________________________________________________________________________________ Start Simulation of dj_indep_qiskit_3__________________________________________________ @@ -33,15 +32,14 @@ Start Simulation of dj_indep_qiskit_3___________________________________________ .9:...0...|...| 10:...|...1...| .o:...0...1...| -Q: 0 w: 3 | Q: 1 w: 3 | Q: 2 w: 1 | Computed Permutation: .........0 -> 2|1 -> 0|2 -> 1| Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 3.5650e-06s............................. -Permuted Duration: 3.2525e-06s............................. +Identity Duration: 2.9131e-05s............................. +Permuted Duration: 2.7238e-05s............................. Identity active_nodes: 3 ...................................... Permuted active_nodes: 3 ...................................... -Identity max_nodes: 9 ...................................... -Permuted max_nodes: 9 ...................................... +Identity max_nodes: 6 ...................................... +Permuted max_nodes: 6 ...................................... ________________________________________________________________________________________________ Start Simulation of dj_indep_qiskit_4__________________________________________________ @@ -62,15 +60,14 @@ Start Simulation of dj_indep_qiskit_4___________________________________________ 13:...|...1...|...| 14:...|...|...2...| .o:...0...1...2...| -Q: 0 w: 3 | Q: 1 w: 3 | Q: 2 w: 3 | Q: 3 w: 1 | Computed Permutation: ..0 -> 3|1 -> 0|2 -> 1|3 -> 2| Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Identity Duration: 5.1275e-06s............................. -Permuted Duration: 4.8275e-06s............................. +Identity Duration: 4.1844e-05s............................. +Permuted Duration: 4.0088e-05s............................. Identity active_nodes: 4 ...................................... Permuted active_nodes: 4 ...................................... -Identity max_nodes: 12 ...................................... -Permuted max_nodes: 12 ...................................... +Identity max_nodes: 8 ...................................... +Permuted max_nodes: 8 ...................................... ________________________________________________________________________________________________ Start Simulation of dj_indep_qiskit_5__________________________________________________ @@ -95,15 +92,14 @@ Start Simulation of dj_indep_qiskit_5___________________________________________ 17:...|...|...2...|...| 18:...|...|...|...3...| .o:...0...1...2...3...| -Q: 0 w: 3 | Q: 1 w: 3 | Q: 2 w: 3 | Q: 3 w: 3 | Q: 4 w: 1 | Computed Permutation: 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: 6.9225e-06s............................. -Permuted Duration: 6.6025e-06s............................. +Identity Duration: 5.5367e-05s............................. +Permuted Duration: 5.3687e-05s............................. Identity active_nodes: 5 ...................................... Permuted active_nodes: 5 ...................................... -Identity max_nodes: 15 ...................................... -Permuted max_nodes: 15 ...................................... +Identity max_nodes: 10 ...................................... +Permuted max_nodes: 10 ...................................... ________________________________________________________________________________________________ Start Simulation of dj_indep_qiskit_6__________________________________________________ @@ -132,55 +128,13 @@ Start Simulation of dj_indep_qiskit_6___________________________________________ 21:...|...|...|...3...|...| 22:...|...|...|...|...4...| .o:...0...1...2...3...4...| -Q: 0 w: 3 | Q: 1 w: 3 | Q: 2 w: 3 | Q: 3 w: 3 | Q: 4 w: 3 | Q: 5 w: 1 | Computed Permutation: 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Identity Duration: 8.7028e-06s............................. -Permuted Duration: 8.4700e-06s............................. +Identity Duration: 6.8927e-05s............................. +Permuted Duration: 7.0135e-05s............................. Identity active_nodes: 6 ...................................... Permuted active_nodes: 6 ...................................... -Identity max_nodes: 18 ...................................... -Permuted max_nodes: 18 ...................................... -________________________________________________________________________________________________ - -Start Simulation of dj_indep_qiskit_7__________________________________________________ - -.i:...0...1...2...3...4...5...6 -.1:..ry...|...|...|...|...|...| p: (1.5708e+00) -.2:...|..ry...|...|...|...|...| p: (1.5708e+00) -.3:...|...|...h...|...|...|...| -.4:...|...|...|..ry...|...|...| p: (1.5708e+00) -.5:...|...|...|...|...h...|...| -.6:...|...|...|...|...|..ry...| p: (1.5708e+00) -.7:...|...|...|...|...|...|..u2 p: (-3.1416e+00) (-3.1416e+00) -.8:...c...|...|...|...|...|...x -.9:..u2...|...|...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) -10:...|...c...|...|...|...|...x -11:...|..u2...|...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) -12:...|...|...c...|...|...|...x -13:...|...|...h...|...|...|...| -14:...|...|...|...c...|...|...x -15:...|...|...|..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) -16:...|...|...|...|...c...|...x -17:...|...|...|...|...h...|...| -18:...|...|...|...|...|...c...x -19:...|...|...|...|...|..u2...| p: (-3.1416e+00) (-3.1416e+00) -20:============================ -21:...0...|...|...|...|...|...| -22:...|...1...|...|...|...|...| -23:...|...|...2...|...|...|...| -24:...|...|...|...3...|...|...| -25:...|...|...|...|...4...|...| -26:...|...|...|...|...|...5...| -.o:...0...1...2...3...4...5...| -Q: 0 w: 3 | Q: 1 w: 3 | Q: 2 w: 3 | Q: 3 w: 3 | Q: 4 w: 3 | Q: 5 w: 3 | Q: 6 w: 1 | -Computed Permutation: 0 -> 6|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4|6 -> 5| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Identity Duration: 1.0493e-05s............................. -Permuted Duration: 1.0285e-05s............................. -Identity active_nodes: 7 ...................................... -Permuted active_nodes: 7 ...................................... -Identity max_nodes: 21 ...................................... -Permuted max_nodes: 21 ...................................... +Identity max_nodes: 12 ...................................... +Permuted max_nodes: 12 ...................................... ________________________________________________________________________________________________ diff --git a/test/BenchmarkQuasm/results/dj_indep_qiskit_gates.txt b/test/BenchmarkQuasm/results/dj_indep_qiskit_gates.txt deleted file mode 100644 index 5107d5be..00000000 --- a/test/BenchmarkQuasm/results/dj_indep_qiskit_gates.txt +++ /dev/null @@ -1,180 +0,0 @@ -Start Simulation of dj_indep_qiskit_2__________________________________________________ - -i: 0 1 -1: ry | p: (1.5708) -2: | u2 p: (-3.14159) (-3.14159) -3: c x -4: u2 | p: (-3.14159) (-3.14159) -5:======== -6: 0 | -o: 0 | -Computed Permutation: ................0 -> 0|1 -> 1| -Original Permutation: ................0 -> 0|1 -> 1| -Identity Duration: 2.0300e-06s............................. -Permuted Duration: 2.0050e-06s............................. -Identity active_nodes: 2 ...................................... -Permuted active_nodes: 2 ...................................... -Identity max_nodes: 6 ...................................... -Permuted max_nodes: 6 ...................................... -________________________________________________________________________________________________ - -Start Simulation of dj_indep_qiskit_3__________________________________________________ - -.i:...0...1...2 -.1:..ry...|...| p: (1.5708e+00) -.2:...|..ry...| p: (1.5708e+00) -.3:...|...|..u2 p: (-3.1416e+00) (-3.1416e+00) -.4:...c...|...x -.5:..u2...|...| p: (-3.1416e+00) (-3.1416e+00) -.6:...|...c...x -.7:...|..u2...| p: (-3.1416e+00) (-3.1416e+00) -.8:============ -.9:...0...|...| -10:...|...1...| -.o:...0...1...| -Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 3.4875e-06s............................. -Permuted Duration: 3.4800e-06s............................. -Identity active_nodes: 3 ...................................... -Permuted active_nodes: 3 ...................................... -Identity max_nodes: 9 ...................................... -Permuted max_nodes: 9 ...................................... -________________________________________________________________________________________________ - -Start Simulation of dj_indep_qiskit_4__________________________________________________ - -.i:...0...1...2...3 -.1:..ry...|...|...| p: (1.5708e+00) -.2:...|..ry...|...| p: (1.5708e+00) -.3:...|...|...h...| -.4:...|...|...|..u2 p: (-3.1416e+00) (-3.1416e+00) -.5:...c...|...|...x -.6:..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) -.7:...|...c...|...x -.8:...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) -.9:...|...|...c...x -10:...|...|...h...| -11:================ -12:...0...|...|...| -13:...|...1...|...| -14:...|...|...2...| -.o:...0...1...2...| -Computed Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Identity Duration: 5.0675e-06s............................. -Permuted Duration: 5.0700e-06s............................. -Identity active_nodes: 4 ...................................... -Permuted active_nodes: 4 ...................................... -Identity max_nodes: 12 ...................................... -Permuted max_nodes: 12 ...................................... -________________________________________________________________________________________________ - -Start Simulation of dj_indep_qiskit_5__________________________________________________ - -.i:...0...1...2...3...4 -.1:..ry...|...|...|...| p: (1.5708e+00) -.2:...|..ry...|...|...| p: (1.5708e+00) -.3:...|...|...h...|...| -.4:...|...|...|..ry...| p: (1.5708e+00) -.5:...|...|...|...|..u2 p: (-3.1416e+00) (-3.1416e+00) -.6:...c...|...|...|...x -.7:..u2...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) -.8:...|...c...|...|...x -.9:...|..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) -10:...|...|...c...|...x -11:...|...|...h...|...| -12:...|...|...|...c...x -13:...|...|...|..u2...| p: (-3.1416e+00) (-3.1416e+00) -14:==================== -15:...0...|...|...|...| -16:...|...1...|...|...| -17:...|...|...2...|...| -18:...|...|...|...3...| -.o:...0...1...2...3...| -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: 6.8025e-06s............................. -Permuted Duration: 6.8025e-06s............................. -Identity active_nodes: 5 ...................................... -Permuted active_nodes: 5 ...................................... -Identity max_nodes: 15 ...................................... -Permuted max_nodes: 15 ...................................... -________________________________________________________________________________________________ - -Start Simulation of dj_indep_qiskit_6__________________________________________________ - -.i:...0...1...2...3...4...5 -.1:..ry...|...|...|...|...| p: (1.5708e+00) -.2:...|..ry...|...|...|...| p: (1.5708e+00) -.3:...|...|...h...|...|...| -.4:...|...|...|..ry...|...| p: (1.5708e+00) -.5:...|...|...|...|...h...| -.6:...|...|...|...|...|..u2 p: (-3.1416e+00) (-3.1416e+00) -.7:...c...|...|...|...|...x -.8:..u2...|...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) -.9:...|...c...|...|...|...x -10:...|..u2...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) -11:...|...|...c...|...|...x -12:...|...|...h...|...|...| -13:...|...|...|...c...|...x -14:...|...|...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) -15:...|...|...|...|...c...x -16:...|...|...|...|...h...| -17:======================== -18:...0...|...|...|...|...| -19:...|...1...|...|...|...| -20:...|...|...2...|...|...| -21:...|...|...|...3...|...| -22:...|...|...|...|...4...| -.o:...0...1...2...3...4...| -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Identity Duration: 8.6100e-06s............................. -Permuted Duration: 8.6450e-06s............................. -Identity active_nodes: 6 ...................................... -Permuted active_nodes: 6 ...................................... -Identity max_nodes: 18 ...................................... -Permuted max_nodes: 18 ...................................... -________________________________________________________________________________________________ - -Start Simulation of dj_indep_qiskit_7__________________________________________________ - -.i:...0...1...2...3...4...5...6 -.1:..ry...|...|...|...|...|...| p: (1.5708e+00) -.2:...|..ry...|...|...|...|...| p: (1.5708e+00) -.3:...|...|...h...|...|...|...| -.4:...|...|...|..ry...|...|...| p: (1.5708e+00) -.5:...|...|...|...|...h...|...| -.6:...|...|...|...|...|..ry...| p: (1.5708e+00) -.7:...|...|...|...|...|...|..u2 p: (-3.1416e+00) (-3.1416e+00) -.8:...c...|...|...|...|...|...x -.9:..u2...|...|...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) -10:...|...c...|...|...|...|...x -11:...|..u2...|...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) -12:...|...|...c...|...|...|...x -13:...|...|...h...|...|...|...| -14:...|...|...|...c...|...|...x -15:...|...|...|..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) -16:...|...|...|...|...c...|...x -17:...|...|...|...|...h...|...| -18:...|...|...|...|...|...c...x -19:...|...|...|...|...|..u2...| p: (-3.1416e+00) (-3.1416e+00) -20:============================ -21:...0...|...|...|...|...|...| -22:...|...1...|...|...|...|...| -23:...|...|...2...|...|...|...| -24:...|...|...|...3...|...|...| -25:...|...|...|...|...4...|...| -26:...|...|...|...|...|...5...| -.o:...0...1...2...3...4...5...| -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Identity Duration: 1.0475e-05s............................. -Permuted Duration: 1.0490e-05s............................. -Identity active_nodes: 7 ...................................... -Permuted active_nodes: 7 ...................................... -Identity max_nodes: 21 ...................................... -Permuted max_nodes: 21 ...................................... -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/ghz_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/ghz_indep_qiskit_all.txt index f9f2dc3a..b97a7c55 100644 --- a/test/BenchmarkQuasm/results/ghz_indep_qiskit_all.txt +++ b/test/BenchmarkQuasm/results/ghz_indep_qiskit_all.txt @@ -8,35 +8,41 @@ i: 0 1 5: | 1 o: 0 1 Total Permutations: 2 -Min time: 1.1000e-06s................. Permutation 0 : 0 -> 0|1 -> 1| -Max time: 1.3675e-06s................. Permutation 1 : 0 -> 1|1 -> 0| +Min time: 1.0136e-05s................. Permutation 0 : 0 -> 0|1 -> 1| +Max time: 1.2114e-05s................. Permutation 1 : 0 -> 1|1 -> 0| Min active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Min max nodes: 5 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Min max nodes: 4 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| Max active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Max max nodes: 6 nodes.................... Permutation 1 : 0 -> 1|1 -> 0| +Max max nodes: 5 nodes.................... Permutation 1 : 0 -> 1|1 -> 0| ________________________________________________________________________________________________ 2 permutations have 3 active nodes. +Index: 0 | Max_nodes: 4 | Time: 1.0136e-05s | 0 -> 0|1 -> 1| +Index: 1 | Max_nodes: 5 | Time: 1.2114e-05s | 0 -> 1|1 -> 0| ........................... -Average time: 1.2338e-06s +Average time: 1.1125e-05s ________________________________________________________________________________________________ -1 permutations have 5 max nodes. +1 permutations have 4 max nodes. +Index: 0 | Active_nodes: 3 | Time: 1.0136e-05s | 0 -> 0|1 -> 1| ........................... -Average time: 1.1000e-06s +Average time: 1.0136e-05s -1 permutations have 6 max nodes. +1 permutations have 5 max nodes. +Index: 1 | Active_nodes: 3 | Time: 1.2114e-05s | 0 -> 1|1 -> 0| ........................... -Average time: 1.3675e-06s +Average time: 1.2114e-05s ________________________________________________________________________________________________ -execution time of: 1.1000e-06s: Index: 0 | Max_nodes: 5 | Active_nodes: 3 | 0 -> 0|1 -> 1| -execution time of: 1.3675e-06s: Index: 1 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 1|1 -> 0| +execution time of: 1.0136e-05s: Index: 0 | Max_nodes: 4 | Active_nodes: 3 | 0 -> 0|1 -> 1| + +execution time of: 1.2114e-05s: Index: 1 | Max_nodes: 5 | Active_nodes: 3 | 0 -> 1|1 -> 0| + ________________________________________________________________________________________________ Start Simulation of ghz_indep_qiskit_3__________________________________________________ @@ -51,44 +57,57 @@ i:...0...1...2 7:...|...|...2 o:...0...1...2 Total Permutations: 6 -Min time: 1.6000e-06s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max time: 4.7000e-06s................. Permutation 4 : 0 -> 2|1 -> 0|2 -> 1| +Min time: 1.4887e-05s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max time: 1.8254e-05s................. Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| Min active nodes: 5 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Min max nodes: 8 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Min max nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| Max active nodes: 5 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max max nodes: 10 nodes.................... Permutation 3 : 0 -> 1|1 -> 2|2 -> 0| +Max max nodes: 8 nodes.................... Permutation 3 : 0 -> 1|1 -> 2|2 -> 0| ________________________________________________________________________________________________ 6 permutations have 5 active nodes. +Index: 0 | Max_nodes: 7 | Time: 1.4887e-05s | 0 -> 0|1 -> 1|2 -> 2| +Index: 4 | Max_nodes: 7 | Time: 1.6497e-05s | 0 -> 2|1 -> 0|2 -> 1| +Index: 1 | Max_nodes: 7 | Time: 1.6510e-05s | 0 -> 0|1 -> 2|2 -> 1| +Index: 2 | Max_nodes: 7 | Time: 1.7008e-05s | 0 -> 1|1 -> 0|2 -> 2| +Index: 3 | Max_nodes: 8 | Time: 1.6602e-05s | 0 -> 1|1 -> 2|2 -> 0| +Index: 5 | Max_nodes: 8 | Time: 1.8254e-05s | 0 -> 2|1 -> 1|2 -> 0| ........................... -Average time: 2.6154e-06s +Average time: 1.6626e-05s ________________________________________________________________________________________________ -2 permutations have 8 max nodes. +4 permutations have 7 max nodes. +Index: 0 | Active_nodes: 5 | Time: 1.4887e-05s | 0 -> 0|1 -> 1|2 -> 2| +Index: 4 | Active_nodes: 5 | Time: 1.6497e-05s | 0 -> 2|1 -> 0|2 -> 1| +Index: 1 | Active_nodes: 5 | Time: 1.6510e-05s | 0 -> 0|1 -> 2|2 -> 1| +Index: 2 | Active_nodes: 5 | Time: 1.7008e-05s | 0 -> 1|1 -> 0|2 -> 2| ........................... -Average time: 2.0125e-06s +Average time: 1.6226e-05s -2 permutations have 9 max nodes. +2 permutations have 8 max nodes. +Index: 3 | Active_nodes: 5 | Time: 1.6602e-05s | 0 -> 1|1 -> 2|2 -> 0| +Index: 5 | Active_nodes: 5 | Time: 1.8254e-05s | 0 -> 2|1 -> 1|2 -> 0| ........................... -Average time: 3.5425e-06s +Average time: 1.7428e-05s -2 permutations have 10 max nodes. +________________________________________________________________________________________________ -........................... -Average time: 2.2912e-06s +execution time of: 1.4887e-05s: Index: 0 | Max_nodes: 7 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 2| -________________________________________________________________________________________________ +execution time of: 1.6497e-05s: Index: 4 | Max_nodes: 7 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 1| + +execution time of: 1.6510e-05s: Index: 1 | Max_nodes: 7 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 1| + +execution time of: 1.6602e-05s: Index: 3 | Max_nodes: 8 | Active_nodes: 5 | 0 -> 1|1 -> 2|2 -> 0| + +execution time of: 1.7008e-05s: Index: 2 | Max_nodes: 7 | Active_nodes: 5 | 0 -> 1|1 -> 0|2 -> 2| + +execution time of: 1.8254e-05s: Index: 5 | Max_nodes: 8 | Active_nodes: 5 | 0 -> 2|1 -> 1|2 -> 0| -execution time of: 1.6000e-06s: Index: 0 | Max_nodes: 8 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 2| -execution time of: 2.0950e-06s: Index: 5 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 1|2 -> 0| -execution time of: 2.3850e-06s: Index: 1 | Max_nodes: 9 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 1| -execution time of: 2.4250e-06s: Index: 2 | Max_nodes: 8 | Active_nodes: 5 | 0 -> 1|1 -> 0|2 -> 2| -execution time of: 2.4875e-06s: Index: 3 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 2|2 -> 0| -execution time of: 4.7000e-06s: Index: 4 | Max_nodes: 9 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 1| ________________________________________________________________________________________________ Start Simulation of ghz_indep_qiskit_4__________________________________________________ @@ -105,59 +124,129 @@ i:...0...1...2...3 9:...|...|...|...3 o:...0...1...2...3 Total Permutations: 24 -Min time: 2.0952e-06s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Max time: 3.4125e-06s................. Permutation 23 : 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +Min time: 1.9067e-05s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Max time: 2.4641e-05s................. Permutation 23 : 0 -> 3|1 -> 2|2 -> 1|3 -> 0| Min active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Min max nodes: 12 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Min max nodes: 10 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| Max active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Max max nodes: 14 nodes.................... Permutation 9 : 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +Max max nodes: 11 nodes.................... Permutation 9 : 0 -> 1|1 -> 2|2 -> 3|3 -> 0| ________________________________________________________________________________________________ 24 permutations have 7 active nodes. +Index: 0 | Max_nodes: 10 | Time: 1.9067e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Index: 6 | Max_nodes: 10 | Time: 2.0724e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +Index: 8 | Max_nodes: 10 | Time: 2.0767e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| +Index: 2 | Max_nodes: 10 | Time: 2.0876e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +Index: 12 | Max_nodes: 10 | Time: 2.0984e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +Index: 10 | Max_nodes: 10 | Time: 2.1034e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +Index: 4 | Max_nodes: 10 | Time: 2.1089e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| +Index: 1 | Max_nodes: 10 | Time: 2.1123e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +Index: 16 | Max_nodes: 10 | Time: 2.1197e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| +Index: 3 | Max_nodes: 10 | Time: 2.1308e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +Index: 18 | Max_nodes: 10 | Time: 2.1454e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| +Index: 14 | Max_nodes: 10 | Time: 2.2511e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +Index: 7 | Max_nodes: 10 | Time: 2.2677e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +Index: 20 | Max_nodes: 10 | Time: 2.2687e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +Index: 22 | Max_nodes: 10 | Time: 2.2795e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| +Index: 19 | Max_nodes: 10 | Time: 2.2918e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| +Index: 13 | Max_nodes: 10 | Time: 2.3343e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +Index: 5 | Max_nodes: 10 | Time: 2.3932e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +Index: 9 | Max_nodes: 11 | Time: 2.1465e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +Index: 17 | Max_nodes: 11 | Time: 2.3010e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +Index: 15 | Max_nodes: 11 | Time: 2.3040e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +Index: 21 | Max_nodes: 11 | Time: 2.3080e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| +Index: 11 | Max_nodes: 11 | Time: 2.3095e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| +Index: 23 | Max_nodes: 11 | Time: 2.4641e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| ........................... -Average time: 2.5487e-06s +Average time: 2.2034e-05s ________________________________________________________________________________________________ -12 permutations have 12 max nodes. +18 permutations have 10 max nodes. +Index: 0 | Active_nodes: 7 | Time: 1.9067e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Index: 6 | Active_nodes: 7 | Time: 2.0724e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +Index: 8 | Active_nodes: 7 | Time: 2.0767e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| +Index: 2 | Active_nodes: 7 | Time: 2.0876e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +Index: 12 | Active_nodes: 7 | Time: 2.0984e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +Index: 10 | Active_nodes: 7 | Time: 2.1034e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +Index: 4 | Active_nodes: 7 | Time: 2.1089e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| +Index: 1 | Active_nodes: 7 | Time: 2.1123e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +Index: 16 | Active_nodes: 7 | Time: 2.1197e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| +Index: 3 | Active_nodes: 7 | Time: 2.1308e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +Index: 18 | Active_nodes: 7 | Time: 2.1454e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| +Index: 14 | Active_nodes: 7 | Time: 2.2511e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +Index: 7 | Active_nodes: 7 | Time: 2.2677e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +Index: 20 | Active_nodes: 7 | Time: 2.2687e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +Index: 22 | Active_nodes: 7 | Time: 2.2795e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| +Index: 19 | Active_nodes: 7 | Time: 2.2918e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| +Index: 13 | Active_nodes: 7 | Time: 2.3343e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +Index: 5 | Active_nodes: 7 | Time: 2.3932e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| ........................... -Average time: 2.3725e-06s +Average time: 2.1694e-05s -6 permutations have 13 max nodes. +6 permutations have 11 max nodes. +Index: 9 | Active_nodes: 7 | Time: 2.1465e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +Index: 17 | Active_nodes: 7 | Time: 2.3010e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +Index: 15 | Active_nodes: 7 | Time: 2.3040e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +Index: 21 | Active_nodes: 7 | Time: 2.3080e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| +Index: 11 | Active_nodes: 7 | Time: 2.3095e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| +Index: 23 | Active_nodes: 7 | Time: 2.4641e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| ........................... -Average time: 2.6283e-06s +Average time: 2.3055e-05s -6 permutations have 14 max nodes. +________________________________________________________________________________________________ -........................... -Average time: 2.8213e-06s +execution time of: 1.9067e-05s: Index: 0 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -________________________________________________________________________________________________ +execution time of: 2.0724e-05s: Index: 6 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| + +execution time of: 2.0767e-05s: Index: 8 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| + +execution time of: 2.0876e-05s: Index: 2 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| + +execution time of: 2.0984e-05s: Index: 12 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| + +execution time of: 2.1034e-05s: Index: 10 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| + +execution time of: 2.1089e-05s: Index: 4 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| + +execution time of: 2.1123e-05s: Index: 1 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| + +execution time of: 2.1197e-05s: Index: 16 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| + +execution time of: 2.1308e-05s: Index: 3 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| + +execution time of: 2.1454e-05s: Index: 18 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| + +execution time of: 2.1465e-05s: Index: 9 | Max_nodes: 11 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| + +execution time of: 2.2511e-05s: Index: 14 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| + +execution time of: 2.2677e-05s: Index: 7 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| + +execution time of: 2.2687e-05s: Index: 20 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| + +execution time of: 2.2795e-05s: Index: 22 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| + +execution time of: 2.2918e-05s: Index: 19 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| + +execution time of: 2.3010e-05s: Index: 17 | Max_nodes: 11 | Active_nodes: 7 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| + +execution time of: 2.3040e-05s: Index: 15 | Max_nodes: 11 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| + +execution time of: 2.3080e-05s: Index: 21 | Max_nodes: 11 | Active_nodes: 7 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| + +execution time of: 2.3095e-05s: Index: 11 | Max_nodes: 11 | Active_nodes: 7 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| + +execution time of: 2.3343e-05s: Index: 13 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| + +execution time of: 2.3932e-05s: Index: 5 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| + +execution time of: 2.4641e-05s: Index: 23 | Max_nodes: 11 | Active_nodes: 7 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -execution time of: 2.0952e-06s: Index: 0 | Max_nodes: 12 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -execution time of: 2.2775e-06s: Index: 6 | Max_nodes: 12 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -execution time of: 2.3200e-06s: Index: 10 | Max_nodes: 12 | Active_nodes: 7 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| -execution time of: 2.3325e-06s: Index: 2 | Max_nodes: 12 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -execution time of: 2.3403e-06s: Index: 4 | Max_nodes: 12 | Active_nodes: 7 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -execution time of: 2.3425e-06s: Index: 1 | Max_nodes: 12 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -execution time of: 2.3850e-06s: Index: 9 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -execution time of: 2.3875e-06s: Index: 16 | Max_nodes: 13 | Active_nodes: 7 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| -execution time of: 2.4175e-06s: Index: 18 | Max_nodes: 12 | Active_nodes: 7 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| -execution time of: 2.4550e-06s: Index: 3 | Max_nodes: 13 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -execution time of: 2.5525e-06s: Index: 7 | Max_nodes: 12 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -execution time of: 2.5850e-06s: Index: 14 | Max_nodes: 12 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -execution time of: 2.5975e-06s: Index: 20 | Max_nodes: 12 | Active_nodes: 7 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -execution time of: 2.6000e-06s: Index: 13 | Max_nodes: 13 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| -execution time of: 2.6050e-06s: Index: 5 | Max_nodes: 13 | Active_nodes: 7 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| -execution time of: 2.6250e-06s: Index: 17 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -execution time of: 2.6300e-06s: Index: 11 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -execution time of: 2.6450e-06s: Index: 21 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| -execution time of: 3.0925e-06s: Index: 22 | Max_nodes: 13 | Active_nodes: 7 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| -execution time of: 3.2303e-06s: Index: 15 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -execution time of: 3.4125e-06s: Index: 23 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| ________________________________________________________________________________________________ Start Simulation of ghz_indep_qiskit_5__________________________________________________ @@ -176,142 +265,513 @@ Start Simulation of ghz_indep_qiskit_5__________________________________________ 11:...|...|...|...|...4 .o:...0...1...2...3...4 Total Permutations: 120 -Min time: 2.6375e-06s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Max time: 4.5325e-06s................. Permutation 80 : 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +Min time: 2.3848e-05s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Max time: 3.1577e-05s................. Permutation 119: 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| Min active nodes: 9 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Min max nodes: 16 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Min max nodes: 13 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| Max active nodes: 9 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Max max nodes: 18 nodes.................... Permutation 33 : 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +Max max nodes: 14 nodes.................... Permutation 33 : 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| ________________________________________________________________________________________________ 120 permutations have 9 active nodes. +Index: 0 | Max_nodes: 13 | Time: 2.3848e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Index: 2 | Max_nodes: 13 | Time: 2.5584e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +Index: 30 | Max_nodes: 13 | Time: 2.5725e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +Index: 6 | Max_nodes: 13 | Time: 2.5799e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +Index: 36 | Max_nodes: 13 | Time: 2.5807e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +Index: 32 | Max_nodes: 13 | Time: 2.5823e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +Index: 8 | Max_nodes: 13 | Time: 2.5838e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +Index: 1 | Max_nodes: 13 | Time: 2.5858e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +Index: 60 | Max_nodes: 13 | Time: 2.5875e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +Index: 12 | Max_nodes: 13 | Time: 2.5913e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +Index: 4 | Max_nodes: 13 | Time: 2.5919e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +Index: 24 | Max_nodes: 13 | Time: 2.5959e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +Index: 48 | Max_nodes: 13 | Time: 2.6047e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +Index: 66 | Max_nodes: 13 | Time: 2.6053e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +Index: 3 | Max_nodes: 13 | Time: 2.6090e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +Index: 10 | Max_nodes: 13 | Time: 2.6133e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +Index: 34 | Max_nodes: 13 | Time: 2.6138e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +Index: 18 | Max_nodes: 13 | Time: 2.6152e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +Index: 72 | Max_nodes: 13 | Time: 2.6156e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +Index: 42 | Max_nodes: 13 | Time: 2.6219e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +Index: 90 | Max_nodes: 13 | Time: 2.6223e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +Index: 16 | Max_nodes: 13 | Time: 2.6407e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +Index: 9 | Max_nodes: 13 | Time: 2.6450e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +Index: 64 | Max_nodes: 13 | Time: 2.6643e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +Index: 40 | Max_nodes: 13 | Time: 2.6732e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +Index: 96 | Max_nodes: 13 | Time: 2.7096e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +Index: 56 | Max_nodes: 13 | Time: 2.7467e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +Index: 62 | Max_nodes: 13 | Time: 2.7484e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +Index: 26 | Max_nodes: 13 | Time: 2.7505e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +Index: 78 | Max_nodes: 13 | Time: 2.7545e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +Index: 54 | Max_nodes: 13 | Time: 2.7562e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +Index: 14 | Max_nodes: 13 | Time: 2.7569e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +Index: 38 | Max_nodes: 13 | Time: 2.7621e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +Index: 80 | Max_nodes: 13 | Time: 2.7629e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +Index: 74 | Max_nodes: 13 | Time: 2.7650e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +Index: 84 | Max_nodes: 13 | Time: 2.7694e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +Index: 98 | Max_nodes: 13 | Time: 2.7725e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +Index: 31 | Max_nodes: 13 | Time: 2.7754e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +Index: 58 | Max_nodes: 13 | Time: 2.7775e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +Index: 68 | Max_nodes: 13 | Time: 2.7778e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +Index: 44 | Max_nodes: 13 | Time: 2.7792e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +Index: 108 | Max_nodes: 13 | Time: 2.7813e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +Index: 104 | Max_nodes: 13 | Time: 2.7832e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +Index: 5 | Max_nodes: 13 | Time: 2.7839e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +Index: 20 | Max_nodes: 13 | Time: 2.7858e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +Index: 28 | Max_nodes: 13 | Time: 2.7868e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +Index: 102 | Max_nodes: 13 | Time: 2.7881e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +Index: 92 | Max_nodes: 13 | Time: 2.7912e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +Index: 52 | Max_nodes: 13 | Time: 2.7931e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +Index: 25 | Max_nodes: 13 | Time: 2.7933e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +Index: 43 | Max_nodes: 13 | Time: 2.7936e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +Index: 106 | Max_nodes: 13 | Time: 2.7950e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +Index: 114 | Max_nodes: 13 | Time: 2.7954e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +Index: 22 | Max_nodes: 13 | Time: 2.7970e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +Index: 49 | Max_nodes: 13 | Time: 2.7972e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +Index: 100 | Max_nodes: 13 | Time: 2.7973e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +Index: 46 | Max_nodes: 13 | Time: 2.7996e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +Index: 50 | Max_nodes: 13 | Time: 2.8025e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +Index: 76 | Max_nodes: 13 | Time: 2.8027e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +Index: 37 | Max_nodes: 13 | Time: 2.8030e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +Index: 7 | Max_nodes: 13 | Time: 2.8042e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +Index: 27 | Max_nodes: 13 | Time: 2.8045e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +Index: 19 | Max_nodes: 13 | Time: 2.8057e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +Index: 97 | Max_nodes: 13 | Time: 2.8080e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| +Index: 13 | Max_nodes: 13 | Time: 2.8082e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +Index: 88 | Max_nodes: 13 | Time: 2.8130e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +Index: 73 | Max_nodes: 13 | Time: 2.8139e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +Index: 70 | Max_nodes: 13 | Time: 2.8162e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +Index: 15 | Max_nodes: 13 | Time: 2.8169e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +Index: 11 | Max_nodes: 13 | Time: 2.8195e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +Index: 91 | Max_nodes: 13 | Time: 2.8201e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +Index: 112 | Max_nodes: 13 | Time: 2.8210e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +Index: 51 | Max_nodes: 13 | Time: 2.8216e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +Index: 21 | Max_nodes: 13 | Time: 2.8220e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +Index: 17 | Max_nodes: 13 | Time: 2.8250e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +Index: 61 | Max_nodes: 13 | Time: 2.8256e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +Index: 99 | Max_nodes: 13 | Time: 2.8296e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +Index: 67 | Max_nodes: 13 | Time: 2.8308e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +Index: 94 | Max_nodes: 13 | Time: 2.8331e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +Index: 75 | Max_nodes: 13 | Time: 2.8373e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +Index: 82 | Max_nodes: 13 | Time: 2.8412e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +Index: 86 | Max_nodes: 13 | Time: 2.9373e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +Index: 55 | Max_nodes: 13 | Time: 2.9511e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +Index: 116 | Max_nodes: 13 | Time: 2.9574e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +Index: 103 | Max_nodes: 13 | Time: 2.9611e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +Index: 115 | Max_nodes: 13 | Time: 2.9659e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +Index: 79 | Max_nodes: 13 | Time: 2.9708e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +Index: 118 | Max_nodes: 13 | Time: 2.9710e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +Index: 109 | Max_nodes: 13 | Time: 2.9713e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +Index: 29 | Max_nodes: 13 | Time: 2.9752e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +Index: 110 | Max_nodes: 13 | Time: 2.9789e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +Index: 23 | Max_nodes: 13 | Time: 2.9827e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +Index: 101 | Max_nodes: 13 | Time: 2.9836e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +Index: 85 | Max_nodes: 13 | Time: 2.9849e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +Index: 77 | Max_nodes: 13 | Time: 2.9859e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +Index: 53 | Max_nodes: 13 | Time: 2.9906e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +Index: 33 | Max_nodes: 14 | Time: 2.6548e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +Index: 93 | Max_nodes: 14 | Time: 2.8241e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +Index: 35 | Max_nodes: 14 | Time: 2.8285e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +Index: 57 | Max_nodes: 14 | Time: 2.8288e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +Index: 63 | Max_nodes: 14 | Time: 2.8296e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +Index: 69 | Max_nodes: 14 | Time: 2.8306e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +Index: 65 | Max_nodes: 14 | Time: 2.8326e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +Index: 39 | Max_nodes: 14 | Time: 2.8371e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +Index: 45 | Max_nodes: 14 | Time: 2.8379e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +Index: 41 | Max_nodes: 14 | Time: 2.8384e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +Index: 81 | Max_nodes: 14 | Time: 2.8388e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +Index: 105 | Max_nodes: 14 | Time: 2.9133e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +Index: 117 | Max_nodes: 14 | Time: 2.9875e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +Index: 89 | Max_nodes: 14 | Time: 2.9893e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +Index: 111 | Max_nodes: 14 | Time: 2.9904e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +Index: 113 | Max_nodes: 14 | Time: 2.9936e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +Index: 95 | Max_nodes: 14 | Time: 2.9948e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +Index: 47 | Max_nodes: 14 | Time: 2.9949e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +Index: 83 | Max_nodes: 14 | Time: 2.9979e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +Index: 107 | Max_nodes: 14 | Time: 2.9983e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +Index: 87 | Max_nodes: 14 | Time: 3.0014e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +Index: 59 | Max_nodes: 14 | Time: 3.0016e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +Index: 71 | Max_nodes: 14 | Time: 3.0113e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +Index: 119 | Max_nodes: 14 | Time: 3.1577e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| ........................... -Average time: 3.2467e-06s +Average time: 2.7998e-05s ________________________________________________________________________________________________ -72 permutations have 16 max nodes. +96 permutations have 13 max nodes. +Index: 0 | Active_nodes: 9 | Time: 2.3848e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Index: 2 | Active_nodes: 9 | Time: 2.5584e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +Index: 30 | Active_nodes: 9 | Time: 2.5725e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +Index: 6 | Active_nodes: 9 | Time: 2.5799e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +Index: 36 | Active_nodes: 9 | Time: 2.5807e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +Index: 32 | Active_nodes: 9 | Time: 2.5823e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +Index: 8 | Active_nodes: 9 | Time: 2.5838e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +Index: 1 | Active_nodes: 9 | Time: 2.5858e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +Index: 60 | Active_nodes: 9 | Time: 2.5875e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +Index: 12 | Active_nodes: 9 | Time: 2.5913e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +Index: 4 | Active_nodes: 9 | Time: 2.5919e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +Index: 24 | Active_nodes: 9 | Time: 2.5959e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +Index: 48 | Active_nodes: 9 | Time: 2.6047e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +Index: 66 | Active_nodes: 9 | Time: 2.6053e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +Index: 3 | Active_nodes: 9 | Time: 2.6090e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +Index: 10 | Active_nodes: 9 | Time: 2.6133e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +Index: 34 | Active_nodes: 9 | Time: 2.6138e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +Index: 18 | Active_nodes: 9 | Time: 2.6152e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +Index: 72 | Active_nodes: 9 | Time: 2.6156e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +Index: 42 | Active_nodes: 9 | Time: 2.6219e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +Index: 90 | Active_nodes: 9 | Time: 2.6223e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +Index: 16 | Active_nodes: 9 | Time: 2.6407e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +Index: 9 | Active_nodes: 9 | Time: 2.6450e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +Index: 64 | Active_nodes: 9 | Time: 2.6643e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +Index: 40 | Active_nodes: 9 | Time: 2.6732e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +Index: 96 | Active_nodes: 9 | Time: 2.7096e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +Index: 56 | Active_nodes: 9 | Time: 2.7467e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +Index: 62 | Active_nodes: 9 | Time: 2.7484e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +Index: 26 | Active_nodes: 9 | Time: 2.7505e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +Index: 78 | Active_nodes: 9 | Time: 2.7545e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +Index: 54 | Active_nodes: 9 | Time: 2.7562e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +Index: 14 | Active_nodes: 9 | Time: 2.7569e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +Index: 38 | Active_nodes: 9 | Time: 2.7621e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +Index: 80 | Active_nodes: 9 | Time: 2.7629e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +Index: 74 | Active_nodes: 9 | Time: 2.7650e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +Index: 84 | Active_nodes: 9 | Time: 2.7694e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +Index: 98 | Active_nodes: 9 | Time: 2.7725e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +Index: 31 | Active_nodes: 9 | Time: 2.7754e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +Index: 58 | Active_nodes: 9 | Time: 2.7775e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +Index: 68 | Active_nodes: 9 | Time: 2.7778e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +Index: 44 | Active_nodes: 9 | Time: 2.7792e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +Index: 108 | Active_nodes: 9 | Time: 2.7813e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +Index: 104 | Active_nodes: 9 | Time: 2.7832e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +Index: 5 | Active_nodes: 9 | Time: 2.7839e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +Index: 20 | Active_nodes: 9 | Time: 2.7858e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +Index: 28 | Active_nodes: 9 | Time: 2.7868e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +Index: 102 | Active_nodes: 9 | Time: 2.7881e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +Index: 92 | Active_nodes: 9 | Time: 2.7912e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +Index: 52 | Active_nodes: 9 | Time: 2.7931e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +Index: 25 | Active_nodes: 9 | Time: 2.7933e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +Index: 43 | Active_nodes: 9 | Time: 2.7936e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +Index: 106 | Active_nodes: 9 | Time: 2.7950e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +Index: 114 | Active_nodes: 9 | Time: 2.7954e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +Index: 22 | Active_nodes: 9 | Time: 2.7970e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +Index: 49 | Active_nodes: 9 | Time: 2.7972e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +Index: 100 | Active_nodes: 9 | Time: 2.7973e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +Index: 46 | Active_nodes: 9 | Time: 2.7996e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +Index: 50 | Active_nodes: 9 | Time: 2.8025e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +Index: 76 | Active_nodes: 9 | Time: 2.8027e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +Index: 37 | Active_nodes: 9 | Time: 2.8030e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +Index: 7 | Active_nodes: 9 | Time: 2.8042e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +Index: 27 | Active_nodes: 9 | Time: 2.8045e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +Index: 19 | Active_nodes: 9 | Time: 2.8057e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +Index: 97 | Active_nodes: 9 | Time: 2.8080e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| +Index: 13 | Active_nodes: 9 | Time: 2.8082e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +Index: 88 | Active_nodes: 9 | Time: 2.8130e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +Index: 73 | Active_nodes: 9 | Time: 2.8139e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +Index: 70 | Active_nodes: 9 | Time: 2.8162e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +Index: 15 | Active_nodes: 9 | Time: 2.8169e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +Index: 11 | Active_nodes: 9 | Time: 2.8195e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +Index: 91 | Active_nodes: 9 | Time: 2.8201e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +Index: 112 | Active_nodes: 9 | Time: 2.8210e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +Index: 51 | Active_nodes: 9 | Time: 2.8216e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +Index: 21 | Active_nodes: 9 | Time: 2.8220e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +Index: 17 | Active_nodes: 9 | Time: 2.8250e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +Index: 61 | Active_nodes: 9 | Time: 2.8256e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +Index: 99 | Active_nodes: 9 | Time: 2.8296e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +Index: 67 | Active_nodes: 9 | Time: 2.8308e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +Index: 94 | Active_nodes: 9 | Time: 2.8331e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +Index: 75 | Active_nodes: 9 | Time: 2.8373e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +Index: 82 | Active_nodes: 9 | Time: 2.8412e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +Index: 86 | Active_nodes: 9 | Time: 2.9373e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +Index: 55 | Active_nodes: 9 | Time: 2.9511e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +Index: 116 | Active_nodes: 9 | Time: 2.9574e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +Index: 103 | Active_nodes: 9 | Time: 2.9611e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +Index: 115 | Active_nodes: 9 | Time: 2.9659e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +Index: 79 | Active_nodes: 9 | Time: 2.9708e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +Index: 118 | Active_nodes: 9 | Time: 2.9710e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +Index: 109 | Active_nodes: 9 | Time: 2.9713e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +Index: 29 | Active_nodes: 9 | Time: 2.9752e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +Index: 110 | Active_nodes: 9 | Time: 2.9789e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +Index: 23 | Active_nodes: 9 | Time: 2.9827e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +Index: 101 | Active_nodes: 9 | Time: 2.9836e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +Index: 85 | Active_nodes: 9 | Time: 2.9849e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +Index: 77 | Active_nodes: 9 | Time: 2.9859e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +Index: 53 | Active_nodes: 9 | Time: 2.9906e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| ........................... -Average time: 3.1686e-06s +Average time: 2.7704e-05s -24 permutations have 17 max nodes. +24 permutations have 14 max nodes. +Index: 33 | Active_nodes: 9 | Time: 2.6548e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +Index: 93 | Active_nodes: 9 | Time: 2.8241e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +Index: 35 | Active_nodes: 9 | Time: 2.8285e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +Index: 57 | Active_nodes: 9 | Time: 2.8288e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +Index: 63 | Active_nodes: 9 | Time: 2.8296e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +Index: 69 | Active_nodes: 9 | Time: 2.8306e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +Index: 65 | Active_nodes: 9 | Time: 2.8326e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +Index: 39 | Active_nodes: 9 | Time: 2.8371e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +Index: 45 | Active_nodes: 9 | Time: 2.8379e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +Index: 41 | Active_nodes: 9 | Time: 2.8384e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +Index: 81 | Active_nodes: 9 | Time: 2.8388e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +Index: 105 | Active_nodes: 9 | Time: 2.9133e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +Index: 117 | Active_nodes: 9 | Time: 2.9875e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +Index: 89 | Active_nodes: 9 | Time: 2.9893e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +Index: 111 | Active_nodes: 9 | Time: 2.9904e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +Index: 113 | Active_nodes: 9 | Time: 2.9936e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +Index: 95 | Active_nodes: 9 | Time: 2.9948e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +Index: 47 | Active_nodes: 9 | Time: 2.9949e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +Index: 83 | Active_nodes: 9 | Time: 2.9979e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +Index: 107 | Active_nodes: 9 | Time: 2.9983e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +Index: 87 | Active_nodes: 9 | Time: 3.0014e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +Index: 59 | Active_nodes: 9 | Time: 3.0016e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +Index: 71 | Active_nodes: 9 | Time: 3.0113e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +Index: 119 | Active_nodes: 9 | Time: 3.1577e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| ........................... -Average time: 3.3214e-06s +Average time: 2.9172e-05s -24 permutations have 18 max nodes. +________________________________________________________________________________________________ -........................... -Average time: 3.4064e-06s +execution time of: 2.3848e-05s: Index: 0 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -________________________________________________________________________________________________ +execution time of: 2.5584e-05s: Index: 2 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| + +execution time of: 2.5725e-05s: Index: 30 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| + +execution time of: 2.5799e-05s: Index: 6 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| + +execution time of: 2.5807e-05s: Index: 36 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| + +execution time of: 2.5823e-05s: Index: 32 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| + +execution time of: 2.5838e-05s: Index: 8 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| + +execution time of: 2.5858e-05s: Index: 1 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| + +execution time of: 2.5875e-05s: Index: 60 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| + +execution time of: 2.5913e-05s: Index: 12 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| + +execution time of: 2.5919e-05s: Index: 4 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| + +execution time of: 2.5959e-05s: Index: 24 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| + +execution time of: 2.6047e-05s: Index: 48 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| + +execution time of: 2.6053e-05s: Index: 66 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| + +execution time of: 2.6090e-05s: Index: 3 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| + +execution time of: 2.6133e-05s: Index: 10 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| + +execution time of: 2.6138e-05s: Index: 34 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| + +execution time of: 2.6152e-05s: Index: 18 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| + +execution time of: 2.6156e-05s: Index: 72 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| + +execution time of: 2.6219e-05s: Index: 42 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| + +execution time of: 2.6223e-05s: Index: 90 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| + +execution time of: 2.6407e-05s: Index: 16 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| + +execution time of: 2.6450e-05s: Index: 9 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| + +execution time of: 2.6548e-05s: Index: 33 | Max_nodes: 14 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| + +execution time of: 2.6643e-05s: Index: 64 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| + +execution time of: 2.6732e-05s: Index: 40 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| + +execution time of: 2.7096e-05s: Index: 96 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| + +execution time of: 2.7467e-05s: Index: 56 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| + +execution time of: 2.7484e-05s: Index: 62 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| + +execution time of: 2.7505e-05s: Index: 26 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| + +execution time of: 2.7545e-05s: Index: 78 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| + +execution time of: 2.7562e-05s: Index: 54 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| + +execution time of: 2.7569e-05s: Index: 14 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| + +execution time of: 2.7621e-05s: Index: 38 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| + +execution time of: 2.7629e-05s: Index: 80 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| + +execution time of: 2.7650e-05s: Index: 74 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| + +execution time of: 2.7694e-05s: Index: 84 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| + +execution time of: 2.7725e-05s: Index: 98 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| + +execution time of: 2.7754e-05s: Index: 31 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| + +execution time of: 2.7775e-05s: Index: 58 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| + +execution time of: 2.7778e-05s: Index: 68 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| + +execution time of: 2.7792e-05s: Index: 44 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| + +execution time of: 2.7813e-05s: Index: 108 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| + +execution time of: 2.7832e-05s: Index: 104 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| + +execution time of: 2.7839e-05s: Index: 5 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| + +execution time of: 2.7858e-05s: Index: 20 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| + +execution time of: 2.7868e-05s: Index: 28 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| + +execution time of: 2.7881e-05s: Index: 102 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| + +execution time of: 2.7912e-05s: Index: 92 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| + +execution time of: 2.7931e-05s: Index: 52 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| + +execution time of: 2.7933e-05s: Index: 25 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| + +execution time of: 2.7936e-05s: Index: 43 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| + +execution time of: 2.7950e-05s: Index: 106 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| + +execution time of: 2.7954e-05s: Index: 114 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| + +execution time of: 2.7970e-05s: Index: 22 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| + +execution time of: 2.7972e-05s: Index: 49 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| + +execution time of: 2.7973e-05s: Index: 100 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| + +execution time of: 2.7996e-05s: Index: 46 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| + +execution time of: 2.8025e-05s: Index: 50 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| + +execution time of: 2.8027e-05s: Index: 76 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| + +execution time of: 2.8030e-05s: Index: 37 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| + +execution time of: 2.8042e-05s: Index: 7 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| + +execution time of: 2.8045e-05s: Index: 27 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| + +execution time of: 2.8057e-05s: Index: 19 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| + +execution time of: 2.8080e-05s: Index: 97 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| + +execution time of: 2.8082e-05s: Index: 13 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| + +execution time of: 2.8130e-05s: Index: 88 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| + +execution time of: 2.8139e-05s: Index: 73 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| + +execution time of: 2.8162e-05s: Index: 70 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| + +execution time of: 2.8169e-05s: Index: 15 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| + +execution time of: 2.8195e-05s: Index: 11 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| + +execution time of: 2.8201e-05s: Index: 91 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| + +execution time of: 2.8210e-05s: Index: 112 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| + +execution time of: 2.8216e-05s: Index: 51 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| + +execution time of: 2.8220e-05s: Index: 21 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| + +execution time of: 2.8241e-05s: Index: 93 | Max_nodes: 14 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| + +execution time of: 2.8250e-05s: Index: 17 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| + +execution time of: 2.8256e-05s: Index: 61 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| + +execution time of: 2.8285e-05s: Index: 35 | Max_nodes: 14 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| + +execution time of: 2.8288e-05s: Index: 57 | Max_nodes: 14 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| + +execution time of: 2.8296e-05s: Index: 63 | Max_nodes: 14 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| + +execution time of: 2.8296e-05s: Index: 99 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| + +execution time of: 2.8306e-05s: Index: 69 | Max_nodes: 14 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| + +execution time of: 2.8308e-05s: Index: 67 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| + +execution time of: 2.8326e-05s: Index: 65 | Max_nodes: 14 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| + +execution time of: 2.8331e-05s: Index: 94 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| + +execution time of: 2.8371e-05s: Index: 39 | Max_nodes: 14 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| + +execution time of: 2.8373e-05s: Index: 75 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| + +execution time of: 2.8379e-05s: Index: 45 | Max_nodes: 14 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| + +execution time of: 2.8384e-05s: Index: 41 | Max_nodes: 14 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| + +execution time of: 2.8388e-05s: Index: 81 | Max_nodes: 14 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| + +execution time of: 2.8412e-05s: Index: 82 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| + +execution time of: 2.9133e-05s: Index: 105 | Max_nodes: 14 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| + +execution time of: 2.9373e-05s: Index: 86 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| + +execution time of: 2.9511e-05s: Index: 55 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| + +execution time of: 2.9574e-05s: Index: 116 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| + +execution time of: 2.9611e-05s: Index: 103 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| + +execution time of: 2.9659e-05s: Index: 115 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| + +execution time of: 2.9708e-05s: Index: 79 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| + +execution time of: 2.9710e-05s: Index: 118 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| + +execution time of: 2.9713e-05s: Index: 109 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| + +execution time of: 2.9752e-05s: Index: 29 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| + +execution time of: 2.9789e-05s: Index: 110 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| + +execution time of: 2.9827e-05s: Index: 23 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| + +execution time of: 2.9836e-05s: Index: 101 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| + +execution time of: 2.9849e-05s: Index: 85 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| + +execution time of: 2.9859e-05s: Index: 77 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| + +execution time of: 2.9875e-05s: Index: 117 | Max_nodes: 14 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| + +execution time of: 2.9893e-05s: Index: 89 | Max_nodes: 14 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| + +execution time of: 2.9904e-05s: Index: 111 | Max_nodes: 14 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| + +execution time of: 2.9906e-05s: Index: 53 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| + +execution time of: 2.9936e-05s: Index: 113 | Max_nodes: 14 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| + +execution time of: 2.9948e-05s: Index: 95 | Max_nodes: 14 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| + +execution time of: 2.9949e-05s: Index: 47 | Max_nodes: 14 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| + +execution time of: 2.9979e-05s: Index: 83 | Max_nodes: 14 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| + +execution time of: 2.9983e-05s: Index: 107 | Max_nodes: 14 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| + +execution time of: 3.0014e-05s: Index: 87 | Max_nodes: 14 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| + +execution time of: 3.0016e-05s: Index: 59 | Max_nodes: 14 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| + +execution time of: 3.0113e-05s: Index: 71 | Max_nodes: 14 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| + +execution time of: 3.1577e-05s: Index: 119 | Max_nodes: 14 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -execution time of: 2.6375e-06s: Index: 0 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -execution time of: 2.8225e-06s: Index: 12 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -execution time of: 2.8303e-06s: Index: 24 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -execution time of: 2.8725e-06s: Index: 10 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -execution time of: 2.8800e-06s: Index: 4 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -execution time of: 2.8850e-06s: Index: 16 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -execution time of: 2.8875e-06s: Index: 32 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -execution time of: 2.8925e-06s: Index: 66 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -execution time of: 2.8975e-06s: Index: 3 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -execution time of: 2.9075e-06s: Index: 36 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -execution time of: 2.9153e-06s: Index: 6 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -execution time of: 2.9175e-06s: Index: 48 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -execution time of: 2.9178e-06s: Index: 1 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -execution time of: 2.9275e-06s: Index: 8 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -execution time of: 2.9327e-06s: Index: 34 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -execution time of: 2.9400e-06s: Index: 30 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -execution time of: 2.9475e-06s: Index: 2 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -execution time of: 2.9875e-06s: Index: 40 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -execution time of: 3.0025e-06s: Index: 72 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -execution time of: 3.0075e-06s: Index: 96 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -execution time of: 3.0175e-06s: Index: 60 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -execution time of: 3.0352e-06s: Index: 64 | Max_nodes: 17 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -execution time of: 3.0400e-06s: Index: 26 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -execution time of: 3.0450e-06s: Index: 90 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -execution time of: 3.0625e-06s: Index: 42 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -execution time of: 3.0750e-06s: Index: 14 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -execution time of: 3.0825e-06s: Index: 20 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -execution time of: 3.0900e-06s: Index: 25 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -execution time of: 3.1000e-06s: Index: 9 | Max_nodes: 17 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -execution time of: 3.1127e-06s: Index: 27 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -execution time of: 3.1175e-06s: Index: 11 | Max_nodes: 17 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -execution time of: 3.1250e-06s: Index: 28 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -execution time of: 3.1275e-06s: Index: 5 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -execution time of: 3.1300e-06s: Index: 13 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -execution time of: 3.1350e-06s: Index: 38 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -execution time of: 3.1375e-06s: Index: 22 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -execution time of: 3.1475e-06s: Index: 50 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -execution time of: 3.1500e-06s: Index: 19 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -execution time of: 3.1528e-06s: Index: 58 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -execution time of: 3.1675e-06s: Index: 31 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -execution time of: 3.1725e-06s: Index: 54 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -execution time of: 3.1750e-06s: Index: 56 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -execution time of: 3.1800e-06s: Index: 43 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -execution time of: 3.1900e-06s: Index: 108 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -execution time of: 3.1903e-06s: Index: 35 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -execution time of: 3.2000e-06s: Index: 100 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -execution time of: 3.2025e-06s: Index: 17 | Max_nodes: 17 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -execution time of: 3.2075e-06s: Index: 15 | Max_nodes: 17 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -execution time of: 3.2127e-06s: Index: 44 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -execution time of: 3.2175e-06s: Index: 84 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -execution time of: 3.2275e-06s: Index: 7 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -execution time of: 3.2303e-06s: Index: 76 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -execution time of: 3.2350e-06s: Index: 82 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -execution time of: 3.2378e-06s: Index: 102 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -execution time of: 3.2477e-06s: Index: 78 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -execution time of: 3.2500e-06s: Index: 51 | Max_nodes: 17 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -execution time of: 3.2502e-06s: Index: 93 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -execution time of: 3.2550e-06s: Index: 49 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -execution time of: 3.2552e-06s: Index: 18 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -execution time of: 3.2625e-06s: Index: 39 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -execution time of: 3.2700e-06s: Index: 81 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -execution time of: 3.2725e-06s: Index: 65 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -execution time of: 3.2750e-06s: Index: 37 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -execution time of: 3.2778e-06s: Index: 63 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -execution time of: 3.2875e-06s: Index: 61 | Max_nodes: 17 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -execution time of: 3.2900e-06s: Index: 45 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -execution time of: 3.3002e-06s: Index: 70 | Max_nodes: 17 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -execution time of: 3.3025e-06s: Index: 88 | Max_nodes: 17 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -execution time of: 3.3050e-06s: Index: 98 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -execution time of: 3.3052e-06s: Index: 67 | Max_nodes: 17 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -execution time of: 3.3100e-06s: Index: 104 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -execution time of: 3.3103e-06s: Index: 106 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -execution time of: 3.3153e-06s: Index: 41 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -execution time of: 3.3275e-06s: Index: 75 | Max_nodes: 17 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -execution time of: 3.3425e-06s: Index: 97 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -execution time of: 3.3500e-06s: Index: 33 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -execution time of: 3.3653e-06s: Index: 91 | Max_nodes: 17 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -execution time of: 3.3725e-06s: Index: 29 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -execution time of: 3.4050e-06s: Index: 77 | Max_nodes: 17 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -execution time of: 3.4150e-06s: Index: 86 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -execution time of: 3.4250e-06s: Index: 23 | Max_nodes: 17 | Active_nodes: 9 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -execution time of: 3.4275e-06s: Index: 116 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -execution time of: 3.4325e-06s: Index: 95 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -execution time of: 3.4450e-06s: Index: 110 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -execution time of: 3.4650e-06s: Index: 55 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -execution time of: 3.4725e-06s: Index: 71 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -execution time of: 3.4875e-06s: Index: 115 | Max_nodes: 17 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -execution time of: 3.4950e-06s: Index: 53 | Max_nodes: 17 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -execution time of: 3.4953e-06s: Index: 113 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -execution time of: 3.4975e-06s: Index: 47 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -execution time of: 3.5050e-06s: Index: 109 | Max_nodes: 17 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -execution time of: 3.5075e-06s: Index: 103 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -execution time of: 3.5125e-06s: Index: 79 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -execution time of: 3.5150e-06s: Index: 111 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -execution time of: 3.5200e-06s: Index: 117 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -execution time of: 3.5300e-06s: Index: 59 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -execution time of: 3.5450e-06s: Index: 87 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -execution time of: 3.5500e-06s: Index: 85 | Max_nodes: 17 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -execution time of: 3.5775e-06s: Index: 83 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -execution time of: 3.6200e-06s: Index: 89 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -execution time of: 3.6275e-06s: Index: 73 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -execution time of: 3.7275e-06s: Index: 119 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -execution time of: 4.0903e-06s: Index: 52 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -execution time of: 4.5325e-06s: Index: 80 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| ________________________________________________________________________________________________ Start Simulation of ghz_indep_qiskit_6__________________________________________________ @@ -332,426 +792,2912 @@ Start Simulation of ghz_indep_qiskit_6__________________________________________ 13:...|...|...|...|...|...5 .o:...0...1...2...3...4...5 Total Permutations: 720 -Min time: 3.2450e-06s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Max time: 6.6600e-06s................. Permutation 142: 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +Min time: 2.8796e-05s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Max time: 3.8107e-05s................. Permutation 719: 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| Min active nodes: 11 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Min max nodes: 20 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Min max nodes: 16 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| Max active nodes: 11 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Max max nodes: 22 nodes.................... Permutation 153: 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +Max max nodes: 17 nodes.................... Permutation 153: 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| ________________________________________________________________________________________________ 720 permutations have 11 active nodes. +Index: 0 | Max_nodes: 16 | Time: 2.8796e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Index: 144 | Max_nodes: 16 | Time: 3.0496e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +Index: 120 | Max_nodes: 16 | Time: 3.0520e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Index: 150 | Max_nodes: 16 | Time: 3.0532e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| +Index: 152 | Max_nodes: 16 | Time: 3.0563e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| +Index: 32 | Max_nodes: 16 | Time: 3.0571e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +Index: 8 | Max_nodes: 16 | Time: 3.0578e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +Index: 312 | Max_nodes: 16 | Time: 3.0584e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| +Index: 24 | Max_nodes: 16 | Time: 3.0592e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +Index: 30 | Max_nodes: 16 | Time: 3.0597e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +Index: 48 | Max_nodes: 16 | Time: 3.0603e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +Index: 156 | Max_nodes: 16 | Time: 3.0609e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| +Index: 2 | Max_nodes: 16 | Time: 3.0610e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 360 | Max_nodes: 16 | Time: 3.0613e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +Index: 180 | Max_nodes: 16 | Time: 3.0615e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| +Index: 6 | Max_nodes: 16 | Time: 3.0623e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Index: 300 | Max_nodes: 16 | Time: 3.0650e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| +Index: 240 | Max_nodes: 16 | Time: 3.0705e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +Index: 432 | Max_nodes: 16 | Time: 3.0719e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| +Index: 72 | Max_nodes: 16 | Time: 3.0722e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +Index: 1 | Max_nodes: 16 | Time: 3.0724e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Index: 288 | Max_nodes: 16 | Time: 3.0736e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| +Index: 12 | Max_nodes: 16 | Time: 3.0765e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +Index: 154 | Max_nodes: 16 | Time: 3.0801e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| +Index: 168 | Max_nodes: 16 | Time: 3.0807e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| +Index: 192 | Max_nodes: 16 | Time: 3.0813e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| +Index: 60 | Max_nodes: 16 | Time: 3.0832e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| +Index: 336 | Max_nodes: 16 | Time: 3.0845e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| +Index: 34 | Max_nodes: 16 | Time: 3.0851e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| +Index: 162 | Max_nodes: 16 | Time: 3.0876e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| +Index: 306 | Max_nodes: 16 | Time: 3.0877e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| +Index: 66 | Max_nodes: 16 | Time: 3.0891e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| +Index: 96 | Max_nodes: 16 | Time: 3.0899e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +Index: 186 | Max_nodes: 16 | Time: 3.0937e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| +Index: 160 | Max_nodes: 16 | Time: 3.0943e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| +Index: 4 | Max_nodes: 16 | Time: 3.0963e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +Index: 18 | Max_nodes: 16 | Time: 3.0971e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +Index: 456 | Max_nodes: 16 | Time: 3.0977e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| +Index: 576 | Max_nodes: 16 | Time: 3.0979e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| +Index: 40 | Max_nodes: 16 | Time: 3.1013e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| +Index: 480 | Max_nodes: 16 | Time: 3.1031e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +Index: 330 | 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-> 1|5 -> 3| +Index: 498 | Max_nodes: 16 | Time: 3.2757e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| +Index: 234 | Max_nodes: 16 | Time: 3.2757e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 3| +Index: 606 | Max_nodes: 16 | Time: 3.2759e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4| +Index: 97 | Max_nodes: 16 | Time: 3.2759e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| +Index: 642 | Max_nodes: 16 | Time: 3.2759e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| +Index: 147 | Max_nodes: 16 | Time: 3.2764e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| +Index: 364 | Max_nodes: 16 | Time: 3.2767e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| +Index: 98 | Max_nodes: 16 | Time: 3.2774e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| +Index: 46 | Max_nodes: 16 | Time: 3.2776e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| +Index: 546 | Max_nodes: 16 | Time: 3.2784e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| +Index: 346 | Max_nodes: 16 | Time: 3.2786e-05s | 0 -> 2|1 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-> 1| +Index: 422 | Max_nodes: 16 | Time: 3.3927e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| +Index: 416 | Max_nodes: 16 | Time: 3.3942e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| +Index: 560 | Max_nodes: 16 | Time: 3.4001e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| +Index: 398 | Max_nodes: 16 | Time: 3.4014e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| +Index: 530 | Max_nodes: 16 | Time: 3.4024e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| +Index: 86 | Max_nodes: 16 | Time: 3.4027e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| +Index: 206 | Max_nodes: 16 | Time: 3.4028e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| +Index: 278 | Max_nodes: 16 | Time: 3.4038e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| +Index: 134 | Max_nodes: 16 | Time: 3.4051e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +Index: 564 | Max_nodes: 16 | Time: 3.4051e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +Index: 326 | Max_nodes: 16 | Time: 3.4062e-05s | 0 -> 2|1 -> 4|2 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5|5 -> 0| +Index: 597 | Max_nodes: 17 | Time: 3.4801e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +Index: 429 | Max_nodes: 17 | Time: 3.4810e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| +Index: 311 | Max_nodes: 17 | Time: 3.4815e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| +Index: 449 | Max_nodes: 17 | Time: 3.4817e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| +Index: 351 | Max_nodes: 17 | Time: 3.4820e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| +Index: 237 | Max_nodes: 17 | Time: 3.4825e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| +Index: 401 | Max_nodes: 17 | Time: 3.4833e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0| +Index: 455 | Max_nodes: 17 | Time: 3.4846e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +Index: 669 | Max_nodes: 17 | Time: 3.4854e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| +Index: 693 | Max_nodes: 17 | Time: 3.4854e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +Index: 179 | Max_nodes: 17 | Time: 3.4863e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| +Index: 657 | Max_nodes: 17 | Time: 3.4866e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| +Index: 473 | Max_nodes: 17 | Time: 3.4867e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +Index: 425 | Max_nodes: 17 | Time: 3.4871e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| +Index: 705 | Max_nodes: 17 | Time: 3.4873e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +Index: 641 | Max_nodes: 17 | Time: 3.4873e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| +Index: 209 | Max_nodes: 17 | Time: 3.4883e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| +Index: 347 | Max_nodes: 17 | Time: 3.4896e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| +Index: 635 | Max_nodes: 17 | Time: 3.4899e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| +Index: 405 | Max_nodes: 17 | Time: 3.4899e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| +Index: 525 | Max_nodes: 17 | Time: 3.4901e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| +Index: 573 | Max_nodes: 17 | Time: 3.4909e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +Index: 231 | Max_nodes: 17 | Time: 3.4910e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| +Index: 447 | Max_nodes: 17 | Time: 3.4914e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| +Index: 639 | Max_nodes: 17 | Time: 3.4914e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| +Index: 681 | Max_nodes: 17 | Time: 3.4920e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| +Index: 233 | Max_nodes: 17 | Time: 3.4927e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| +Index: 545 | Max_nodes: 17 | Time: 3.4931e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| +Index: 395 | Max_nodes: 17 | Time: 3.4933e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| +Index: 191 | Max_nodes: 17 | Time: 3.4941e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| +Index: 477 | Max_nodes: 17 | Time: 3.4946e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +Index: 593 | Max_nodes: 17 | Time: 3.4947e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +Index: 299 | Max_nodes: 17 | Time: 3.4948e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| +Index: 285 | Max_nodes: 17 | Time: 3.4948e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| +Index: 207 | Max_nodes: 17 | Time: 3.4950e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| +Index: 543 | Max_nodes: 17 | Time: 3.4952e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| +Index: 663 | Max_nodes: 17 | Time: 3.4958e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| +Index: 549 | Max_nodes: 17 | Time: 3.4965e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| +Index: 167 | Max_nodes: 17 | Time: 3.4965e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| +Index: 279 | Max_nodes: 17 | Time: 3.4966e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| +Index: 215 | Max_nodes: 17 | Time: 3.4988e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| +Index: 519 | Max_nodes: 17 | Time: 3.4988e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| +Index: 281 | Max_nodes: 17 | Time: 3.4998e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| +Index: 323 | Max_nodes: 17 | Time: 3.5013e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| +Index: 521 | Max_nodes: 17 | Time: 3.5016e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| +Index: 515 | Max_nodes: 17 | Time: 3.5040e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0| +Index: 537 | Max_nodes: 17 | Time: 3.5076e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| +Index: 561 | Max_nodes: 17 | Time: 3.5085e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| +Index: 417 | Max_nodes: 17 | Time: 3.5091e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| +Index: 591 | Max_nodes: 17 | Time: 3.5111e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| +Index: 329 | Max_nodes: 17 | Time: 3.5198e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| +Index: 227 | Max_nodes: 17 | Time: 3.5283e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| +Index: 335 | Max_nodes: 17 | Time: 3.5292e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +Index: 587 | Max_nodes: 17 | Time: 3.5345e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +Index: 353 | Max_nodes: 17 | Time: 3.5384e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| +Index: 327 | Max_nodes: 17 | Time: 3.5470e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| +Index: 275 | Max_nodes: 17 | Time: 3.5491e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| +Index: 443 | Max_nodes: 17 | Time: 3.5535e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| +Index: 645 | Max_nodes: 17 | Time: 3.5598e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| +Index: 359 | Max_nodes: 17 | Time: 3.6319e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +Index: 713 | Max_nodes: 17 | Time: 3.6342e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +Index: 551 | Max_nodes: 17 | Time: 3.6372e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +Index: 479 | Max_nodes: 17 | Time: 3.6442e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +Index: 575 | Max_nodes: 17 | Time: 3.6488e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +Index: 419 | Max_nodes: 17 | Time: 3.6521e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| +Index: 689 | Max_nodes: 17 | Time: 3.6525e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +Index: 711 | Max_nodes: 17 | Time: 3.6531e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| +Index: 695 | Max_nodes: 17 | Time: 3.6538e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +Index: 671 | Max_nodes: 17 | Time: 3.6545e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +Index: 717 | Max_nodes: 17 | Time: 3.6548e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +Index: 707 | Max_nodes: 17 | Time: 3.6549e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +Index: 683 | Max_nodes: 17 | Time: 3.6556e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| +Index: 527 | Max_nodes: 17 | Time: 3.6556e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| +Index: 569 | Max_nodes: 17 | Time: 3.6558e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| +Index: 287 | Max_nodes: 17 | Time: 3.6558e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| +Index: 431 | Max_nodes: 17 | Time: 3.6582e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| +Index: 647 | Max_nodes: 17 | Time: 3.6589e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 0| +Index: 563 | Max_nodes: 17 | Time: 3.6619e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| +Index: 539 | Max_nodes: 17 | Time: 3.6620e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| +Index: 659 | Max_nodes: 17 | Time: 3.6621e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| +Index: 203 | Max_nodes: 17 | Time: 3.6627e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| +Index: 687 | Max_nodes: 17 | Time: 3.6680e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +Index: 239 | Max_nodes: 17 | Time: 3.6826e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| +Index: 567 | Max_nodes: 17 | Time: 3.6893e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| +Index: 599 | Max_nodes: 17 | Time: 3.7020e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +Index: 407 | Max_nodes: 17 | Time: 3.7131e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| +Index: 719 | Max_nodes: 17 | Time: 3.8107e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| ........................... -Average time: 3.9373e-06s +Average time: 3.3753e-05s ________________________________________________________________________________________________ -480 permutations have 20 max nodes. +600 permutations have 16 max nodes. +Index: 0 | Active_nodes: 11 | Time: 2.8796e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Index: 144 | Active_nodes: 11 | Time: 3.0496e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +Index: 120 | Active_nodes: 11 | Time: 3.0520e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Index: 150 | Active_nodes: 11 | Time: 3.0532e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| +Index: 152 | Active_nodes: 11 | Time: 3.0563e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| +Index: 32 | Active_nodes: 11 | Time: 3.0571e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +Index: 8 | Active_nodes: 11 | Time: 3.0578e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +Index: 312 | Active_nodes: 11 | Time: 3.0584e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| +Index: 24 | Active_nodes: 11 | Time: 3.0592e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +Index: 30 | Active_nodes: 11 | Time: 3.0597e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +Index: 48 | Active_nodes: 11 | Time: 3.0603e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +Index: 156 | Active_nodes: 11 | Time: 3.0609e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| +Index: 2 | Active_nodes: 11 | Time: 3.0610e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 360 | Active_nodes: 11 | Time: 3.0613e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +Index: 180 | Active_nodes: 11 | Time: 3.0615e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| +Index: 6 | Active_nodes: 11 | Time: 3.0623e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Index: 300 | Active_nodes: 11 | Time: 3.0650e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| +Index: 240 | Active_nodes: 11 | Time: 3.0705e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +Index: 432 | Active_nodes: 11 | Time: 3.0719e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| +Index: 72 | Active_nodes: 11 | Time: 3.0722e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +Index: 1 | Active_nodes: 11 | Time: 3.0724e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Index: 288 | Active_nodes: 11 | Time: 3.0736e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| +Index: 12 | Active_nodes: 11 | Time: 3.0765e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +Index: 154 | Active_nodes: 11 | Time: 3.0801e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| +Index: 168 | Active_nodes: 11 | Time: 3.0807e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| +Index: 192 | Active_nodes: 11 | Time: 3.0813e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| +Index: 60 | Active_nodes: 11 | Time: 3.0832e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| +Index: 336 | Active_nodes: 11 | Time: 3.0845e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| +Index: 34 | Active_nodes: 11 | Time: 3.0851e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| +Index: 162 | Active_nodes: 11 | Time: 3.0876e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| +Index: 306 | Active_nodes: 11 | Time: 3.0877e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| +Index: 66 | Active_nodes: 11 | Time: 3.0891e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| +Index: 96 | Active_nodes: 11 | Time: 3.0899e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +Index: 186 | Active_nodes: 11 | Time: 3.0937e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| +Index: 160 | Active_nodes: 11 | Time: 3.0943e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| +Index: 4 | Active_nodes: 11 | Time: 3.0963e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +Index: 18 | Active_nodes: 11 | Time: 3.0971e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +Index: 456 | Active_nodes: 11 | Time: 3.0977e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| +Index: 576 | Active_nodes: 11 | Time: 3.0979e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| +Index: 40 | Active_nodes: 11 | Time: 3.1013e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| +Index: 480 | Active_nodes: 11 | Time: 3.1031e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +Index: 330 | Active_nodes: 11 | Time: 3.1044e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| +Index: 16 | Active_nodes: 11 | Time: 3.1066e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +Index: 600 | Active_nodes: 11 | Time: 3.1067e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +Index: 42 | Active_nodes: 11 | Time: 3.1092e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| +Index: 90 | Active_nodes: 11 | Time: 3.1095e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| +Index: 36 | Active_nodes: 11 | Time: 3.1218e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +Index: 450 | Active_nodes: 11 | Time: 3.1239e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| +Index: 3 | Active_nodes: 11 | Time: 3.1274e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +Index: 210 | Active_nodes: 11 | Time: 3.1293e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| +Index: 216 | Active_nodes: 11 | Time: 3.1305e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| +Index: 9 | Active_nodes: 11 | Time: 3.1348e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +Index: 10 | Active_nodes: 11 | Time: 3.1356e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +Index: 304 | Active_nodes: 11 | Time: 3.1428e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| +Index: 33 | Active_nodes: 11 | Time: 3.1479e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +Index: 64 | Active_nodes: 11 | Time: 3.1811e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| +Index: 184 | Active_nodes: 11 | Time: 3.2003e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| +Index: 176 | Active_nodes: 11 | Time: 3.2191e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| +Index: 320 | Active_nodes: 11 | Time: 3.2223e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| +Index: 444 | Active_nodes: 11 | Time: 3.2254e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +Index: 126 | Active_nodes: 11 | Time: 3.2259e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Index: 26 | Active_nodes: 11 | Time: 3.2265e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +Index: 272 | Active_nodes: 11 | Time: 3.2283e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| +Index: 296 | Active_nodes: 11 | Time: 3.2290e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| +Index: 122 | Active_nodes: 11 | Time: 3.2291e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 198 | Active_nodes: 11 | Time: 3.2296e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| +Index: 54 | Active_nodes: 11 | Time: 3.2304e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +Index: 78 | Active_nodes: 11 | Time: 3.2313e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +Index: 438 | Active_nodes: 11 | Time: 3.2315e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| +Index: 294 | Active_nodes: 11 | Time: 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-> 4|5 -> 5| +Index: 270 | Active_nodes: 11 | Time: 3.2350e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| +Index: 74 | Active_nodes: 11 | Time: 3.2354e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| +Index: 290 | Active_nodes: 11 | Time: 3.2362e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| +Index: 62 | Active_nodes: 11 | Time: 3.2371e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| +Index: 182 | Active_nodes: 11 | Time: 3.2385e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| +Index: 146 | Active_nodes: 11 | Time: 3.2392e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| +Index: 276 | Active_nodes: 11 | Time: 3.2393e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| +Index: 204 | Active_nodes: 11 | Time: 3.2394e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| +Index: 248 | Active_nodes: 11 | Time: 3.2396e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +Index: 314 | Active_nodes: 11 | Time: 3.2399e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| +Index: 516 | Active_nodes: 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-> 3|3 -> 1|4 -> 4|5 -> 5| +Index: 264 | Active_nodes: 11 | Time: 3.2446e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +Index: 528 | Active_nodes: 11 | Time: 3.2448e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| +Index: 402 | Active_nodes: 11 | Time: 3.2451e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 4| +Index: 512 | Active_nodes: 11 | Time: 3.2451e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| +Index: 390 | Active_nodes: 11 | Time: 3.2451e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| +Index: 242 | Active_nodes: 11 | Time: 3.2454e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +Index: 552 | Active_nodes: 11 | Time: 3.2457e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| +Index: 486 | Active_nodes: 11 | Time: 3.2461e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +Index: 492 | Active_nodes: 11 | Time: 3.2473e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| +Index: 324 | Active_nodes: 11 | Time: 3.2475e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| +Index: 362 | 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1|4 -> 5|5 -> 4| +Index: 49 | Active_nodes: 11 | Time: 3.2638e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +Index: 426 | Active_nodes: 11 | Time: 3.2639e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| +Index: 224 | Active_nodes: 11 | Time: 3.2640e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| +Index: 672 | Active_nodes: 11 | Time: 3.2648e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| +Index: 274 | Active_nodes: 11 | Time: 3.2650e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| +Index: 106 | Active_nodes: 11 | Time: 3.2651e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| +Index: 52 | Active_nodes: 11 | Time: 3.2655e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| +Index: 241 | Active_nodes: 11 | Time: 3.2661e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +Index: 226 | Active_nodes: 11 | Time: 3.2663e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| +Index: 250 | Active_nodes: 11 | Time: 3.2664e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| +Index: 466 | 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-> 5|5 -> 3| +Index: 618 | Active_nodes: 11 | Time: 3.2797e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| +Index: 522 | Active_nodes: 11 | Time: 3.2800e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| +Index: 100 | Active_nodes: 11 | Time: 3.2802e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| +Index: 22 | Active_nodes: 11 | Time: 3.2806e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +Index: 163 | Active_nodes: 11 | Time: 3.2808e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| +Index: 322 | Active_nodes: 11 | Time: 3.2817e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| +Index: 462 | Active_nodes: 11 | Time: 3.2820e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 4| +Index: 73 | Active_nodes: 11 | Time: 3.2823e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| +Index: 332 | Active_nodes: 11 | Time: 3.2825e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| +Index: 82 | Active_nodes: 11 | Time: 3.2830e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| +Index: 70 | Active_nodes: 11 | Time: 3.2831e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| +Index: 586 | Active_nodes: 11 | Time: 3.2832e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| +Index: 594 | Active_nodes: 11 | Time: 3.2834e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +Index: 400 | Active_nodes: 11 | Time: 3.2835e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| +Index: 318 | Active_nodes: 11 | Time: 3.2835e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 5| +Index: 280 | Active_nodes: 11 | Time: 3.2837e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| +Index: 514 | Active_nodes: 11 | Time: 3.2838e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| +Index: 696 | Active_nodes: 11 | Time: 3.2843e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 3| +Index: 28 | Active_nodes: 11 | Time: 3.2846e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +Index: 19 | Active_nodes: 11 | Time: 3.2871e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +Index: 112 | Active_nodes: 11 | Time: 3.2877e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| +Index: 460 | Active_nodes: 11 | Time: 3.2879e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 2| +Index: 232 | Active_nodes: 11 | Time: 3.2879e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| +Index: 20 | Active_nodes: 11 | Time: 3.2881e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +Index: 37 | Active_nodes: 11 | Time: 3.2883e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| +Index: 490 | Active_nodes: 11 | Time: 3.2885e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| +Index: 666 | Active_nodes: 11 | Time: 3.2889e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| +Index: 604 | Active_nodes: 11 | Time: 3.2896e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| +Index: 94 | Active_nodes: 11 | Time: 3.2898e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2| +Index: 158 | Active_nodes: 11 | Time: 3.2902e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| +Index: 648 | Active_nodes: 11 | Time: 3.2906e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| +Index: 13 | 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-> 4|4 -> 5|5 -> 1| +Index: 339 | Active_nodes: 11 | Time: 3.3143e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 1| +Index: 435 | Active_nodes: 11 | Time: 3.3149e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| +Index: 39 | Active_nodes: 11 | Time: 3.3153e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +Index: 307 | Active_nodes: 11 | Time: 3.3154e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| +Index: 291 | Active_nodes: 11 | Time: 3.3162e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| +Index: 544 | Active_nodes: 11 | Time: 3.3167e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| +Index: 366 | Active_nodes: 11 | Time: 3.3170e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +Index: 489 | Active_nodes: 11 | Time: 3.3171e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1| +Index: 579 | Active_nodes: 11 | Time: 3.3174e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1| +Index: 609 | Active_nodes: 11 | Time: 3.3186e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| +Index: 69 | 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+Index: 550 | Active_nodes: 11 | Time: 3.4691e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| +Index: 562 | Active_nodes: 11 | Time: 3.4699e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| +Index: 556 | Active_nodes: 11 | Time: 3.4700e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| +Index: 595 | Active_nodes: 11 | Time: 3.4713e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +Index: 377 | Active_nodes: 11 | Time: 3.4717e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 1| +Index: 673 | Active_nodes: 11 | Time: 3.4720e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| +Index: 493 | Active_nodes: 11 | Time: 3.4730e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2| +Index: 107 | Active_nodes: 11 | Time: 3.4732e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| +Index: 621 | Active_nodes: 11 | Time: 3.4735e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| +Index: 531 | Active_nodes: 11 | Time: 3.4744e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| +Index: 375 | Active_nodes: 11 | Time: 3.4751e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| +Index: 694 | Active_nodes: 11 | Time: 3.4762e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +Index: 691 | Active_nodes: 11 | Time: 3.4763e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| +Index: 485 | Active_nodes: 11 | Time: 3.4767e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| +Index: 478 | Active_nodes: 11 | Time: 3.4768e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +Index: 365 | Active_nodes: 11 | Time: 3.4774e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +Index: 135 | Active_nodes: 11 | Time: 3.4774e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +Index: 355 | Active_nodes: 11 | Time: 3.4775e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| +Index: 676 | Active_nodes: 11 | Time: 3.4777e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| +Index: 670 | Active_nodes: 11 | Time: 3.4782e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| +Index: 615 | Active_nodes: 11 | Time: 3.4785e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 1| +Index: 95 | Active_nodes: 11 | Time: 3.4785e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| +Index: 617 | Active_nodes: 11 | Time: 3.4786e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| +Index: 430 | Active_nodes: 11 | Time: 3.4790e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| +Index: 53 | Active_nodes: 11 | Time: 3.4792e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +Index: 667 | Active_nodes: 11 | Time: 3.4798e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| +Index: 661 | Active_nodes: 11 | Time: 3.4798e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| +Index: 529 | Active_nodes: 11 | Time: 3.4802e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| +Index: 547 | Active_nodes: 11 | Time: 3.4805e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| +Index: 589 | Active_nodes: 11 | Time: 3.4805e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| +Index: 437 | Active_nodes: 11 | Time: 3.4808e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 1| +Index: 341 | Active_nodes: 11 | Time: 3.4812e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| +Index: 257 | Active_nodes: 11 | Time: 3.4815e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| +Index: 349 | Active_nodes: 11 | Time: 3.4824e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| +Index: 325 | Active_nodes: 11 | Time: 3.4828e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1| +Index: 699 | Active_nodes: 11 | Time: 3.4829e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| +Index: 627 | Active_nodes: 11 | Time: 3.4831e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 2| +Index: 87 | Active_nodes: 11 | Time: 3.4833e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| +Index: 574 | Active_nodes: 11 | Time: 3.4846e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +Index: 502 | Active_nodes: 11 | Time: 3.4854e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| +Index: 461 | Active_nodes: 11 | Time: 3.4856e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 1| +Index: 117 | Active_nodes: 11 | Time: 3.4856e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| +Index: 541 | Active_nodes: 11 | Time: 3.4860e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| +Index: 293 | Active_nodes: 11 | Time: 3.4865e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 1| +Index: 651 | Active_nodes: 11 | Time: 3.4876e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| +Index: 662 | Active_nodes: 11 | Time: 3.4879e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| +Index: 255 | Active_nodes: 11 | Time: 3.4879e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +Index: 491 | Active_nodes: 11 | Time: 3.4879e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| +Index: 497 | Active_nodes: 11 | Time: 3.4905e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 1| +Index: 47 | Active_nodes: 11 | Time: 3.4908e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| +Index: 261 | Active_nodes: 11 | Time: 3.4909e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| +Index: 571 | Active_nodes: 11 | Time: 3.4920e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| +Index: 382 | Active_nodes: 11 | Time: 3.4940e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2| +Index: 83 | Active_nodes: 11 | Time: 3.4973e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| +Index: 236 | Active_nodes: 11 | Time: 3.4978e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| +Index: 411 | Active_nodes: 11 | Time: 3.4989e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 1| +Index: 475 | Active_nodes: 11 | Time: 3.4990e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| +Index: 688 | Active_nodes: 11 | Time: 3.5010e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| +Index: 115 | Active_nodes: 11 | Time: 3.5012e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| +Index: 381 | Active_nodes: 11 | Time: 3.5070e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1| +Index: 262 | Active_nodes: 11 | Time: 3.5071e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| +Index: 674 | Active_nodes: 11 | Time: 3.5078e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| +Index: 501 | Active_nodes: 11 | Time: 3.5102e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| +Index: 427 | Active_nodes: 11 | Time: 3.5122e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 1| +Index: 59 | Active_nodes: 11 | Time: 3.5126e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| +Index: 371 | Active_nodes: 11 | Time: 3.5146e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| +Index: 675 | Active_nodes: 11 | Time: 3.5159e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1| +Index: 581 | Active_nodes: 11 | Time: 3.5168e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| +Index: 628 | Active_nodes: 11 | Time: 3.5198e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 3| +Index: 251 | Active_nodes: 11 | Time: 3.5209e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| +Index: 358 | Active_nodes: 11 | Time: 3.5233e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| +Index: 538 | Active_nodes: 11 | Time: 3.5245e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| +Index: 71 | Active_nodes: 11 | Time: 3.5303e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| +Index: 89 | Active_nodes: 11 | Time: 3.5306e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| +Index: 197 | Active_nodes: 11 | Time: 3.5309e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| +Index: 113 | Active_nodes: 11 | Time: 3.5345e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| +Index: 387 | Active_nodes: 11 | Time: 3.5410e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 2| +Index: 317 | Active_nodes: 11 | Time: 3.5472e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 1| +Index: 555 | Active_nodes: 11 | Time: 3.5483e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| +Index: 495 | Active_nodes: 11 | Time: 3.5551e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 1| +Index: 469 | Active_nodes: 11 | Time: 3.5583e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| +Index: 611 | Active_nodes: 11 | Time: 3.5592e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 1| +Index: 568 | Active_nodes: 11 | Time: 3.5726e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| +Index: 566 | Active_nodes: 11 | Time: 3.5739e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +Index: 686 | Active_nodes: 11 | Time: 3.5918e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +Index: 710 | Active_nodes: 11 | Time: 3.5928e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +Index: 655 | Active_nodes: 11 | Time: 3.6063e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 3| +Index: 415 | Active_nodes: 11 | Time: 3.6081e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| +Index: 715 | Active_nodes: 11 | Time: 3.6168e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +Index: 269 | Active_nodes: 11 | Time: 3.6178e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| +Index: 535 | Active_nodes: 11 | Time: 3.6207e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 3| +Index: 509 | Active_nodes: 11 | Time: 3.6320e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 2| +Index: 716 | Active_nodes: 11 | Time: 3.6322e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +Index: 679 | Active_nodes: 11 | Time: 3.6324e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| +Index: 119 | Active_nodes: 11 | Time: 3.6355e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| +Index: 389 | Active_nodes: 11 | Time: 3.6374e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| +Index: 143 | Active_nodes: 11 | Time: 3.6385e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +Index: 559 | Active_nodes: 11 | Time: 3.6424e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 2| +Index: 701 | Active_nodes: 11 | Time: 3.6432e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| +Index: 533 | Active_nodes: 11 | Time: 3.6432e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 1| +Index: 623 | Active_nodes: 11 | Time: 3.6441e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| +Index: 653 | Active_nodes: 11 | Time: 3.6461e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| +Index: 263 | Active_nodes: 11 | Time: 3.6464e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| +Index: 718 | Active_nodes: 11 | Time: 3.6478e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +Index: 703 | Active_nodes: 11 | Time: 3.6503e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| +Index: 413 | Active_nodes: 11 | Time: 3.6522e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 1| +Index: 685 | Active_nodes: 11 | Time: 3.6553e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| +Index: 565 | Active_nodes: 11 | Time: 3.6560e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| +Index: 629 | Active_nodes: 11 | Time: 3.6577e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| +Index: 677 | Active_nodes: 11 | Time: 3.6669e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| +Index: 503 | Active_nodes: 11 | Time: 3.6770e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1| +Index: 709 | Active_nodes: 11 | Time: 3.7113e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| +Index: 557 | Active_nodes: 11 | Time: 3.7125e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| +Index: 383 | Active_nodes: 11 | Time: 3.7128e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| ........................... -Average time: 3.8647e-06s +Average time: 3.3510e-05s -120 permutations have 21 max nodes. +120 permutations have 17 max nodes. +Index: 153 | Active_nodes: 11 | Time: 3.1468e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +Index: 321 | Active_nodes: 11 | Time: 3.3136e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| +Index: 465 | Active_nodes: 11 | Time: 3.3139e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| +Index: 441 | Active_nodes: 11 | Time: 3.3157e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| +Index: 201 | Active_nodes: 11 | Time: 3.3195e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| +Index: 333 | Active_nodes: 11 | Time: 3.3213e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| +Index: 161 | Active_nodes: 11 | Time: 3.3214e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| +Index: 305 | Active_nodes: 11 | Time: 3.3230e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| +Index: 185 | Active_nodes: 11 | Time: 3.3237e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| +Index: 453 | Active_nodes: 11 | Time: 3.3238e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +Index: 189 | Active_nodes: 11 | Time: 3.3238e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 0| +Index: 585 | Active_nodes: 11 | Time: 3.3245e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +Index: 225 | Active_nodes: 11 | Time: 3.3257e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| +Index: 303 | Active_nodes: 11 | Time: 3.3258e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| +Index: 155 | Active_nodes: 11 | Time: 3.3265e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| +Index: 633 | Active_nodes: 11 | Time: 3.3300e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| +Index: 213 | Active_nodes: 11 | Time: 3.3301e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| +Index: 309 | Active_nodes: 11 | Time: 3.3307e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| +Index: 297 | Active_nodes: 11 | Time: 3.3308e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| +Index: 273 | Active_nodes: 11 | Time: 3.3323e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +Index: 393 | Active_nodes: 11 | Time: 3.3337e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| +Index: 165 | Active_nodes: 11 | Time: 3.3348e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| +Index: 177 | Active_nodes: 11 | Time: 3.3363e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| +Index: 159 | Active_nodes: 11 | Time: 3.3376e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| +Index: 513 | Active_nodes: 11 | Time: 3.3382e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| +Index: 183 | Active_nodes: 11 | Time: 3.3392e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| +Index: 345 | Active_nodes: 11 | Time: 3.3481e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| +Index: 357 | Active_nodes: 11 | Time: 3.4726e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| +Index: 467 | Active_nodes: 11 | Time: 3.4729e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| +Index: 423 | Active_nodes: 11 | Time: 3.4748e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| +Index: 665 | Active_nodes: 11 | Time: 3.4756e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| +Index: 471 | Active_nodes: 11 | Time: 3.4780e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +Index: 399 | Active_nodes: 11 | Time: 3.4787e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| +Index: 597 | Active_nodes: 11 | Time: 3.4801e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +Index: 429 | Active_nodes: 11 | Time: 3.4810e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| +Index: 311 | Active_nodes: 11 | Time: 3.4815e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| +Index: 449 | Active_nodes: 11 | Time: 3.4817e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| +Index: 351 | Active_nodes: 11 | Time: 3.4820e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| +Index: 237 | Active_nodes: 11 | Time: 3.4825e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| +Index: 401 | Active_nodes: 11 | Time: 3.4833e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0| +Index: 455 | Active_nodes: 11 | Time: 3.4846e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +Index: 669 | Active_nodes: 11 | Time: 3.4854e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| +Index: 693 | Active_nodes: 11 | Time: 3.4854e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +Index: 179 | Active_nodes: 11 | Time: 3.4863e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| +Index: 657 | Active_nodes: 11 | Time: 3.4866e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| +Index: 473 | Active_nodes: 11 | Time: 3.4867e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +Index: 425 | Active_nodes: 11 | Time: 3.4871e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| +Index: 705 | Active_nodes: 11 | Time: 3.4873e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +Index: 641 | Active_nodes: 11 | Time: 3.4873e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| +Index: 209 | Active_nodes: 11 | Time: 3.4883e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| +Index: 347 | Active_nodes: 11 | Time: 3.4896e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| +Index: 635 | Active_nodes: 11 | Time: 3.4899e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| +Index: 405 | Active_nodes: 11 | Time: 3.4899e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| +Index: 525 | Active_nodes: 11 | Time: 3.4901e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| +Index: 573 | Active_nodes: 11 | Time: 3.4909e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +Index: 231 | Active_nodes: 11 | Time: 3.4910e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| +Index: 447 | Active_nodes: 11 | Time: 3.4914e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| +Index: 639 | Active_nodes: 11 | Time: 3.4914e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| +Index: 681 | Active_nodes: 11 | Time: 3.4920e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| +Index: 233 | Active_nodes: 11 | Time: 3.4927e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| +Index: 545 | Active_nodes: 11 | Time: 3.4931e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| +Index: 395 | Active_nodes: 11 | Time: 3.4933e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| +Index: 191 | Active_nodes: 11 | Time: 3.4941e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| +Index: 477 | Active_nodes: 11 | Time: 3.4946e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +Index: 593 | Active_nodes: 11 | Time: 3.4947e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +Index: 299 | Active_nodes: 11 | Time: 3.4948e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| +Index: 285 | Active_nodes: 11 | Time: 3.4948e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| +Index: 207 | Active_nodes: 11 | Time: 3.4950e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| +Index: 543 | Active_nodes: 11 | Time: 3.4952e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| +Index: 663 | Active_nodes: 11 | Time: 3.4958e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| +Index: 549 | Active_nodes: 11 | Time: 3.4965e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| +Index: 167 | Active_nodes: 11 | Time: 3.4965e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| +Index: 279 | Active_nodes: 11 | Time: 3.4966e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| +Index: 215 | Active_nodes: 11 | Time: 3.4988e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| +Index: 519 | Active_nodes: 11 | Time: 3.4988e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| +Index: 281 | Active_nodes: 11 | Time: 3.4998e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| +Index: 323 | Active_nodes: 11 | Time: 3.5013e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| +Index: 521 | Active_nodes: 11 | Time: 3.5016e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| +Index: 515 | Active_nodes: 11 | Time: 3.5040e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0| +Index: 537 | Active_nodes: 11 | Time: 3.5076e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| +Index: 561 | Active_nodes: 11 | Time: 3.5085e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| +Index: 417 | Active_nodes: 11 | Time: 3.5091e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| +Index: 591 | Active_nodes: 11 | Time: 3.5111e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| +Index: 329 | Active_nodes: 11 | Time: 3.5198e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| +Index: 227 | Active_nodes: 11 | Time: 3.5283e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| +Index: 335 | Active_nodes: 11 | Time: 3.5292e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +Index: 587 | Active_nodes: 11 | Time: 3.5345e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +Index: 353 | Active_nodes: 11 | Time: 3.5384e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| +Index: 327 | Active_nodes: 11 | Time: 3.5470e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| +Index: 275 | Active_nodes: 11 | Time: 3.5491e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| +Index: 443 | Active_nodes: 11 | Time: 3.5535e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| +Index: 645 | Active_nodes: 11 | Time: 3.5598e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| +Index: 359 | Active_nodes: 11 | Time: 3.6319e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +Index: 713 | Active_nodes: 11 | Time: 3.6342e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +Index: 551 | Active_nodes: 11 | Time: 3.6372e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +Index: 479 | Active_nodes: 11 | Time: 3.6442e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +Index: 575 | Active_nodes: 11 | Time: 3.6488e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +Index: 419 | Active_nodes: 11 | Time: 3.6521e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| +Index: 689 | Active_nodes: 11 | Time: 3.6525e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +Index: 711 | Active_nodes: 11 | Time: 3.6531e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| +Index: 695 | Active_nodes: 11 | Time: 3.6538e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +Index: 671 | Active_nodes: 11 | Time: 3.6545e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +Index: 717 | Active_nodes: 11 | Time: 3.6548e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +Index: 707 | Active_nodes: 11 | Time: 3.6549e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +Index: 683 | Active_nodes: 11 | Time: 3.6556e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| +Index: 527 | Active_nodes: 11 | Time: 3.6556e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| +Index: 569 | Active_nodes: 11 | Time: 3.6558e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| +Index: 287 | Active_nodes: 11 | Time: 3.6558e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| +Index: 431 | Active_nodes: 11 | Time: 3.6582e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| +Index: 647 | Active_nodes: 11 | Time: 3.6589e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 0| +Index: 563 | Active_nodes: 11 | Time: 3.6619e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| +Index: 539 | Active_nodes: 11 | Time: 3.6620e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| +Index: 659 | Active_nodes: 11 | Time: 3.6621e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| +Index: 203 | Active_nodes: 11 | Time: 3.6627e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| +Index: 687 | Active_nodes: 11 | Time: 3.6680e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +Index: 239 | Active_nodes: 11 | Time: 3.6826e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| +Index: 567 | Active_nodes: 11 | Time: 3.6893e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| +Index: 599 | Active_nodes: 11 | Time: 3.7020e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +Index: 407 | Active_nodes: 11 | Time: 3.7131e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| +Index: 719 | Active_nodes: 11 | Time: 3.8107e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| ........................... -Average time: 4.0358e-06s +Average time: 3.4969e-05s + +________________________________________________________________________________________________ -120 permutations have 22 max nodes. +execution time of: 2.8796e-05s: Index: 0 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -........................... -Average time: 4.1291e-06s +execution time of: 3.0496e-05s: Index: 144 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -________________________________________________________________________________________________ +execution time of: 3.0520e-05s: Index: 120 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| + +execution time of: 3.0532e-05s: Index: 150 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| + +execution time of: 3.0563e-05s: Index: 152 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| + +execution time of: 3.0571e-05s: Index: 32 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| + +execution time of: 3.0578e-05s: Index: 8 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| + +execution time of: 3.0584e-05s: Index: 312 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| + +execution time of: 3.0592e-05s: Index: 24 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| + +execution time of: 3.0597e-05s: Index: 30 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| + +execution time of: 3.0603e-05s: Index: 48 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| + +execution time of: 3.0609e-05s: Index: 156 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| + +execution time of: 3.0610e-05s: Index: 2 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| + +execution time of: 3.0613e-05s: Index: 360 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| + +execution time of: 3.0615e-05s: Index: 180 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| + +execution time of: 3.0623e-05s: Index: 6 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| + +execution time of: 3.0650e-05s: Index: 300 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| + +execution time of: 3.0705e-05s: Index: 240 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| + +execution time of: 3.0719e-05s: Index: 432 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| + +execution time of: 3.0722e-05s: Index: 72 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| + +execution time of: 3.0724e-05s: Index: 1 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| + +execution time of: 3.0736e-05s: Index: 288 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| + +execution time of: 3.0765e-05s: Index: 12 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| + +execution time of: 3.0801e-05s: Index: 154 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| + +execution time of: 3.0807e-05s: Index: 168 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| + +execution time of: 3.0813e-05s: Index: 192 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| + +execution time of: 3.0832e-05s: Index: 60 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| + +execution time of: 3.0845e-05s: Index: 336 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| + +execution time of: 3.0851e-05s: Index: 34 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| + +execution time of: 3.0876e-05s: Index: 162 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| + +execution time of: 3.0877e-05s: Index: 306 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| + +execution time of: 3.0891e-05s: Index: 66 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| + +execution time of: 3.0899e-05s: Index: 96 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| + +execution time of: 3.0937e-05s: Index: 186 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| + +execution time of: 3.0943e-05s: Index: 160 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| + +execution time of: 3.0963e-05s: Index: 4 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| + +execution time of: 3.0971e-05s: Index: 18 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| + +execution time of: 3.0977e-05s: Index: 456 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| + +execution time of: 3.0979e-05s: Index: 576 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| + +execution time of: 3.1013e-05s: Index: 40 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| + +execution time of: 3.1031e-05s: Index: 480 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| + +execution time of: 3.1044e-05s: Index: 330 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| + +execution time of: 3.1066e-05s: Index: 16 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| + +execution time of: 3.1067e-05s: Index: 600 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| + +execution time of: 3.1092e-05s: Index: 42 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| + +execution time of: 3.1095e-05s: Index: 90 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| + +execution time of: 3.1218e-05s: Index: 36 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| + +execution time of: 3.1239e-05s: Index: 450 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| + +execution time of: 3.1274e-05s: Index: 3 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| + +execution time of: 3.1293e-05s: Index: 210 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| + +execution time of: 3.1305e-05s: Index: 216 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| + +execution time of: 3.1348e-05s: Index: 9 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| + +execution time of: 3.1356e-05s: Index: 10 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| + +execution time of: 3.1428e-05s: Index: 304 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| + +execution time of: 3.1468e-05s: Index: 153 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| + +execution time of: 3.1479e-05s: Index: 33 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| + +execution time of: 3.1811e-05s: Index: 64 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| + +execution time of: 3.2003e-05s: Index: 184 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| + +execution time of: 3.2191e-05s: Index: 176 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| + +execution time of: 3.2223e-05s: Index: 320 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| + +execution time of: 3.2254e-05s: Index: 444 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| + +execution time of: 3.2259e-05s: Index: 126 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| + +execution time of: 3.2265e-05s: Index: 26 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| + +execution time of: 3.2283e-05s: Index: 272 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| + +execution time of: 3.2290e-05s: Index: 296 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| + +execution time of: 3.2291e-05s: Index: 122 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| + +execution time of: 3.2296e-05s: Index: 198 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| + +execution time of: 3.2304e-05s: Index: 54 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| + +execution time of: 3.2313e-05s: Index: 78 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| + +execution time of: 3.2315e-05s: Index: 438 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| + +execution time of: 3.2316e-05s: Index: 294 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| + +execution time of: 3.2322e-05s: Index: 38 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| + +execution time of: 3.2324e-05s: Index: 510 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| + +execution time of: 3.2331e-05s: Index: 200 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| + +execution time of: 3.2334e-05s: Index: 434 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| + +execution time of: 3.2336e-05s: Index: 298 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| + +execution time of: 3.2337e-05s: Index: 50 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| + +execution time of: 3.2343e-05s: Index: 302 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| + +execution time of: 3.2347e-05s: Index: 420 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| + +execution time of: 3.2348e-05s: Index: 56 | 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Index: 116 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 3| + +execution time of: 3.4478e-05s: Index: 238 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 2| + +execution time of: 3.4482e-05s: Index: 698 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| + +execution time of: 3.4491e-05s: Index: 149 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| + +execution time of: 3.4491e-05s: Index: 643 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| + +execution time of: 3.4497e-05s: Index: 622 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| + +execution time of: 3.4498e-05s: Index: 712 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| + +execution time of: 3.4509e-05s: Index: 706 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| + +execution time of: 3.4511e-05s: Index: 714 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| + +execution time of: 3.4514e-05s: Index: 487 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3| + +execution time of: 3.4515e-05s: Index: 343 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 3| + +execution time of: 3.4516e-05s: Index: 508 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 3| + +execution time of: 3.4518e-05s: Index: 139 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| + +execution time of: 3.4518e-05s: Index: 266 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| + +execution time of: 3.4523e-05s: Index: 682 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| + +execution time of: 3.4524e-05s: Index: 205 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| + +execution time of: 3.4525e-05s: Index: 583 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| + +execution time of: 3.4531e-05s: Index: 283 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| + +execution time of: 3.4543e-05s: Index: 141 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| + +execution time of: 3.4544e-05s: Index: 109 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| + +execution time of: 3.4548e-05s: Index: 379 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| + +execution time of: 3.4553e-05s: Index: 692 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| + +execution time of: 3.4554e-05s: Index: 253 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| + +execution time of: 3.4555e-05s: Index: 476 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| + 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-> 3| + +execution time of: 3.4597e-05s: Index: 517 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| + +execution time of: 3.4600e-05s: Index: 268 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| + +execution time of: 3.4600e-05s: Index: 397 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 2| + +execution time of: 3.4605e-05s: Index: 101 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| + +execution time of: 3.4605e-05s: Index: 29 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| + +execution time of: 3.4618e-05s: Index: 625 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3| + +execution time of: 3.4619e-05s: Index: 523 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| + +execution time of: 3.4623e-05s: Index: 619 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2| + +execution time of: 3.4623e-05s: Index: 572 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| + +execution time of: 3.4625e-05s: Index: 235 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| + +execution time of: 3.4627e-05s: Index: 439 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2| + +execution time of: 3.4628e-05s: Index: 598 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| + +execution time of: 3.4628e-05s: Index: 637 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 2| + +execution time of: 3.4630e-05s: Index: 23 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| + +execution time of: 3.4631e-05s: Index: 697 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| + +execution time of: 3.4635e-05s: Index: 267 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| + +execution time of: 3.4637e-05s: Index: 553 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2| + +execution time of: 3.4638e-05s: Index: 406 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| + +execution time of: 3.4641e-05s: Index: 463 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 2| + +execution time of: 3.4643e-05s: Index: 499 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| + +execution time of: 3.4644e-05s: Index: 85 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| + +execution time of: 3.4650e-05s: Index: 221 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| + +execution time of: 3.4651e-05s: Index: 646 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| + +execution time of: 3.4657e-05s: Index: 137 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| + +execution time of: 3.4658e-05s: Index: 245 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| + +execution time of: 3.4658e-05s: Index: 507 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 2| + +execution time of: 3.4658e-05s: Index: 605 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 2| + +execution time of: 3.4660e-05s: Index: 131 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| + +execution time of: 3.4666e-05s: Index: 77 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| + +execution time of: 3.4666e-05s: Index: 373 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 2| + +execution time of: 3.4668e-05s: Index: 649 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 3| + +execution time of: 3.4669e-05s: Index: 613 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| + +execution time of: 3.4671e-05s: Index: 505 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 3| + +execution time of: 3.4676e-05s: Index: 111 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| + +execution time of: 3.4676e-05s: Index: 229 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2| + +execution time of: 3.4685e-05s: Index: 445 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| + +execution time of: 3.4689e-05s: Index: 173 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| + +execution time of: 3.4691e-05s: Index: 550 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| + +execution time of: 3.4699e-05s: Index: 562 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| + +execution time of: 3.4700e-05s: Index: 556 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| + +execution time of: 3.4713e-05s: Index: 595 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| + +execution time of: 3.4717e-05s: Index: 377 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 1| + +execution time of: 3.4720e-05s: Index: 673 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| + +execution time of: 3.4726e-05s: Index: 357 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| + +execution time of: 3.4729e-05s: Index: 467 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| + +execution time of: 3.4730e-05s: Index: 493 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2| + +execution time of: 3.4732e-05s: Index: 107 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| + +execution time of: 3.4735e-05s: Index: 621 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| + +execution time of: 3.4744e-05s: Index: 531 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| + +execution time of: 3.4748e-05s: Index: 423 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| + +execution time of: 3.4751e-05s: Index: 375 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| + +execution time of: 3.4756e-05s: Index: 665 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| + +execution time of: 3.4762e-05s: Index: 694 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| + +execution time of: 3.4763e-05s: Index: 691 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| + +execution time of: 3.4767e-05s: Index: 485 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| + +execution time of: 3.4768e-05s: Index: 478 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| + +execution time of: 3.4774e-05s: Index: 365 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| + +execution time of: 3.4774e-05s: Index: 135 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| + +execution time of: 3.4775e-05s: Index: 355 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| + +execution time of: 3.4777e-05s: Index: 676 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| + +execution time of: 3.4780e-05s: Index: 471 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| + +execution time of: 3.4782e-05s: Index: 670 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| + +execution time of: 3.4785e-05s: Index: 615 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 1| + +execution time of: 3.4785e-05s: Index: 95 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| + +execution time of: 3.4786e-05s: Index: 617 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| + +execution time of: 3.4787e-05s: Index: 399 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| + +execution time of: 3.4790e-05s: Index: 430 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| + +execution time of: 3.4792e-05s: Index: 53 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| + +execution time of: 3.4798e-05s: Index: 667 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| + +execution time of: 3.4798e-05s: Index: 661 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| + +execution time of: 3.4801e-05s: Index: 597 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| + +execution time of: 3.4802e-05s: Index: 529 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| + +execution time of: 3.4805e-05s: Index: 547 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| + +execution time of: 3.4805e-05s: Index: 589 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| + +execution time of: 3.4808e-05s: Index: 437 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 1| + +execution time of: 3.4810e-05s: Index: 429 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| + +execution time of: 3.4812e-05s: Index: 341 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| + +execution time of: 3.4815e-05s: Index: 311 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| + +execution time of: 3.4815e-05s: Index: 257 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| + +execution time of: 3.4817e-05s: Index: 449 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| + +execution time of: 3.4820e-05s: Index: 351 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| + +execution time of: 3.4824e-05s: Index: 349 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| + +execution time of: 3.4825e-05s: Index: 237 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| + +execution time of: 3.4828e-05s: Index: 325 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1| + +execution time of: 3.4829e-05s: Index: 699 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| + +execution time of: 3.4831e-05s: Index: 627 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 2| + +execution time of: 3.4833e-05s: Index: 87 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| + +execution time of: 3.4833e-05s: Index: 401 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0| + +execution time of: 3.4846e-05s: Index: 455 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| + +execution time of: 3.4846e-05s: Index: 574 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| + +execution time of: 3.4854e-05s: Index: 669 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| + +execution time of: 3.4854e-05s: Index: 502 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| + +execution time of: 3.4854e-05s: Index: 693 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| + +execution time of: 3.4856e-05s: Index: 461 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 1| + +execution time of: 3.4856e-05s: Index: 117 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| + +execution 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-> 0| + +execution time of: 3.6556e-05s: Index: 527 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| + +execution time of: 3.6558e-05s: Index: 569 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| + +execution time of: 3.6558e-05s: Index: 287 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| + +execution time of: 3.6560e-05s: Index: 565 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| + +execution time of: 3.6577e-05s: Index: 629 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| + +execution time of: 3.6582e-05s: Index: 431 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| + +execution time of: 3.6589e-05s: Index: 647 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 0| + +execution time of: 3.6619e-05s: Index: 563 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| + +execution time of: 3.6620e-05s: Index: 539 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| + +execution time of: 3.6621e-05s: Index: 659 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| + +execution time of: 3.6627e-05s: Index: 203 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| + +execution time of: 3.6669e-05s: Index: 677 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| + +execution time of: 3.6680e-05s: Index: 687 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| + +execution time of: 3.6770e-05s: Index: 503 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1| + +execution time of: 3.6826e-05s: Index: 239 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| + +execution time of: 3.6893e-05s: Index: 567 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| + +execution time of: 3.7020e-05s: Index: 599 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| + +execution time of: 3.7113e-05s: Index: 709 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| + +execution time of: 3.7125e-05s: Index: 557 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| + +execution time of: 3.7128e-05s: Index: 383 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| + +execution time of: 3.7131e-05s: Index: 407 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| + +execution time of: 3.8107e-05s: Index: 719 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -execution time of: 3.2450e-06s: Index: 0 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -execution time of: 3.3825e-06s: Index: 120 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 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-> 4| -execution time of: 3.4975e-06s: Index: 24 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -execution time of: 3.4978e-06s: Index: 18 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -execution time of: 3.5025e-06s: Index: 36 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -execution time of: 3.5050e-06s: Index: 3 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -execution time of: 3.5100e-06s: Index: 300 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -execution time of: 3.5150e-06s: Index: 144 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -execution time of: 3.5200e-06s: Index: 1 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -execution time of: 3.5225e-06s: Index: 16 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -execution time of: 3.5250e-06s: Index: 9 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -execution time of: 3.5252e-06s: Index: 456 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -execution time of: 3.5300e-06s: Index: 306 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -execution time of: 3.5325e-06s: Index: 6 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -execution time of: 3.5328e-06s: Index: 360 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -execution time of: 3.5403e-06s: Index: 576 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -execution time of: 3.5475e-06s: Index: 216 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -execution time of: 3.5503e-06s: Index: 312 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -execution time of: 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Index: 66 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -execution time of: 3.5977e-06s: Index: 210 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -execution time of: 3.6052e-06s: Index: 160 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -execution time of: 3.6100e-06s: Index: 150 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -execution time of: 3.6150e-06s: Index: 168 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -execution time of: 3.6175e-06s: Index: 64 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -execution time of: 3.6200e-06s: Index: 184 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -execution time of: 3.6203e-06s: Index: 33 | Max_nodes: 21 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -execution time of: 3.6250e-06s: Index: 372 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -execution time of: 3.6275e-06s: Index: 156 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -execution time of: 3.6325e-06s: Index: 366 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -execution time of: 3.6350e-06s: Index: 186 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -execution time of: 3.6375e-06s: Index: 304 | Max_nodes: 21 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -execution time of: 3.6452e-06s: Index: 272 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -execution time of: 3.6477e-06s: Index: 432 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -execution time of: 3.6500e-06s: Index: 510 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -execution time of: 3.6602e-06s: Index: 26 | 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2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -execution time of: 3.7550e-06s: Index: 104 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -execution time of: 3.7553e-06s: Index: 466 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -execution time of: 3.7575e-06s: Index: 37 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -execution time of: 3.7600e-06s: Index: 123 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -execution time of: 3.7603e-06s: Index: 7 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -execution time of: 3.7625e-06s: Index: 39 | Max_nodes: 21 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -execution time of: 3.7650e-06s: Index: 222 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -execution time of: 3.7675e-06s: Index: 604 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -execution time of: 3.7678e-06s: Index: 337 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -execution time of: 3.7700e-06s: Index: 14 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -execution time of: 3.7725e-06s: Index: 178 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -execution time of: 3.7750e-06s: Index: 52 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -execution time of: 3.7752e-06s: Index: 520 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -execution time of: 3.7775e-06s: Index: 27 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -execution time of: 3.7777e-06s: Index: 46 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -execution time of: 3.7800e-06s: Index: 25 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -execution time of: 3.7825e-06s: Index: 146 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -execution time of: 3.7827e-06s: Index: 106 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -execution time of: 3.7850e-06s: Index: 212 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -execution time of: 3.7875e-06s: Index: 291 | Max_nodes: 21 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -execution time of: 3.7900e-06s: Index: 13 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -execution time of: 3.7925e-06s: Index: 17 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -execution time of: 3.7950e-06s: Index: 280 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -execution time of: 3.7975e-06s: Index: 58 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 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Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -execution time of: 4.3475e-06s: Index: 711 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -execution time of: 4.3525e-06s: Index: 389 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -execution time of: 4.3527e-06s: Index: 419 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -execution time of: 4.3575e-06s: Index: 569 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -execution time of: 4.3600e-06s: Index: 185 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -execution time of: 4.3650e-06s: Index: 689 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -execution time of: 4.3677e-06s: Index: 696 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -execution time of: 4.3800e-06s: Index: 287 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -execution time of: 4.3825e-06s: Index: 707 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -execution time of: 4.3900e-06s: Index: 143 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -execution time of: 4.3950e-06s: Index: 718 | Max_nodes: 21 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -execution time of: 4.3975e-06s: Index: 701 | Max_nodes: 21 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -execution time of: 4.4000e-06s: Index: 717 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -execution time of: 4.4100e-06s: Index: 263 | Max_nodes: 21 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -execution time of: 4.4350e-06s: Index: 163 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -execution time of: 4.5150e-06s: Index: 431 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -execution time of: 4.5825e-06s: Index: 350 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -execution time of: 4.5875e-06s: Index: 719 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -execution time of: 4.6625e-06s: Index: 293 | Max_nodes: 21 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -execution time of: 4.6850e-06s: Index: 597 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -execution time of: 5.0827e-06s: Index: 671 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -execution time of: 5.2102e-06s: Index: 502 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -execution time of: 5.6075e-06s: Index: 687 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -execution time of: 6.0925e-06s: Index: 332 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -execution time of: 6.6600e-06s: Index: 142 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| ________________________________________________________________________________________________ diff --git a/test/BenchmarkQuasm/results/ghz_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/ghz_indep_qiskit_controls.txt index da7c7855..8bbc7506 100644 --- a/test/BenchmarkQuasm/results/ghz_indep_qiskit_controls.txt +++ b/test/BenchmarkQuasm/results/ghz_indep_qiskit_controls.txt @@ -7,15 +7,14 @@ i: 0 1 4: 0 | 5: | 1 o: 0 1 -Q: 0 w: 1 | Q: 1 w: 3 | Computed Permutation: ................0 -> 0|1 -> 1| Original Permutation: ................0 -> 0|1 -> 1| -Identity Duration: 1.0800e-06s............................. -Permuted Duration: 1.0800e-06s............................. +Identity Duration: 1.0136e-05s............................. +Permuted Duration: 1.0256e-05s............................. Identity active_nodes: 3 ...................................... Permuted active_nodes: 3 ...................................... -Identity max_nodes: 5 ...................................... -Permuted max_nodes: 5 ...................................... +Identity max_nodes: 4 ...................................... +Permuted max_nodes: 4 ...................................... ________________________________________________________________________________________________ Start Simulation of ghz_indep_qiskit_3__________________________________________________ @@ -29,15 +28,14 @@ i:...0...1...2 6:...|...1...| 7:...|...|...2 o:...0...1...2 -Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 1.8127e-06s............................. -Permuted Duration: 1.8525e-06s............................. +Identity Duration: 1.4887e-05s............................. +Permuted Duration: 1.4509e-05s............................. Identity active_nodes: 5 ...................................... Permuted active_nodes: 5 ...................................... -Identity max_nodes: 8 ...................................... -Permuted max_nodes: 8 ...................................... +Identity max_nodes: 7 ...................................... +Permuted max_nodes: 7 ...................................... ________________________________________________________________________________________________ Start Simulation of ghz_indep_qiskit_4__________________________________________________ @@ -53,15 +51,14 @@ i:...0...1...2...3 8:...|...|...2...| 9:...|...|...|...3 o:...0...1...2...3 -Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | Q: 3 w: 5 | Computed Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Identity Duration: 2.6650e-06s............................. -Permuted Duration: 2.7050e-06s............................. +Identity Duration: 1.9067e-05s............................. +Permuted Duration: 1.8970e-05s............................. Identity active_nodes: 7 ...................................... Permuted active_nodes: 7 ...................................... -Identity max_nodes: 12 ...................................... -Permuted max_nodes: 12 ...................................... +Identity max_nodes: 10 ...................................... +Permuted max_nodes: 10 ...................................... ________________________________________________________________________________________________ Start Simulation of ghz_indep_qiskit_5__________________________________________________ @@ -79,15 +76,14 @@ Start Simulation of ghz_indep_qiskit_5__________________________________________ 10:...|...|...|...3...| 11:...|...|...|...|...4 .o:...0...1...2...3...4 -Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | Q: 3 w: 5 | Q: 4 w: 6 | Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: 2.6000e-06s............................. -Permuted Duration: 2.6050e-06s............................. +Identity Duration: 2.3848e-05s............................. +Permuted Duration: 2.4021e-05s............................. Identity active_nodes: 9 ...................................... Permuted active_nodes: 9 ...................................... -Identity max_nodes: 16 ...................................... -Permuted max_nodes: 16 ...................................... +Identity max_nodes: 13 ...................................... +Permuted max_nodes: 13 ...................................... ________________________________________________________________________________________________ Start Simulation of ghz_indep_qiskit_6__________________________________________________ @@ -107,146 +103,13 @@ Start Simulation of ghz_indep_qiskit_6__________________________________________ 12:...|...|...|...|...4...| 13:...|...|...|...|...|...5 .o:...0...1...2...3...4...5 -Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | Q: 3 w: 5 | Q: 4 w: 6 | Q: 5 w: 7 | Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Identity Duration: 3.1600e-06s............................. -Permuted Duration: 3.1903e-06s............................. +Identity Duration: 2.8796e-05s............................. +Permuted Duration: 2.9003e-05s............................. Identity active_nodes: 11 ...................................... Permuted active_nodes: 11 ...................................... -Identity max_nodes: 20 ...................................... -Permuted max_nodes: 20 ...................................... -________________________________________________________________________________________________ - -Start Simulation of ghz_indep_qiskit_7__________________________________________________ - -.i:...0...1...2...3...4...5...6 -.1:...|...|...|...|...|...|...h -.2:...|...|...|...|...|...x...c -.3:...|...|...|...|...x...c...| -.4:...|...|...|...x...c...|...| -.5:...|...|...x...c...|...|...| -.6:...|...x...c...|...|...|...| -.7:...x...c...|...|...|...|...| -.8:============================ -.9:...0...|...|...|...|...|...| -10:...|...1...|...|...|...|...| -11:...|...|...2...|...|...|...| -12:...|...|...|...3...|...|...| -13:...|...|...|...|...4...|...| -14:...|...|...|...|...|...5...| -15:...|...|...|...|...|...|...6 -.o:...0...1...2...3...4...5...6 -Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | Q: 3 w: 5 | Q: 4 w: 6 | Q: 5 w: 7 | Q: 6 w: 8 | -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Identity Duration: 3.8000e-06s............................. -Permuted Duration: 3.7925e-06s............................. -Identity active_nodes: 13 ...................................... -Permuted active_nodes: 13 ...................................... -Identity max_nodes: 24 ...................................... -Permuted max_nodes: 24 ...................................... -________________________________________________________________________________________________ - -Start Simulation of ghz_indep_qiskit_8__________________________________________________ - -.i:...0...1...2...3...4...5...6...7 -.1:...|...|...|...|...|...|...|...h -.2:...|...|...|...|...|...|...x...c -.3:...|...|...|...|...|...x...c...| -.4:...|...|...|...|...x...c...|...| -.5:...|...|...|...x...c...|...|...| -.6:...|...|...x...c...|...|...|...| -.7:...|...x...c...|...|...|...|...| -.8:...x...c...|...|...|...|...|...| -.9:================================ -10:...0...|...|...|...|...|...|...| -11:...|...1...|...|...|...|...|...| -12:...|...|...2...|...|...|...|...| -13:...|...|...|...3...|...|...|...| -14:...|...|...|...|...4...|...|...| -15:...|...|...|...|...|...5...|...| -16:...|...|...|...|...|...|...6...| -17:...|...|...|...|...|...|...|...7 -.o:...0...1...2...3...4...5...6...7 -Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | Q: 3 w: 5 | Q: 4 w: 6 | Q: 5 w: 7 | Q: 6 w: 8 | Q: 7 w: 9 | -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7| -Identity Duration: 4.4975e-06s............................. -Permuted Duration: 4.4800e-06s............................. -Identity active_nodes: 15 ...................................... -Permuted active_nodes: 15 ...................................... -Identity max_nodes: 28 ...................................... -Permuted max_nodes: 28 ...................................... -________________________________________________________________________________________________ - -Start Simulation of ghz_indep_qiskit_9__________________________________________________ - -.i:...0...1...2...3...4...5...6...7...8 -.1:...|...|...|...|...|...|...|...|...h -.2:...|...|...|...|...|...|...|...x...c -.3:...|...|...|...|...|...|...x...c...| -.4:...|...|...|...|...|...x...c...|...| -.5:...|...|...|...|...x...c...|...|...| -.6:...|...|...|...x...c...|...|...|...| -.7:...|...|...x...c...|...|...|...|...| -.8:...|...x...c...|...|...|...|...|...| -.9:...x...c...|...|...|...|...|...|...| -10:==================================== -11:...0...|...|...|...|...|...|...|...| -12:...|...1...|...|...|...|...|...|...| -13:...|...|...2...|...|...|...|...|...| -14:...|...|...|...3...|...|...|...|...| -15:...|...|...|...|...4...|...|...|...| -16:...|...|...|...|...|...5...|...|...| -17:...|...|...|...|...|...|...6...|...| -18:...|...|...|...|...|...|...|...7...| -19:...|...|...|...|...|...|...|...|...8 -.o:...0...1...2...3...4...5...6...7...8 -Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | Q: 3 w: 5 | Q: 4 w: 6 | Q: 5 w: 7 | Q: 6 w: 8 | Q: 7 w: 9 | Q: 8 w: 10 | -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8| -Identity Duration: 5.1525e-06s............................. -Permuted Duration: 5.1703e-06s............................. -Identity active_nodes: 17 ...................................... -Permuted active_nodes: 17 ...................................... -Identity max_nodes: 32 ...................................... -Permuted max_nodes: 32 ...................................... -________________________________________________________________________________________________ - -Start Simulation of ghz_indep_qiskit_10__________________________________________________ - -.i:...0...1...2...3...4...5...6...7...8...9 -.1:...|...|...|...|...|...|...|...|...|...h -.2:...|...|...|...|...|...|...|...|...x...c -.3:...|...|...|...|...|...|...|...x...c...| -.4:...|...|...|...|...|...|...x...c...|...| -.5:...|...|...|...|...|...x...c...|...|...| -.6:...|...|...|...|...x...c...|...|...|...| -.7:...|...|...|...x...c...|...|...|...|...| -.8:...|...|...x...c...|...|...|...|...|...| -.9:...|...x...c...|...|...|...|...|...|...| -10:...x...c...|...|...|...|...|...|...|...| -11:======================================== -12:...0...|...|...|...|...|...|...|...|...| -13:...|...1...|...|...|...|...|...|...|...| -14:...|...|...2...|...|...|...|...|...|...| -15:...|...|...|...3...|...|...|...|...|...| -16:...|...|...|...|...4...|...|...|...|...| -17:...|...|...|...|...|...5...|...|...|...| -18:...|...|...|...|...|...|...6...|...|...| -19:...|...|...|...|...|...|...|...7...|...| -20:...|...|...|...|...|...|...|...|...8...| -21:...|...|...|...|...|...|...|...|...|...9 -.o:...0...1...2...3...4...5...6...7...8...9 -Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | Q: 3 w: 5 | Q: 4 w: 6 | Q: 5 w: 7 | Q: 6 w: 8 | Q: 7 w: 9 | Q: 8 w: 10 | Q: 9 w: 11 | -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8|9 -> 9| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8|9 -> 9| -Identity Duration: 5.7025e-06s............................. -Permuted Duration: 5.7075e-06s............................. -Identity active_nodes: 19 ...................................... -Permuted active_nodes: 19 ...................................... -Identity max_nodes: 36 ...................................... -Permuted max_nodes: 36 ...................................... +Identity max_nodes: 16 ...................................... +Permuted max_nodes: 16 ...................................... ________________________________________________________________________________________________ diff --git a/test/BenchmarkQuasm/results/ghz_indep_qiskit_gates.txt b/test/BenchmarkQuasm/results/ghz_indep_qiskit_gates.txt deleted file mode 100644 index 2d5c781e..00000000 --- a/test/BenchmarkQuasm/results/ghz_indep_qiskit_gates.txt +++ /dev/null @@ -1,243 +0,0 @@ -Start Simulation of ghz_indep_qiskit_2__________________________________________________ - -i: 0 1 -1: | h -2: x c -3:======== -4: 0 | -5: | 1 -o: 0 1 -Computed Permutation: ................0 -> 0|1 -> 1| -Original Permutation: ................0 -> 0|1 -> 1| -Identity Duration: 1.1725e-06s............................. -Permuted Duration: 1.2250e-06s............................. -Identity active_nodes: 3 ...................................... -Permuted active_nodes: 3 ...................................... -Identity max_nodes: 5 ...................................... -Permuted max_nodes: 5 ...................................... -________________________________________________________________________________________________ - -Start Simulation of ghz_indep_qiskit_3__________________________________________________ - -i:...0...1...2 -1:...|...|...h -2:...|...x...c -3:...x...c...| -4:============ -5:...0...|...| -6:...|...1...| -7:...|...|...2 -o:...0...1...2 -Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 1.5475e-06s............................. -Permuted Duration: 1.5225e-06s............................. -Identity active_nodes: 5 ...................................... -Permuted active_nodes: 5 ...................................... -Identity max_nodes: 8 ...................................... -Permuted max_nodes: 8 ...................................... -________________________________________________________________________________________________ - -Start Simulation of ghz_indep_qiskit_4__________________________________________________ - -i:...0...1...2...3 -1:...|...|...|...h -2:...|...|...x...c -3:...|...x...c...| -4:...x...c...|...| -5:================ -6:...0...|...|...| -7:...|...1...|...| -8:...|...|...2...| -9:...|...|...|...3 -o:...0...1...2...3 -Computed Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Identity Duration: 2.0450e-06s............................. -Permuted Duration: 2.0175e-06s............................. -Identity active_nodes: 7 ...................................... -Permuted active_nodes: 7 ...................................... -Identity max_nodes: 12 ...................................... -Permuted max_nodes: 12 ...................................... -________________________________________________________________________________________________ - -Start Simulation of ghz_indep_qiskit_5__________________________________________________ - -.i:...0...1...2...3...4 -.1:...|...|...|...|...h -.2:...|...|...|...x...c -.3:...|...|...x...c...| -.4:...|...x...c...|...| -.5:...x...c...|...|...| -.6:==================== -.7:...0...|...|...|...| -.8:...|...1...|...|...| -.9:...|...|...2...|...| -10:...|...|...|...3...| -11:...|...|...|...|...4 -.o:...0...1...2...3...4 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: 2.5750e-06s............................. -Permuted Duration: 2.6203e-06s............................. -Identity active_nodes: 9 ...................................... -Permuted active_nodes: 9 ...................................... -Identity max_nodes: 16 ...................................... -Permuted max_nodes: 16 ...................................... -________________________________________________________________________________________________ - -Start Simulation of ghz_indep_qiskit_6__________________________________________________ - -.i:...0...1...2...3...4...5 -.1:...|...|...|...|...|...h -.2:...|...|...|...|...x...c -.3:...|...|...|...x...c...| -.4:...|...|...x...c...|...| -.5:...|...x...c...|...|...| -.6:...x...c...|...|...|...| -.7:======================== -.8:...0...|...|...|...|...| -.9:...|...1...|...|...|...| -10:...|...|...2...|...|...| -11:...|...|...|...3...|...| -12:...|...|...|...|...4...| -13:...|...|...|...|...|...5 -.o:...0...1...2...3...4...5 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Identity Duration: 3.2125e-06s............................. -Permuted Duration: 3.2050e-06s............................. -Identity active_nodes: 11 ...................................... -Permuted active_nodes: 11 ...................................... -Identity max_nodes: 20 ...................................... -Permuted max_nodes: 20 ...................................... -________________________________________________________________________________________________ - -Start Simulation of ghz_indep_qiskit_7__________________________________________________ - -.i:...0...1...2...3...4...5...6 -.1:...|...|...|...|...|...|...h -.2:...|...|...|...|...|...x...c -.3:...|...|...|...|...x...c...| -.4:...|...|...|...x...c...|...| -.5:...|...|...x...c...|...|...| -.6:...|...x...c...|...|...|...| -.7:...x...c...|...|...|...|...| -.8:============================ -.9:...0...|...|...|...|...|...| -10:...|...1...|...|...|...|...| -11:...|...|...2...|...|...|...| -12:...|...|...|...3...|...|...| -13:...|...|...|...|...4...|...| -14:...|...|...|...|...|...5...| -15:...|...|...|...|...|...|...6 -.o:...0...1...2...3...4...5...6 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Identity Duration: 3.8025e-06s............................. -Permuted Duration: 3.8275e-06s............................. -Identity active_nodes: 13 ...................................... -Permuted active_nodes: 13 ...................................... -Identity max_nodes: 24 ...................................... -Permuted max_nodes: 24 ...................................... -________________________________________________________________________________________________ - -Start Simulation of ghz_indep_qiskit_8__________________________________________________ - -.i:...0...1...2...3...4...5...6...7 -.1:...|...|...|...|...|...|...|...h -.2:...|...|...|...|...|...|...x...c -.3:...|...|...|...|...|...x...c...| -.4:...|...|...|...|...x...c...|...| -.5:...|...|...|...x...c...|...|...| -.6:...|...|...x...c...|...|...|...| -.7:...|...x...c...|...|...|...|...| -.8:...x...c...|...|...|...|...|...| -.9:================================ -10:...0...|...|...|...|...|...|...| -11:...|...1...|...|...|...|...|...| -12:...|...|...2...|...|...|...|...| -13:...|...|...|...3...|...|...|...| -14:...|...|...|...|...4...|...|...| -15:...|...|...|...|...|...5...|...| -16:...|...|...|...|...|...|...6...| -17:...|...|...|...|...|...|...|...7 -.o:...0...1...2...3...4...5...6...7 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7| -Identity Duration: 4.4653e-06s............................. -Permuted Duration: 4.4675e-06s............................. -Identity active_nodes: 15 ...................................... -Permuted active_nodes: 15 ...................................... -Identity max_nodes: 28 ...................................... -Permuted max_nodes: 28 ...................................... -________________________________________________________________________________________________ - -Start Simulation of ghz_indep_qiskit_9__________________________________________________ - -.i:...0...1...2...3...4...5...6...7...8 -.1:...|...|...|...|...|...|...|...|...h -.2:...|...|...|...|...|...|...|...x...c -.3:...|...|...|...|...|...|...x...c...| -.4:...|...|...|...|...|...x...c...|...| -.5:...|...|...|...|...x...c...|...|...| -.6:...|...|...|...x...c...|...|...|...| -.7:...|...|...x...c...|...|...|...|...| -.8:...|...x...c...|...|...|...|...|...| -.9:...x...c...|...|...|...|...|...|...| -10:==================================== -11:...0...|...|...|...|...|...|...|...| -12:...|...1...|...|...|...|...|...|...| -13:...|...|...2...|...|...|...|...|...| -14:...|...|...|...3...|...|...|...|...| -15:...|...|...|...|...4...|...|...|...| -16:...|...|...|...|...|...5...|...|...| -17:...|...|...|...|...|...|...6...|...| -18:...|...|...|...|...|...|...|...7...| -19:...|...|...|...|...|...|...|...|...8 -.o:...0...1...2...3...4...5...6...7...8 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8| -Identity Duration: 5.1275e-06s............................. -Permuted Duration: 5.1325e-06s............................. -Identity active_nodes: 17 ...................................... -Permuted active_nodes: 17 ...................................... -Identity max_nodes: 32 ...................................... -Permuted max_nodes: 32 ...................................... -________________________________________________________________________________________________ - -Start Simulation of ghz_indep_qiskit_10__________________________________________________ - -.i:...0...1...2...3...4...5...6...7...8...9 -.1:...|...|...|...|...|...|...|...|...|...h -.2:...|...|...|...|...|...|...|...|...x...c -.3:...|...|...|...|...|...|...|...x...c...| -.4:...|...|...|...|...|...|...x...c...|...| -.5:...|...|...|...|...|...x...c...|...|...| -.6:...|...|...|...|...x...c...|...|...|...| -.7:...|...|...|...x...c...|...|...|...|...| -.8:...|...|...x...c...|...|...|...|...|...| -.9:...|...x...c...|...|...|...|...|...|...| -10:...x...c...|...|...|...|...|...|...|...| -11:======================================== -12:...0...|...|...|...|...|...|...|...|...| -13:...|...1...|...|...|...|...|...|...|...| -14:...|...|...2...|...|...|...|...|...|...| -15:...|...|...|...3...|...|...|...|...|...| -16:...|...|...|...|...4...|...|...|...|...| -17:...|...|...|...|...|...5...|...|...|...| -18:...|...|...|...|...|...|...6...|...|...| -19:...|...|...|...|...|...|...|...7...|...| -20:...|...|...|...|...|...|...|...|...8...| -21:...|...|...|...|...|...|...|...|...|...9 -.o:...0...1...2...3...4...5...6...7...8...9 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8|9 -> 9| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8|9 -> 9| -Identity Duration: 5.8475e-06s............................. -Permuted Duration: 5.8100e-06s............................. -Identity active_nodes: 19 ...................................... -Permuted active_nodes: 19 ...................................... -Identity max_nodes: 36 ...................................... -Permuted max_nodes: 36 ...................................... -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/graphstate_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/graphstate_indep_qiskit_all.txt index 6eff269a..6cc667bb 100644 --- a/test/BenchmarkQuasm/results/graphstate_indep_qiskit_all.txt +++ b/test/BenchmarkQuasm/results/graphstate_indep_qiskit_all.txt @@ -13,39 +13,57 @@ Start Simulation of graphstate_indep_qiskit_3___________________________________ 10: | | 2 o: 0 1 2 Total Permutations: 6 -Min time: 2.6625e-06s................. Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| -Max time: 2.8300e-06s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Min time: 2.3993e-05s................. Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| +Max time: 2.5962e-05s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| Min active nodes: 5 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Min max nodes: 10 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Min max nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| Max active nodes: 5 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max max nodes: 12 nodes.................... Permutation 1 : 0 -> 0|1 -> 2|2 -> 1| +Max max nodes: 8 nodes.................... Permutation 1 : 0 -> 0|1 -> 2|2 -> 1| ________________________________________________________________________________________________ 6 permutations have 5 active nodes. +Index: 2 | Max_nodes: 7 | Time: 2.5160e-05s | 0 -> 1|1 -> 0|2 -> 2| +Index: 0 | Max_nodes: 7 | Time: 2.5962e-05s | 0 -> 0|1 -> 1|2 -> 2| +Index: 5 | Max_nodes: 8 | Time: 2.3993e-05s | 0 -> 2|1 -> 1|2 -> 0| +Index: 3 | Max_nodes: 8 | Time: 2.4844e-05s | 0 -> 1|1 -> 2|2 -> 0| +Index: 4 | Max_nodes: 8 | Time: 2.4999e-05s | 0 -> 2|1 -> 0|2 -> 1| +Index: 1 | Max_nodes: 8 | Time: 2.5771e-05s | 0 -> 0|1 -> 2|2 -> 1| ........................... -Average time: 2.7387e-06s +Average time: 2.5121e-05s ________________________________________________________________________________________________ -2 permutations have 10 max nodes. +2 permutations have 7 max nodes. +Index: 2 | Active_nodes: 5 | Time: 2.5160e-05s | 0 -> 1|1 -> 0|2 -> 2| +Index: 0 | Active_nodes: 5 | Time: 2.5962e-05s | 0 -> 0|1 -> 1|2 -> 2| ........................... -Average time: 2.8063e-06s +Average time: 2.5561e-05s -4 permutations have 12 max nodes. +4 permutations have 8 max nodes. +Index: 5 | Active_nodes: 5 | Time: 2.3993e-05s | 0 -> 2|1 -> 1|2 -> 0| +Index: 3 | Active_nodes: 5 | Time: 2.4844e-05s | 0 -> 1|1 -> 2|2 -> 0| +Index: 4 | Active_nodes: 5 | Time: 2.4999e-05s | 0 -> 2|1 -> 0|2 -> 1| +Index: 1 | Active_nodes: 5 | Time: 2.5771e-05s | 0 -> 0|1 -> 2|2 -> 1| ........................... -Average time: 2.7050e-06s +Average time: 2.4902e-05s ________________________________________________________________________________________________ -execution time of: 2.6625e-06s: Index: 5 | Max_nodes: 12 | Active_nodes: 5 | 0 -> 2|1 -> 1|2 -> 0| -execution time of: 2.6725e-06s: Index: 3 | Max_nodes: 12 | Active_nodes: 5 | 0 -> 1|1 -> 2|2 -> 0| -execution time of: 2.6900e-06s: Index: 4 | Max_nodes: 12 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 1| -execution time of: 2.7825e-06s: Index: 2 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 0|2 -> 2| -execution time of: 2.7950e-06s: Index: 1 | Max_nodes: 12 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 1| -execution time of: 2.8300e-06s: Index: 0 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 2| +execution time of: 2.3993e-05s: Index: 5 | Max_nodes: 8 | Active_nodes: 5 | 0 -> 2|1 -> 1|2 -> 0| + +execution time of: 2.4844e-05s: Index: 3 | Max_nodes: 8 | Active_nodes: 5 | 0 -> 1|1 -> 2|2 -> 0| + +execution time of: 2.4999e-05s: Index: 4 | Max_nodes: 8 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 1| + +execution time of: 2.5160e-05s: Index: 2 | Max_nodes: 7 | Active_nodes: 5 | 0 -> 1|1 -> 0|2 -> 2| + +execution time of: 2.5771e-05s: Index: 1 | Max_nodes: 8 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 1| + +execution time of: 2.5962e-05s: Index: 0 | Max_nodes: 7 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 2| + ________________________________________________________________________________________________ Start Simulation of graphstate_indep_qiskit_4__________________________________________________ @@ -66,76 +84,139 @@ Start Simulation of graphstate_indep_qiskit_4___________________________________ 13:...|...|...|...3 .o:...0...1...2...3 Total Permutations: 24 -Min time: 3.6125e-06s................. Permutation 15 : 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -Max time: 3.9875e-06s................. Permutation 20 : 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +Min time: 3.2975e-05s................. Permutation 15 : 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +Max time: 3.5553e-05s................. Permutation 4 : 0 -> 0|1 -> 3|2 -> 1|3 -> 2| Min active nodes: 7 nodes.................... Permutation 2 : 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -Min max nodes: 15 nodes.................... Permutation 2 : 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +Min max nodes: 11 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| Max active nodes: 9 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Max max nodes: 20 nodes.................... Permutation 3 : 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +Max max nodes: 16 nodes.................... Permutation 16 : 0 -> 2|1 -> 3|2 -> 0|3 -> 1| ________________________________________________________________________________________________ 8 permutations have 7 active nodes. +Index: 8 | Max_nodes: 11 | Time: 3.4269e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| +Index: 2 | Max_nodes: 11 | Time: 3.4427e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +Index: 15 | Max_nodes: 12 | Time: 3.2975e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +Index: 13 | Max_nodes: 12 | Time: 3.3037e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +Index: 21 | Max_nodes: 12 | Time: 3.3457e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| +Index: 19 | Max_nodes: 12 | Time: 3.3846e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| +Index: 10 | Max_nodes: 12 | Time: 3.5484e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +Index: 4 | Max_nodes: 12 | Time: 3.5553e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| ........................... -Average time: 3.7551e-06s +Average time: 3.4131e-05s 16 permutations have 9 active nodes. - -........................... -Average time: 3.7788e-06s +Index: 6 | Max_nodes: 11 | Time: 3.3372e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +Index: 14 | Max_nodes: 11 | Time: 3.3430e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +Index: 12 | Max_nodes: 11 | Time: 3.4496e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +Index: 0 | Max_nodes: 11 | Time: 3.5011e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Index: 7 | Max_nodes: 12 | Time: 3.3319e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +Index: 20 | Max_nodes: 12 | Time: 3.3601e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +Index: 11 | Max_nodes: 12 | Time: 3.3645e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| +Index: 9 | Max_nodes: 12 | Time: 3.4248e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +Index: 5 | Max_nodes: 12 | Time: 3.4306e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +Index: 3 | Max_nodes: 12 | Time: 3.4528e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +Index: 1 | Max_nodes: 12 | Time: 3.4580e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +Index: 18 | Max_nodes: 12 | Time: 3.4854e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| +Index: 23 | Max_nodes: 16 | Time: 3.2988e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +Index: 22 | Max_nodes: 16 | Time: 3.3819e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| +Index: 17 | Max_nodes: 16 | Time: 3.3874e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +Index: 16 | Max_nodes: 16 | Time: 3.4814e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| + +........................... +Average time: 3.4055e-05s ________________________________________________________________________________________________ -2 permutations have 15 max nodes. +6 permutations have 11 max nodes. +Index: 8 | Active_nodes: 7 | Time: 3.4269e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| +Index: 2 | Active_nodes: 7 | Time: 3.4427e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +Index: 6 | Active_nodes: 9 | Time: 3.3372e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +Index: 14 | Active_nodes: 9 | Time: 3.3430e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +Index: 12 | Active_nodes: 9 | Time: 3.4496e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +Index: 0 | Active_nodes: 9 | Time: 3.5011e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| ........................... -Average time: 3.8101e-06s +Average time: 3.4168e-05s -2 permutations have 16 max nodes. +14 permutations have 12 max nodes. +Index: 15 | Active_nodes: 7 | Time: 3.2975e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +Index: 13 | Active_nodes: 7 | Time: 3.3037e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +Index: 21 | Active_nodes: 7 | Time: 3.3457e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| +Index: 19 | Active_nodes: 7 | Time: 3.3846e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| +Index: 10 | Active_nodes: 7 | Time: 3.5484e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +Index: 4 | Active_nodes: 7 | Time: 3.5553e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| +Index: 7 | Active_nodes: 9 | Time: 3.3319e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +Index: 20 | Active_nodes: 9 | Time: 3.3601e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +Index: 11 | Active_nodes: 9 | Time: 3.3645e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| +Index: 9 | Active_nodes: 9 | Time: 3.4248e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +Index: 5 | Active_nodes: 9 | Time: 3.4306e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +Index: 3 | Active_nodes: 9 | Time: 3.4528e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +Index: 1 | Active_nodes: 9 | Time: 3.4580e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +Index: 18 | Active_nodes: 9 | Time: 3.4854e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| ........................... -Average time: 3.7612e-06s +Average time: 3.4102e-05s -6 permutations have 17 max nodes. +4 permutations have 16 max nodes. +Index: 23 | Active_nodes: 9 | Time: 3.2988e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +Index: 22 | Active_nodes: 9 | Time: 3.3819e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| +Index: 17 | Active_nodes: 9 | Time: 3.3874e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +Index: 16 | Active_nodes: 9 | Time: 3.4814e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| ........................... -Average time: 3.7367e-06s +Average time: 3.3874e-05s -4 permutations have 18 max nodes. +________________________________________________________________________________________________ -........................... -Average time: 3.7670e-06s +execution time of: 3.2975e-05s: Index: 15 | Max_nodes: 12 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -10 permutations have 20 max nodes. +execution time of: 3.2988e-05s: Index: 23 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -........................... -Average time: 3.7870e-06s +execution time of: 3.3037e-05s: Index: 13 | Max_nodes: 12 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| -________________________________________________________________________________________________ +execution time of: 3.3319e-05s: Index: 7 | Max_nodes: 12 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| + +execution time of: 3.3372e-05s: Index: 6 | Max_nodes: 11 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| + +execution time of: 3.3430e-05s: Index: 14 | Max_nodes: 11 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| + +execution time of: 3.3457e-05s: Index: 21 | Max_nodes: 12 | Active_nodes: 7 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| + +execution time of: 3.3601e-05s: Index: 20 | Max_nodes: 12 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| + +execution time of: 3.3645e-05s: Index: 11 | Max_nodes: 12 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| + +execution time of: 3.3819e-05s: Index: 22 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| + +execution time of: 3.3846e-05s: Index: 19 | Max_nodes: 12 | Active_nodes: 7 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| + +execution time of: 3.3874e-05s: Index: 17 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| + +execution time of: 3.4248e-05s: Index: 9 | Max_nodes: 12 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| + +execution time of: 3.4269e-05s: Index: 8 | Max_nodes: 11 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| + +execution time of: 3.4306e-05s: Index: 5 | Max_nodes: 12 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| + +execution time of: 3.4427e-05s: Index: 2 | Max_nodes: 11 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| + +execution time of: 3.4496e-05s: Index: 12 | Max_nodes: 11 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| + +execution time of: 3.4528e-05s: Index: 3 | Max_nodes: 12 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| + +execution time of: 3.4580e-05s: Index: 1 | Max_nodes: 12 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| + +execution time of: 3.4814e-05s: Index: 16 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| + +execution time of: 3.4854e-05s: Index: 18 | Max_nodes: 12 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| + +execution time of: 3.5011e-05s: Index: 0 | Max_nodes: 11 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| + +execution time of: 3.5484e-05s: Index: 10 | Max_nodes: 12 | Active_nodes: 7 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| + +execution time of: 3.5553e-05s: Index: 4 | Max_nodes: 12 | Active_nodes: 7 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -execution time of: 3.6125e-06s: Index: 15 | Max_nodes: 17 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -execution time of: 3.6203e-06s: Index: 7 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -execution time of: 3.6425e-06s: Index: 23 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -execution time of: 3.6475e-06s: Index: 13 | Max_nodes: 17 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| -execution time of: 3.6725e-06s: Index: 14 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -execution time of: 3.6952e-06s: Index: 19 | Max_nodes: 17 | Active_nodes: 7 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| -execution time of: 3.7100e-06s: Index: 6 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -execution time of: 3.7200e-06s: Index: 17 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -execution time of: 3.7275e-06s: Index: 11 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -execution time of: 3.7425e-06s: Index: 9 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -execution time of: 3.7775e-06s: Index: 5 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| -execution time of: 3.7927e-06s: Index: 8 | Max_nodes: 15 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| -execution time of: 3.7950e-06s: Index: 22 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| -execution time of: 3.8125e-06s: Index: 0 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -execution time of: 3.8150e-06s: Index: 3 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -execution time of: 3.8253e-06s: Index: 18 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| -execution time of: 3.8275e-06s: Index: 2 | Max_nodes: 15 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -execution time of: 3.8375e-06s: Index: 16 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| -execution time of: 3.8650e-06s: Index: 10 | Max_nodes: 17 | Active_nodes: 7 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| -execution time of: 3.8752e-06s: Index: 1 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -execution time of: 3.8800e-06s: Index: 4 | Max_nodes: 17 | Active_nodes: 7 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -execution time of: 3.9000e-06s: Index: 12 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -execution time of: 3.9875e-06s: Index: 20 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| ________________________________________________________________________________________________ Start Simulation of graphstate_indep_qiskit_5__________________________________________________ @@ -159,756 +240,532 @@ Start Simulation of graphstate_indep_qiskit_5___________________________________ 16:...|...|...|...|...4 .o:...0...1...2...3...4 Total Permutations: 120 -Min time: 4.5650e-06s................. Permutation 59 : 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -Max time: 6.1802e-06s................. Permutation 61 : 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +Min time: 4.1519e-05s................. Permutation 53 : 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +Max time: 4.7569e-05s................. Permutation 43 : 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| Min active nodes: 13 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Min max nodes: 22 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Min max nodes: 15 nodes.................... Permutation 2 : 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| Max active nodes: 13 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Max max nodes: 32 nodes.................... Permutation 15 : 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +Max max nodes: 24 nodes.................... Permutation 61 : 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| ________________________________________________________________________________________________ 120 permutations have 13 active nodes. +Index: 56 | Max_nodes: 15 | Time: 4.1870e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +Index: 26 | Max_nodes: 15 | Time: 4.1891e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +Index: 32 | Max_nodes: 15 | Time: 4.2006e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +Index: 8 | Max_nodes: 15 | Time: 4.2093e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +Index: 50 | Max_nodes: 15 | Time: 4.2613e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +Index: 86 | Max_nodes: 15 | Time: 4.2731e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +Index: 80 | Max_nodes: 15 | Time: 4.2754e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +Index: 2 | Max_nodes: 15 | Time: 4.3271e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +Index: 84 | Max_nodes: 15 | Time: 4.3445e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +Index: 74 | Max_nodes: 15 | Time: 4.3746e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +Index: 78 | Max_nodes: 15 | Time: 4.4010e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +Index: 72 | Max_nodes: 15 | Time: 4.4047e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +Index: 53 | Max_nodes: 16 | Time: 4.1519e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +Index: 58 | Max_nodes: 16 | Time: 4.1610e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +Index: 59 | Max_nodes: 16 | Time: 4.1785e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +Index: 10 | Max_nodes: 16 | Time: 4.1856e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +Index: 34 | Max_nodes: 16 | Time: 4.1867e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +Index: 28 | Max_nodes: 16 | Time: 4.1905e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +Index: 29 | Max_nodes: 16 | Time: 4.2325e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +Index: 4 | Max_nodes: 16 | Time: 4.2335e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +Index: 52 | Max_nodes: 16 | Time: 4.2399e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +Index: 57 | Max_nodes: 16 | Time: 4.2592e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +Index: 5 | Max_nodes: 16 | Time: 4.2760e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +Index: 110 | Max_nodes: 16 | Time: 4.3085e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +Index: 51 | Max_nodes: 16 | Time: 4.3220e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +Index: 27 | Max_nodes: 16 | Time: 4.3345e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +Index: 104 | Max_nodes: 16 | Time: 4.3416e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +Index: 11 | Max_nodes: 16 | Time: 4.3464e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +Index: 35 | Max_nodes: 16 | Time: 4.3561e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +Index: 3 | Max_nodes: 16 | Time: 4.3754e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +Index: 33 | Max_nodes: 16 | Time: 4.3815e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +Index: 108 | Max_nodes: 16 | Time: 4.4051e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +Index: 98 | Max_nodes: 16 | Time: 4.4311e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +Index: 9 | Max_nodes: 16 | Time: 4.4628e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +Index: 96 | Max_nodes: 16 | Time: 4.4727e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +Index: 102 | Max_nodes: 16 | Time: 4.4748e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +Index: 24 | Max_nodes: 17 | Time: 4.3128e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +Index: 14 | Max_nodes: 17 | Time: 4.3293e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +Index: 0 | Max_nodes: 17 | Time: 4.3461e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Index: 54 | Max_nodes: 17 | Time: 4.3508e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +Index: 48 | Max_nodes: 17 | Time: 4.3524e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +Index: 62 | Max_nodes: 17 | Time: 4.3689e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +Index: 38 | Max_nodes: 17 | Time: 4.3727e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +Index: 12 | Max_nodes: 17 | Time: 4.3999e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +Index: 6 | Max_nodes: 17 | Time: 4.4057e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +Index: 30 | Max_nodes: 17 | Time: 4.4130e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +Index: 36 | Max_nodes: 17 | Time: 4.4185e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +Index: 60 | Max_nodes: 17 | Time: 4.4606e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +Index: 25 | Max_nodes: 18 | Time: 4.4169e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +Index: 49 | Max_nodes: 18 | Time: 4.4460e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +Index: 55 | Max_nodes: 18 | Time: 4.4473e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +Index: 1 | Max_nodes: 18 | Time: 4.4570e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +Index: 44 | Max_nodes: 18 | Time: 4.4785e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +Index: 20 | Max_nodes: 18 | Time: 4.4824e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +Index: 7 | Max_nodes: 18 | Time: 4.5045e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +Index: 68 | Max_nodes: 18 | Time: 4.5074e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +Index: 18 | Max_nodes: 18 | Time: 4.5516e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +Index: 31 | Max_nodes: 18 | Time: 4.5748e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +Index: 42 | Max_nodes: 18 | Time: 4.6031e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +Index: 66 | Max_nodes: 18 | Time: 4.6048e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +Index: 89 | Max_nodes: 20 | Time: 4.1783e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +Index: 88 | Max_nodes: 20 | Time: 4.2001e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +Index: 119 | Max_nodes: 20 | Time: 4.2246e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +Index: 118 | Max_nodes: 20 | Time: 4.2292e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +Index: 82 | Max_nodes: 20 | Time: 4.2386e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +Index: 77 | Max_nodes: 20 | Time: 4.2692e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +Index: 83 | Max_nodes: 20 | Time: 4.2812e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +Index: 112 | Max_nodes: 20 | Time: 4.2868e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +Index: 113 | Max_nodes: 20 | Time: 4.2952e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +Index: 65 | Max_nodes: 20 | Time: 4.3115e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +Index: 64 | Max_nodes: 20 | Time: 4.3191e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +Index: 94 | Max_nodes: 20 | Time: 4.3241e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +Index: 76 | Max_nodes: 20 | Time: 4.3370e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +Index: 95 | Max_nodes: 20 | Time: 4.3437e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +Index: 106 | Max_nodes: 20 | Time: 4.3491e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +Index: 116 | Max_nodes: 20 | Time: 4.3505e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +Index: 41 | Max_nodes: 20 | Time: 4.3562e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +Index: 101 | Max_nodes: 20 | Time: 4.3730e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +Index: 16 | Max_nodes: 20 | Time: 4.4047e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +Index: 81 | Max_nodes: 20 | Time: 4.4078e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +Index: 70 | Max_nodes: 20 | Time: 4.4156e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +Index: 71 | Max_nodes: 20 | Time: 4.4158e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +Index: 40 | Max_nodes: 20 | Time: 4.4215e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +Index: 92 | Max_nodes: 20 | Time: 4.4225e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +Index: 75 | Max_nodes: 20 | Time: 4.4283e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +Index: 107 | Max_nodes: 20 | Time: 4.4320e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +Index: 17 | Max_nodes: 20 | Time: 4.4374e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +Index: 100 | Max_nodes: 20 | Time: 4.4417e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +Index: 114 | Max_nodes: 20 | Time: 4.4432e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +Index: 105 | Max_nodes: 20 | Time: 4.4869e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +Index: 79 | Max_nodes: 20 | Time: 4.5018e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +Index: 22 | Max_nodes: 20 | Time: 4.5038e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +Index: 47 | Max_nodes: 20 | Time: 4.5049e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +Index: 73 | Max_nodes: 20 | Time: 4.5097e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +Index: 90 | Max_nodes: 20 | Time: 4.5108e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +Index: 99 | Max_nodes: 20 | Time: 4.5141e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +Index: 23 | Max_nodes: 20 | Time: 4.5382e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +Index: 46 | Max_nodes: 20 | Time: 4.5396e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +Index: 45 | Max_nodes: 20 | Time: 4.5560e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +Index: 97 | Max_nodes: 20 | Time: 4.5773e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| +Index: 103 | Max_nodes: 20 | Time: 4.6140e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +Index: 39 | Max_nodes: 20 | Time: 4.6216e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +Index: 21 | Max_nodes: 20 | Time: 4.6355e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +Index: 15 | Max_nodes: 20 | Time: 4.6424e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +Index: 19 | Max_nodes: 20 | Time: 4.6875e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +Index: 13 | Max_nodes: 20 | Time: 4.7006e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +Index: 37 | Max_nodes: 20 | Time: 4.7067e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +Index: 43 | Max_nodes: 20 | Time: 4.7569e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +Index: 117 | Max_nodes: 24 | Time: 4.3933e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +Index: 93 | Max_nodes: 24 | Time: 4.4887e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +Index: 87 | Max_nodes: 24 | Time: 4.5062e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +Index: 115 | Max_nodes: 24 | Time: 4.5528e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +Index: 111 | Max_nodes: 24 | Time: 4.5923e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +Index: 85 | Max_nodes: 24 | Time: 4.5936e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +Index: 69 | Max_nodes: 24 | Time: 4.5980e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +Index: 91 | Max_nodes: 24 | Time: 4.6055e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +Index: 63 | Max_nodes: 24 | Time: 4.6114e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +Index: 109 | Max_nodes: 24 | Time: 4.6673e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +Index: 61 | Max_nodes: 24 | Time: 4.6959e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +Index: 67 | Max_nodes: 24 | Time: 4.7015e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| + +........................... +Average time: 4.4118e-05s -........................... -Average time: 4.9229e-06s +________________________________________________________________________________________________ + +12 permutations have 15 max nodes. +Index: 56 | Active_nodes: 13 | Time: 4.1870e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +Index: 26 | Active_nodes: 13 | Time: 4.1891e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +Index: 32 | Active_nodes: 13 | Time: 4.2006e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +Index: 8 | Active_nodes: 13 | Time: 4.2093e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +Index: 50 | Active_nodes: 13 | Time: 4.2613e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +Index: 86 | Active_nodes: 13 | Time: 4.2731e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +Index: 80 | Active_nodes: 13 | Time: 4.2754e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +Index: 2 | Active_nodes: 13 | Time: 4.3271e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +Index: 84 | Active_nodes: 13 | Time: 4.3445e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +Index: 74 | Active_nodes: 13 | Time: 4.3746e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +Index: 78 | Active_nodes: 13 | Time: 4.4010e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +Index: 72 | Active_nodes: 13 | Time: 4.4047e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| + +........................... +Average time: 4.2873e-05s + +24 permutations have 16 max nodes. +Index: 53 | Active_nodes: 13 | Time: 4.1519e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +Index: 58 | Active_nodes: 13 | Time: 4.1610e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +Index: 59 | Active_nodes: 13 | Time: 4.1785e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +Index: 10 | Active_nodes: 13 | Time: 4.1856e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +Index: 34 | Active_nodes: 13 | Time: 4.1867e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +Index: 28 | Active_nodes: 13 | Time: 4.1905e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +Index: 29 | Active_nodes: 13 | Time: 4.2325e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +Index: 4 | Active_nodes: 13 | Time: 4.2335e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +Index: 52 | Active_nodes: 13 | Time: 4.2399e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +Index: 57 | Active_nodes: 13 | Time: 4.2592e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +Index: 5 | Active_nodes: 13 | Time: 4.2760e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +Index: 110 | Active_nodes: 13 | Time: 4.3085e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +Index: 51 | Active_nodes: 13 | Time: 4.3220e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +Index: 27 | Active_nodes: 13 | Time: 4.3345e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +Index: 104 | Active_nodes: 13 | Time: 4.3416e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +Index: 11 | Active_nodes: 13 | Time: 4.3464e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +Index: 35 | Active_nodes: 13 | Time: 4.3561e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +Index: 3 | Active_nodes: 13 | Time: 4.3754e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +Index: 33 | Active_nodes: 13 | Time: 4.3815e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +Index: 108 | Active_nodes: 13 | Time: 4.4051e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +Index: 98 | Active_nodes: 13 | Time: 4.4311e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +Index: 9 | Active_nodes: 13 | Time: 4.4628e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +Index: 96 | Active_nodes: 13 | Time: 4.4727e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +Index: 102 | Active_nodes: 13 | Time: 4.4748e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| + +........................... +Average time: 4.3045e-05s + +12 permutations have 17 max nodes. +Index: 24 | Active_nodes: 13 | Time: 4.3128e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +Index: 14 | Active_nodes: 13 | Time: 4.3293e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +Index: 0 | Active_nodes: 13 | Time: 4.3461e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Index: 54 | Active_nodes: 13 | Time: 4.3508e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +Index: 48 | Active_nodes: 13 | Time: 4.3524e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +Index: 62 | Active_nodes: 13 | Time: 4.3689e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +Index: 38 | Active_nodes: 13 | Time: 4.3727e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +Index: 12 | Active_nodes: 13 | Time: 4.3999e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +Index: 6 | Active_nodes: 13 | Time: 4.4057e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +Index: 30 | Active_nodes: 13 | Time: 4.4130e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +Index: 36 | Active_nodes: 13 | Time: 4.4185e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +Index: 60 | Active_nodes: 13 | Time: 4.4606e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| + +........................... +Average time: 4.3776e-05s + +12 permutations have 18 max nodes. +Index: 25 | Active_nodes: 13 | Time: 4.4169e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +Index: 49 | Active_nodes: 13 | Time: 4.4460e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +Index: 55 | Active_nodes: 13 | Time: 4.4473e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +Index: 1 | Active_nodes: 13 | Time: 4.4570e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +Index: 44 | Active_nodes: 13 | Time: 4.4785e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +Index: 20 | Active_nodes: 13 | Time: 4.4824e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +Index: 7 | Active_nodes: 13 | Time: 4.5045e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +Index: 68 | Active_nodes: 13 | Time: 4.5074e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +Index: 18 | Active_nodes: 13 | Time: 4.5516e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +Index: 31 | Active_nodes: 13 | Time: 4.5748e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +Index: 42 | Active_nodes: 13 | Time: 4.6031e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +Index: 66 | Active_nodes: 13 | Time: 4.6048e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| + +........................... +Average time: 4.5062e-05s + +48 permutations have 20 max nodes. +Index: 89 | Active_nodes: 13 | Time: 4.1783e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +Index: 88 | Active_nodes: 13 | Time: 4.2001e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +Index: 119 | Active_nodes: 13 | Time: 4.2246e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +Index: 118 | Active_nodes: 13 | Time: 4.2292e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +Index: 82 | Active_nodes: 13 | Time: 4.2386e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +Index: 77 | Active_nodes: 13 | Time: 4.2692e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +Index: 83 | Active_nodes: 13 | Time: 4.2812e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +Index: 112 | Active_nodes: 13 | Time: 4.2868e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +Index: 113 | Active_nodes: 13 | Time: 4.2952e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +Index: 65 | Active_nodes: 13 | Time: 4.3115e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +Index: 64 | Active_nodes: 13 | Time: 4.3191e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +Index: 94 | Active_nodes: 13 | Time: 4.3241e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +Index: 76 | Active_nodes: 13 | Time: 4.3370e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +Index: 95 | Active_nodes: 13 | Time: 4.3437e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +Index: 106 | Active_nodes: 13 | Time: 4.3491e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +Index: 116 | Active_nodes: 13 | Time: 4.3505e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +Index: 41 | Active_nodes: 13 | Time: 4.3562e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +Index: 101 | Active_nodes: 13 | Time: 4.3730e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +Index: 16 | Active_nodes: 13 | Time: 4.4047e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +Index: 81 | Active_nodes: 13 | Time: 4.4078e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +Index: 70 | Active_nodes: 13 | Time: 4.4156e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +Index: 71 | Active_nodes: 13 | Time: 4.4158e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +Index: 40 | Active_nodes: 13 | Time: 4.4215e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +Index: 92 | Active_nodes: 13 | Time: 4.4225e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +Index: 75 | Active_nodes: 13 | Time: 4.4283e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +Index: 107 | Active_nodes: 13 | Time: 4.4320e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +Index: 17 | Active_nodes: 13 | Time: 4.4374e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +Index: 100 | Active_nodes: 13 | Time: 4.4417e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +Index: 114 | Active_nodes: 13 | Time: 4.4432e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +Index: 105 | Active_nodes: 13 | Time: 4.4869e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +Index: 79 | Active_nodes: 13 | Time: 4.5018e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +Index: 22 | Active_nodes: 13 | Time: 4.5038e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +Index: 47 | Active_nodes: 13 | Time: 4.5049e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +Index: 73 | Active_nodes: 13 | Time: 4.5097e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +Index: 90 | Active_nodes: 13 | Time: 4.5108e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +Index: 99 | Active_nodes: 13 | Time: 4.5141e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +Index: 23 | Active_nodes: 13 | Time: 4.5382e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +Index: 46 | Active_nodes: 13 | Time: 4.5396e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +Index: 45 | Active_nodes: 13 | Time: 4.5560e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +Index: 97 | Active_nodes: 13 | Time: 4.5773e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| +Index: 103 | Active_nodes: 13 | Time: 4.6140e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +Index: 39 | Active_nodes: 13 | Time: 4.6216e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +Index: 21 | Active_nodes: 13 | Time: 4.6355e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +Index: 15 | Active_nodes: 13 | Time: 4.6424e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +Index: 19 | Active_nodes: 13 | Time: 4.6875e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +Index: 13 | Active_nodes: 13 | Time: 4.7006e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +Index: 37 | Active_nodes: 13 | Time: 4.7067e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +Index: 43 | Active_nodes: 13 | Time: 4.7569e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| + +........................... +Average time: 4.4385e-05s + +12 permutations have 24 max nodes. +Index: 117 | Active_nodes: 13 | Time: 4.3933e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +Index: 93 | Active_nodes: 13 | Time: 4.4887e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +Index: 87 | Active_nodes: 13 | Time: 4.5062e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +Index: 115 | Active_nodes: 13 | Time: 4.5528e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +Index: 111 | Active_nodes: 13 | Time: 4.5923e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +Index: 85 | Active_nodes: 13 | Time: 4.5936e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +Index: 69 | Active_nodes: 13 | Time: 4.5980e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +Index: 91 | Active_nodes: 13 | Time: 4.6055e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +Index: 63 | Active_nodes: 13 | Time: 4.6114e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +Index: 109 | Active_nodes: 13 | Time: 4.6673e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +Index: 61 | Active_nodes: 13 | Time: 4.6959e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +Index: 67 | Active_nodes: 13 | Time: 4.7015e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| + +........................... +Average time: 4.5839e-05s ________________________________________________________________________________________________ -10 permutations have 22 max nodes. +execution time of: 4.1519e-05s: Index: 53 | Max_nodes: 16 | Active_nodes: 13 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -........................... -Average time: 4.8218e-06s +execution time of: 4.1610e-05s: Index: 58 | Max_nodes: 16 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -22 permutations have 24 max nodes. +execution time of: 4.1783e-05s: Index: 89 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -........................... -Average time: 4.8583e-06s +execution time of: 4.1785e-05s: Index: 59 | Max_nodes: 16 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -30 permutations have 26 max nodes. +execution time of: 4.1856e-05s: Index: 10 | Max_nodes: 16 | Active_nodes: 13 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -........................... -Average time: 4.8536e-06s +execution time of: 4.1867e-05s: Index: 34 | Max_nodes: 16 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -18 permutations have 28 max nodes. +execution time of: 4.1870e-05s: Index: 56 | Max_nodes: 15 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -........................... -Average time: 4.8742e-06s +execution time of: 4.1891e-05s: Index: 26 | Max_nodes: 15 | Active_nodes: 13 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -24 permutations have 30 max nodes. +execution time of: 4.1905e-05s: Index: 28 | Max_nodes: 16 | Active_nodes: 13 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -........................... -Average time: 4.9851e-06s +execution time of: 4.2001e-05s: Index: 88 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -16 permutations have 32 max nodes. +execution time of: 4.2006e-05s: Index: 32 | Max_nodes: 15 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -........................... -Average time: 5.1666e-06s +execution time of: 4.2093e-05s: Index: 8 | Max_nodes: 15 | Active_nodes: 13 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -________________________________________________________________________________________________ +execution time of: 4.2246e-05s: Index: 119 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -execution time of: 4.5650e-06s: Index: 59 | Max_nodes: 26 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -execution time of: 4.5700e-06s: Index: 28 | Max_nodes: 24 | Active_nodes: 13 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -execution time of: 4.5750e-06s: Index: 53 | Max_nodes: 26 | Active_nodes: 13 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -execution time of: 4.5775e-06s: Index: 34 | Max_nodes: 24 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -execution time of: 4.6100e-06s: Index: 32 | Max_nodes: 22 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -execution time of: 4.6250e-06s: Index: 58 | Max_nodes: 26 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -execution time of: 4.6275e-06s: Index: 52 | Max_nodes: 26 | Active_nodes: 13 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -execution time of: 4.6375e-06s: Index: 10 | Max_nodes: 24 | Active_nodes: 13 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -execution time of: 4.6450e-06s: Index: 56 | Max_nodes: 24 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -execution time of: 4.6550e-06s: Index: 29 | Max_nodes: 26 | Active_nodes: 13 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -execution time of: 4.6825e-06s: Index: 119 | Max_nodes: 26 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -execution time of: 4.6850e-06s: Index: 26 | Max_nodes: 22 | Active_nodes: 13 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -execution time of: 4.6900e-06s: Index: 8 | Max_nodes: 22 | Active_nodes: 13 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -execution time of: 4.7125e-06s: Index: 113 | Max_nodes: 28 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -execution time of: 4.7225e-06s: Index: 35 | Max_nodes: 28 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -execution time of: 4.7300e-06s: Index: 57 | Max_nodes: 26 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -execution time of: 4.7375e-06s: Index: 89 | Max_nodes: 28 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -execution time of: 4.7400e-06s: Index: 118 | Max_nodes: 26 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -execution time of: 4.7650e-06s: Index: 2 | Max_nodes: 22 | Active_nodes: 13 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -execution time of: 4.7728e-06s: Index: 82 | Max_nodes: 30 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -execution time of: 4.7750e-06s: Index: 51 | Max_nodes: 26 | Active_nodes: 13 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -execution time of: 4.7775e-06s: Index: 110 | Max_nodes: 26 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -execution time of: 4.7825e-06s: Index: 50 | Max_nodes: 24 | Active_nodes: 13 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -execution time of: 4.7850e-06s: Index: 80 | Max_nodes: 26 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -execution time of: 4.7875e-06s: Index: 65 | Max_nodes: 30 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -execution time of: 4.7950e-06s: Index: 27 | Max_nodes: 26 | Active_nodes: 13 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -execution time of: 4.7975e-06s: Index: 4 | Max_nodes: 24 | Active_nodes: 13 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -execution time of: 4.8000e-06s: Index: 83 | Max_nodes: 28 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -execution time of: 4.8025e-06s: Index: 38 | Max_nodes: 24 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -execution time of: 4.8075e-06s: Index: 24 | Max_nodes: 22 | Active_nodes: 13 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -execution time of: 4.8125e-06s: Index: 94 | Max_nodes: 26 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -execution time of: 4.8275e-06s: Index: 108 | Max_nodes: 26 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -execution time of: 4.8350e-06s: Index: 11 | Max_nodes: 28 | Active_nodes: 13 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -execution time of: 4.8475e-06s: Index: 74 | Max_nodes: 26 | Active_nodes: 13 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -execution time of: 4.8552e-06s: Index: 41 | Max_nodes: 32 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -execution time of: 4.8600e-06s: Index: 5 | Max_nodes: 26 | Active_nodes: 13 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -execution time of: 4.8625e-06s: Index: 36 | Max_nodes: 24 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -execution time of: 4.8650e-06s: Index: 107 | Max_nodes: 28 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -execution time of: 4.8725e-06s: Index: 16 | Max_nodes: 30 | Active_nodes: 13 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -execution time of: 4.8750e-06s: Index: 40 | Max_nodes: 30 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -execution time of: 4.8850e-06s: Index: 62 | Max_nodes: 24 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -execution time of: 4.8900e-06s: Index: 112 | Max_nodes: 28 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -execution time of: 4.8925e-06s: Index: 3 | Max_nodes: 26 | Active_nodes: 13 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -execution time of: 4.8950e-06s: Index: 76 | Max_nodes: 30 | Active_nodes: 13 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -execution time of: 4.8975e-06s: Index: 6 | Max_nodes: 22 | Active_nodes: 13 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -execution time of: 4.9000e-06s: Index: 25 | Max_nodes: 24 | Active_nodes: 13 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -execution time of: 4.9053e-06s: Index: 30 | Max_nodes: 22 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -execution time of: 4.9075e-06s: Index: 17 | Max_nodes: 32 | Active_nodes: 13 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -execution time of: 4.9100e-06s: Index: 14 | Max_nodes: 24 | Active_nodes: 13 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -execution time of: 4.9103e-06s: Index: 92 | Max_nodes: 26 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -execution time of: 4.9125e-06s: Index: 81 | Max_nodes: 30 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -execution time of: 4.9150e-06s: Index: 75 | Max_nodes: 30 | Active_nodes: 13 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -execution time of: 4.9175e-06s: Index: 33 | Max_nodes: 28 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -execution time of: 4.9250e-06s: Index: 117 | Max_nodes: 28 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -execution time of: 4.9275e-06s: Index: 116 | Max_nodes: 26 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -execution time of: 4.9350e-06s: Index: 7 | Max_nodes: 24 | Active_nodes: 13 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -execution time of: 4.9375e-06s: Index: 101 | Max_nodes: 28 | Active_nodes: 13 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -execution time of: 4.9400e-06s: Index: 71 | Max_nodes: 30 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -execution time of: 4.9425e-06s: Index: 12 | Max_nodes: 24 | Active_nodes: 13 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -execution time of: 4.9550e-06s: Index: 31 | Max_nodes: 24 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -execution time of: 4.9578e-06s: Index: 9 | Max_nodes: 28 | Active_nodes: 13 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -execution time of: 4.9725e-06s: Index: 54 | Max_nodes: 22 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -execution time of: 4.9753e-06s: Index: 68 | Max_nodes: 26 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -execution time of: 4.9775e-06s: Index: 46 | Max_nodes: 30 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -execution time of: 4.9900e-06s: Index: 84 | Max_nodes: 24 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -execution time of: 4.9925e-06s: Index: 0 | Max_nodes: 22 | Active_nodes: 13 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -execution time of: 4.9927e-06s: Index: 96 | Max_nodes: 26 | Active_nodes: 13 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -execution time of: 5.0000e-06s: Index: 20 | Max_nodes: 26 | Active_nodes: 13 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -execution time of: 5.0050e-06s: Index: 1 | Max_nodes: 24 | Active_nodes: 13 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -execution time of: 5.0053e-06s: Index: 49 | Max_nodes: 24 | Active_nodes: 13 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -execution time of: 5.0075e-06s: Index: 44 | Max_nodes: 26 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -execution time of: 5.0100e-06s: Index: 78 | Max_nodes: 24 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -execution time of: 5.0103e-06s: Index: 73 | Max_nodes: 30 | Active_nodes: 13 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -execution time of: 5.0125e-06s: Index: 60 | Max_nodes: 24 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -execution time of: 5.0178e-06s: Index: 103 | Max_nodes: 30 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -execution time of: 5.0225e-06s: Index: 70 | Max_nodes: 30 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -execution time of: 5.0250e-06s: Index: 115 | Max_nodes: 28 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -execution time of: 5.0350e-06s: Index: 22 | Max_nodes: 30 | Active_nodes: 13 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -execution time of: 5.0428e-06s: Index: 93 | Max_nodes: 28 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -execution time of: 5.0525e-06s: Index: 100 | Max_nodes: 30 | Active_nodes: 13 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -execution time of: 5.0575e-06s: Index: 45 | Max_nodes: 32 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -execution time of: 5.0650e-06s: Index: 90 | Max_nodes: 26 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -execution time of: 5.0900e-06s: Index: 23 | Max_nodes: 32 | Active_nodes: 13 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -execution time of: 5.1052e-06s: Index: 18 | Max_nodes: 26 | Active_nodes: 13 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -execution time of: 5.1150e-06s: Index: 91 | Max_nodes: 28 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -execution time of: 5.1175e-06s: Index: 66 | Max_nodes: 26 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -execution time of: 5.1202e-06s: Index: 111 | Max_nodes: 32 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -execution time of: 5.1300e-06s: Index: 37 | Max_nodes: 30 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -execution time of: 5.1325e-06s: Index: 85 | Max_nodes: 32 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -execution time of: 5.1425e-06s: Index: 69 | Max_nodes: 32 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -execution time of: 5.1675e-06s: Index: 109 | Max_nodes: 32 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -execution time of: 5.1725e-06s: Index: 21 | Max_nodes: 32 | Active_nodes: 13 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -execution time of: 5.1800e-06s: Index: 15 | Max_nodes: 32 | Active_nodes: 13 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -execution time of: 5.1853e-06s: Index: 43 | Max_nodes: 30 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -execution time of: 5.2025e-06s: Index: 42 | Max_nodes: 26 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -execution time of: 5.2150e-06s: Index: 63 | Max_nodes: 32 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -execution time of: 5.2200e-06s: Index: 19 | Max_nodes: 30 | Active_nodes: 13 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -execution time of: 5.2400e-06s: Index: 67 | Max_nodes: 32 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -execution time of: 5.3300e-06s: Index: 13 | Max_nodes: 30 | Active_nodes: 13 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -execution time of: 6.1802e-06s: Index: 61 | Max_nodes: 32 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -________________________________________________________________________________________________ +execution time of: 4.2292e-05s: Index: 118 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -Start Simulation of graphstate_indep_qiskit_6__________________________________________________ - -.i:...0...1...2...3...4...5 -.1:...h...|...|...|...|...| -.2:...|...h...|...|...|...| -.3:...c...z...|...|...|...| -.4:...|...|...h...|...|...| -.5:...|...|...|...h...|...| -.6:...c...|...|...z...|...| -.7:...|...|...c...z...|...| -.8:...|...|...|...|...h...| -.9:...|...|...c...|...z...| -10:...|...|...|...|...|...h -11:...|...c...|...|...|...z -12:...|...|...|...|...c...z -13:======================== -14:...0...|...|...|...|...| -15:...|...1...|...|...|...| -16:...|...|...2...|...|...| -17:...|...|...|...3...|...| -18:...|...|...|...|...4...| -19:...|...|...|...|...|...5 -.o:...0...1...2...3...4...5 -Total Permutations: 720 -Min time: 5.6625e-06s................. Permutation 271: 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Max time: 1.1333e-05s................. Permutation 621: 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Min active nodes: 17 nodes.................... Permutation 6 : 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Min max nodes: 28 nodes.................... Permutation 6 : 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Max active nodes: 21 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Max max nodes: 48 nodes.................... Permutation 304: 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -________________________________________________________________________________________________ +execution time of: 4.2325e-05s: Index: 29 | Max_nodes: 16 | Active_nodes: 13 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -288 permutations have 17 active nodes. +execution time of: 4.2335e-05s: Index: 4 | Max_nodes: 16 | Active_nodes: 13 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -........................... -Average time: 6.3736e-06s +execution time of: 4.2386e-05s: Index: 82 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -432 permutations have 21 active nodes. +execution time of: 4.2399e-05s: Index: 52 | Max_nodes: 16 | Active_nodes: 13 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -........................... -Average time: 6.3976e-06s +execution time of: 4.2592e-05s: Index: 57 | Max_nodes: 16 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -________________________________________________________________________________________________ +execution time of: 4.2613e-05s: Index: 50 | Max_nodes: 15 | Active_nodes: 13 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -4 permutations have 28 max nodes. +execution time of: 4.2692e-05s: Index: 77 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -........................... -Average time: 6.2957e-06s +execution time of: 4.2731e-05s: Index: 86 | Max_nodes: 15 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -4 permutations have 29 max nodes. +execution time of: 4.2754e-05s: Index: 80 | Max_nodes: 15 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -........................... -Average time: 5.8056e-06s +execution time of: 4.2760e-05s: Index: 5 | Max_nodes: 16 | Active_nodes: 13 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -10 permutations have 30 max nodes. +execution time of: 4.2812e-05s: Index: 83 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -........................... -Average time: 5.9101e-06s +execution time of: 4.2868e-05s: Index: 112 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -6 permutations have 31 max nodes. +execution time of: 4.2952e-05s: Index: 113 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -........................... -Average time: 6.2363e-06s +execution time of: 4.3085e-05s: Index: 110 | Max_nodes: 16 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -34 permutations have 32 max nodes. +execution time of: 4.3115e-05s: Index: 65 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -........................... -Average time: 6.0170e-06s +execution time of: 4.3128e-05s: Index: 24 | Max_nodes: 17 | Active_nodes: 13 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -14 permutations have 33 max nodes. +execution time of: 4.3191e-05s: Index: 64 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -........................... -Average time: 5.9518e-06s +execution time of: 4.3220e-05s: Index: 51 | Max_nodes: 16 | Active_nodes: 13 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -74 permutations have 34 max nodes. +execution time of: 4.3241e-05s: Index: 94 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -........................... -Average time: 6.2120e-06s +execution time of: 4.3271e-05s: Index: 2 | Max_nodes: 15 | Active_nodes: 13 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -16 permutations have 35 max nodes. +execution time of: 4.3293e-05s: Index: 14 | Max_nodes: 17 | Active_nodes: 13 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -........................... -Average time: 6.2516e-06s +execution time of: 4.3345e-05s: Index: 27 | Max_nodes: 16 | Active_nodes: 13 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -64 permutations have 36 max nodes. +execution time of: 4.3370e-05s: Index: 76 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -........................... -Average time: 6.2675e-06s +execution time of: 4.3416e-05s: Index: 104 | Max_nodes: 16 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -6 permutations have 37 max nodes. +execution time of: 4.3437e-05s: Index: 95 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -........................... -Average time: 6.0884e-06s +execution time of: 4.3445e-05s: Index: 84 | Max_nodes: 15 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -72 permutations have 38 max nodes. +execution time of: 4.3461e-05s: Index: 0 | Max_nodes: 17 | Active_nodes: 13 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -........................... -Average time: 6.2899e-06s +execution time of: 4.3464e-05s: Index: 11 | Max_nodes: 16 | Active_nodes: 13 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -2 permutations have 39 max nodes. +execution time of: 4.3491e-05s: Index: 106 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -........................... -Average time: 6.1626e-06s +execution time of: 4.3505e-05s: Index: 116 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -126 permutations have 40 max nodes. +execution time of: 4.3508e-05s: Index: 54 | Max_nodes: 17 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -........................... -Average time: 6.4428e-06s +execution time of: 4.3524e-05s: Index: 48 | Max_nodes: 17 | Active_nodes: 13 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -96 permutations have 42 max nodes. +execution time of: 4.3561e-05s: Index: 35 | Max_nodes: 16 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -........................... -Average time: 6.3952e-06s +execution time of: 4.3562e-05s: Index: 41 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -48 permutations have 44 max nodes. +execution time of: 4.3689e-05s: Index: 62 | Max_nodes: 17 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -........................... -Average time: 6.6017e-06s +execution time of: 4.3727e-05s: Index: 38 | Max_nodes: 17 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -96 permutations have 46 max nodes. +execution time of: 4.3730e-05s: Index: 101 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -........................... -Average time: 6.6413e-06s +execution time of: 4.3746e-05s: Index: 74 | Max_nodes: 15 | Active_nodes: 13 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -48 permutations have 48 max nodes. +execution time of: 4.3754e-05s: Index: 3 | Max_nodes: 16 | Active_nodes: 13 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -........................... -Average time: 6.7462e-06s +execution time of: 4.3815e-05s: Index: 33 | Max_nodes: 16 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -________________________________________________________________________________________________ +execution time of: 4.3933e-05s: Index: 117 | Max_nodes: 24 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| + +execution time of: 4.3999e-05s: Index: 12 | Max_nodes: 17 | Active_nodes: 13 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| + +execution time of: 4.4010e-05s: Index: 78 | Max_nodes: 15 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| + +execution time of: 4.4047e-05s: Index: 16 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| + +execution time of: 4.4047e-05s: Index: 72 | Max_nodes: 15 | Active_nodes: 13 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| + +execution time of: 4.4051e-05s: Index: 108 | Max_nodes: 16 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| + +execution time of: 4.4057e-05s: Index: 6 | Max_nodes: 17 | Active_nodes: 13 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| + +execution time of: 4.4078e-05s: Index: 81 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| + +execution time of: 4.4130e-05s: Index: 30 | Max_nodes: 17 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| + +execution time of: 4.4156e-05s: Index: 70 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| + +execution time of: 4.4158e-05s: Index: 71 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| + +execution time of: 4.4169e-05s: Index: 25 | Max_nodes: 18 | Active_nodes: 13 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| + +execution time of: 4.4185e-05s: Index: 36 | Max_nodes: 17 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| + +execution time of: 4.4215e-05s: Index: 40 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| + +execution time of: 4.4225e-05s: Index: 92 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| + +execution time of: 4.4283e-05s: Index: 75 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| + +execution time of: 4.4311e-05s: Index: 98 | Max_nodes: 16 | Active_nodes: 13 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| + +execution time of: 4.4320e-05s: Index: 107 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| + +execution time of: 4.4374e-05s: Index: 17 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| + +execution time of: 4.4417e-05s: Index: 100 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| + +execution time of: 4.4432e-05s: Index: 114 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| + +execution time of: 4.4460e-05s: Index: 49 | Max_nodes: 18 | Active_nodes: 13 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| + +execution time of: 4.4473e-05s: Index: 55 | Max_nodes: 18 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| + +execution time of: 4.4570e-05s: Index: 1 | Max_nodes: 18 | Active_nodes: 13 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| + +execution time of: 4.4606e-05s: Index: 60 | Max_nodes: 17 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| + +execution time of: 4.4628e-05s: Index: 9 | Max_nodes: 16 | Active_nodes: 13 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| + +execution time of: 4.4727e-05s: Index: 96 | Max_nodes: 16 | Active_nodes: 13 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| + +execution time of: 4.4748e-05s: Index: 102 | Max_nodes: 16 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| + +execution time of: 4.4785e-05s: Index: 44 | Max_nodes: 18 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| + +execution time of: 4.4824e-05s: Index: 20 | Max_nodes: 18 | Active_nodes: 13 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| + +execution time of: 4.4869e-05s: Index: 105 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| + +execution time of: 4.4887e-05s: Index: 93 | Max_nodes: 24 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| + +execution time of: 4.5018e-05s: Index: 79 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| + +execution time of: 4.5038e-05s: Index: 22 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| + +execution time of: 4.5045e-05s: Index: 7 | Max_nodes: 18 | Active_nodes: 13 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| + +execution time of: 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13 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| + +execution time of: 4.5528e-05s: Index: 115 | Max_nodes: 24 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| + +execution time of: 4.5560e-05s: Index: 45 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| + +execution time of: 4.5748e-05s: Index: 31 | Max_nodes: 18 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| + +execution time of: 4.5773e-05s: Index: 97 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| + +execution time of: 4.5923e-05s: Index: 111 | Max_nodes: 24 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| + +execution time of: 4.5936e-05s: Index: 85 | Max_nodes: 24 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| + +execution time of: 4.5980e-05s: Index: 69 | Max_nodes: 24 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| + +execution time of: 4.6031e-05s: Index: 42 | Max_nodes: 18 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| + +execution 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Active_nodes: 13 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| + +execution time of: 4.6959e-05s: Index: 61 | Max_nodes: 24 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| + +execution time of: 4.7006e-05s: Index: 13 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| + +execution time of: 4.7015e-05s: Index: 67 | Max_nodes: 24 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| + +execution time of: 4.7067e-05s: Index: 37 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| + +execution time of: 4.7569e-05s: Index: 43 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -execution time of: 5.6625e-06s: Index: 271 | Max_nodes: 30 | Active_nodes: 17 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -execution time of: 5.6652e-06s: Index: 247 | Max_nodes: 30 | Active_nodes: 17 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -execution time of: 5.6675e-06s: Index: 253 | Max_nodes: 32 | Active_nodes: 17 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -execution time of: 5.6800e-06s: Index: 277 | Max_nodes: 32 | Active_nodes: 17 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -execution time of: 5.7000e-06s: Index: 415 | Max_nodes: 36 | Active_nodes: 21 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -execution time of: 5.7075e-06s: Index: 429 | Max_nodes: 42 | Active_nodes: 21 | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -execution time of: 5.7225e-06s: Index: 252 | Max_nodes: 29 | Active_nodes: 17 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -execution time of: 5.7325e-06s: Index: 276 | Max_nodes: 29 | Active_nodes: 17 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -execution time of: 5.7328e-06s: Index: 270 | Max_nodes: 28 | Active_nodes: 17 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -execution time of: 5.7400e-06s: Index: 391 | Max_nodes: 36 | Active_nodes: 21 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -execution time of: 5.7450e-06s: Index: 139 | Max_nodes: 32 | Active_nodes: 17 | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -execution time of: 5.7528e-06s: Index: 39 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -execution time of: 5.7550e-06s: Index: 278 | Max_nodes: 33 | Active_nodes: 21 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -execution time of: 5.7628e-06s: Index: 283 | Max_nodes: 32 | Active_nodes: 17 | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -execution time of: 5.7703e-06s: Index: 7 | Max_nodes: 30 | Active_nodes: 17 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -execution time of: 5.7725e-06s: Index: 259 | Max_nodes: 32 | Active_nodes: 17 | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -execution time of: 5.7800e-06s: Index: 45 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -execution time of: 5.7875e-06s: Index: 163 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -execution time of: 5.7903e-06s: Index: 255 | Max_nodes: 36 | Active_nodes: 17 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -execution time of: 5.7925e-06s: Index: 366 | Max_nodes: 34 | Active_nodes: 21 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -execution time of: 5.8000e-06s: Index: 307 | Max_nodes: 38 | Active_nodes: 21 | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -execution time of: 5.8027e-06s: Index: 421 | Max_nodes: 42 | Active_nodes: 21 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -execution time of: 5.8050e-06s: Index: 134 | Max_nodes: 33 | Active_nodes: 21 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -execution time of: 5.8100e-06s: Index: 265 | Max_nodes: 34 | Active_nodes: 21 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -execution time of: 5.8125e-06s: Index: 301 | Max_nodes: 38 | Active_nodes: 21 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -execution time of: 5.8150e-06s: Index: 6 | Max_nodes: 28 | Active_nodes: 17 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -execution time of: 5.8152e-06s: Index: 264 | Max_nodes: 32 | Active_nodes: 21 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -execution 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5.8400e-06s: Index: 423 | Max_nodes: 42 | Active_nodes: 21 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -execution time of: 5.8475e-06s: Index: 427 | Max_nodes: 42 | Active_nodes: 21 | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -execution time of: 5.8500e-06s: Index: 150 | Max_nodes: 30 | Active_nodes: 17 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -execution time of: 5.8527e-06s: Index: 183 | Max_nodes: 38 | Active_nodes: 21 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -execution time of: 5.8553e-06s: Index: 141 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -execution time of: 5.8600e-06s: Index: 12 | Max_nodes: 29 | Active_nodes: 17 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -execution time of: 5.8650e-06s: Index: 1 | Max_nodes: 34 | Active_nodes: 21 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -execution time of: 5.8675e-06s: Index: 300 | Max_nodes: 35 | Active_nodes: 21 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -execution time of: 5.8677e-06s: Index: 157 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -execution time of: 5.8700e-06s: Index: 282 | Max_nodes: 31 | Active_nodes: 17 | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -execution time of: 5.8750e-06s: Index: 43 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -execution time of: 5.8777e-06s: Index: 279 | Max_nodes: 36 | Active_nodes: 17 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -execution time of: 5.8800e-06s: Index: 261 | Max_nodes: 36 | Active_nodes: 17 | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -execution time of: 5.8850e-06s: Index: 187 | Max_nodes: 40 | Active_nodes: 21 | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -execution time of: 5.8875e-06s: Index: 8 | Max_nodes: 34 | Active_nodes: 21 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -execution time of: 5.8900e-06s: Index: 295 | Max_nodes: 32 | Active_nodes: 17 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -execution time of: 5.8925e-06s: Index: 21 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -execution time of: 5.8975e-06s: Index: 63 | Max_nodes: 38 | Active_nodes: 21 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -execution time of: 5.9025e-06s: Index: 20 | Max_nodes: 35 | Active_nodes: 21 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -execution time of: 5.9050e-06s: Index: 0 | Max_nodes: 32 | Active_nodes: 21 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -execution time of: 5.9075e-06s: Index: 132 | Max_nodes: 29 | Active_nodes: 17 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -execution time of: 5.9078e-06s: Index: 15 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -execution time of: 5.9150e-06s: Index: 24 | Max_nodes: 32 | Active_nodes: 21 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -execution time of: 5.9175e-06s: Index: 135 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -execution time of: 5.9228e-06s: Index: 30 | Max_nodes: 30 | Active_nodes: 17 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -execution time of: 5.9300e-06s: Index: 133 | Max_nodes: 32 | Active_nodes: 17 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -execution time of: 5.9350e-06s: Index: 567 | Max_nodes: 42 | Active_nodes: 21 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -execution time of: 5.9352e-06s: Index: 403 | Max_nodes: 42 | Active_nodes: 21 | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -execution time of: 5.9400e-06s: Index: 37 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -execution time of: 5.9402e-06s: Index: 294 | Max_nodes: 30 | Active_nodes: 17 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -execution time of: 5.9425e-06s: Index: 420 | Max_nodes: 33 | Active_nodes: 17 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -execution time of: 5.9427e-06s: Index: 26 | Max_nodes: 34 | Active_nodes: 21 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -execution time of: 5.9450e-06s: Index: 2 | 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8.1350e-06s: Index: 518 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -execution time of: 8.2075e-06s: Index: 395 | Max_nodes: 48 | Active_nodes: 21 | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -execution time of: 8.2550e-06s: Index: 692 | Max_nodes: 46 | Active_nodes: 21 | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -execution time of: 8.2653e-06s: Index: 108 | Max_nodes: 40 | Active_nodes: 21 | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -execution time of: 8.2900e-06s: Index: 493 | Max_nodes: 46 | Active_nodes: 21 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -execution time of: 8.2950e-06s: Index: 211 | Max_nodes: 44 | Active_nodes: 21 | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -execution time of: 8.3052e-06s: Index: 517 | Max_nodes: 46 | Active_nodes: 21 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -execution time of: 8.3528e-06s: Index: 110 | Max_nodes: 38 | Active_nodes: 21 | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -execution time of: 8.3975e-06s: Index: 503 | Max_nodes: 44 | Active_nodes: 17 | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -execution time of: 8.4700e-06s: Index: 104 | Max_nodes: 42 | Active_nodes: 21 | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -execution time of: 8.4752e-06s: Index: 314 | Max_nodes: 42 | Active_nodes: 21 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -execution time of: 8.4975e-06s: Index: 107 | Max_nodes: 40 | Active_nodes: 17 | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -execution time of: 8.6100e-06s: Index: 476 | Max_nodes: 46 | Active_nodes: 21 | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -execution time of: 8.6775e-06s: Index: 113 | Max_nodes: 46 | Active_nodes: 21 | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -execution time of: 8.7900e-06s: Index: 616 | Max_nodes: 42 | Active_nodes: 17 | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -execution time of: 8.8025e-06s: Index: 620 | Max_nodes: 40 | Active_nodes: 17 | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -execution time of: 8.9050e-06s: Index: 304 | Max_nodes: 48 | Active_nodes: 21 | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -execution time of: 9.0377e-06s: Index: 508 | Max_nodes: 46 | Active_nodes: 21 | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -execution time of: 1.1333e-05s: Index: 621 | Max_nodes: 48 | Active_nodes: 21 | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| ________________________________________________________________________________________________ diff --git a/test/BenchmarkQuasm/results/graphstate_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/graphstate_indep_qiskit_controls.txt index 434a99c4..9ec5b433 100644 --- a/test/BenchmarkQuasm/results/graphstate_indep_qiskit_controls.txt +++ b/test/BenchmarkQuasm/results/graphstate_indep_qiskit_controls.txt @@ -12,15 +12,14 @@ Start Simulation of graphstate_indep_qiskit_3___________________________________ 9: | 1 | 10: | | 2 o: 0 1 2 -Q: 0 w: 4 | Q: 1 w: 3 | Q: 2 w: 1 | Computed Permutation: .........0 -> 2|1 -> 1|2 -> 0| Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 2.8375e-06s............................. -Permuted Duration: 2.6125e-06s............................. +Identity Duration: 2.5962e-05s............................. +Permuted Duration: 2.4181e-05s............................. Identity active_nodes: 5 ...................................... Permuted active_nodes: 5 ...................................... -Identity max_nodes: 10 ...................................... -Permuted max_nodes: 12 ...................................... +Identity max_nodes: 7 ...................................... +Permuted max_nodes: 8 ...................................... ________________________________________________________________________________________________ Start Simulation of graphstate_indep_qiskit_4__________________________________________________ @@ -40,15 +39,14 @@ Start Simulation of graphstate_indep_qiskit_4___________________________________ 12:...|...|...2...| 13:...|...|...|...3 .o:...0...1...2...3 -Q: 0 w: 4 | Q: 1 w: 3 | Q: 2 w: 3 | Q: 3 w: 1 | Computed Permutation: ..0 -> 3|1 -> 1|2 -> 2|3 -> 0| Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Identity Duration: 3.8152e-06s............................. -Permuted Duration: 3.7750e-06s............................. +Identity Duration: 3.5011e-05s............................. +Permuted Duration: 3.3561e-05s............................. Identity active_nodes: 9 ...................................... Permuted active_nodes: 7 ...................................... -Identity max_nodes: 16 ...................................... -Permuted max_nodes: 17 ...................................... +Identity max_nodes: 11 ...................................... +Permuted max_nodes: 12 ...................................... ________________________________________________________________________________________________ Start Simulation of graphstate_indep_qiskit_5__________________________________________________ @@ -71,85 +69,13 @@ Start Simulation of graphstate_indep_qiskit_5___________________________________ 15:...|...|...|...3...| 16:...|...|...|...|...4 .o:...0...1...2...3...4 -Q: 0 w: 4 | Q: 1 w: 3 | Q: 2 w: 4 | Q: 3 w: 1 | Q: 4 w: 1 | Computed Permutation: 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: 4.9677e-06s............................. -Permuted Duration: 4.9650e-06s............................. +Identity Duration: 4.3461e-05s............................. +Permuted Duration: 4.3823e-05s............................. Identity active_nodes: 13 ...................................... Permuted active_nodes: 13 ...................................... -Identity max_nodes: 22 ...................................... -Permuted max_nodes: 26 ...................................... -________________________________________________________________________________________________ - -Start Simulation of graphstate_indep_qiskit_6__________________________________________________ - -.i:...0...1...2...3...4...5 -.1:...h...|...|...|...|...| -.2:...|...h...|...|...|...| -.3:...c...z...|...|...|...| -.4:...|...|...h...|...|...| -.5:...|...|...|...h...|...| -.6:...c...|...|...z...|...| -.7:...|...|...c...z...|...| -.8:...|...|...|...|...h...| -.9:...|...|...c...|...z...| -10:...|...|...|...|...|...h -11:...|...c...|...|...|...z -12:...|...|...|...|...c...z -13:======================== -14:...0...|...|...|...|...| -15:...|...1...|...|...|...| -16:...|...|...2...|...|...| -17:...|...|...|...3...|...| -18:...|...|...|...|...4...| -19:...|...|...|...|...|...5 -.o:...0...1...2...3...4...5 -Q: 0 w: 4 | Q: 1 w: 3 | Q: 2 w: 4 | Q: 3 w: 1 | Q: 4 w: 3 | Q: 5 w: 1 | -Computed Permutation: 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Identity Duration: 6.0427e-06s............................. -Permuted Duration: 6.7575e-06s............................. -Identity active_nodes: 21 ...................................... -Permuted active_nodes: 17 ...................................... -Identity max_nodes: 32 ...................................... -Permuted max_nodes: 40 ...................................... -________________________________________________________________________________________________ - -Start Simulation of graphstate_indep_qiskit_7__________________________________________________ - -.i:...0...1...2...3...4...5...6 -.1:...h...|...|...|...|...|...| -.2:...|...h...|...|...|...|...| -.3:...c...z...|...|...|...|...| -.4:...|...|...h...|...|...|...| -.5:...c...|...z...|...|...|...| -.6:...|...c...z...|...|...|...| -.7:...|...|...|...h...|...|...| -.8:...|...|...|...|...h...|...| -.9:...|...|...|...c...z...|...| -10:...|...|...|...|...|...h...| -11:...|...|...|...|...c...z...| -12:...|...|...|...|...|...|...h -13:...|...|...|...c...|...|...z -14:...|...|...|...|...|...c...z -15:============================ -16:...0...|...|...|...|...|...| -17:...|...1...|...|...|...|...| -18:...|...|...2...|...|...|...| -19:...|...|...|...3...|...|...| -20:...|...|...|...|...4...|...| -21:...|...|...|...|...|...5...| -22:...|...|...|...|...|...|...6 -.o:...0...1...2...3...4...5...6 -Q: 0 w: 4 | Q: 1 w: 3 | Q: 2 w: 1 | Q: 3 w: 4 | Q: 4 w: 3 | Q: 5 w: 3 | Q: 6 w: 1 | -Computed Permutation: 0 -> 2|1 -> 6|2 -> 1|3 -> 4|4 -> 5|5 -> 0|6 -> 3| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Identity Duration: 7.3675e-06s............................. -Permuted Duration: 8.2200e-06s............................. -Identity active_nodes: 14 ...................................... -Permuted active_nodes: 25 ...................................... -Identity max_nodes: 27 ...................................... -Permuted max_nodes: 54 ...................................... +Identity max_nodes: 17 ...................................... +Permuted max_nodes: 20 ...................................... ________________________________________________________________________________________________ diff --git a/test/BenchmarkQuasm/results/graphstate_indep_qiskit_gates.txt b/test/BenchmarkQuasm/results/graphstate_indep_qiskit_gates.txt deleted file mode 100644 index 916dfb6a..00000000 --- a/test/BenchmarkQuasm/results/graphstate_indep_qiskit_gates.txt +++ /dev/null @@ -1,150 +0,0 @@ -Start Simulation of graphstate_indep_qiskit_3__________________________________________________ - - i: 0 1 2 - 1: h | | - 2: | h | - 3: c z | - 4: | | h - 5: c | z - 6: | c z - 7:============ - 8: 0 | | - 9: | 1 | -10: | | 2 - o: 0 1 2 -Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 2.7825e-06s............................. -Permuted Duration: 2.7800e-06s............................. -Identity active_nodes: 5 ...................................... -Permuted active_nodes: 5 ...................................... -Identity max_nodes: 10 ...................................... -Permuted max_nodes: 10 ...................................... -________________________________________________________________________________________________ - -Start Simulation of graphstate_indep_qiskit_4__________________________________________________ - -.i:...0...1...2...3 -.1:...h...|...|...| -.2:...|...h...|...| -.3:...c...z...|...| -.4:...|...|...h...| -.5:...|...c...z...| -.6:...|...|...|...h -.7:...c...|...|...z -.8:...|...|...c...z -.9:================ -10:...0...|...|...| -11:...|...1...|...| -12:...|...|...2...| -13:...|...|...|...3 -.o:...0...1...2...3 -Computed Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Identity Duration: 3.7750e-06s............................. -Permuted Duration: 3.7628e-06s............................. -Identity active_nodes: 9 ...................................... -Permuted active_nodes: 9 ...................................... -Identity max_nodes: 16 ...................................... -Permuted max_nodes: 16 ...................................... -________________________________________________________________________________________________ - -Start Simulation of graphstate_indep_qiskit_5__________________________________________________ - -.i:...0...1...2...3...4 -.1:...h...|...|...|...| -.2:...|...h...|...|...| -.3:...c...z...|...|...| -.4:...|...|...h...|...| -.5:...|...|...|...h...| -.6:...|...c...|...z...| -.7:...|...|...c...z...| -.8:...|...|...|...|...h -.9:...c...|...|...|...z -10:...|...|...c...|...z -11:==================== -12:...0...|...|...|...| -13:...|...1...|...|...| -14:...|...|...2...|...| -15:...|...|...|...3...| -16:...|...|...|...|...4 -.o:...0...1...2...3...4 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: 4.8550e-06s............................. -Permuted Duration: 4.8450e-06s............................. -Identity active_nodes: 13 ...................................... -Permuted active_nodes: 13 ...................................... -Identity max_nodes: 22 ...................................... -Permuted max_nodes: 22 ...................................... -________________________________________________________________________________________________ - -Start Simulation of graphstate_indep_qiskit_6__________________________________________________ - -.i:...0...1...2...3...4...5 -.1:...h...|...|...|...|...| -.2:...|...h...|...|...|...| -.3:...c...z...|...|...|...| -.4:...|...|...h...|...|...| -.5:...|...|...|...h...|...| -.6:...c...|...|...z...|...| -.7:...|...|...c...z...|...| -.8:...|...|...|...|...h...| -.9:...|...|...c...|...z...| -10:...|...|...|...|...|...h -11:...|...c...|...|...|...z -12:...|...|...|...|...c...z -13:======================== -14:...0...|...|...|...|...| -15:...|...1...|...|...|...| -16:...|...|...2...|...|...| -17:...|...|...|...3...|...| -18:...|...|...|...|...4...| -19:...|...|...|...|...|...5 -.o:...0...1...2...3...4...5 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Identity Duration: 5.8850e-06s............................. -Permuted Duration: 5.8800e-06s............................. -Identity active_nodes: 21 ...................................... -Permuted active_nodes: 21 ...................................... -Identity max_nodes: 32 ...................................... -Permuted max_nodes: 32 ...................................... -________________________________________________________________________________________________ - -Start Simulation of graphstate_indep_qiskit_7__________________________________________________ - -.i:...0...1...2...3...4...5...6 -.1:...h...|...|...|...|...|...| -.2:...|...h...|...|...|...|...| -.3:...c...z...|...|...|...|...| -.4:...|...|...h...|...|...|...| -.5:...c...|...z...|...|...|...| -.6:...|...c...z...|...|...|...| -.7:...|...|...|...h...|...|...| -.8:...|...|...|...|...h...|...| -.9:...|...|...|...c...z...|...| -10:...|...|...|...|...|...h...| -11:...|...|...|...|...c...z...| -12:...|...|...|...|...|...|...h -13:...|...|...|...c...|...|...z -14:...|...|...|...|...|...c...z -15:============================ -16:...0...|...|...|...|...|...| -17:...|...1...|...|...|...|...| -18:...|...|...2...|...|...|...| -19:...|...|...|...3...|...|...| -20:...|...|...|...|...4...|...| -21:...|...|...|...|...|...5...| -22:...|...|...|...|...|...|...6 -.o:...0...1...2...3...4...5...6 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Identity Duration: 7.1650e-06s............................. -Permuted Duration: 7.1575e-06s............................. -Identity active_nodes: 14 ...................................... -Permuted active_nodes: 14 ...................................... -Identity max_nodes: 27 ...................................... -Permuted max_nodes: 27 ...................................... -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/grover-noancilla_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/grover-noancilla_indep_qiskit_all.txt index f181e956..930c15e9 100644 --- a/test/BenchmarkQuasm/results/grover-noancilla_indep_qiskit_all.txt +++ b/test/BenchmarkQuasm/results/grover-noancilla_indep_qiskit_all.txt @@ -8,30 +8,36 @@ i: 0 1 5: | 1 o: 0 1 Total Permutations: 2 -Min time: 1.0200e-06s................. Permutation 1 : 0 -> 1|1 -> 0| -Max time: 1.0525e-06s................. Permutation 0 : 0 -> 0|1 -> 1| +Min time: 9.3002e-06s................. Permutation 0 : 0 -> 0|1 -> 1| +Max time: 9.3235e-06s................. Permutation 1 : 0 -> 1|1 -> 0| Min active nodes: 2 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Min max nodes: 5 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Min max nodes: 4 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| Max active nodes: 2 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Max max nodes: 5 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Max max nodes: 4 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| ________________________________________________________________________________________________ 2 permutations have 2 active nodes. +Index: 0 | Max_nodes: 4 | Time: 9.3002e-06s | 0 -> 0|1 -> 1| +Index: 1 | Max_nodes: 4 | Time: 9.3235e-06s | 0 -> 1|1 -> 0| ........................... -Average time: 1.0363e-06s +Average time: 9.3119e-06s ________________________________________________________________________________________________ -2 permutations have 5 max nodes. +2 permutations have 4 max nodes. +Index: 0 | Active_nodes: 2 | Time: 9.3002e-06s | 0 -> 0|1 -> 1| +Index: 1 | Active_nodes: 2 | Time: 9.3235e-06s | 0 -> 1|1 -> 0| ........................... -Average time: 1.0363e-06s +Average time: 9.3119e-06s ________________________________________________________________________________________________ -execution time of: 1.0200e-06s: Index: 1 | Max_nodes: 5 | Active_nodes: 2 | 0 -> 1|1 -> 0| -execution time of: 1.0525e-06s: Index: 0 | Max_nodes: 5 | Active_nodes: 2 | 0 -> 0|1 -> 1| +execution time of: 9.3002e-06s: Index: 0 | Max_nodes: 4 | Active_nodes: 2 | 0 -> 0|1 -> 1| + +execution time of: 9.3235e-06s: Index: 1 | Max_nodes: 4 | Active_nodes: 2 | 0 -> 1|1 -> 0| + ________________________________________________________________________________________________ Start Simulation of grover-noancilla_indep_qiskit_3__________________________________________________ @@ -56,49 +62,57 @@ Start Simulation of grover-noancilla_indep_qiskit_3_____________________________ 17:...|...|...2 .o:...0...1...2 Total Permutations: 6 -Min time: 5.0975e-06s................. Permutation 3 : 0 -> 1|1 -> 2|2 -> 0| -Max time: 5.8328e-06s................. Permutation 2 : 0 -> 1|1 -> 0|2 -> 2| +Min time: 4.5176e-05s................. Permutation 3 : 0 -> 1|1 -> 2|2 -> 0| +Max time: 5.0660e-05s................. Permutation 2 : 0 -> 1|1 -> 0|2 -> 2| Min active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Min max nodes: 9 nodes.................... Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| +Min max nodes: 8 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| Max active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max max nodes: 13 nodes.................... Permutation 1 : 0 -> 0|1 -> 2|2 -> 1| +Max max nodes: 10 nodes.................... Permutation 1 : 0 -> 0|1 -> 2|2 -> 1| ________________________________________________________________________________________________ 6 permutations have 3 active nodes. +Index: 3 | Max_nodes: 8 | Time: 4.5176e-05s | 0 -> 1|1 -> 2|2 -> 0| +Index: 5 | Max_nodes: 8 | Time: 4.6407e-05s | 0 -> 2|1 -> 1|2 -> 0| +Index: 0 | Max_nodes: 8 | Time: 4.9651e-05s | 0 -> 0|1 -> 1|2 -> 2| +Index: 2 | Max_nodes: 8 | Time: 5.0660e-05s | 0 -> 1|1 -> 0|2 -> 2| +Index: 4 | Max_nodes: 10 | Time: 4.8456e-05s | 0 -> 2|1 -> 0|2 -> 1| +Index: 1 | Max_nodes: 10 | Time: 4.8488e-05s | 0 -> 0|1 -> 2|2 -> 1| ........................... -Average time: 5.5143e-06s +Average time: 4.8140e-05s ________________________________________________________________________________________________ -1 permutations have 9 max nodes. +4 permutations have 8 max nodes. +Index: 3 | Active_nodes: 3 | Time: 4.5176e-05s | 0 -> 1|1 -> 2|2 -> 0| +Index: 5 | Active_nodes: 3 | Time: 4.6407e-05s | 0 -> 2|1 -> 1|2 -> 0| +Index: 0 | Active_nodes: 3 | Time: 4.9651e-05s | 0 -> 0|1 -> 1|2 -> 2| +Index: 2 | Active_nodes: 3 | Time: 5.0660e-05s | 0 -> 1|1 -> 0|2 -> 2| ........................... -Average time: 5.3175e-06s +Average time: 4.7973e-05s 2 permutations have 10 max nodes. +Index: 4 | Active_nodes: 3 | Time: 4.8456e-05s | 0 -> 2|1 -> 0|2 -> 1| +Index: 1 | Active_nodes: 3 | Time: 4.8488e-05s | 0 -> 0|1 -> 2|2 -> 1| ........................... -Average time: 5.4651e-06s +Average time: 4.8472e-05s -2 permutations have 11 max nodes. +________________________________________________________________________________________________ -........................... -Average time: 5.6376e-06s +execution time of: 4.5176e-05s: Index: 3 | Max_nodes: 8 | Active_nodes: 3 | 0 -> 1|1 -> 2|2 -> 0| -1 permutations have 13 max nodes. +execution time of: 4.6407e-05s: Index: 5 | Max_nodes: 8 | Active_nodes: 3 | 0 -> 2|1 -> 1|2 -> 0| -........................... -Average time: 5.5628e-06s +execution time of: 4.8456e-05s: Index: 4 | Max_nodes: 10 | Active_nodes: 3 | 0 -> 2|1 -> 0|2 -> 1| -________________________________________________________________________________________________ +execution time of: 4.8488e-05s: Index: 1 | Max_nodes: 10 | Active_nodes: 3 | 0 -> 0|1 -> 2|2 -> 1| + +execution time of: 4.9651e-05s: Index: 0 | Max_nodes: 8 | Active_nodes: 3 | 0 -> 0|1 -> 1|2 -> 2| + +execution time of: 5.0660e-05s: Index: 2 | Max_nodes: 8 | Active_nodes: 3 | 0 -> 1|1 -> 0|2 -> 2| -execution time of: 5.0975e-06s: Index: 3 | Max_nodes: 10 | Active_nodes: 3 | 0 -> 1|1 -> 2|2 -> 0| -execution time of: 5.3175e-06s: Index: 5 | Max_nodes: 9 | Active_nodes: 3 | 0 -> 2|1 -> 1|2 -> 0| -execution time of: 5.5552e-06s: Index: 4 | Max_nodes: 11 | Active_nodes: 3 | 0 -> 2|1 -> 0|2 -> 1| -execution time of: 5.5628e-06s: Index: 1 | Max_nodes: 13 | Active_nodes: 3 | 0 -> 0|1 -> 2|2 -> 1| -execution time of: 5.7200e-06s: Index: 0 | Max_nodes: 11 | Active_nodes: 3 | 0 -> 0|1 -> 1|2 -> 2| -execution time of: 5.8328e-06s: Index: 2 | Max_nodes: 10 | Active_nodes: 3 | 0 -> 1|1 -> 0|2 -> 2| ________________________________________________________________________________________________ Start Simulation of grover-noancilla_indep_qiskit_4__________________________________________________ @@ -155,72 +169,139 @@ Start Simulation of grover-noancilla_indep_qiskit_4_____________________________ 49:...|...|...|...3 .o:...0...1...2...3 Total Permutations: 24 -Min time: 2.0380e-05s................. Permutation 9 : 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -Max time: 2.6513e-05s................. Permutation 14 : 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +Min time: 1.6464e-04s................. Permutation 9 : 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +Max time: 1.9833e-04s................. Permutation 14 : 0 -> 2|1 -> 1|2 -> 0|3 -> 3| Min active nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Min max nodes: 18 nodes.................... Permutation 9 : 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +Min max nodes: 14 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| Max active nodes: 7 nodes.................... Permutation 1 : 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -Max max nodes: 23 nodes.................... Permutation 3 : 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +Max max nodes: 18 nodes.................... Permutation 3 : 0 -> 0|1 -> 2|2 -> 3|3 -> 1| ________________________________________________________________________________________________ 12 permutations have 6 active nodes. +Index: 9 | Max_nodes: 14 | Time: 1.6464e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +Index: 15 | Max_nodes: 14 | Time: 1.7017e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +Index: 11 | Max_nodes: 14 | Time: 1.7071e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| +Index: 17 | Max_nodes: 14 | Time: 1.7359e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +Index: 21 | Max_nodes: 14 | Time: 1.7726e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| +Index: 23 | Max_nodes: 14 | Time: 1.7915e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +Index: 0 | Max_nodes: 14 | Time: 1.8385e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Index: 6 | Max_nodes: 14 | Time: 1.8869e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +Index: 2 | Max_nodes: 14 | Time: 1.9035e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +Index: 8 | Max_nodes: 14 | Time: 1.9229e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| +Index: 12 | Max_nodes: 14 | Time: 1.9478e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +Index: 14 | Max_nodes: 14 | Time: 1.9833e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| ........................... -Average time: 2.2890e-05s +Average time: 1.8199e-04s 12 permutations have 7 active nodes. +Index: 1 | Max_nodes: 16 | Time: 1.8378e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +Index: 7 | Max_nodes: 16 | Time: 1.8890e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +Index: 18 | Max_nodes: 16 | Time: 1.8903e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| +Index: 4 | Max_nodes: 16 | Time: 1.8987e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| +Index: 10 | Max_nodes: 16 | Time: 1.9135e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +Index: 20 | Max_nodes: 16 | Time: 1.9354e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +Index: 3 | Max_nodes: 18 | Time: 1.7738e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +Index: 13 | Max_nodes: 18 | Time: 1.7796e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +Index: 16 | Max_nodes: 18 | Time: 1.8126e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| +Index: 19 | Max_nodes: 18 | Time: 1.8303e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| +Index: 5 | Max_nodes: 18 | Time: 1.8374e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +Index: 22 | Max_nodes: 18 | Time: 1.8810e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| ........................... -Average time: 2.3278e-05s +Average time: 1.8566e-04s ________________________________________________________________________________________________ -6 permutations have 18 max nodes. +12 permutations have 14 max nodes. +Index: 9 | Active_nodes: 6 | Time: 1.6464e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +Index: 15 | Active_nodes: 6 | Time: 1.7017e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +Index: 11 | Active_nodes: 6 | Time: 1.7071e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| +Index: 17 | Active_nodes: 6 | Time: 1.7359e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +Index: 21 | Active_nodes: 6 | Time: 1.7726e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| +Index: 23 | Active_nodes: 6 | Time: 1.7915e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +Index: 0 | Active_nodes: 6 | Time: 1.8385e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Index: 6 | Active_nodes: 6 | Time: 1.8869e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +Index: 2 | Active_nodes: 6 | Time: 1.9035e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +Index: 8 | Active_nodes: 6 | Time: 1.9229e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| +Index: 12 | Active_nodes: 6 | Time: 1.9478e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +Index: 14 | Active_nodes: 6 | Time: 1.9833e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| ........................... -Average time: 2.1322e-05s +Average time: 1.8199e-04s -6 permutations have 19 max nodes. +6 permutations have 16 max nodes. +Index: 1 | Active_nodes: 7 | Time: 1.8378e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +Index: 7 | Active_nodes: 7 | Time: 1.8890e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +Index: 18 | Active_nodes: 7 | Time: 1.8903e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| +Index: 4 | Active_nodes: 7 | Time: 1.8987e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| +Index: 10 | Active_nodes: 7 | Time: 1.9135e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +Index: 20 | Active_nodes: 7 | Time: 1.9354e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| ........................... -Average time: 2.4459e-05s +Average time: 1.8941e-04s -6 permutations have 22 max nodes. +6 permutations have 18 max nodes. +Index: 3 | Active_nodes: 7 | Time: 1.7738e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +Index: 13 | Active_nodes: 7 | Time: 1.7796e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +Index: 16 | Active_nodes: 7 | Time: 1.8126e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| +Index: 19 | Active_nodes: 7 | Time: 1.8303e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| +Index: 5 | Active_nodes: 7 | Time: 1.8374e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +Index: 22 | Active_nodes: 7 | Time: 1.8810e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| ........................... -Average time: 2.3824e-05s +Average time: 1.8191e-04s -6 permutations have 23 max nodes. +________________________________________________________________________________________________ -........................... -Average time: 2.2732e-05s +execution time of: 1.6464e-04s: Index: 9 | Max_nodes: 14 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -________________________________________________________________________________________________ +execution time of: 1.7017e-04s: Index: 15 | Max_nodes: 14 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| + +execution time of: 1.7071e-04s: Index: 11 | Max_nodes: 14 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| + +execution time of: 1.7359e-04s: Index: 17 | Max_nodes: 14 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| + +execution time of: 1.7726e-04s: Index: 21 | Max_nodes: 14 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| + +execution time of: 1.7738e-04s: Index: 3 | Max_nodes: 18 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| + +execution time of: 1.7796e-04s: Index: 13 | Max_nodes: 18 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| + +execution time of: 1.7915e-04s: Index: 23 | Max_nodes: 14 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| + +execution time of: 1.8126e-04s: Index: 16 | Max_nodes: 18 | Active_nodes: 7 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| + +execution time of: 1.8303e-04s: Index: 19 | Max_nodes: 18 | Active_nodes: 7 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| + +execution time of: 1.8374e-04s: Index: 5 | Max_nodes: 18 | Active_nodes: 7 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| + +execution time of: 1.8378e-04s: Index: 1 | Max_nodes: 16 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| + +execution time of: 1.8385e-04s: Index: 0 | Max_nodes: 14 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| + +execution time of: 1.8810e-04s: Index: 22 | Max_nodes: 18 | Active_nodes: 7 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| + +execution time of: 1.8869e-04s: Index: 6 | Max_nodes: 14 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| + +execution time of: 1.8890e-04s: Index: 7 | Max_nodes: 16 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| + +execution time of: 1.8903e-04s: Index: 18 | Max_nodes: 16 | Active_nodes: 7 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| + +execution time of: 1.8987e-04s: Index: 4 | Max_nodes: 16 | Active_nodes: 7 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| + +execution time of: 1.9035e-04s: Index: 2 | Max_nodes: 14 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| + +execution time of: 1.9135e-04s: Index: 10 | Max_nodes: 16 | Active_nodes: 7 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| + +execution time of: 1.9229e-04s: Index: 8 | Max_nodes: 14 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| + +execution time of: 1.9354e-04s: Index: 20 | Max_nodes: 16 | Active_nodes: 7 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| + +execution time of: 1.9478e-04s: Index: 12 | Max_nodes: 14 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| + +execution time of: 1.9833e-04s: Index: 14 | Max_nodes: 14 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -execution time of: 2.0380e-05s: Index: 9 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -execution time of: 2.1150e-05s: Index: 11 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -execution time of: 2.1368e-05s: Index: 21 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| -execution time of: 2.1438e-05s: Index: 15 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -execution time of: 2.1685e-05s: Index: 17 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -execution time of: 2.1913e-05s: Index: 23 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -execution time of: 2.2095e-05s: Index: 3 | Max_nodes: 23 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -execution time of: 2.2133e-05s: Index: 13 | Max_nodes: 23 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| -execution time of: 2.2750e-05s: Index: 19 | Max_nodes: 23 | Active_nodes: 7 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| -execution time of: 2.2788e-05s: Index: 1 | Max_nodes: 22 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -execution time of: 2.2823e-05s: Index: 16 | Max_nodes: 23 | Active_nodes: 7 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| -execution time of: 2.2895e-05s: Index: 0 | Max_nodes: 19 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -execution time of: 2.3183e-05s: Index: 5 | Max_nodes: 23 | Active_nodes: 7 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| -execution time of: 2.3408e-05s: Index: 22 | Max_nodes: 23 | Active_nodes: 7 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| -execution time of: 2.3610e-05s: Index: 18 | Max_nodes: 22 | Active_nodes: 7 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| -execution time of: 2.3623e-05s: Index: 7 | Max_nodes: 22 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -execution time of: 2.4073e-05s: Index: 2 | Max_nodes: 19 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -execution time of: 2.4113e-05s: Index: 20 | Max_nodes: 22 | Active_nodes: 7 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -execution time of: 2.4195e-05s: Index: 8 | Max_nodes: 19 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| -execution time of: 2.4316e-05s: Index: 10 | Max_nodes: 22 | Active_nodes: 7 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| -execution time of: 2.4318e-05s: Index: 6 | Max_nodes: 19 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -execution time of: 2.4495e-05s: Index: 4 | Max_nodes: 22 | Active_nodes: 7 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -execution time of: 2.4758e-05s: Index: 12 | Max_nodes: 19 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -execution time of: 2.6513e-05s: Index: 14 | Max_nodes: 19 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| ________________________________________________________________________________________________ Start Simulation of grover-noancilla_indep_qiskit_5__________________________________________________ @@ -425,208 +506,548 @@ Start Simulation of grover-noancilla_indep_qiskit_5_____________________________ 197:...|...|...|...|...4 ..o:...0...1...2...3...4 Total Permutations: 120 -Min time: 1.2251e-04s................. Permutation 87 : 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -Max time: 2.3515e-04s................. Permutation 3 : 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +Min time: 8.5982e-04s................. Permutation 59 : 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +Max time: 1.4105e-03s................. Permutation 96 : 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| Min active nodes: 8 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Min max nodes: 28 nodes.................... Permutation 33 : 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +Min max nodes: 22 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| Max active nodes: 9 nodes.................... Permutation 1 : 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -Max max nodes: 39 nodes.................... Permutation 79 : 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +Max max nodes: 30 nodes.................... Permutation 73 : 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| ________________________________________________________________________________________________ 48 permutations have 8 active nodes. +Index: 59 | Max_nodes: 22 | Time: 8.5982e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +Index: 35 | Max_nodes: 22 | Time: 8.6429e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +Index: 47 | Max_nodes: 22 | Time: 8.6684e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +Index: 65 | Max_nodes: 22 | Time: 8.7986e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +Index: 41 | Max_nodes: 22 | Time: 8.8814e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +Index: 33 | Max_nodes: 22 | Time: 8.8987e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +Index: 57 | Max_nodes: 22 | Time: 8.9186e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +Index: 71 | Max_nodes: 22 | Time: 9.1613e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +Index: 24 | Max_nodes: 22 | Time: 9.2698e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +Index: 26 | Max_nodes: 22 | Time: 9.2759e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +Index: 8 | Max_nodes: 22 | Time: 9.3035e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +Index: 2 | Max_nodes: 22 | Time: 9.3363e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +Index: 14 | Max_nodes: 22 | Time: 9.3646e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +Index: 0 | Max_nodes: 22 | Time: 9.3906e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Index: 32 | Max_nodes: 22 | Time: 9.5143e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +Index: 38 | Max_nodes: 22 | Time: 9.6717e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +Index: 39 | Max_nodes: 23 | Time: 8.6248e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +Index: 63 | Max_nodes: 23 | Time: 8.6438e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +Index: 69 | Max_nodes: 23 | Time: 8.6697e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +Index: 83 | Max_nodes: 23 | Time: 8.8319e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +Index: 113 | Max_nodes: 23 | Time: 8.9259e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +Index: 45 | Max_nodes: 23 | Time: 8.9429e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +Index: 107 | Max_nodes: 23 | Time: 8.9913e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +Index: 89 | Max_nodes: 23 | Time: 9.2750e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +Index: 30 | Max_nodes: 23 | Time: 9.2820e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +Index: 6 | Max_nodes: 23 | Time: 9.3434e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +Index: 36 | Max_nodes: 23 | Time: 9.4881e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +Index: 74 | Max_nodes: 23 | Time: 9.5584e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +Index: 12 | Max_nodes: 23 | Time: 9.5663e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +Index: 80 | Max_nodes: 23 | Time: 9.5859e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +Index: 50 | Max_nodes: 23 | Time: 9.6725e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +Index: 56 | Max_nodes: 23 | Time: 9.7378e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +Index: 81 | Max_nodes: 24 | Time: 8.6209e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +Index: 105 | Max_nodes: 24 | Time: 8.6296e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +Index: 111 | Max_nodes: 24 | Time: 8.7675e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +Index: 87 | Max_nodes: 24 | Time: 8.8002e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +Index: 117 | Max_nodes: 24 | Time: 8.8290e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +Index: 93 | Max_nodes: 24 | Time: 8.9467e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +Index: 119 | Max_nodes: 24 | Time: 8.9653e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +Index: 95 | Max_nodes: 24 | Time: 9.1487e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +Index: 48 | Max_nodes: 24 | Time: 9.3276e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +Index: 72 | Max_nodes: 24 | Time: 9.5397e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +Index: 54 | Max_nodes: 24 | Time: 9.5475e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +Index: 86 | Max_nodes: 24 | Time: 9.6225e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +Index: 84 | Max_nodes: 24 | Time: 9.6508e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +Index: 60 | Max_nodes: 24 | Time: 9.6910e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +Index: 78 | Max_nodes: 24 | Time: 9.7644e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +Index: 62 | Max_nodes: 24 | Time: 9.8501e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| ........................... -Average time: 1.3341e-04s +Average time: 9.1778e-04s 72 permutations have 9 active nodes. +Index: 25 | Max_nodes: 24 | Time: 9.2800e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +Index: 1 | Max_nodes: 24 | Time: 9.3057e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +Index: 28 | Max_nodes: 24 | Time: 9.4624e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +Index: 10 | Max_nodes: 24 | Time: 9.6125e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +Index: 4 | Max_nodes: 24 | Time: 9.6731e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +Index: 44 | Max_nodes: 24 | Time: 9.8459e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +Index: 20 | Max_nodes: 24 | Time: 9.9217e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +Index: 34 | Max_nodes: 24 | Time: 9.9506e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +Index: 7 | Max_nodes: 25 | Time: 9.4144e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +Index: 98 | Max_nodes: 25 | Time: 9.5676e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +Index: 18 | Max_nodes: 25 | Time: 9.6000e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +Index: 31 | Max_nodes: 25 | Time: 9.6020e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +Index: 104 | Max_nodes: 25 | Time: 9.6579e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +Index: 42 | Max_nodes: 25 | Time: 9.6659e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +Index: 52 | Max_nodes: 25 | Time: 9.7216e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +Index: 58 | Max_nodes: 25 | Time: 9.8135e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +Index: 5 | Max_nodes: 26 | Time: 9.3271e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +Index: 49 | Max_nodes: 26 | Time: 9.3465e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +Index: 27 | Max_nodes: 26 | Time: 9.3787e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +Index: 16 | Max_nodes: 26 | Time: 9.4766e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +Index: 55 | Max_nodes: 26 | Time: 9.4853e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +Index: 29 | Max_nodes: 26 | Time: 9.4981e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +Index: 22 | Max_nodes: 26 | Time: 9.5391e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +Index: 108 | Max_nodes: 26 | Time: 9.5571e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +Index: 40 | Max_nodes: 26 | Time: 9.6722e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +Index: 110 | Max_nodes: 26 | Time: 9.6729e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +Index: 68 | Max_nodes: 26 | Time: 9.7245e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +Index: 102 | Max_nodes: 26 | Time: 9.7472e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +Index: 46 | Max_nodes: 26 | Time: 9.8321e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +Index: 66 | Max_nodes: 26 | Time: 9.9661e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +Index: 3 | Max_nodes: 26 | Time: 1.3905e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +Index: 96 | Max_nodes: 26 | Time: 1.4105e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +Index: 51 | Max_nodes: 28 | Time: 8.9180e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +Index: 53 | Max_nodes: 28 | Time: 8.9974e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +Index: 23 | Max_nodes: 28 | Time: 9.2491e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +Index: 9 | Max_nodes: 28 | Time: 9.2638e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +Index: 11 | Max_nodes: 28 | Time: 9.3038e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +Index: 76 | Max_nodes: 28 | Time: 9.4895e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +Index: 17 | Max_nodes: 28 | Time: 9.5414e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +Index: 100 | Max_nodes: 28 | Time: 9.5457e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +Index: 64 | Max_nodes: 28 | Time: 9.5731e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +Index: 37 | Max_nodes: 28 | Time: 9.6072e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +Index: 82 | Max_nodes: 28 | Time: 9.7720e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +Index: 106 | Max_nodes: 28 | Time: 9.8646e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +Index: 70 | Max_nodes: 28 | Time: 9.9106e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +Index: 19 | Max_nodes: 28 | Time: 9.9230e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +Index: 43 | Max_nodes: 28 | Time: 1.0002e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +Index: 13 | Max_nodes: 28 | Time: 1.4042e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +Index: 101 | Max_nodes: 29 | Time: 9.2511e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +Index: 112 | Max_nodes: 29 | Time: 9.2518e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +Index: 15 | Max_nodes: 29 | Time: 9.2554e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +Index: 67 | Max_nodes: 29 | Time: 9.3067e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +Index: 88 | Max_nodes: 29 | Time: 9.3133e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +Index: 77 | Max_nodes: 29 | Time: 9.3839e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +Index: 61 | Max_nodes: 29 | Time: 9.4129e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +Index: 21 | Max_nodes: 29 | Time: 9.4141e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +Index: 75 | Max_nodes: 30 | Time: 8.9793e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +Index: 85 | Max_nodes: 30 | Time: 9.1770e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +Index: 109 | Max_nodes: 30 | Time: 9.2354e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +Index: 73 | Max_nodes: 30 | Time: 9.3484e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +Index: 79 | Max_nodes: 30 | Time: 9.3617e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +Index: 97 | Max_nodes: 30 | Time: 9.4261e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| +Index: 103 | Max_nodes: 30 | Time: 9.4534e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +Index: 99 | Max_nodes: 30 | Time: 9.4932e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +Index: 114 | Max_nodes: 30 | Time: 9.6243e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +Index: 116 | Max_nodes: 30 | Time: 9.6412e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +Index: 115 | Max_nodes: 30 | Time: 9.6497e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +Index: 118 | Max_nodes: 30 | Time: 9.6548e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +Index: 92 | Max_nodes: 30 | Time: 9.7278e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +Index: 90 | Max_nodes: 30 | Time: 9.7367e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +Index: 91 | Max_nodes: 30 | Time: 9.8148e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +Index: 94 | Max_nodes: 30 | Time: 9.8771e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| ........................... -Average time: 1.4256e-04s +Average time: 9.7239e-04s ________________________________________________________________________________________________ -8 permutations have 28 max nodes. +16 permutations have 22 max nodes. +Index: 59 | Active_nodes: 8 | Time: 8.5982e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +Index: 35 | Active_nodes: 8 | Time: 8.6429e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +Index: 47 | Active_nodes: 8 | Time: 8.6684e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +Index: 65 | Active_nodes: 8 | Time: 8.7986e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +Index: 41 | Active_nodes: 8 | Time: 8.8814e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +Index: 33 | Active_nodes: 8 | Time: 8.8987e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +Index: 57 | Active_nodes: 8 | Time: 8.9186e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +Index: 71 | Active_nodes: 8 | Time: 9.1613e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +Index: 24 | Active_nodes: 8 | Time: 9.2698e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +Index: 26 | Active_nodes: 8 | Time: 9.2759e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +Index: 8 | Active_nodes: 8 | Time: 9.3035e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +Index: 2 | Active_nodes: 8 | Time: 9.3363e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +Index: 14 | Active_nodes: 8 | Time: 9.3646e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +Index: 0 | Active_nodes: 8 | Time: 9.3906e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Index: 32 | Active_nodes: 8 | Time: 9.5143e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +Index: 38 | Active_nodes: 8 | Time: 9.6717e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| ........................... -Average time: 1.3076e-04s +Average time: 9.1059e-04s -14 permutations have 29 max nodes. +16 permutations have 23 max nodes. +Index: 39 | Active_nodes: 8 | Time: 8.6248e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +Index: 63 | Active_nodes: 8 | Time: 8.6438e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +Index: 69 | Active_nodes: 8 | Time: 8.6697e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +Index: 83 | Active_nodes: 8 | Time: 8.8319e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +Index: 113 | Active_nodes: 8 | Time: 8.9259e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +Index: 45 | Active_nodes: 8 | Time: 8.9429e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +Index: 107 | Active_nodes: 8 | Time: 8.9913e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +Index: 89 | Active_nodes: 8 | Time: 9.2750e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +Index: 30 | Active_nodes: 8 | Time: 9.2820e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +Index: 6 | Active_nodes: 8 | Time: 9.3434e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +Index: 36 | Active_nodes: 8 | Time: 9.4881e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +Index: 74 | Active_nodes: 8 | Time: 9.5584e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +Index: 12 | Active_nodes: 8 | Time: 9.5663e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +Index: 80 | Active_nodes: 8 | Time: 9.5859e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +Index: 50 | Active_nodes: 8 | Time: 9.6725e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +Index: 56 | Active_nodes: 8 | Time: 9.7378e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| ........................... -Average time: 1.3256e-04s +Average time: 9.1962e-04s -10 permutations have 30 max nodes. +24 permutations have 24 max nodes. +Index: 81 | Active_nodes: 8 | Time: 8.6209e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +Index: 105 | Active_nodes: 8 | Time: 8.6296e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +Index: 111 | Active_nodes: 8 | Time: 8.7675e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +Index: 87 | Active_nodes: 8 | Time: 8.8002e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +Index: 117 | Active_nodes: 8 | Time: 8.8290e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +Index: 93 | Active_nodes: 8 | Time: 8.9467e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +Index: 119 | Active_nodes: 8 | Time: 8.9653e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +Index: 95 | Active_nodes: 8 | Time: 9.1487e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +Index: 48 | Active_nodes: 8 | Time: 9.3276e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +Index: 72 | Active_nodes: 8 | Time: 9.5397e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +Index: 54 | Active_nodes: 8 | Time: 9.5475e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +Index: 86 | Active_nodes: 8 | Time: 9.6225e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +Index: 84 | Active_nodes: 8 | Time: 9.6508e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +Index: 60 | Active_nodes: 8 | Time: 9.6910e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +Index: 78 | Active_nodes: 8 | Time: 9.7644e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +Index: 62 | Active_nodes: 8 | Time: 9.8501e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +Index: 25 | Active_nodes: 9 | Time: 9.2800e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +Index: 1 | Active_nodes: 9 | Time: 9.3057e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +Index: 28 | Active_nodes: 9 | Time: 9.4624e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +Index: 10 | Active_nodes: 9 | Time: 9.6125e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +Index: 4 | Active_nodes: 9 | Time: 9.6731e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +Index: 44 | Active_nodes: 9 | Time: 9.8459e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +Index: 20 | Active_nodes: 9 | Time: 9.9217e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +Index: 34 | Active_nodes: 9 | Time: 9.9506e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| ........................... -Average time: 1.3607e-04s +Average time: 9.3647e-04s -10 permutations have 31 max nodes. +8 permutations have 25 max nodes. +Index: 7 | Active_nodes: 9 | Time: 9.4144e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +Index: 98 | Active_nodes: 9 | Time: 9.5676e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +Index: 18 | Active_nodes: 9 | Time: 9.6000e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +Index: 31 | Active_nodes: 9 | Time: 9.6020e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +Index: 104 | Active_nodes: 9 | Time: 9.6579e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +Index: 42 | Active_nodes: 9 | Time: 9.6659e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +Index: 52 | Active_nodes: 9 | Time: 9.7216e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +Index: 58 | Active_nodes: 9 | Time: 9.8135e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| ........................... -Average time: 1.3114e-04s +Average time: 9.6303e-04s -14 permutations have 32 max nodes. +16 permutations have 26 max nodes. +Index: 5 | Active_nodes: 9 | Time: 9.3271e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +Index: 49 | Active_nodes: 9 | Time: 9.3465e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +Index: 27 | Active_nodes: 9 | Time: 9.3787e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +Index: 16 | Active_nodes: 9 | Time: 9.4766e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +Index: 55 | Active_nodes: 9 | Time: 9.4853e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +Index: 29 | Active_nodes: 9 | Time: 9.4981e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +Index: 22 | Active_nodes: 9 | Time: 9.5391e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +Index: 108 | Active_nodes: 9 | Time: 9.5571e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +Index: 40 | Active_nodes: 9 | Time: 9.6722e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +Index: 110 | Active_nodes: 9 | Time: 9.6729e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +Index: 68 | Active_nodes: 9 | Time: 9.7245e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +Index: 102 | Active_nodes: 9 | Time: 9.7472e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +Index: 46 | Active_nodes: 9 | Time: 9.8321e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +Index: 66 | Active_nodes: 9 | Time: 9.9661e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +Index: 3 | Active_nodes: 9 | Time: 1.3905e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +Index: 96 | Active_nodes: 9 | Time: 1.4105e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| ........................... -Average time: 1.3774e-04s +Average time: 1.0140e-03s -6 permutations have 33 max nodes. +16 permutations have 28 max nodes. +Index: 51 | Active_nodes: 9 | Time: 8.9180e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +Index: 53 | Active_nodes: 9 | Time: 8.9974e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +Index: 23 | Active_nodes: 9 | Time: 9.2491e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +Index: 9 | Active_nodes: 9 | Time: 9.2638e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +Index: 11 | Active_nodes: 9 | Time: 9.3038e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +Index: 76 | Active_nodes: 9 | Time: 9.4895e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +Index: 17 | Active_nodes: 9 | Time: 9.5414e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +Index: 100 | Active_nodes: 9 | Time: 9.5457e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +Index: 64 | Active_nodes: 9 | Time: 9.5731e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +Index: 37 | Active_nodes: 9 | Time: 9.6072e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +Index: 82 | Active_nodes: 9 | Time: 9.7720e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +Index: 106 | Active_nodes: 9 | Time: 9.8646e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +Index: 70 | Active_nodes: 9 | Time: 9.9106e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +Index: 19 | Active_nodes: 9 | Time: 9.9230e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +Index: 43 | Active_nodes: 9 | Time: 1.0002e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +Index: 13 | Active_nodes: 9 | Time: 1.4042e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| ........................... -Average time: 1.4583e-04s +Average time: 9.8127e-04s -12 permutations have 34 max nodes. +8 permutations have 29 max nodes. +Index: 101 | Active_nodes: 9 | Time: 9.2511e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +Index: 112 | Active_nodes: 9 | Time: 9.2518e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +Index: 15 | Active_nodes: 9 | Time: 9.2554e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +Index: 67 | Active_nodes: 9 | Time: 9.3067e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +Index: 88 | Active_nodes: 9 | Time: 9.3133e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +Index: 77 | Active_nodes: 9 | Time: 9.3839e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +Index: 61 | Active_nodes: 9 | Time: 9.4129e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +Index: 21 | Active_nodes: 9 | Time: 9.4141e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| ........................... -Average time: 1.5195e-04s +Average time: 9.3236e-04s -18 permutations have 35 max nodes. +16 permutations have 30 max nodes. +Index: 75 | Active_nodes: 9 | Time: 8.9793e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +Index: 85 | Active_nodes: 9 | Time: 9.1770e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +Index: 109 | Active_nodes: 9 | Time: 9.2354e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +Index: 73 | Active_nodes: 9 | Time: 9.3484e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +Index: 79 | Active_nodes: 9 | Time: 9.3617e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +Index: 97 | Active_nodes: 9 | Time: 9.4261e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| +Index: 103 | Active_nodes: 9 | Time: 9.4534e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +Index: 99 | Active_nodes: 9 | Time: 9.4932e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +Index: 114 | Active_nodes: 9 | Time: 9.6243e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +Index: 116 | Active_nodes: 9 | Time: 9.6412e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +Index: 115 | Active_nodes: 9 | Time: 9.6497e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +Index: 118 | Active_nodes: 9 | Time: 9.6548e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +Index: 92 | Active_nodes: 9 | Time: 9.7278e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +Index: 90 | Active_nodes: 9 | Time: 9.7367e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +Index: 91 | Active_nodes: 9 | Time: 9.8148e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +Index: 94 | Active_nodes: 9 | Time: 9.8771e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| ........................... -Average time: 1.3810e-04s +Average time: 9.5126e-04s -4 permutations have 36 max nodes. +________________________________________________________________________________________________ -........................... -Average time: 1.6167e-04s +execution time of: 8.5982e-04s: Index: 59 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -8 permutations have 37 max nodes. +execution time of: 8.6209e-04s: Index: 81 | Max_nodes: 24 | Active_nodes: 8 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -........................... -Average time: 1.3737e-04s +execution time of: 8.6248e-04s: Index: 39 | Max_nodes: 23 | Active_nodes: 8 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -4 permutations have 38 max nodes. +execution time of: 8.6296e-04s: Index: 105 | Max_nodes: 24 | Active_nodes: 8 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -........................... -Average time: 1.3668e-04s +execution time of: 8.6429e-04s: Index: 35 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -12 permutations have 39 max nodes. +execution time of: 8.6438e-04s: Index: 63 | Max_nodes: 23 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -........................... -Average time: 1.4077e-04s +execution time of: 8.6684e-04s: Index: 47 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -________________________________________________________________________________________________ +execution time of: 8.6697e-04s: Index: 69 | Max_nodes: 23 | Active_nodes: 8 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| + +execution time of: 8.7675e-04s: Index: 111 | Max_nodes: 24 | Active_nodes: 8 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| + +execution time of: 8.7986e-04s: Index: 65 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| + +execution time of: 8.8002e-04s: Index: 87 | Max_nodes: 24 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| + +execution time of: 8.8290e-04s: Index: 117 | Max_nodes: 24 | Active_nodes: 8 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| + +execution time of: 8.8319e-04s: Index: 83 | Max_nodes: 23 | Active_nodes: 8 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| + +execution time of: 8.8814e-04s: Index: 41 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| + +execution time of: 8.8987e-04s: Index: 33 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| + +execution time of: 8.9180e-04s: Index: 51 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| + +execution time of: 8.9186e-04s: Index: 57 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| + +execution time of: 8.9259e-04s: Index: 113 | Max_nodes: 23 | Active_nodes: 8 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| + +execution time of: 8.9429e-04s: Index: 45 | Max_nodes: 23 | Active_nodes: 8 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| + +execution time of: 8.9467e-04s: Index: 93 | Max_nodes: 24 | Active_nodes: 8 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| + +execution time of: 8.9653e-04s: Index: 119 | Max_nodes: 24 | Active_nodes: 8 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| + +execution time of: 8.9793e-04s: Index: 75 | Max_nodes: 30 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| + +execution time of: 8.9913e-04s: Index: 107 | Max_nodes: 23 | Active_nodes: 8 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| + +execution time of: 8.9974e-04s: Index: 53 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| + +execution time of: 9.1487e-04s: Index: 95 | Max_nodes: 24 | Active_nodes: 8 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| + +execution time of: 9.1613e-04s: Index: 71 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| + +execution time of: 9.1770e-04s: Index: 85 | Max_nodes: 30 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| + +execution time of: 9.2354e-04s: Index: 109 | Max_nodes: 30 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| + +execution time of: 9.2491e-04s: Index: 23 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| + +execution time of: 9.2511e-04s: Index: 101 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| + +execution time of: 9.2518e-04s: Index: 112 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| + +execution time of: 9.2554e-04s: Index: 15 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| + +execution time of: 9.2638e-04s: Index: 9 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| + +execution time of: 9.2698e-04s: Index: 24 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| + +execution time of: 9.2750e-04s: Index: 89 | Max_nodes: 23 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| + +execution time of: 9.2759e-04s: Index: 26 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| + +execution time of: 9.2800e-04s: Index: 25 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| + +execution time of: 9.2820e-04s: Index: 30 | Max_nodes: 23 | Active_nodes: 8 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| + +execution time of: 9.3035e-04s: Index: 8 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| + +execution time of: 9.3038e-04s: Index: 11 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| + +execution time of: 9.3057e-04s: Index: 1 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| + +execution time of: 9.3067e-04s: Index: 67 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| + +execution time of: 9.3133e-04s: Index: 88 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| + +execution time of: 9.3271e-04s: Index: 5 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| + +execution time of: 9.3276e-04s: Index: 48 | Max_nodes: 24 | Active_nodes: 8 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| + +execution time of: 9.3363e-04s: Index: 2 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| + +execution time of: 9.3434e-04s: Index: 6 | Max_nodes: 23 | Active_nodes: 8 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| + +execution time of: 9.3465e-04s: Index: 49 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| + +execution time of: 9.3484e-04s: Index: 73 | Max_nodes: 30 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| + +execution time of: 9.3617e-04s: Index: 79 | Max_nodes: 30 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| + +execution time of: 9.3646e-04s: Index: 14 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| + +execution time of: 9.3787e-04s: Index: 27 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| + +execution time of: 9.3839e-04s: Index: 77 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| + +execution time of: 9.3906e-04s: Index: 0 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| + +execution time of: 9.4129e-04s: Index: 61 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| + +execution time of: 9.4141e-04s: Index: 21 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| + +execution time of: 9.4144e-04s: Index: 7 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| + +execution time of: 9.4261e-04s: Index: 97 | Max_nodes: 30 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| + +execution time of: 9.4534e-04s: Index: 103 | Max_nodes: 30 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| + +execution time of: 9.4624e-04s: Index: 28 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| + +execution time of: 9.4766e-04s: Index: 16 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| + +execution time of: 9.4853e-04s: Index: 55 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| + +execution time of: 9.4881e-04s: Index: 36 | Max_nodes: 23 | Active_nodes: 8 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| + +execution time of: 9.4895e-04s: Index: 76 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| + +execution time of: 9.4932e-04s: Index: 99 | Max_nodes: 30 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| + +execution time of: 9.4981e-04s: Index: 29 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| + +execution time of: 9.5143e-04s: Index: 32 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| + +execution time of: 9.5391e-04s: Index: 22 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| + +execution time of: 9.5397e-04s: Index: 72 | Max_nodes: 24 | Active_nodes: 8 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| + +execution time of: 9.5414e-04s: Index: 17 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| + +execution time of: 9.5457e-04s: Index: 100 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| + +execution time of: 9.5475e-04s: Index: 54 | Max_nodes: 24 | Active_nodes: 8 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| + +execution time of: 9.5571e-04s: Index: 108 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| + +execution time of: 9.5584e-04s: Index: 74 | Max_nodes: 23 | Active_nodes: 8 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| + +execution time of: 9.5663e-04s: Index: 12 | Max_nodes: 23 | Active_nodes: 8 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| + +execution time of: 9.5676e-04s: Index: 98 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| + +execution time of: 9.5731e-04s: Index: 64 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| + +execution time of: 9.5859e-04s: Index: 80 | Max_nodes: 23 | Active_nodes: 8 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| + +execution time of: 9.6000e-04s: Index: 18 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| + +execution time of: 9.6020e-04s: Index: 31 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| + +execution time of: 9.6072e-04s: Index: 37 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| + +execution time of: 9.6125e-04s: Index: 10 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| + +execution time of: 9.6225e-04s: Index: 86 | Max_nodes: 24 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| + +execution time of: 9.6243e-04s: Index: 114 | Max_nodes: 30 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| + +execution time of: 9.6412e-04s: Index: 116 | Max_nodes: 30 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| + +execution time of: 9.6497e-04s: Index: 115 | Max_nodes: 30 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| + +execution time of: 9.6508e-04s: Index: 84 | Max_nodes: 24 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| + +execution time of: 9.6548e-04s: Index: 118 | Max_nodes: 30 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| + +execution time of: 9.6579e-04s: Index: 104 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| + +execution time of: 9.6659e-04s: Index: 42 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| + +execution time of: 9.6717e-04s: Index: 38 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| + +execution time of: 9.6722e-04s: Index: 40 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| + +execution time of: 9.6725e-04s: Index: 50 | Max_nodes: 23 | Active_nodes: 8 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| + +execution time of: 9.6729e-04s: Index: 110 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| + +execution time of: 9.6731e-04s: Index: 4 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| + +execution time of: 9.6910e-04s: Index: 60 | Max_nodes: 24 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| + +execution time of: 9.7216e-04s: Index: 52 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| + +execution time of: 9.7245e-04s: Index: 68 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| + +execution time of: 9.7278e-04s: Index: 92 | Max_nodes: 30 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| + +execution time of: 9.7367e-04s: Index: 90 | Max_nodes: 30 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| + +execution time of: 9.7378e-04s: Index: 56 | Max_nodes: 23 | Active_nodes: 8 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| + +execution time of: 9.7472e-04s: Index: 102 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| + +execution time of: 9.7644e-04s: Index: 78 | Max_nodes: 24 | Active_nodes: 8 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| + +execution time of: 9.7720e-04s: Index: 82 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| + +execution time of: 9.8135e-04s: Index: 58 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| + +execution time of: 9.8148e-04s: Index: 91 | Max_nodes: 30 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| + +execution time of: 9.8321e-04s: Index: 46 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| + +execution time of: 9.8459e-04s: Index: 44 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| + +execution time of: 9.8501e-04s: Index: 62 | Max_nodes: 24 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| + +execution time of: 9.8646e-04s: Index: 106 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| + +execution time of: 9.8771e-04s: Index: 94 | Max_nodes: 30 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| + +execution time of: 9.9106e-04s: Index: 70 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| + +execution time of: 9.9217e-04s: Index: 20 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| + +execution time of: 9.9230e-04s: Index: 19 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| + +execution time of: 9.9506e-04s: Index: 34 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| + +execution time of: 9.9661e-04s: Index: 66 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| + +execution time of: 1.0002e-03s: Index: 43 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| + +execution time of: 1.3905e-03s: Index: 3 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| + +execution time of: 1.4042e-03s: Index: 13 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| + +execution time of: 1.4105e-03s: Index: 96 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -execution time of: 1.2251e-04s: Index: 87 | Max_nodes: 31 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -execution time of: 1.2299e-04s: Index: 81 | Max_nodes: 30 | Active_nodes: 8 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -execution time of: 1.2312e-04s: Index: 105 | Max_nodes: 30 | Active_nodes: 8 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -execution time of: 1.2313e-04s: Index: 59 | Max_nodes: 28 | Active_nodes: 8 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -execution time of: 1.2342e-04s: Index: 39 | Max_nodes: 29 | Active_nodes: 8 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -execution time of: 1.2473e-04s: Index: 35 | Max_nodes: 28 | Active_nodes: 8 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -execution time of: 1.2490e-04s: Index: 69 | Max_nodes: 30 | Active_nodes: 8 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -execution time of: 1.2551e-04s: Index: 111 | Max_nodes: 31 | Active_nodes: 8 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -execution time of: 1.2626e-04s: Index: 47 | Max_nodes: 28 | Active_nodes: 8 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -execution time of: 1.2662e-04s: Index: 117 | Max_nodes: 31 | Active_nodes: 8 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -execution time of: 1.2690e-04s: Index: 83 | Max_nodes: 28 | Active_nodes: 8 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -execution time of: 1.2749e-04s: Index: 113 | Max_nodes: 29 | Active_nodes: 8 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -execution time of: 1.2788e-04s: Index: 33 | Max_nodes: 28 | Active_nodes: 8 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -execution time of: 1.2822e-04s: Index: 107 | Max_nodes: 28 | Active_nodes: 8 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -execution time of: 1.2869e-04s: Index: 41 | Max_nodes: 28 | Active_nodes: 8 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -execution time of: 1.2916e-04s: Index: 51 | Max_nodes: 35 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -execution time of: 1.2968e-04s: Index: 93 | Max_nodes: 31 | Active_nodes: 8 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -execution time of: 1.3043e-04s: Index: 26 | Max_nodes: 29 | Active_nodes: 8 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -execution time of: 1.3050e-04s: Index: 53 | Max_nodes: 35 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -execution time of: 1.3054e-04s: Index: 119 | Max_nodes: 31 | Active_nodes: 8 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -execution time of: 1.3097e-04s: Index: 48 | Max_nodes: 31 | Active_nodes: 8 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -execution time of: 1.3105e-04s: Index: 65 | Max_nodes: 29 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -execution time of: 1.3117e-04s: Index: 54 | Max_nodes: 32 | Active_nodes: 8 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -execution time of: 1.3169e-04s: Index: 75 | Max_nodes: 37 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -execution time of: 1.3194e-04s: Index: 45 | Max_nodes: 29 | Active_nodes: 8 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -execution time of: 1.3209e-04s: Index: 85 | Max_nodes: 39 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -execution time of: 1.3223e-04s: Index: 24 | Max_nodes: 29 | Active_nodes: 8 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -execution time of: 1.3232e-04s: Index: 25 | Max_nodes: 32 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -execution time of: 1.3265e-04s: Index: 23 | Max_nodes: 35 | Active_nodes: 9 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -execution time of: 1.3285e-04s: Index: 2 | Max_nodes: 29 | Active_nodes: 8 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -execution time of: 1.3311e-04s: Index: 29 | Max_nodes: 34 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -execution time of: 1.3312e-04s: Index: 55 | Max_nodes: 35 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -execution time of: 1.3353e-04s: Index: 77 | Max_nodes: 35 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -execution time of: 1.3357e-04s: Index: 6 | Max_nodes: 30 | Active_nodes: 8 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -execution time of: 1.3361e-04s: Index: 5 | Max_nodes: 34 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -execution time of: 1.3362e-04s: Index: 8 | Max_nodes: 29 | Active_nodes: 8 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -execution time of: 1.3364e-04s: Index: 109 | Max_nodes: 39 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -execution time of: 1.3365e-04s: Index: 28 | Max_nodes: 32 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -execution time of: 1.3391e-04s: Index: 49 | Max_nodes: 34 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -execution time of: 1.3424e-04s: Index: 101 | Max_nodes: 35 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -execution time of: 1.3435e-04s: Index: 79 | Max_nodes: 39 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -execution time of: 1.3445e-04s: Index: 86 | Max_nodes: 32 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -execution time of: 1.3445e-04s: Index: 74 | Max_nodes: 29 | Active_nodes: 8 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -execution time of: 1.3471e-04s: Index: 88 | Max_nodes: 37 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -execution time of: 1.3471e-04s: Index: 1 | Max_nodes: 32 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -execution time of: 1.3481e-04s: Index: 89 | Max_nodes: 29 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -execution time of: 1.3504e-04s: Index: 73 | Max_nodes: 38 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -execution time of: 1.3507e-04s: Index: 112 | Max_nodes: 37 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -execution time of: 1.3510e-04s: Index: 27 | Max_nodes: 34 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -execution time of: 1.3532e-04s: Index: 67 | Max_nodes: 38 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -execution time of: 1.3536e-04s: Index: 37 | Max_nodes: 37 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -execution time of: 1.3541e-04s: Index: 14 | Max_nodes: 29 | Active_nodes: 8 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -execution time of: 1.3552e-04s: Index: 36 | Max_nodes: 31 | Active_nodes: 8 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -execution time of: 1.3560e-04s: Index: 15 | Max_nodes: 36 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -execution time of: 1.3561e-04s: Index: 9 | Max_nodes: 35 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -execution time of: 1.3566e-04s: Index: 30 | Max_nodes: 31 | Active_nodes: 8 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -execution time of: 1.3592e-04s: Index: 71 | Max_nodes: 29 | Active_nodes: 8 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -execution time of: 1.3600e-04s: Index: 76 | Max_nodes: 34 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -execution time of: 1.3603e-04s: Index: 0 | Max_nodes: 29 | Active_nodes: 8 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -execution time of: 1.3604e-04s: Index: 102 | Max_nodes: 35 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -execution time of: 1.3618e-04s: Index: 95 | Max_nodes: 31 | Active_nodes: 8 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -execution time of: 1.3624e-04s: Index: 50 | Max_nodes: 29 | Active_nodes: 8 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -execution time of: 1.3651e-04s: Index: 104 | Max_nodes: 33 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -execution time of: 1.3669e-04s: Index: 99 | Max_nodes: 37 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -execution time of: 1.3673e-04s: Index: 103 | Max_nodes: 39 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -execution time of: 1.3746e-04s: Index: 7 | Max_nodes: 33 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -execution time of: 1.3753e-04s: Index: 38 | Max_nodes: 30 | Active_nodes: 8 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -execution time of: 1.3761e-04s: Index: 97 | Max_nodes: 38 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -execution time of: 1.3782e-04s: Index: 31 | Max_nodes: 34 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -execution time of: 1.3785e-04s: Index: 17 | Max_nodes: 35 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -execution time of: 1.3806e-04s: Index: 10 | Max_nodes: 32 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -execution time of: 1.3808e-04s: Index: 16 | Max_nodes: 34 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -execution time of: 1.3824e-04s: Index: 72 | Max_nodes: 31 | Active_nodes: 8 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -execution time of: 1.3829e-04s: Index: 11 | Max_nodes: 35 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -execution time of: 1.3849e-04s: Index: 40 | Max_nodes: 35 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -execution time of: 1.3855e-04s: Index: 52 | Max_nodes: 32 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -execution time of: 1.3860e-04s: Index: 21 | Max_nodes: 36 | Active_nodes: 9 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -execution time of: 1.3875e-04s: Index: 61 | Max_nodes: 38 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -execution time of: 1.3899e-04s: Index: 78 | Max_nodes: 32 | Active_nodes: 8 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -execution time of: 1.3907e-04s: Index: 110 | Max_nodes: 35 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -execution time of: 1.3922e-04s: Index: 98 | Max_nodes: 32 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -execution time of: 1.3924e-04s: Index: 100 | Max_nodes: 34 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -execution time of: 1.3931e-04s: Index: 32 | Max_nodes: 30 | Active_nodes: 8 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -execution time of: 1.3934e-04s: Index: 60 | Max_nodes: 32 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -execution time of: 1.3935e-04s: Index: 42 | Max_nodes: 34 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -execution time of: 1.3959e-04s: Index: 64 | Max_nodes: 37 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -execution time of: 1.3961e-04s: Index: 116 | Max_nodes: 39 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -execution time of: 1.4002e-04s: Index: 108 | Max_nodes: 35 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -execution time of: 1.4033e-04s: Index: 22 | Max_nodes: 34 | Active_nodes: 9 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -execution time of: 1.4036e-04s: Index: 4 | Max_nodes: 32 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -execution time of: 1.4065e-04s: Index: 68 | Max_nodes: 35 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -execution time of: 1.4068e-04s: Index: 84 | Max_nodes: 32 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -execution time of: 1.4090e-04s: Index: 56 | Max_nodes: 30 | Active_nodes: 8 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -execution time of: 1.4103e-04s: Index: 18 | Max_nodes: 33 | Active_nodes: 9 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -execution time of: 1.4121e-04s: Index: 80 | Max_nodes: 30 | Active_nodes: 8 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -execution time of: 1.4126e-04s: Index: 58 | Max_nodes: 33 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -execution time of: 1.4147e-04s: Index: 94 | Max_nodes: 39 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -execution time of: 1.4178e-04s: Index: 20 | Max_nodes: 32 | Active_nodes: 9 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -execution time of: 1.4203e-04s: Index: 43 | Max_nodes: 37 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -execution time of: 1.4249e-04s: Index: 82 | Max_nodes: 35 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -execution time of: 1.4250e-04s: Index: 115 | Max_nodes: 39 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -execution time of: 1.4267e-04s: Index: 12 | Max_nodes: 30 | Active_nodes: 8 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -execution time of: 1.4360e-04s: Index: 118 | Max_nodes: 39 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -execution time of: 1.4380e-04s: Index: 70 | Max_nodes: 37 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -execution time of: 1.4436e-04s: Index: 34 | Max_nodes: 33 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -execution time of: 1.4502e-04s: Index: 62 | Max_nodes: 32 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -execution time of: 1.4509e-04s: Index: 92 | Max_nodes: 39 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -execution time of: 1.4539e-04s: Index: 114 | Max_nodes: 39 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -execution time of: 1.4656e-04s: Index: 90 | Max_nodes: 39 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -execution time of: 1.4782e-04s: Index: 66 | Max_nodes: 35 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -execution time of: 1.4793e-04s: Index: 19 | Max_nodes: 36 | Active_nodes: 9 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -execution time of: 1.4807e-04s: Index: 106 | Max_nodes: 35 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -execution time of: 1.4818e-04s: Index: 91 | Max_nodes: 39 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -execution time of: 1.4824e-04s: Index: 46 | Max_nodes: 35 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -execution time of: 1.5449e-04s: Index: 63 | Max_nodes: 30 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -execution time of: 1.6025e-04s: Index: 57 | Max_nodes: 28 | Active_nodes: 8 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -execution time of: 1.7434e-04s: Index: 44 | Max_nodes: 33 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -execution time of: 2.2165e-04s: Index: 96 | Max_nodes: 34 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -execution time of: 2.2454e-04s: Index: 13 | Max_nodes: 36 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -execution time of: 2.3515e-04s: Index: 3 | Max_nodes: 34 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| ________________________________________________________________________________________________ Start Simulation of grover-noancilla_indep_qiskit_6__________________________________________________ @@ -1091,848 +1512,3007 @@ Start Simulation of grover-noancilla_indep_qiskit_6_____________________________ 457:...|...|...|...|...|...5 ..o:...0...1...2...3...4...5 Total Permutations: 720 -Min time: 3.7027e-04s................. Permutation 639: 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Max time: 6.6832e-04s................. Permutation 375: 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| +Min time: 2.3604e-03s................. Permutation 519: 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| +Max time: 3.9473e-03s................. Permutation 430: 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| Min active nodes: 10 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Min max nodes: 45 nodes.................... Permutation 443: 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| +Min max nodes: 37 nodes.................... Permutation 290: 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| Max active nodes: 11 nodes.................... Permutation 1 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Max max nodes: 68 nodes.................... Permutation 129: 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +Max max nodes: 58 nodes.................... Permutation 181: 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| ________________________________________________________________________________________________ 240 permutations have 10 active nodes. +Index: 707 | Max_nodes: 37 | Time: 2.3923e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +Index: 587 | Max_nodes: 37 | Time: 2.4483e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +Index: 443 | Max_nodes: 37 | Time: 2.4927e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| +Index: 683 | Max_nodes: 37 | Time: 2.5171e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| +Index: 563 | Max_nodes: 37 | Time: 2.5514e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| +Index: 467 | Max_nodes: 37 | Time: 2.5988e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| +Index: 530 | Max_nodes: 37 | Time: 2.6509e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| +Index: 410 | Max_nodes: 37 | Time: 2.6628e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| +Index: 314 | Max_nodes: 37 | Time: 2.6769e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| +Index: 554 | Max_nodes: 37 | Time: 2.6836e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| +Index: 290 | Max_nodes: 37 | Time: 2.6845e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| +Index: 434 | Max_nodes: 37 | Time: 2.7040e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| +Index: 593 | Max_nodes: 38 | Time: 2.4626e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +Index: 689 | Max_nodes: 38 | Time: 2.4627e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +Index: 713 | Max_nodes: 38 | Time: 2.4776e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +Index: 449 | Max_nodes: 38 | Time: 2.5596e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| +Index: 473 | Max_nodes: 38 | Time: 2.5596e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +Index: 569 | Max_nodes: 38 | Time: 2.5646e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| +Index: 536 | Max_nodes: 38 | Time: 2.6370e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| +Index: 440 | Max_nodes: 38 | Time: 2.6401e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| +Index: 560 | Max_nodes: 38 | Time: 2.6552e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| +Index: 296 | Max_nodes: 38 | Time: 2.7166e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| +Index: 320 | Max_nodes: 38 | Time: 2.7187e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| +Index: 416 | Max_nodes: 38 | Time: 2.8017e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| +Index: 177 | Max_nodes: 40 | Time: 2.4993e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| +Index: 323 | Max_nodes: 40 | Time: 2.5123e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| +Index: 299 | Max_nodes: 40 | Time: 2.5172e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| +Index: 347 | Max_nodes: 40 | Time: 2.5201e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| +Index: 185 | Max_nodes: 40 | Time: 2.5244e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| +Index: 209 | Max_nodes: 40 | Time: 2.5263e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| +Index: 191 | Max_nodes: 40 | Time: 2.5321e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| +Index: 297 | Max_nodes: 40 | Time: 2.5331e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| +Index: 321 | Max_nodes: 40 | Time: 2.5571e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| +Index: 201 | Max_nodes: 40 | Time: 2.5708e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| +Index: 225 | Max_nodes: 40 | Time: 2.5882e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| +Index: 168 | Max_nodes: 40 | Time: 2.5900e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| +Index: 239 | Max_nodes: 40 | Time: 2.5918e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| +Index: 144 | Max_nodes: 40 | Time: 2.5965e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +Index: 233 | Max_nodes: 40 | Time: 2.5975e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| +Index: 345 | Max_nodes: 40 | Time: 2.6034e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| +Index: 192 | Max_nodes: 40 | Time: 2.6072e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| +Index: 227 | Max_nodes: 40 | Time: 2.6245e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| +Index: 80 | Max_nodes: 40 | Time: 2.6474e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| +Index: 215 | Max_nodes: 40 | Time: 2.6530e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| +Index: 146 | Max_nodes: 40 | Time: 2.6565e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| +Index: 194 | Max_nodes: 40 | Time: 2.6607e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| +Index: 179 | Max_nodes: 40 | Time: 2.6677e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| +Index: 62 | Max_nodes: 40 | Time: 2.6699e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| +Index: 48 | Max_nodes: 40 | Time: 2.6702e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +Index: 170 | Max_nodes: 40 | Time: 2.6743e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| +Index: 32 | Max_nodes: 40 | Time: 2.6822e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +Index: 24 | Max_nodes: 40 | Time: 2.6864e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +Index: 86 | Max_nodes: 40 | Time: 2.6888e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| +Index: 50 | Max_nodes: 40 | Time: 2.7014e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| +Index: 203 | Max_nodes: 40 | Time: 2.7023e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| +Index: 26 | Max_nodes: 40 | Time: 2.7064e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +Index: 74 | Max_nodes: 40 | Time: 2.7069e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| +Index: 38 | Max_nodes: 40 | Time: 2.7173e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| +Index: 56 | Max_nodes: 40 | Time: 2.7314e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| +Index: 72 | Max_nodes: 40 | Time: 2.7782e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +Index: 335 | Max_nodes: 41 | Time: 2.5356e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +Index: 311 | Max_nodes: 41 | Time: 2.5399e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| +Index: 305 | Max_nodes: 41 | Time: 2.5672e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| +Index: 329 | Max_nodes: 41 | Time: 2.5800e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| +Index: 353 | Max_nodes: 41 | Time: 2.5860e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| +Index: 200 | Max_nodes: 41 | Time: 2.6826e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| +Index: 359 | Max_nodes: 41 | Time: 2.6984e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +Index: 182 | Max_nodes: 41 | Time: 2.7052e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| +Index: 152 | Max_nodes: 41 | Time: 2.7056e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| +Index: 176 | Max_nodes: 41 | Time: 2.7257e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| +Index: 206 | Max_nodes: 41 | Time: 2.7438e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| +Index: 158 | Max_nodes: 41 | Time: 2.7567e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| +Index: 561 | Max_nodes: 42 | Time: 2.3680e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| +Index: 681 | Max_nodes: 42 | Time: 2.3880e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| +Index: 441 | Max_nodes: 42 | Time: 2.3896e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| +Index: 705 | Max_nodes: 42 | Time: 2.4112e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +Index: 537 | Max_nodes: 42 | Time: 2.4489e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| +Index: 465 | Max_nodes: 42 | Time: 2.4498e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| +Index: 419 | Max_nodes: 42 | Time: 2.4663e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| +Index: 657 | Max_nodes: 42 | Time: 2.4792e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| +Index: 659 | Max_nodes: 42 | Time: 2.4923e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| +Index: 585 | Max_nodes: 42 | Time: 2.4968e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +Index: 408 | Max_nodes: 42 | Time: 2.5135e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| +Index: 167 | Max_nodes: 42 | Time: 2.5178e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| +Index: 384 | Max_nodes: 42 | Time: 2.5224e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| +Index: 161 | Max_nodes: 42 | Time: 2.5289e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| +Index: 417 | Max_nodes: 42 | Time: 2.5508e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| +Index: 159 | Max_nodes: 42 | Time: 2.5532e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| +Index: 189 | Max_nodes: 42 | Time: 2.5551e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 0| +Index: 528 | Max_nodes: 42 | Time: 2.5659e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| +Index: 231 | Max_nodes: 42 | Time: 2.5666e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| +Index: 183 | Max_nodes: 42 | Time: 2.5676e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| +Index: 207 | Max_nodes: 42 | Time: 2.5693e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| +Index: 539 | Max_nodes: 42 | Time: 2.5735e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| +Index: 264 | Max_nodes: 42 | Time: 2.5829e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +Index: 386 | Max_nodes: 42 | Time: 2.5987e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| +Index: 504 | Max_nodes: 42 | Time: 2.6006e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 5| +Index: 213 | Max_nodes: 42 | Time: 2.6036e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| +Index: 266 | Max_nodes: 42 | Time: 2.6176e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| +Index: 165 | Max_nodes: 42 | Time: 2.6213e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| +Index: 153 | Max_nodes: 42 | Time: 2.6250e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +Index: 506 | Max_nodes: 42 | Time: 2.6279e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| +Index: 237 | Max_nodes: 42 | Time: 2.6439e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| +Index: 288 | Max_nodes: 42 | Time: 2.6556e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| +Index: 6 | Max_nodes: 42 | Time: 2.6572e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Index: 14 | Max_nodes: 42 | Time: 2.6660e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +Index: 0 | Max_nodes: 42 | Time: 2.6670e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Index: 552 | Max_nodes: 42 | Time: 2.6883e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| +Index: 155 | Max_nodes: 42 | Time: 2.6923e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| +Index: 54 | Max_nodes: 42 | Time: 2.6964e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +Index: 30 | Max_nodes: 42 | Time: 2.6967e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +Index: 78 | Max_nodes: 42 | Time: 2.7002e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +Index: 84 | Max_nodes: 42 | Time: 2.7029e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| +Index: 12 | Max_nodes: 42 | Time: 2.7055e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +Index: 36 | Max_nodes: 42 | Time: 2.7065e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +Index: 432 | Max_nodes: 42 | Time: 2.7116e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| +Index: 8 | Max_nodes: 42 | Time: 2.7131e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +Index: 2 | Max_nodes: 42 | Time: 2.7185e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 312 | Max_nodes: 42 | Time: 2.7233e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| +Index: 60 | Max_nodes: 42 | Time: 2.7642e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| +Index: 519 | Max_nodes: 43 | Time: 2.3604e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| +Index: 639 | Max_nodes: 43 | Time: 2.3847e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| +Index: 513 | Max_nodes: 43 | Time: 2.3892e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| +Index: 719 | Max_nodes: 43 | Time: 2.4205e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +Index: 671 | Max_nodes: 43 | Time: 2.4546e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +Index: 393 | Max_nodes: 43 | Time: 2.4584e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| +Index: 399 | Max_nodes: 43 | Time: 2.4604e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| +Index: 645 | Max_nodes: 43 | Time: 2.4650e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| +Index: 407 | Max_nodes: 43 | Time: 2.4815e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| +Index: 633 | Max_nodes: 43 | Time: 2.4854e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| +Index: 515 | Max_nodes: 43 | Time: 2.4917e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0| +Index: 279 | Max_nodes: 43 | Time: 2.4948e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| +Index: 641 | Max_nodes: 43 | Time: 2.4958e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| +Index: 525 | Max_nodes: 43 | Time: 2.4980e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| +Index: 273 | Max_nodes: 43 | Time: 2.5014e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +Index: 599 | Max_nodes: 43 | Time: 2.5203e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +Index: 527 | Max_nodes: 43 | Time: 2.5224e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| +Index: 395 | Max_nodes: 43 | Time: 2.5251e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| +Index: 425 | Max_nodes: 43 | Time: 2.5263e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| +Index: 665 | Max_nodes: 43 | Time: 2.5267e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| +Index: 575 | Max_nodes: 43 | Time: 2.5303e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +Index: 281 | Max_nodes: 43 | Time: 2.5446e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| +Index: 521 | Max_nodes: 43 | Time: 2.5485e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| +Index: 405 | Max_nodes: 43 | Time: 2.5577e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| +Index: 551 | Max_nodes: 43 | Time: 2.5786e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +Index: 545 | Max_nodes: 43 | Time: 2.5818e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| +Index: 431 | Max_nodes: 43 | Time: 2.5890e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| +Index: 479 | Max_nodes: 43 | Time: 2.5949e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +Index: 275 | Max_nodes: 43 | Time: 2.6008e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| +Index: 455 | Max_nodes: 43 | Time: 2.6031e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +Index: 360 | Max_nodes: 43 | Time: 2.6066e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +Index: 647 | Max_nodes: 43 | Time: 2.6074e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 0| +Index: 242 | Max_nodes: 43 | Time: 2.6098e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +Index: 285 | Max_nodes: 43 | Time: 2.6099e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| +Index: 480 | Max_nodes: 43 | Time: 2.6190e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +Index: 566 | Max_nodes: 43 | Time: 2.6198e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +Index: 486 | Max_nodes: 43 | Time: 2.6240e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +Index: 482 | Max_nodes: 43 | Time: 2.6244e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| +Index: 488 | Max_nodes: 43 | Time: 2.6271e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| +Index: 635 | Max_nodes: 43 | Time: 2.6346e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| +Index: 128 | Max_nodes: 43 | Time: 2.6389e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +Index: 240 | Max_nodes: 43 | Time: 2.6448e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +Index: 252 | Max_nodes: 43 | Time: 2.6468e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +Index: 366 | Max_nodes: 43 | Time: 2.6547e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +Index: 248 | Max_nodes: 43 | Time: 2.6645e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +Index: 494 | Max_nodes: 43 | Time: 2.6661e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| +Index: 695 | Max_nodes: 43 | Time: 2.6805e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +Index: 132 | Max_nodes: 43 | Time: 2.6862e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +Index: 278 | Max_nodes: 43 | Time: 2.6862e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| +Index: 492 | Max_nodes: 43 | Time: 2.6869e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| +Index: 120 | Max_nodes: 43 | Time: 2.6870e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Index: 134 | Max_nodes: 43 | Time: 2.6885e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +Index: 518 | Max_nodes: 43 | Time: 2.6891e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| +Index: 362 | Max_nodes: 43 | Time: 2.6931e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| +Index: 302 | Max_nodes: 43 | Time: 2.6960e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| +Index: 542 | Max_nodes: 43 | Time: 2.7058e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| +Index: 422 | Max_nodes: 43 | Time: 2.7105e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| +Index: 374 | Max_nodes: 43 | Time: 2.7118e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 5| +Index: 287 | Max_nodes: 43 | Time: 2.7126e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| +Index: 398 | Max_nodes: 43 | Time: 2.7172e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| +Index: 372 | Max_nodes: 43 | Time: 2.7176e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| +Index: 246 | Max_nodes: 43 | Time: 2.7177e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +Index: 122 | Max_nodes: 43 | Time: 2.7246e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 368 | Max_nodes: 43 | Time: 2.7307e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| +Index: 126 | Max_nodes: 43 | Time: 2.7394e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Index: 254 | Max_nodes: 43 | Time: 2.7415e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| +Index: 512 | Max_nodes: 43 | Time: 2.7702e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| +Index: 392 | Max_nodes: 43 | Time: 2.7762e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| +Index: 446 | Max_nodes: 43 | Time: 2.7772e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +Index: 272 | Max_nodes: 43 | Time: 2.7899e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| +Index: 326 | Max_nodes: 43 | Time: 2.8561e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| +Index: 401 | Max_nodes: 43 | Time: 3.7805e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0| +Index: 567 | Max_nodes: 44 | Time: 2.4360e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| +Index: 687 | Max_nodes: 44 | Time: 2.4387e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +Index: 423 | Max_nodes: 44 | Time: 2.4397e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| +Index: 471 | Max_nodes: 44 | Time: 2.4663e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +Index: 543 | Max_nodes: 44 | Time: 2.4719e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| +Index: 711 | Max_nodes: 44 | Time: 2.4734e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| +Index: 447 | Max_nodes: 44 | Time: 2.4874e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| +Index: 429 | Max_nodes: 44 | Time: 2.4934e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| +Index: 591 | Max_nodes: 44 | Time: 2.5231e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| +Index: 303 | Max_nodes: 44 | Time: 2.5312e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| +Index: 663 | Max_nodes: 44 | Time: 2.5337e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| +Index: 309 | Max_nodes: 44 | Time: 2.5353e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| +Index: 333 | Max_nodes: 44 | Time: 2.5371e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| +Index: 327 | Max_nodes: 44 | Time: 2.5372e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| +Index: 414 | Max_nodes: 44 | Time: 2.5401e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| +Index: 669 | Max_nodes: 44 | Time: 2.5451e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| +Index: 717 | Max_nodes: 44 | Time: 2.5622e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +Index: 390 | Max_nodes: 44 | Time: 2.5734e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| +Index: 534 | Max_nodes: 44 | Time: 2.5785e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5| +Index: 351 | Max_nodes: 44 | Time: 2.5865e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| +Index: 549 | Max_nodes: 44 | Time: 2.5885e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| +Index: 573 | Max_nodes: 44 | Time: 2.6010e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +Index: 453 | Max_nodes: 44 | Time: 2.6077e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +Index: 693 | Max_nodes: 44 | Time: 2.6119e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +Index: 174 | Max_nodes: 44 | Time: 2.6238e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| +Index: 294 | Max_nodes: 44 | Time: 2.6250e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| +Index: 597 | Max_nodes: 44 | Time: 2.6257e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +Index: 564 | Max_nodes: 44 | Time: 2.6308e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +Index: 270 | Max_nodes: 44 | Time: 2.6413e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| +Index: 276 | Max_nodes: 44 | Time: 2.6425e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| +Index: 198 | Max_nodes: 44 | Time: 2.6441e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| +Index: 438 | Max_nodes: 44 | Time: 2.6507e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| +Index: 204 | Max_nodes: 44 | Time: 2.6614e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| +Index: 444 | Max_nodes: 44 | Time: 2.6640e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +Index: 540 | Max_nodes: 44 | Time: 2.6701e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| +Index: 510 | Max_nodes: 44 | Time: 2.6739e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| +Index: 558 | Max_nodes: 44 | Time: 2.6804e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| +Index: 156 | Max_nodes: 44 | Time: 2.6870e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| +Index: 318 | Max_nodes: 44 | Time: 2.6896e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 5| +Index: 477 | Max_nodes: 44 | Time: 2.7043e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +Index: 324 | Max_nodes: 44 | Time: 2.7201e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| +Index: 150 | Max_nodes: 44 | Time: 2.7285e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| +Index: 420 | Max_nodes: 44 | Time: 2.7342e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| +Index: 300 | Max_nodes: 44 | Time: 2.7414e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| +Index: 516 | Max_nodes: 44 | Time: 2.7531e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| +Index: 357 | Max_nodes: 44 | Time: 2.7549e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| +Index: 180 | Max_nodes: 44 | Time: 2.7659e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| +Index: 396 | Max_nodes: 44 | Time: 2.8022e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| ........................... -Average time: 4.1741e-04s +Average time: 2.6141e-03s 480 permutations have 11 active nodes. +Index: 650 | Max_nodes: 39 | Time: 2.6189e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| +Index: 338 | Max_nodes: 39 | Time: 2.7577e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| +Index: 292 | Max_nodes: 39 | Time: 2.7777e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 4| +Index: 674 | Max_nodes: 39 | Time: 2.7783e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| +Index: 458 | Max_nodes: 39 | Time: 2.7826e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| +Index: 412 | Max_nodes: 39 | Time: 2.7979e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4| +Index: 680 | Max_nodes: 40 | Time: 2.6176e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| +Index: 656 | Max_nodes: 40 | Time: 2.6457e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| +Index: 464 | Max_nodes: 40 | Time: 2.7345e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| +Index: 418 | Max_nodes: 40 | Time: 2.7713e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| +Index: 344 | Max_nodes: 40 | Time: 2.7794e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| +Index: 298 | Max_nodes: 40 | Time: 2.7831e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| +Index: 216 | Max_nodes: 42 | Time: 2.6569e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| +Index: 169 | Max_nodes: 42 | Time: 2.6892e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| +Index: 148 | Max_nodes: 42 | Time: 2.6923e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| +Index: 49 | Max_nodes: 42 | Time: 2.7011e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +Index: 25 | Max_nodes: 42 | Time: 2.7139e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +Index: 172 | Max_nodes: 42 | Time: 2.7259e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| +Index: 96 | Max_nodes: 42 | Time: 2.7317e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +Index: 28 | Max_nodes: 42 | Time: 2.7317e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +Index: 218 | Max_nodes: 42 | Time: 2.7320e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| +Index: 145 | Max_nodes: 42 | Time: 2.7335e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +Index: 44 | Max_nodes: 42 | Time: 2.7645e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| +Index: 110 | Max_nodes: 42 | Time: 2.7680e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 4| +Index: 68 | Max_nodes: 42 | Time: 2.7892e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| +Index: 34 | Max_nodes: 42 | Time: 2.8093e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| +Index: 98 | Max_nodes: 42 | Time: 2.8098e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| +Index: 52 | Max_nodes: 42 | Time: 2.8278e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| +Index: 104 | Max_nodes: 42 | Time: 2.8532e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| +Index: 58 | Max_nodes: 42 | Time: 2.9497e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| +Index: 698 | Max_nodes: 43 | Time: 2.5936e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| +Index: 652 | Max_nodes: 43 | Time: 2.6458e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3| +Index: 578 | Max_nodes: 43 | Time: 2.6508e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| +Index: 532 | Max_nodes: 43 | Time: 2.6901e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| +Index: 316 | Max_nodes: 43 | Time: 2.7307e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| +Index: 188 | Max_nodes: 43 | Time: 2.7573e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 4| +Index: 340 | Max_nodes: 43 | Time: 2.7813e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| +Index: 164 | Max_nodes: 43 | Time: 2.7830e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| +Index: 154 | Max_nodes: 43 | Time: 2.7868e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| +Index: 178 | Max_nodes: 43 | Time: 2.7872e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| +Index: 230 | Max_nodes: 43 | Time: 2.7942e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| +Index: 224 | Max_nodes: 43 | Time: 2.8038e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| +Index: 409 | Max_nodes: 44 | Time: 2.5573e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| +Index: 648 | Max_nodes: 44 | Time: 2.5948e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| +Index: 624 | Max_nodes: 44 | Time: 2.5965e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| +Index: 584 | Max_nodes: 44 | Time: 2.6092e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +Index: 265 | Max_nodes: 44 | Time: 2.6150e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +Index: 704 | Max_nodes: 44 | Time: 2.6259e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +Index: 385 | Max_nodes: 44 | Time: 2.6358e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4| +Index: 289 | Max_nodes: 44 | Time: 2.6507e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| +Index: 268 | Max_nodes: 44 | Time: 2.6634e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| +Index: 626 | Max_nodes: 44 | Time: 2.6664e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| +Index: 55 | Max_nodes: 44 | Time: 2.6723e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| +Index: 658 | Max_nodes: 44 | Time: 2.6942e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| +Index: 1 | Max_nodes: 44 | Time: 2.6948e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Index: 538 | Max_nodes: 44 | Time: 2.6967e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| +Index: 18 | Max_nodes: 44 | Time: 2.7271e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +Index: 322 | Max_nodes: 44 | Time: 2.7373e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| +Index: 4 | Max_nodes: 44 | Time: 2.7380e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +Index: 336 | Max_nodes: 44 | Time: 2.7384e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| +Index: 672 | Max_nodes: 44 | Time: 2.7460e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| +Index: 10 | Max_nodes: 44 | Time: 2.7511e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +Index: 20 | Max_nodes: 44 | Time: 2.7570e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +Index: 102 | Max_nodes: 44 | Time: 2.7571e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| +Index: 31 | Max_nodes: 44 | Time: 2.7611e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| +Index: 7 | Max_nodes: 44 | Time: 2.7672e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +Index: 66 | Max_nodes: 44 | Time: 2.7795e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| +Index: 42 | Max_nodes: 44 | Time: 2.7849e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| +Index: 456 | Max_nodes: 44 | Time: 2.7910e-03s | 0 -> 3|1 -> 5|2 -> 0|3 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2.7317e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| +Index: 219 | Max_nodes: 52 | Time: 2.7320e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| +Index: 221 | Max_nodes: 52 | Time: 2.7411e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| +Index: 255 | Max_nodes: 52 | Time: 2.7443e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +Index: 261 | Max_nodes: 52 | Time: 2.7455e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| +Index: 623 | Max_nodes: 52 | Time: 2.7504e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| +Index: 197 | Max_nodes: 52 | Time: 2.7615e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| +Index: 99 | Max_nodes: 52 | Time: 2.7624e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| +Index: 70 | Max_nodes: 52 | Time: 2.7739e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| +Index: 88 | Max_nodes: 52 | Time: 2.7860e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| +Index: 53 | Max_nodes: 52 | Time: 2.7894e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +Index: 112 | 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-> 2| +Index: 208 | Max_nodes: 53 | Time: 2.7768e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 2| +Index: 238 | Max_nodes: 53 | Time: 2.8219e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 2| +Index: 565 | Max_nodes: 54 | Time: 2.5239e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| +Index: 667 | Max_nodes: 54 | Time: 2.5588e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| +Index: 709 | Max_nodes: 54 | Time: 2.5611e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| +Index: 301 | Max_nodes: 54 | Time: 2.5856e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| +Index: 685 | Max_nodes: 54 | Time: 2.5878e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| +Index: 589 | Max_nodes: 54 | Time: 2.5889e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| +Index: 715 | Max_nodes: 54 | Time: 2.6237e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +Index: 445 | Max_nodes: 54 | Time: 2.6262e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| +Index: 541 | Max_nodes: 54 | Time: 2.6265e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| +Index: 571 | Max_nodes: 54 | Time: 2.6314e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| +Index: 469 | Max_nodes: 54 | Time: 2.6352e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| +Index: 427 | Max_nodes: 54 | Time: 2.6596e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 1| +Index: 331 | Max_nodes: 54 | Time: 2.6620e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1| +Index: 421 | Max_nodes: 54 | Time: 2.6668e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| +Index: 325 | Max_nodes: 54 | Time: 2.6672e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1| +Index: 595 | Max_nodes: 54 | Time: 2.6692e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +Index: 475 | Max_nodes: 54 | Time: 2.6860e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| +Index: 307 | Max_nodes: 54 | Time: 2.6898e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| +Index: 661 | Max_nodes: 54 | Time: 2.6985e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| +Index: 451 | Max_nodes: 54 | Time: 2.7003e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| +Index: 691 | Max_nodes: 54 | Time: 2.7392e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| +Index: 547 | Max_nodes: 54 | Time: 2.7498e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| +Index: 349 | Max_nodes: 54 | Time: 2.7568e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| +Index: 355 | Max_nodes: 54 | Time: 2.7736e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| +Index: 507 | Max_nodes: 56 | Time: 2.5625e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 2| +Index: 553 | Max_nodes: 56 | Time: 2.5659e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2| +Index: 673 | Max_nodes: 56 | Time: 2.5918e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| +Index: 629 | Max_nodes: 56 | Time: 2.6283e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| +Index: 509 | Max_nodes: 56 | Time: 2.6423e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 2| +Index: 577 | Max_nodes: 56 | Time: 2.6675e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| +Index: 387 | Max_nodes: 56 | Time: 2.6740e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 2| +Index: 627 | Max_nodes: 56 | Time: 2.6795e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 2| +Index: 697 | Max_nodes: 56 | Time: 2.6876e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| +Index: 85 | Max_nodes: 56 | Time: 2.7127e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| +Index: 21 | Max_nodes: 56 | Time: 2.7432e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +Index: 15 | Max_nodes: 56 | Time: 2.7479e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +Index: 67 | Max_nodes: 56 | Time: 2.7551e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| +Index: 17 | Max_nodes: 56 | Time: 2.7569e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +Index: 389 | Max_nodes: 56 | Time: 2.7615e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| +Index: 91 | Max_nodes: 56 | Time: 2.7855e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| +Index: 109 | Max_nodes: 56 | Time: 2.7858e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| +Index: 61 | Max_nodes: 56 | Time: 2.7891e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| +Index: 9 | Max_nodes: 56 | Time: 2.8070e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +Index: 115 | Max_nodes: 56 | Time: 2.8185e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| +Index: 11 | Max_nodes: 56 | Time: 2.8512e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +Index: 23 | Max_nodes: 56 | Time: 2.9437e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +Index: 433 | Max_nodes: 56 | Time: 3.7697e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 2| +Index: 457 | Max_nodes: 56 | Time: 3.8379e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| +Index: 363 | Max_nodes: 57 | Time: 2.5987e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +Index: 603 | Max_nodes: 57 | Time: 2.6040e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2| +Index: 483 | Max_nodes: 57 | Time: 2.6045e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| +Index: 493 | Max_nodes: 57 | Time: 2.6422e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2| +Index: 520 | Max_nodes: 57 | Time: 2.6466e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| +Index: 572 | Max_nodes: 57 | Time: 2.6493e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| +Index: 622 | Max_nodes: 57 | Time: 2.6642e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| +Index: 605 | Max_nodes: 57 | Time: 2.6697e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 2| +Index: 616 | Max_nodes: 57 | Time: 2.6792e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| +Index: 613 | Max_nodes: 57 | Time: 2.6804e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| +Index: 640 | Max_nodes: 57 | Time: 2.6815e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| +Index: 496 | Max_nodes: 57 | Time: 2.6883e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 2| +Index: 382 | Max_nodes: 57 | Time: 2.6938e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2| +Index: 499 | Max_nodes: 57 | Time: 2.6940e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| +Index: 365 | Max_nodes: 57 | Time: 2.7048e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +Index: 526 | Max_nodes: 57 | Time: 2.7054e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 2| +Index: 376 | Max_nodes: 57 | Time: 2.7057e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2| +Index: 485 | Max_nodes: 57 | Time: 2.7164e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| +Index: 452 | Max_nodes: 57 | Time: 2.7235e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| +Index: 129 | Max_nodes: 57 | Time: 2.7258e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +Index: 646 | Max_nodes: 57 | Time: 2.7284e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| +Index: 373 | Max_nodes: 57 | Time: 2.7302e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 2| +Index: 400 | Max_nodes: 57 | Time: 2.7313e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| +Index: 135 | Max_nodes: 57 | Time: 2.7563e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +Index: 406 | Max_nodes: 57 | Time: 2.7580e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| +Index: 137 | Max_nodes: 57 | Time: 2.7690e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +Index: 619 | Max_nodes: 57 | Time: 2.7800e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2| +Index: 596 | Max_nodes: 57 | Time: 2.7854e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +Index: 141 | Max_nodes: 57 | Time: 2.7909e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +Index: 502 | Max_nodes: 57 | Time: 2.7913e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| +Index: 716 | Max_nodes: 57 | Time: 2.7947e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +Index: 131 | Max_nodes: 57 | Time: 2.7988e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +Index: 692 | Max_nodes: 57 | Time: 2.8120e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +Index: 379 | Max_nodes: 57 | Time: 2.8154e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| +Index: 476 | Max_nodes: 57 | Time: 2.8367e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +Index: 143 | Max_nodes: 57 | Time: 2.8441e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +Index: 559 | Max_nodes: 58 | Time: 2.5018e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 2| +Index: 439 | Max_nodes: 58 | Time: 2.5736e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2| +Index: 679 | Max_nodes: 58 | Time: 2.5863e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| +Index: 583 | Max_nodes: 58 | Time: 2.6075e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| +Index: 463 | Max_nodes: 58 | Time: 2.6156e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 2| +Index: 703 | Max_nodes: 58 | Time: 2.6253e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| +Index: 517 | Max_nodes: 58 | Time: 2.6339e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| +Index: 637 | Max_nodes: 58 | Time: 2.6632e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 2| +Index: 714 | Max_nodes: 58 | Time: 2.6711e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +Index: 403 | Max_nodes: 58 | Time: 2.6813e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2| +Index: 643 | Max_nodes: 58 | Time: 2.6876e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| +Index: 397 | Max_nodes: 58 | Time: 2.6948e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 2| +Index: 570 | Max_nodes: 58 | Time: 2.7021e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| +Index: 690 | Max_nodes: 58 | Time: 2.7317e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| +Index: 474 | Max_nodes: 58 | Time: 2.7683e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| +Index: 187 | Max_nodes: 58 | Time: 2.7731e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| +Index: 523 | Max_nodes: 58 | Time: 2.7807e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| +Index: 450 | Max_nodes: 58 | Time: 2.7821e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| +Index: 594 | Max_nodes: 58 | Time: 2.7904e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +Index: 211 | Max_nodes: 58 | Time: 2.8440e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 2| +Index: 205 | Max_nodes: 58 | Time: 2.8553e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| +Index: 181 | Max_nodes: 58 | Time: 2.8666e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| +Index: 235 | Max_nodes: 58 | Time: 2.9271e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| +Index: 229 | Max_nodes: 58 | Time: 2.9415e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2| ........................... -Average time: 4.3696e-04s +Average time: 2.7271e-03s ________________________________________________________________________________________________ -12 permutations have 45 max nodes. +12 permutations have 37 max nodes. +Index: 707 | Active_nodes: 10 | Time: 2.3923e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +Index: 587 | Active_nodes: 10 | Time: 2.4483e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +Index: 443 | Active_nodes: 10 | Time: 2.4927e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| +Index: 683 | Active_nodes: 10 | Time: 2.5171e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| +Index: 563 | Active_nodes: 10 | Time: 2.5514e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| +Index: 467 | Active_nodes: 10 | Time: 2.5988e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| +Index: 530 | Active_nodes: 10 | Time: 2.6509e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| +Index: 410 | Active_nodes: 10 | Time: 2.6628e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| +Index: 314 | Active_nodes: 10 | Time: 2.6769e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| +Index: 554 | Active_nodes: 10 | Time: 2.6836e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| +Index: 290 | Active_nodes: 10 | Time: 2.6845e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| +Index: 434 | Active_nodes: 10 | Time: 2.7040e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| ........................... -Average time: 4.1380e-04s +Average time: 2.5886e-03s -12 permutations have 46 max nodes. +12 permutations have 38 max nodes. +Index: 593 | Active_nodes: 10 | Time: 2.4626e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +Index: 689 | Active_nodes: 10 | Time: 2.4627e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +Index: 713 | Active_nodes: 10 | Time: 2.4776e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +Index: 449 | Active_nodes: 10 | Time: 2.5596e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| +Index: 473 | Active_nodes: 10 | Time: 2.5596e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +Index: 569 | Active_nodes: 10 | Time: 2.5646e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| +Index: 536 | Active_nodes: 10 | Time: 2.6370e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| +Index: 440 | Active_nodes: 10 | Time: 2.6401e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| +Index: 560 | Active_nodes: 10 | Time: 2.6552e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| +Index: 296 | Active_nodes: 10 | Time: 2.7166e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| +Index: 320 | Active_nodes: 10 | Time: 2.7187e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| +Index: 416 | Active_nodes: 10 | Time: 2.8017e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| ........................... -Average time: 4.1472e-04s +Average time: 2.6047e-03s -12 permutations have 48 max nodes. +6 permutations have 39 max nodes. +Index: 650 | Active_nodes: 11 | Time: 2.6189e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| +Index: 338 | Active_nodes: 11 | Time: 2.7577e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| +Index: 292 | Active_nodes: 11 | Time: 2.7777e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 4| +Index: 674 | Active_nodes: 11 | Time: 2.7783e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| +Index: 458 | Active_nodes: 11 | Time: 2.7826e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| +Index: 412 | Active_nodes: 11 | Time: 2.7979e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4| ........................... -Average time: 4.2064e-04s +Average time: 2.7522e-03s -36 permutations have 49 max nodes. +42 permutations have 40 max nodes. +Index: 177 | Active_nodes: 10 | Time: 2.4993e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| +Index: 323 | Active_nodes: 10 | Time: 2.5123e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| +Index: 299 | Active_nodes: 10 | Time: 2.5172e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| +Index: 347 | Active_nodes: 10 | Time: 2.5201e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| +Index: 185 | Active_nodes: 10 | Time: 2.5244e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| +Index: 209 | Active_nodes: 10 | Time: 2.5263e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| +Index: 191 | Active_nodes: 10 | Time: 2.5321e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| +Index: 297 | Active_nodes: 10 | Time: 2.5331e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| +Index: 321 | Active_nodes: 10 | Time: 2.5571e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| +Index: 201 | Active_nodes: 10 | Time: 2.5708e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| +Index: 225 | Active_nodes: 10 | Time: 2.5882e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| +Index: 168 | Active_nodes: 10 | Time: 2.5900e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| +Index: 239 | Active_nodes: 10 | Time: 2.5918e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| +Index: 144 | Active_nodes: 10 | Time: 2.5965e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +Index: 233 | Active_nodes: 10 | Time: 2.5975e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| +Index: 345 | Active_nodes: 10 | Time: 2.6034e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| +Index: 192 | Active_nodes: 10 | Time: 2.6072e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| +Index: 227 | Active_nodes: 10 | Time: 2.6245e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| +Index: 80 | Active_nodes: 10 | Time: 2.6474e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| +Index: 215 | Active_nodes: 10 | Time: 2.6530e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| +Index: 146 | Active_nodes: 10 | Time: 2.6565e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| +Index: 194 | Active_nodes: 10 | Time: 2.6607e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| +Index: 179 | Active_nodes: 10 | Time: 2.6677e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| +Index: 62 | Active_nodes: 10 | Time: 2.6699e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| +Index: 48 | Active_nodes: 10 | Time: 2.6702e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +Index: 170 | Active_nodes: 10 | Time: 2.6743e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| +Index: 32 | Active_nodes: 10 | Time: 2.6822e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +Index: 24 | Active_nodes: 10 | Time: 2.6864e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +Index: 86 | Active_nodes: 10 | Time: 2.6888e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| +Index: 50 | Active_nodes: 10 | Time: 2.7014e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| +Index: 203 | Active_nodes: 10 | Time: 2.7023e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| +Index: 26 | Active_nodes: 10 | Time: 2.7064e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +Index: 74 | Active_nodes: 10 | Time: 2.7069e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| +Index: 38 | Active_nodes: 10 | Time: 2.7173e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| +Index: 56 | Active_nodes: 10 | Time: 2.7314e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| +Index: 72 | Active_nodes: 10 | Time: 2.7782e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +Index: 680 | Active_nodes: 11 | Time: 2.6176e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| +Index: 656 | Active_nodes: 11 | Time: 2.6457e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| +Index: 464 | Active_nodes: 11 | Time: 2.7345e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| +Index: 418 | Active_nodes: 11 | Time: 2.7713e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| +Index: 344 | Active_nodes: 11 | Time: 2.7794e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| +Index: 298 | Active_nodes: 11 | Time: 2.7831e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| ........................... -Average time: 4.2228e-04s +Average time: 2.6387e-03s -24 permutations have 50 max nodes. +12 permutations have 41 max nodes. +Index: 335 | Active_nodes: 10 | Time: 2.5356e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +Index: 311 | Active_nodes: 10 | Time: 2.5399e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| +Index: 305 | Active_nodes: 10 | Time: 2.5672e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| +Index: 329 | Active_nodes: 10 | Time: 2.5800e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| +Index: 353 | Active_nodes: 10 | Time: 2.5860e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| +Index: 200 | Active_nodes: 10 | Time: 2.6826e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| +Index: 359 | Active_nodes: 10 | Time: 2.6984e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +Index: 182 | Active_nodes: 10 | Time: 2.7052e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| +Index: 152 | Active_nodes: 10 | Time: 2.7056e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| +Index: 176 | Active_nodes: 10 | Time: 2.7257e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| +Index: 206 | Active_nodes: 10 | Time: 2.7438e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| +Index: 158 | Active_nodes: 10 | Time: 2.7567e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| ........................... -Average time: 4.2109e-04s +Average time: 2.6522e-03s -36 permutations have 51 max nodes. +66 permutations have 42 max nodes. +Index: 561 | Active_nodes: 10 | Time: 2.3680e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| +Index: 681 | Active_nodes: 10 | Time: 2.3880e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| +Index: 441 | Active_nodes: 10 | Time: 2.3896e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| +Index: 705 | Active_nodes: 10 | Time: 2.4112e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +Index: 537 | Active_nodes: 10 | Time: 2.4489e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| +Index: 465 | Active_nodes: 10 | Time: 2.4498e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| +Index: 419 | Active_nodes: 10 | Time: 2.4663e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| +Index: 657 | Active_nodes: 10 | Time: 2.4792e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| +Index: 659 | Active_nodes: 10 | Time: 2.4923e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| +Index: 585 | Active_nodes: 10 | Time: 2.4968e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +Index: 408 | Active_nodes: 10 | Time: 2.5135e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| +Index: 167 | Active_nodes: 10 | Time: 2.5178e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| +Index: 384 | Active_nodes: 10 | Time: 2.5224e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| +Index: 161 | Active_nodes: 10 | Time: 2.5289e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| +Index: 417 | Active_nodes: 10 | Time: 2.5508e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| +Index: 159 | Active_nodes: 10 | Time: 2.5532e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| +Index: 189 | Active_nodes: 10 | Time: 2.5551e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 0| +Index: 528 | Active_nodes: 10 | Time: 2.5659e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| +Index: 231 | Active_nodes: 10 | Time: 2.5666e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| +Index: 183 | Active_nodes: 10 | Time: 2.5676e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| +Index: 207 | Active_nodes: 10 | Time: 2.5693e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| +Index: 539 | Active_nodes: 10 | Time: 2.5735e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| +Index: 264 | Active_nodes: 10 | Time: 2.5829e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +Index: 386 | Active_nodes: 10 | Time: 2.5987e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| +Index: 504 | Active_nodes: 10 | Time: 2.6006e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 5| +Index: 213 | Active_nodes: 10 | Time: 2.6036e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| +Index: 266 | Active_nodes: 10 | Time: 2.6176e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| +Index: 165 | Active_nodes: 10 | Time: 2.6213e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| +Index: 153 | Active_nodes: 10 | Time: 2.6250e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +Index: 506 | Active_nodes: 10 | Time: 2.6279e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| +Index: 237 | Active_nodes: 10 | Time: 2.6439e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| +Index: 288 | Active_nodes: 10 | Time: 2.6556e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| +Index: 6 | Active_nodes: 10 | Time: 2.6572e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Index: 14 | Active_nodes: 10 | Time: 2.6660e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +Index: 0 | Active_nodes: 10 | Time: 2.6670e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Index: 552 | Active_nodes: 10 | Time: 2.6883e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| +Index: 155 | Active_nodes: 10 | Time: 2.6923e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| +Index: 54 | Active_nodes: 10 | Time: 2.6964e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +Index: 30 | Active_nodes: 10 | Time: 2.6967e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +Index: 78 | Active_nodes: 10 | Time: 2.7002e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +Index: 84 | Active_nodes: 10 | Time: 2.7029e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| +Index: 12 | Active_nodes: 10 | Time: 2.7055e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +Index: 36 | Active_nodes: 10 | Time: 2.7065e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +Index: 432 | Active_nodes: 10 | Time: 2.7116e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| +Index: 8 | Active_nodes: 10 | Time: 2.7131e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +Index: 2 | Active_nodes: 10 | Time: 2.7185e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 312 | Active_nodes: 10 | Time: 2.7233e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| +Index: 60 | Active_nodes: 10 | Time: 2.7642e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| +Index: 216 | Active_nodes: 11 | Time: 2.6569e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| +Index: 169 | Active_nodes: 11 | Time: 2.6892e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| +Index: 148 | Active_nodes: 11 | Time: 2.6923e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| +Index: 49 | Active_nodes: 11 | Time: 2.7011e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +Index: 25 | Active_nodes: 11 | Time: 2.7139e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +Index: 172 | Active_nodes: 11 | Time: 2.7259e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| +Index: 96 | Active_nodes: 11 | Time: 2.7317e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +Index: 28 | Active_nodes: 11 | Time: 2.7317e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +Index: 218 | Active_nodes: 11 | Time: 2.7320e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| +Index: 145 | Active_nodes: 11 | Time: 2.7335e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +Index: 44 | Active_nodes: 11 | Time: 2.7645e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| +Index: 110 | Active_nodes: 11 | Time: 2.7680e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 4| +Index: 68 | Active_nodes: 11 | Time: 2.7892e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| +Index: 34 | Active_nodes: 11 | Time: 2.8093e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| +Index: 98 | Active_nodes: 11 | Time: 2.8098e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| +Index: 52 | Active_nodes: 11 | Time: 2.8278e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| +Index: 104 | Active_nodes: 11 | Time: 2.8532e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| +Index: 58 | Active_nodes: 11 | Time: 2.9497e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| ........................... -Average time: 4.1840e-04s +Average time: 2.6370e-03s -84 permutations have 52 max nodes. +84 permutations have 43 max nodes. +Index: 519 | Active_nodes: 10 | Time: 2.3604e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| +Index: 639 | Active_nodes: 10 | Time: 2.3847e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| +Index: 513 | Active_nodes: 10 | Time: 2.3892e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| +Index: 719 | Active_nodes: 10 | Time: 2.4205e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +Index: 671 | Active_nodes: 10 | Time: 2.4546e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +Index: 393 | Active_nodes: 10 | Time: 2.4584e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| +Index: 399 | Active_nodes: 10 | Time: 2.4604e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| +Index: 645 | Active_nodes: 10 | Time: 2.4650e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| +Index: 407 | Active_nodes: 10 | Time: 2.4815e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| +Index: 633 | Active_nodes: 10 | Time: 2.4854e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| +Index: 515 | Active_nodes: 10 | Time: 2.4917e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0| +Index: 279 | Active_nodes: 10 | Time: 2.4948e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| +Index: 641 | Active_nodes: 10 | Time: 2.4958e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| +Index: 525 | Active_nodes: 10 | Time: 2.4980e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| +Index: 273 | Active_nodes: 10 | Time: 2.5014e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +Index: 599 | Active_nodes: 10 | Time: 2.5203e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +Index: 527 | Active_nodes: 10 | Time: 2.5224e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| +Index: 395 | Active_nodes: 10 | Time: 2.5251e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| +Index: 425 | Active_nodes: 10 | Time: 2.5263e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| +Index: 665 | Active_nodes: 10 | Time: 2.5267e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| +Index: 575 | Active_nodes: 10 | Time: 2.5303e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +Index: 281 | Active_nodes: 10 | Time: 2.5446e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| +Index: 521 | Active_nodes: 10 | Time: 2.5485e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| +Index: 405 | Active_nodes: 10 | Time: 2.5577e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| +Index: 551 | Active_nodes: 10 | Time: 2.5786e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +Index: 545 | Active_nodes: 10 | Time: 2.5818e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| +Index: 431 | Active_nodes: 10 | Time: 2.5890e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| +Index: 479 | Active_nodes: 10 | Time: 2.5949e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +Index: 275 | Active_nodes: 10 | Time: 2.6008e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| +Index: 455 | Active_nodes: 10 | Time: 2.6031e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +Index: 360 | Active_nodes: 10 | Time: 2.6066e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +Index: 647 | Active_nodes: 10 | Time: 2.6074e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 0| +Index: 242 | Active_nodes: 10 | Time: 2.6098e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +Index: 285 | Active_nodes: 10 | Time: 2.6099e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| +Index: 480 | Active_nodes: 10 | Time: 2.6190e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +Index: 566 | Active_nodes: 10 | Time: 2.6198e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +Index: 486 | Active_nodes: 10 | Time: 2.6240e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +Index: 482 | Active_nodes: 10 | Time: 2.6244e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| +Index: 488 | Active_nodes: 10 | Time: 2.6271e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| +Index: 635 | Active_nodes: 10 | Time: 2.6346e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| +Index: 128 | Active_nodes: 10 | Time: 2.6389e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +Index: 240 | Active_nodes: 10 | Time: 2.6448e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +Index: 252 | Active_nodes: 10 | Time: 2.6468e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +Index: 366 | Active_nodes: 10 | Time: 2.6547e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +Index: 248 | Active_nodes: 10 | Time: 2.6645e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +Index: 494 | Active_nodes: 10 | Time: 2.6661e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| +Index: 695 | Active_nodes: 10 | Time: 2.6805e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +Index: 132 | Active_nodes: 10 | Time: 2.6862e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +Index: 278 | Active_nodes: 10 | Time: 2.6862e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| +Index: 492 | Active_nodes: 10 | Time: 2.6869e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| +Index: 120 | Active_nodes: 10 | Time: 2.6870e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Index: 134 | Active_nodes: 10 | Time: 2.6885e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +Index: 518 | Active_nodes: 10 | Time: 2.6891e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| +Index: 362 | Active_nodes: 10 | Time: 2.6931e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| +Index: 302 | Active_nodes: 10 | Time: 2.6960e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| +Index: 542 | Active_nodes: 10 | Time: 2.7058e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| +Index: 422 | Active_nodes: 10 | Time: 2.7105e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| +Index: 374 | Active_nodes: 10 | Time: 2.7118e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 5| +Index: 287 | Active_nodes: 10 | Time: 2.7126e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| +Index: 398 | Active_nodes: 10 | Time: 2.7172e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| +Index: 372 | Active_nodes: 10 | Time: 2.7176e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| +Index: 246 | Active_nodes: 10 | Time: 2.7177e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +Index: 122 | Active_nodes: 10 | Time: 2.7246e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 368 | Active_nodes: 10 | Time: 2.7307e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| +Index: 126 | Active_nodes: 10 | Time: 2.7394e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Index: 254 | Active_nodes: 10 | Time: 2.7415e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| +Index: 512 | Active_nodes: 10 | Time: 2.7702e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| +Index: 392 | Active_nodes: 10 | Time: 2.7762e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| +Index: 446 | Active_nodes: 10 | Time: 2.7772e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +Index: 272 | Active_nodes: 10 | Time: 2.7899e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| +Index: 326 | Active_nodes: 10 | Time: 2.8561e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| +Index: 401 | Active_nodes: 10 | Time: 3.7805e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0| +Index: 698 | Active_nodes: 11 | Time: 2.5936e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| +Index: 652 | Active_nodes: 11 | Time: 2.6458e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3| +Index: 578 | Active_nodes: 11 | Time: 2.6508e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| +Index: 532 | Active_nodes: 11 | Time: 2.6901e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| +Index: 316 | Active_nodes: 11 | Time: 2.7307e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| +Index: 188 | Active_nodes: 11 | Time: 2.7573e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 4| +Index: 340 | Active_nodes: 11 | Time: 2.7813e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| +Index: 164 | Active_nodes: 11 | Time: 2.7830e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| +Index: 154 | Active_nodes: 11 | Time: 2.7868e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| +Index: 178 | Active_nodes: 11 | Time: 2.7872e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| +Index: 230 | Active_nodes: 11 | Time: 2.7942e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| +Index: 224 | Active_nodes: 11 | Time: 2.8038e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| ........................... -Average time: 4.1840e-04s +Average time: 2.6425e-03s -72 permutations have 53 max nodes. +78 permutations have 44 max nodes. +Index: 567 | Active_nodes: 10 | Time: 2.4360e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| +Index: 687 | Active_nodes: 10 | Time: 2.4387e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +Index: 423 | Active_nodes: 10 | Time: 2.4397e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| +Index: 471 | Active_nodes: 10 | Time: 2.4663e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +Index: 543 | Active_nodes: 10 | Time: 2.4719e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| +Index: 711 | Active_nodes: 10 | Time: 2.4734e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| +Index: 447 | Active_nodes: 10 | Time: 2.4874e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| +Index: 429 | Active_nodes: 10 | Time: 2.4934e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| +Index: 591 | Active_nodes: 10 | Time: 2.5231e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| +Index: 303 | Active_nodes: 10 | Time: 2.5312e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| +Index: 663 | Active_nodes: 10 | Time: 2.5337e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| +Index: 309 | Active_nodes: 10 | Time: 2.5353e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| +Index: 333 | Active_nodes: 10 | Time: 2.5371e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| +Index: 327 | Active_nodes: 10 | Time: 2.5372e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| +Index: 414 | Active_nodes: 10 | Time: 2.5401e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| +Index: 669 | Active_nodes: 10 | Time: 2.5451e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| +Index: 717 | Active_nodes: 10 | Time: 2.5622e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +Index: 390 | Active_nodes: 10 | Time: 2.5734e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| +Index: 534 | Active_nodes: 10 | Time: 2.5785e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5| +Index: 351 | Active_nodes: 10 | Time: 2.5865e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| +Index: 549 | Active_nodes: 10 | Time: 2.5885e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| +Index: 573 | Active_nodes: 10 | Time: 2.6010e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +Index: 453 | Active_nodes: 10 | Time: 2.6077e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +Index: 693 | Active_nodes: 10 | Time: 2.6119e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +Index: 174 | Active_nodes: 10 | Time: 2.6238e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| +Index: 294 | Active_nodes: 10 | Time: 2.6250e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| +Index: 597 | Active_nodes: 10 | Time: 2.6257e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +Index: 564 | Active_nodes: 10 | Time: 2.6308e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +Index: 270 | Active_nodes: 10 | Time: 2.6413e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| +Index: 276 | Active_nodes: 10 | Time: 2.6425e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| +Index: 198 | Active_nodes: 10 | Time: 2.6441e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| +Index: 438 | Active_nodes: 10 | Time: 2.6507e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| +Index: 204 | Active_nodes: 10 | Time: 2.6614e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| +Index: 444 | Active_nodes: 10 | Time: 2.6640e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +Index: 540 | Active_nodes: 10 | Time: 2.6701e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| +Index: 510 | Active_nodes: 10 | Time: 2.6739e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| +Index: 558 | Active_nodes: 10 | Time: 2.6804e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| +Index: 156 | Active_nodes: 10 | Time: 2.6870e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| +Index: 318 | Active_nodes: 10 | Time: 2.6896e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 5| +Index: 477 | Active_nodes: 10 | Time: 2.7043e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +Index: 324 | Active_nodes: 10 | Time: 2.7201e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| +Index: 150 | Active_nodes: 10 | Time: 2.7285e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| +Index: 420 | Active_nodes: 10 | Time: 2.7342e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| +Index: 300 | Active_nodes: 10 | Time: 2.7414e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| +Index: 516 | Active_nodes: 10 | Time: 2.7531e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| +Index: 357 | Active_nodes: 10 | Time: 2.7549e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| +Index: 180 | Active_nodes: 10 | Time: 2.7659e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| +Index: 396 | Active_nodes: 10 | Time: 2.8022e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| +Index: 409 | Active_nodes: 11 | Time: 2.5573e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| +Index: 648 | Active_nodes: 11 | Time: 2.5948e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| +Index: 624 | Active_nodes: 11 | Time: 2.5965e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| +Index: 584 | Active_nodes: 11 | Time: 2.6092e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +Index: 265 | Active_nodes: 11 | Time: 2.6150e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +Index: 704 | Active_nodes: 11 | Time: 2.6259e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +Index: 385 | Active_nodes: 11 | Time: 2.6358e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4| +Index: 289 | Active_nodes: 11 | Time: 2.6507e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| +Index: 268 | Active_nodes: 11 | Time: 2.6634e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| +Index: 626 | Active_nodes: 11 | Time: 2.6664e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| +Index: 55 | Active_nodes: 11 | Time: 2.6723e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| +Index: 658 | Active_nodes: 11 | Time: 2.6942e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| +Index: 1 | Active_nodes: 11 | Time: 2.6948e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Index: 538 | Active_nodes: 11 | Time: 2.6967e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| +Index: 18 | Active_nodes: 11 | Time: 2.7271e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +Index: 322 | Active_nodes: 11 | Time: 2.7373e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| +Index: 4 | Active_nodes: 11 | Time: 2.7380e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +Index: 336 | Active_nodes: 11 | Time: 2.7384e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| +Index: 672 | Active_nodes: 11 | Time: 2.7460e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| +Index: 10 | Active_nodes: 11 | Time: 2.7511e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +Index: 20 | Active_nodes: 11 | Time: 2.7570e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +Index: 102 | Active_nodes: 11 | Time: 2.7571e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| +Index: 31 | Active_nodes: 11 | Time: 2.7611e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| +Index: 7 | Active_nodes: 11 | Time: 2.7672e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +Index: 66 | Active_nodes: 11 | Time: 2.7795e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| +Index: 42 | Active_nodes: 11 | Time: 2.7849e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| +Index: 456 | Active_nodes: 11 | Time: 2.7910e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| +Index: 388 | Active_nodes: 11 | Time: 2.7932e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| +Index: 346 | Active_nodes: 11 | Time: 2.7977e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| +Index: 108 | Active_nodes: 11 | Time: 2.8204e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| ........................... -Average time: 4.2532e-04s +Average time: 2.6466e-03s -12 permutations have 54 max nodes. +42 permutations have 45 max nodes. +Index: 677 | Active_nodes: 11 | Time: 2.6022e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| +Index: 461 | Active_nodes: 11 | Time: 2.6207e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 1| +Index: 557 | Active_nodes: 11 | Time: 2.6340e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| +Index: 614 | Active_nodes: 11 | Time: 2.6404e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4| +Index: 602 | Active_nodes: 11 | Time: 2.6447e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 4| +Index: 600 | Active_nodes: 11 | Time: 2.6459e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +Index: 686 | Active_nodes: 11 | Time: 2.6540e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +Index: 244 | Active_nodes: 11 | Time: 2.6591e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +Index: 241 | Active_nodes: 11 | Time: 2.6673e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +Index: 612 | Active_nodes: 11 | Time: 2.6676e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4| +Index: 632 | Active_nodes: 11 | Time: 2.6826e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| +Index: 470 | Active_nodes: 11 | Time: 2.6841e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +Index: 437 | Active_nodes: 11 | Time: 2.6845e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 1| +Index: 662 | Active_nodes: 11 | Time: 2.6907e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| +Index: 367 | Active_nodes: 11 | Time: 2.6944e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| +Index: 606 | Active_nodes: 11 | Time: 2.6994e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4| +Index: 638 | Active_nodes: 11 | Time: 2.7030e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| +Index: 127 | Active_nodes: 11 | Time: 2.7057e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +Index: 608 | Active_nodes: 11 | Time: 2.7090e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| +Index: 130 | Active_nodes: 11 | Time: 2.7240e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +Index: 258 | Active_nodes: 11 | Time: 2.7340e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| +Index: 247 | Active_nodes: 11 | Time: 2.7396e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| +Index: 140 | Active_nodes: 11 | Time: 2.7416e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +Index: 350 | Active_nodes: 11 | Time: 2.7464e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| +Index: 428 | Active_nodes: 11 | Time: 2.7588e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| +Index: 380 | Active_nodes: 11 | Time: 2.7635e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 4| +Index: 138 | Active_nodes: 11 | Time: 2.7649e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +Index: 284 | Active_nodes: 11 | Time: 2.7662e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| +Index: 404 | Active_nodes: 11 | Time: 2.7665e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| +Index: 378 | Active_nodes: 11 | Time: 2.7746e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 4| +Index: 364 | Active_nodes: 11 | Time: 2.7762e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| +Index: 124 | Active_nodes: 11 | Time: 2.7840e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +Index: 308 | Active_nodes: 11 | Time: 2.7853e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| +Index: 260 | Active_nodes: 11 | Time: 2.7889e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 4| +Index: 370 | Active_nodes: 11 | Time: 2.7908e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 4| +Index: 274 | Active_nodes: 11 | Time: 2.7910e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| +Index: 581 | Active_nodes: 11 | Time: 2.7926e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| +Index: 121 | Active_nodes: 11 | Time: 2.7947e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Index: 394 | Active_nodes: 11 | Time: 2.7961e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| +Index: 250 | Active_nodes: 11 | Time: 2.8021e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| +Index: 701 | Active_nodes: 11 | Time: 2.8096e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| +Index: 361 | Active_nodes: 11 | Time: 2.8553e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| ........................... -Average time: 4.3627e-04s +Average time: 2.7271e-03s -48 permutations have 55 max nodes. +48 permutations have 46 max nodes. +Index: 415 | Active_nodes: 11 | Time: 2.5713e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| +Index: 700 | Active_nodes: 11 | Time: 2.6035e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 2| +Index: 654 | Active_nodes: 11 | Time: 2.6106e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4| +Index: 556 | Active_nodes: 11 | Time: 2.6133e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| +Index: 678 | Active_nodes: 11 | Time: 2.6141e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| +Index: 684 | Active_nodes: 11 | Time: 2.6313e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| +Index: 436 | Active_nodes: 11 | Time: 2.6412e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 2| +Index: 580 | Active_nodes: 11 | Time: 2.6446e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 2| +Index: 676 | Active_nodes: 11 | Time: 2.6452e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| +Index: 391 | Active_nodes: 11 | Time: 2.6485e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| +Index: 630 | Active_nodes: 11 | Time: 2.6497e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| +Index: 295 | Active_nodes: 11 | Time: 2.6879e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 4| +Index: 462 | Active_nodes: 11 | Time: 2.6905e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 4| +Index: 342 | Active_nodes: 11 | Time: 2.7061e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 4| +Index: 636 | Active_nodes: 11 | Time: 2.7138e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| +Index: 151 | Active_nodes: 11 | Time: 2.7175e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| +Index: 660 | Active_nodes: 11 | Time: 2.7228e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| +Index: 193 | Active_nodes: 11 | Time: 2.7241e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| +Index: 147 | Active_nodes: 11 | Time: 2.7300e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| +Index: 149 | Active_nodes: 11 | Time: 2.7310e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| +Index: 468 | Active_nodes: 11 | Time: 2.7330e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| +Index: 186 | Active_nodes: 11 | Time: 2.7357e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| +Index: 282 | Active_nodes: 11 | Time: 2.7404e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| +Index: 175 | Active_nodes: 11 | Time: 2.7412e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| +Index: 217 | Active_nodes: 11 | Time: 2.7416e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| +Index: 196 | Active_nodes: 11 | Time: 2.7437e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| +Index: 220 | Active_nodes: 11 | Time: 2.7444e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| +Index: 27 | Active_nodes: 11 | Time: 2.7535e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +Index: 116 | Active_nodes: 11 | Time: 2.7548e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 3| +Index: 460 | Active_nodes: 11 | Time: 2.7583e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 2| +Index: 162 | Active_nodes: 11 | Time: 2.7606e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| +Index: 40 | Active_nodes: 11 | Time: 2.7609e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| +Index: 97 | Active_nodes: 11 | Time: 2.7688e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| +Index: 92 | Active_nodes: 11 | Time: 2.7691e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3| +Index: 402 | Active_nodes: 11 | Time: 2.7868e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 4| +Index: 426 | Active_nodes: 11 | Time: 2.7914e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| +Index: 73 | Active_nodes: 11 | Time: 2.7917e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| +Index: 228 | Active_nodes: 11 | Time: 2.8033e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 4| +Index: 76 | Active_nodes: 11 | Time: 2.8048e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| +Index: 271 | Active_nodes: 11 | Time: 2.8122e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| +Index: 222 | Active_nodes: 11 | Time: 2.8259e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| +Index: 100 | Active_nodes: 11 | Time: 2.8283e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| +Index: 348 | Active_nodes: 11 | Time: 2.8291e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 4| +Index: 29 | Active_nodes: 11 | Time: 2.8365e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +Index: 106 | Active_nodes: 11 | Time: 2.8384e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| +Index: 46 | Active_nodes: 11 | Time: 2.8528e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| +Index: 306 | Active_nodes: 11 | Time: 2.8530e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| +Index: 82 | Active_nodes: 11 | Time: 2.8553e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| ........................... -Average time: 4.2785e-04s +Average time: 2.7357e-03s -60 permutations have 56 max nodes. +18 permutations have 47 max nodes. +Index: 688 | Active_nodes: 11 | Time: 2.5649e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| +Index: 562 | Active_nodes: 11 | Time: 2.5988e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| +Index: 592 | Active_nodes: 11 | Time: 2.6273e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +Index: 586 | Active_nodes: 11 | Time: 2.6295e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| +Index: 706 | Active_nodes: 11 | Time: 2.6337e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| +Index: 568 | Active_nodes: 11 | Time: 2.6503e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| +Index: 712 | Active_nodes: 11 | Time: 2.6640e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +Index: 472 | Active_nodes: 11 | Time: 2.6650e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| +Index: 682 | Active_nodes: 11 | Time: 2.6960e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| +Index: 442 | Active_nodes: 11 | Time: 2.7043e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| +Index: 448 | Active_nodes: 11 | Time: 2.7572e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| +Index: 202 | Active_nodes: 11 | Time: 2.7817e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| +Index: 226 | Active_nodes: 11 | Time: 2.7935e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| +Index: 236 | Active_nodes: 11 | Time: 2.8068e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| +Index: 166 | Active_nodes: 11 | Time: 2.8150e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 3| +Index: 212 | Active_nodes: 11 | Time: 2.8257e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| +Index: 466 | Active_nodes: 11 | Time: 2.8391e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| +Index: 160 | Active_nodes: 11 | Time: 2.8528e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| ........................... -Average time: 4.3257e-04s +Average time: 2.7170e-03s -24 permutations have 57 max nodes. +42 permutations have 48 max nodes. +Index: 339 | Active_nodes: 11 | Time: 2.5729e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 1| +Index: 341 | Active_nodes: 11 | Time: 2.5872e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| +Index: 315 | Active_nodes: 11 | Time: 2.5880e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| +Index: 291 | Active_nodes: 11 | Time: 2.5935e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| +Index: 293 | Active_nodes: 11 | Time: 2.5942e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 1| +Index: 576 | Active_nodes: 11 | Time: 2.6228e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| +Index: 65 | Active_nodes: 11 | Time: 2.6280e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| +Index: 529 | Active_nodes: 11 | Time: 2.6296e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| +Index: 317 | Active_nodes: 11 | Time: 2.6400e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 1| +Index: 505 | Active_nodes: 11 | Time: 2.6518e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 3| +Index: 696 | Active_nodes: 11 | Time: 2.6598e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 3| +Index: 57 | Active_nodes: 11 | Time: 2.6679e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| +Index: 508 | Active_nodes: 11 | Time: 2.6825e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 3| +Index: 628 | Active_nodes: 11 | Time: 2.6829e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 3| +Index: 269 | Active_nodes: 11 | Time: 2.6871e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| +Index: 71 | Active_nodes: 11 | Time: 2.6908e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| +Index: 337 | Active_nodes: 11 | Time: 2.7164e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| +Index: 649 | Active_nodes: 11 | Time: 2.7199e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 3| +Index: 89 | Active_nodes: 11 | Time: 2.7331e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| +Index: 59 | Active_nodes: 11 | Time: 2.7362e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| +Index: 79 | Active_nodes: 11 | Time: 2.7424e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| +Index: 267 | Active_nodes: 11 | Time: 2.7439e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| +Index: 119 | Active_nodes: 11 | Time: 2.7441e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| +Index: 114 | Active_nodes: 11 | Time: 2.7570e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| +Index: 83 | Active_nodes: 11 | Time: 2.7580e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| +Index: 107 | Active_nodes: 11 | Time: 2.7593e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| +Index: 5 | Active_nodes: 11 | Time: 2.7594e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +Index: 95 | Active_nodes: 11 | Time: 2.7641e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| +Index: 16 | Active_nodes: 11 | Time: 2.7663e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +Index: 3 | Active_nodes: 11 | Time: 2.7822e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +Index: 103 | Active_nodes: 11 | Time: 2.7842e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| +Index: 313 | Active_nodes: 11 | Time: 2.7949e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3| +Index: 22 | Active_nodes: 11 | Time: 2.7961e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +Index: 90 | Active_nodes: 11 | Time: 2.7989e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| +Index: 19 | Active_nodes: 11 | Time: 2.7995e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +Index: 43 | Active_nodes: 11 | Time: 2.8106e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| +Index: 113 | Active_nodes: 11 | Time: 2.8173e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| +Index: 13 | Active_nodes: 11 | Time: 2.8189e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +Index: 37 | Active_nodes: 11 | Time: 2.8229e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| +Index: 625 | Active_nodes: 11 | Time: 2.8483e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3| +Index: 105 | Active_nodes: 11 | Time: 2.8613e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| +Index: 81 | Active_nodes: 11 | Time: 2.8660e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| ........................... -Average time: 4.4085e-04s +Average time: 2.7257e-03s -12 permutations have 58 max nodes. +36 permutations have 49 max nodes. +Index: 481 | Active_nodes: 11 | Time: 2.5946e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 3| +Index: 710 | Active_nodes: 11 | Time: 2.6274e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +Index: 487 | Active_nodes: 11 | Time: 2.6345e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3| +Index: 590 | Active_nodes: 11 | Time: 2.6667e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +Index: 484 | Active_nodes: 11 | Time: 2.6735e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| +Index: 601 | Active_nodes: 11 | Time: 2.6997e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| +Index: 668 | Active_nodes: 11 | Time: 2.7039e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| +Index: 634 | Active_nodes: 11 | Time: 2.7106e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| +Index: 618 | Active_nodes: 11 | Time: 2.7137e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| +Index: 524 | Active_nodes: 11 | Time: 2.7224e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| +Index: 245 | Active_nodes: 11 | Time: 2.7371e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +Index: 604 | Active_nodes: 11 | Time: 2.7388e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| +Index: 620 | Active_nodes: 11 | Time: 2.7433e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| +Index: 514 | Active_nodes: 11 | Time: 2.7437e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| +Index: 136 | Active_nodes: 11 | Time: 2.7454e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +Index: 644 | Active_nodes: 11 | Time: 2.7485e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| +Index: 253 | Active_nodes: 11 | Time: 2.7500e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| +Index: 490 | Active_nodes: 11 | Time: 2.7556e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| +Index: 610 | Active_nodes: 11 | Time: 2.7592e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 3| +Index: 500 | Active_nodes: 11 | Time: 2.7618e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 3| +Index: 125 | Active_nodes: 11 | Time: 2.7750e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +Index: 123 | Active_nodes: 11 | Time: 2.7821e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +Index: 259 | Active_nodes: 11 | Time: 2.7834e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| +Index: 133 | Active_nodes: 11 | Time: 2.7923e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +Index: 498 | Active_nodes: 11 | Time: 2.8013e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| +Index: 262 | Active_nodes: 11 | Time: 2.8021e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| +Index: 243 | Active_nodes: 11 | Time: 2.8033e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +Index: 607 | Active_nodes: 11 | Time: 2.8060e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3| +Index: 286 | Active_nodes: 11 | Time: 2.8179e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 3| +Index: 332 | Active_nodes: 11 | Time: 2.8353e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| +Index: 356 | Active_nodes: 11 | Time: 2.8379e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| +Index: 256 | Active_nodes: 11 | Time: 2.8450e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| +Index: 548 | Active_nodes: 11 | Time: 2.8521e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| +Index: 280 | Active_nodes: 11 | Time: 2.8654e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| +Index: 139 | Active_nodes: 11 | Time: 2.8879e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +Index: 142 | Active_nodes: 11 | Time: 2.9708e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| ........................... -Average time: 4.5482e-04s +Average time: 2.7636e-03s -48 permutations have 59 max nodes. +54 permutations have 50 max nodes. +Index: 699 | Active_nodes: 11 | Time: 2.4890e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| +Index: 555 | Active_nodes: 11 | Time: 2.4959e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| +Index: 413 | Active_nodes: 11 | Time: 2.5045e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 1| +Index: 653 | Active_nodes: 11 | Time: 2.5333e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| +Index: 435 | Active_nodes: 11 | Time: 2.5382e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| +Index: 675 | Active_nodes: 11 | Time: 2.5413e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1| +Index: 535 | Active_nodes: 11 | Time: 2.5555e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 3| +Index: 579 | Active_nodes: 11 | Time: 2.5595e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1| +Index: 459 | Active_nodes: 11 | Time: 2.5624e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 1| +Index: 411 | Active_nodes: 11 | Time: 2.6131e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 1| +Index: 63 | Active_nodes: 11 | Time: 2.6217e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| +Index: 533 | Active_nodes: 11 | Time: 2.6281e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 1| +Index: 582 | Active_nodes: 11 | Time: 2.6460e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3| +Index: 702 | Active_nodes: 11 | Time: 2.6505e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| +Index: 511 | Active_nodes: 11 | Time: 2.6527e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 3| +Index: 655 | Active_nodes: 11 | Time: 2.6548e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 3| +Index: 33 | Active_nodes: 11 | Time: 2.6567e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +Index: 358 | Active_nodes: 11 | Time: 2.6586e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| +Index: 708 | Active_nodes: 11 | Time: 2.6588e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| +Index: 41 | Active_nodes: 11 | Time: 2.6601e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| +Index: 588 | Active_nodes: 11 | Time: 2.6609e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| +Index: 334 | Active_nodes: 11 | Time: 2.6656e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| +Index: 45 | Active_nodes: 11 | Time: 2.6721e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| +Index: 651 | Active_nodes: 11 | Time: 2.6792e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| +Index: 328 | Active_nodes: 11 | Time: 2.6805e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| +Index: 531 | Active_nodes: 11 | Time: 2.6817e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| +Index: 642 | Active_nodes: 11 | Time: 2.6926e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| +Index: 47 | Active_nodes: 11 | Time: 2.6930e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| +Index: 310 | Active_nodes: 11 | Time: 2.7233e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| +Index: 352 | Active_nodes: 11 | Time: 2.7258e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| +Index: 93 | Active_nodes: 11 | Time: 2.7260e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| +Index: 343 | Active_nodes: 11 | Time: 2.7264e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 3| +Index: 666 | Active_nodes: 11 | Time: 2.7313e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| +Index: 35 | Active_nodes: 11 | Time: 2.7342e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| +Index: 87 | Active_nodes: 11 | Time: 2.7395e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| +Index: 631 | Active_nodes: 11 | Time: 2.7422e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 3| +Index: 522 | Active_nodes: 11 | Time: 2.7563e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| +Index: 199 | Active_nodes: 11 | Time: 2.7586e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 3| +Index: 319 | Active_nodes: 11 | Time: 2.7619e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 3| +Index: 223 | Active_nodes: 11 | Time: 2.7681e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 3| +Index: 111 | Active_nodes: 11 | Time: 2.7749e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| +Index: 210 | Active_nodes: 11 | Time: 2.7789e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| +Index: 304 | Active_nodes: 11 | Time: 2.7871e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| +Index: 69 | Active_nodes: 11 | Time: 2.7879e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| +Index: 157 | Active_nodes: 11 | Time: 2.7900e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| +Index: 163 | Active_nodes: 11 | Time: 2.8200e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| +Index: 277 | Active_nodes: 11 | Time: 2.8209e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| +Index: 283 | Active_nodes: 11 | Time: 2.8224e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| +Index: 546 | Active_nodes: 11 | Time: 2.8326e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| +Index: 39 | Active_nodes: 11 | Time: 2.8355e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +Index: 354 | Active_nodes: 11 | Time: 2.8603e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 3| +Index: 234 | Active_nodes: 11 | Time: 2.8691e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 3| +Index: 330 | Active_nodes: 11 | Time: 2.8709e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| +Index: 117 | Active_nodes: 11 | Time: 2.9406e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| ........................... -Average time: 4.3460e-04s +Average time: 2.6998e-03s -48 permutations have 60 max nodes. +54 permutations have 52 max nodes. +Index: 718 | Active_nodes: 11 | Time: 2.5442e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +Index: 495 | Active_nodes: 11 | Time: 2.5578e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 1| +Index: 694 | Active_nodes: 11 | Time: 2.5841e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +Index: 257 | Active_nodes: 11 | Time: 2.5933e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| +Index: 598 | Active_nodes: 11 | Time: 2.5950e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +Index: 615 | Active_nodes: 11 | Time: 2.5958e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 1| +Index: 670 | Active_nodes: 11 | Time: 2.5982e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| +Index: 371 | Active_nodes: 11 | Time: 2.6023e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| +Index: 249 | Active_nodes: 11 | Time: 2.6096e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +Index: 263 | Active_nodes: 11 | Time: 2.6200e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| +Index: 369 | Active_nodes: 11 | Time: 2.6261e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 1| +Index: 375 | Active_nodes: 11 | Time: 2.6328e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| +Index: 251 | Active_nodes: 11 | Time: 2.6330e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| +Index: 491 | Active_nodes: 11 | Time: 2.6378e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| +Index: 381 | Active_nodes: 11 | Time: 2.6402e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1| +Index: 478 | Active_nodes: 11 | Time: 2.6415e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +Index: 574 | Active_nodes: 11 | Time: 2.6571e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +Index: 377 | Active_nodes: 11 | Time: 2.6580e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 1| +Index: 611 | Active_nodes: 11 | Time: 2.6613e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 1| +Index: 489 | Active_nodes: 11 | Time: 2.6659e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1| +Index: 173 | Active_nodes: 11 | Time: 2.6767e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| +Index: 617 | Active_nodes: 11 | Time: 2.6781e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| +Index: 497 | Active_nodes: 11 | Time: 2.6782e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 1| +Index: 664 | Active_nodes: 11 | Time: 2.6959e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| +Index: 75 | Active_nodes: 11 | Time: 2.6963e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| +Index: 118 | Active_nodes: 11 | Time: 2.6976e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| +Index: 544 | Active_nodes: 11 | Time: 2.6985e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| +Index: 609 | Active_nodes: 11 | Time: 2.7019e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| +Index: 171 | Active_nodes: 11 | Time: 2.7128e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| +Index: 64 | Active_nodes: 11 | Time: 2.7140e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| +Index: 195 | Active_nodes: 11 | Time: 2.7176e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| +Index: 501 | Active_nodes: 11 | Time: 2.7193e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| +Index: 503 | Active_nodes: 11 | Time: 2.7205e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1| +Index: 424 | Active_nodes: 11 | Time: 2.7270e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| +Index: 94 | Active_nodes: 11 | Time: 2.7280e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2| +Index: 454 | Active_nodes: 11 | Time: 2.7307e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +Index: 550 | Active_nodes: 11 | Time: 2.7317e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| +Index: 219 | Active_nodes: 11 | Time: 2.7320e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| +Index: 221 | Active_nodes: 11 | Time: 2.7411e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| +Index: 255 | Active_nodes: 11 | Time: 2.7443e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +Index: 261 | Active_nodes: 11 | Time: 2.7455e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| +Index: 623 | Active_nodes: 11 | Time: 2.7504e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| +Index: 197 | Active_nodes: 11 | Time: 2.7615e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| +Index: 99 | Active_nodes: 11 | Time: 2.7624e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| +Index: 70 | Active_nodes: 11 | Time: 2.7739e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| +Index: 88 | Active_nodes: 11 | Time: 2.7860e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| +Index: 53 | Active_nodes: 11 | Time: 2.7894e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +Index: 112 | Active_nodes: 11 | Time: 2.7900e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| +Index: 101 | Active_nodes: 11 | Time: 2.8175e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| +Index: 77 | Active_nodes: 11 | Time: 2.8184e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| +Index: 51 | Active_nodes: 11 | Time: 2.8219e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +Index: 383 | Active_nodes: 11 | Time: 2.8304e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| +Index: 621 | Active_nodes: 11 | Time: 2.8356e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| +Index: 430 | Active_nodes: 11 | Time: 3.9473e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| ........................... -Average time: 4.3848e-04s +Average time: 2.7190e-03s -24 permutations have 61 max nodes. +6 permutations have 53 max nodes. +Index: 184 | Active_nodes: 11 | Time: 2.7306e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| +Index: 232 | Active_nodes: 11 | Time: 2.7387e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| +Index: 214 | Active_nodes: 11 | Time: 2.7443e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 2| +Index: 190 | Active_nodes: 11 | Time: 2.7741e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 2| +Index: 208 | Active_nodes: 11 | Time: 2.7768e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 2| +Index: 238 | Active_nodes: 11 | Time: 2.8219e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 2| ........................... -Average time: 4.2773e-04s +Average time: 2.7644e-03s -12 permutations have 62 max nodes. +24 permutations have 54 max nodes. +Index: 565 | Active_nodes: 11 | Time: 2.5239e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| +Index: 667 | Active_nodes: 11 | Time: 2.5588e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| +Index: 709 | Active_nodes: 11 | Time: 2.5611e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| +Index: 301 | Active_nodes: 11 | Time: 2.5856e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| +Index: 685 | Active_nodes: 11 | Time: 2.5878e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| +Index: 589 | Active_nodes: 11 | Time: 2.5889e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| +Index: 715 | Active_nodes: 11 | Time: 2.6237e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +Index: 445 | Active_nodes: 11 | Time: 2.6262e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| +Index: 541 | Active_nodes: 11 | Time: 2.6265e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| +Index: 571 | Active_nodes: 11 | Time: 2.6314e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| +Index: 469 | Active_nodes: 11 | Time: 2.6352e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| +Index: 427 | Active_nodes: 11 | Time: 2.6596e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 1| +Index: 331 | Active_nodes: 11 | Time: 2.6620e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1| +Index: 421 | Active_nodes: 11 | Time: 2.6668e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| +Index: 325 | Active_nodes: 11 | Time: 2.6672e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1| +Index: 595 | Active_nodes: 11 | Time: 2.6692e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +Index: 475 | Active_nodes: 11 | Time: 2.6860e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| +Index: 307 | Active_nodes: 11 | Time: 2.6898e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| +Index: 661 | Active_nodes: 11 | Time: 2.6985e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| +Index: 451 | Active_nodes: 11 | Time: 2.7003e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| +Index: 691 | Active_nodes: 11 | Time: 2.7392e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| +Index: 547 | Active_nodes: 11 | Time: 2.7498e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| +Index: 349 | Active_nodes: 11 | Time: 2.7568e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| +Index: 355 | Active_nodes: 11 | Time: 2.7736e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| ........................... -Average time: 4.4530e-04s +Average time: 2.6528e-03s -60 permutations have 63 max nodes. +24 permutations have 56 max nodes. +Index: 507 | Active_nodes: 11 | Time: 2.5625e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 2| +Index: 553 | Active_nodes: 11 | Time: 2.5659e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2| +Index: 673 | Active_nodes: 11 | Time: 2.5918e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| +Index: 629 | Active_nodes: 11 | Time: 2.6283e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| +Index: 509 | Active_nodes: 11 | Time: 2.6423e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 2| +Index: 577 | Active_nodes: 11 | Time: 2.6675e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| +Index: 387 | Active_nodes: 11 | Time: 2.6740e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 2| +Index: 627 | Active_nodes: 11 | Time: 2.6795e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 2| +Index: 697 | Active_nodes: 11 | Time: 2.6876e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| +Index: 85 | Active_nodes: 11 | Time: 2.7127e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| +Index: 21 | Active_nodes: 11 | Time: 2.7432e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +Index: 15 | Active_nodes: 11 | Time: 2.7479e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +Index: 67 | Active_nodes: 11 | Time: 2.7551e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| +Index: 17 | Active_nodes: 11 | Time: 2.7569e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +Index: 389 | Active_nodes: 11 | Time: 2.7615e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| +Index: 91 | Active_nodes: 11 | Time: 2.7855e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| +Index: 109 | Active_nodes: 11 | Time: 2.7858e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| +Index: 61 | Active_nodes: 11 | Time: 2.7891e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| +Index: 9 | Active_nodes: 11 | Time: 2.8070e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +Index: 115 | Active_nodes: 11 | Time: 2.8185e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| +Index: 11 | Active_nodes: 11 | Time: 2.8512e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +Index: 23 | Active_nodes: 11 | Time: 2.9437e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +Index: 433 | Active_nodes: 11 | Time: 3.7697e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 2| +Index: 457 | Active_nodes: 11 | Time: 3.8379e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| ........................... -Average time: 4.3748e-04s +Average time: 2.8152e-03s -12 permutations have 66 max nodes. +36 permutations have 57 max nodes. +Index: 363 | Active_nodes: 11 | Time: 2.5987e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +Index: 603 | Active_nodes: 11 | Time: 2.6040e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2| +Index: 483 | Active_nodes: 11 | Time: 2.6045e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| +Index: 493 | Active_nodes: 11 | Time: 2.6422e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2| +Index: 520 | Active_nodes: 11 | Time: 2.6466e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| +Index: 572 | Active_nodes: 11 | Time: 2.6493e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| +Index: 622 | Active_nodes: 11 | Time: 2.6642e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| +Index: 605 | Active_nodes: 11 | Time: 2.6697e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 2| +Index: 616 | Active_nodes: 11 | Time: 2.6792e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| +Index: 613 | Active_nodes: 11 | Time: 2.6804e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| +Index: 640 | Active_nodes: 11 | Time: 2.6815e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| +Index: 496 | Active_nodes: 11 | Time: 2.6883e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 2| +Index: 382 | Active_nodes: 11 | Time: 2.6938e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2| +Index: 499 | Active_nodes: 11 | Time: 2.6940e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| +Index: 365 | Active_nodes: 11 | Time: 2.7048e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +Index: 526 | Active_nodes: 11 | Time: 2.7054e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 2| +Index: 376 | Active_nodes: 11 | Time: 2.7057e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2| +Index: 485 | Active_nodes: 11 | Time: 2.7164e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| +Index: 452 | Active_nodes: 11 | Time: 2.7235e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| +Index: 129 | Active_nodes: 11 | Time: 2.7258e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +Index: 646 | Active_nodes: 11 | Time: 2.7284e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| +Index: 373 | Active_nodes: 11 | Time: 2.7302e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 2| +Index: 400 | Active_nodes: 11 | Time: 2.7313e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| +Index: 135 | Active_nodes: 11 | Time: 2.7563e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +Index: 406 | Active_nodes: 11 | Time: 2.7580e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| +Index: 137 | Active_nodes: 11 | Time: 2.7690e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +Index: 619 | Active_nodes: 11 | Time: 2.7800e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2| +Index: 596 | Active_nodes: 11 | Time: 2.7854e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +Index: 141 | Active_nodes: 11 | Time: 2.7909e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +Index: 502 | Active_nodes: 11 | Time: 2.7913e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| +Index: 716 | Active_nodes: 11 | Time: 2.7947e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +Index: 131 | Active_nodes: 11 | Time: 2.7988e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +Index: 692 | Active_nodes: 11 | Time: 2.8120e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +Index: 379 | Active_nodes: 11 | Time: 2.8154e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| +Index: 476 | Active_nodes: 11 | Time: 2.8367e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +Index: 143 | Active_nodes: 11 | Time: 2.8441e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| ........................... -Average time: 4.5149e-04s +Average time: 2.7222e-03s -24 permutations have 67 max nodes. +24 permutations have 58 max nodes. +Index: 559 | Active_nodes: 11 | Time: 2.5018e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 2| +Index: 439 | Active_nodes: 11 | Time: 2.5736e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2| +Index: 679 | Active_nodes: 11 | Time: 2.5863e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| +Index: 583 | Active_nodes: 11 | Time: 2.6075e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| +Index: 463 | Active_nodes: 11 | Time: 2.6156e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 2| +Index: 703 | Active_nodes: 11 | Time: 2.6253e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| +Index: 517 | Active_nodes: 11 | Time: 2.6339e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| +Index: 637 | Active_nodes: 11 | Time: 2.6632e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 2| +Index: 714 | Active_nodes: 11 | Time: 2.6711e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +Index: 403 | Active_nodes: 11 | Time: 2.6813e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2| +Index: 643 | Active_nodes: 11 | Time: 2.6876e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| +Index: 397 | Active_nodes: 11 | Time: 2.6948e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 2| +Index: 570 | Active_nodes: 11 | Time: 2.7021e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| +Index: 690 | Active_nodes: 11 | Time: 2.7317e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| +Index: 474 | Active_nodes: 11 | Time: 2.7683e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| +Index: 187 | Active_nodes: 11 | Time: 2.7731e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| +Index: 523 | Active_nodes: 11 | Time: 2.7807e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| +Index: 450 | Active_nodes: 11 | Time: 2.7821e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| +Index: 594 | Active_nodes: 11 | Time: 2.7904e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +Index: 211 | Active_nodes: 11 | Time: 2.8440e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 2| +Index: 205 | Active_nodes: 11 | Time: 2.8553e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| +Index: 181 | Active_nodes: 11 | Time: 2.8666e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| +Index: 235 | Active_nodes: 11 | Time: 2.9271e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| +Index: 229 | Active_nodes: 11 | Time: 2.9415e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2| ........................... -Average time: 4.5634e-04s +Average time: 2.7210e-03s + +________________________________________________________________________________________________ -48 permutations have 68 max nodes. +execution time of: 2.3604e-03s: Index: 519 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -........................... -Average time: 4.3523e-04s +execution time of: 2.3680e-03s: Index: 561 | Max_nodes: 42 | Active_nodes: 10 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -________________________________________________________________________________________________ +execution time of: 2.3847e-03s: Index: 639 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| + +execution time of: 2.3880e-03s: Index: 681 | Max_nodes: 42 | Active_nodes: 10 | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| + +execution time of: 2.3892e-03s: Index: 513 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| + +execution time of: 2.3896e-03s: Index: 441 | Max_nodes: 42 | Active_nodes: 10 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| + +execution time of: 2.3923e-03s: Index: 707 | Max_nodes: 37 | Active_nodes: 10 | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| + +execution time of: 2.4112e-03s: Index: 705 | Max_nodes: 42 | Active_nodes: 10 | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| + +execution time of: 2.4205e-03s: Index: 719 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| + +execution time of: 2.4360e-03s: Index: 567 | Max_nodes: 44 | Active_nodes: 10 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| + +execution time of: 2.4387e-03s: Index: 687 | Max_nodes: 44 | Active_nodes: 10 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| + +execution time of: 2.4397e-03s: Index: 423 | Max_nodes: 44 | Active_nodes: 10 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| + +execution time of: 2.4483e-03s: Index: 587 | Max_nodes: 37 | Active_nodes: 10 | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| + +execution time of: 2.4489e-03s: Index: 537 | Max_nodes: 42 | Active_nodes: 10 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| + +execution time of: 2.4498e-03s: Index: 465 | Max_nodes: 42 | Active_nodes: 10 | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| + +execution time of: 2.4546e-03s: Index: 671 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| + +execution time of: 2.4584e-03s: Index: 393 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| + +execution time of: 2.4604e-03s: Index: 399 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| + +execution time of: 2.4626e-03s: Index: 593 | Max_nodes: 38 | Active_nodes: 10 | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| + +execution time of: 2.4627e-03s: Index: 689 | Max_nodes: 38 | Active_nodes: 10 | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| + +execution time of: 2.4650e-03s: Index: 645 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| + +execution time of: 2.4663e-03s: Index: 471 | Max_nodes: 44 | Active_nodes: 10 | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| + +execution time of: 2.4663e-03s: Index: 419 | Max_nodes: 42 | Active_nodes: 10 | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| + +execution time of: 2.4719e-03s: Index: 543 | Max_nodes: 44 | Active_nodes: 10 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| + +execution time of: 2.4734e-03s: Index: 711 | Max_nodes: 44 | Active_nodes: 10 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| + +execution time of: 2.4776e-03s: Index: 713 | Max_nodes: 38 | Active_nodes: 10 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| + +execution time of: 2.4792e-03s: Index: 657 | Max_nodes: 42 | Active_nodes: 10 | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| + +execution time of: 2.4815e-03s: Index: 407 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| + +execution time of: 2.4854e-03s: Index: 633 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| + +execution time of: 2.4874e-03s: Index: 447 | Max_nodes: 44 | Active_nodes: 10 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| + +execution time of: 2.4890e-03s: Index: 699 | Max_nodes: 50 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| + +execution time of: 2.4917e-03s: Index: 515 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0| + +execution time of: 2.4923e-03s: Index: 659 | Max_nodes: 42 | Active_nodes: 10 | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| + +execution time of: 2.4927e-03s: Index: 443 | Max_nodes: 37 | Active_nodes: 10 | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| + +execution time of: 2.4934e-03s: Index: 429 | Max_nodes: 44 | Active_nodes: 10 | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| + +execution time of: 2.4948e-03s: Index: 279 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| + +execution time of: 2.4958e-03s: Index: 641 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| + +execution time of: 2.4959e-03s: Index: 555 | Max_nodes: 50 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| + +execution time of: 2.4968e-03s: Index: 585 | Max_nodes: 42 | Active_nodes: 10 | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| + +execution time of: 2.4980e-03s: Index: 525 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| + +execution time of: 2.4993e-03s: Index: 177 | Max_nodes: 40 | Active_nodes: 10 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| + +execution time of: 2.5014e-03s: Index: 273 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| + +execution time of: 2.5018e-03s: Index: 559 | Max_nodes: 58 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 2| + +execution time of: 2.5045e-03s: Index: 413 | Max_nodes: 50 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 1| + +execution time of: 2.5123e-03s: Index: 323 | Max_nodes: 40 | Active_nodes: 10 | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| + +execution time of: 2.5135e-03s: Index: 408 | Max_nodes: 42 | Active_nodes: 10 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| + +execution time of: 2.5171e-03s: Index: 683 | Max_nodes: 37 | Active_nodes: 10 | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| + +execution time of: 2.5172e-03s: Index: 299 | Max_nodes: 40 | Active_nodes: 10 | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| + +execution time of: 2.5178e-03s: Index: 167 | Max_nodes: 42 | Active_nodes: 10 | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| + +execution time of: 2.5201e-03s: Index: 347 | Max_nodes: 40 | Active_nodes: 10 | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| + +execution time of: 2.5203e-03s: Index: 599 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| + +execution time of: 2.5224e-03s: Index: 384 | Max_nodes: 42 | Active_nodes: 10 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| + +execution time of: 2.5224e-03s: Index: 527 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| + +execution time of: 2.5231e-03s: Index: 591 | Max_nodes: 44 | Active_nodes: 10 | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| + +execution time of: 2.5239e-03s: Index: 565 | Max_nodes: 54 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| + +execution time of: 2.5244e-03s: Index: 185 | Max_nodes: 40 | Active_nodes: 10 | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 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Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -execution time of: 4.4935e-04s: Index: 39 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -execution time of: 4.4952e-04s: Index: 211 | Max_nodes: 68 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -execution time of: 4.4967e-04s: Index: 581 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -execution time of: 4.4979e-04s: Index: 115 | Max_nodes: 66 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -execution time of: 4.4979e-04s: Index: 72 | Max_nodes: 49 | Active_nodes: 10 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -execution time of: 4.4982e-04s: Index: 466 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -execution time of: 4.5000e-04s: Index: 203 | Max_nodes: 48 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -execution time of: 4.5006e-04s: Index: 27 | Max_nodes: 56 | 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11 | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -execution time of: 4.5176e-04s: Index: 304 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -execution time of: 4.5181e-04s: Index: 701 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -execution time of: 4.5205e-04s: Index: 98 | Max_nodes: 52 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -execution time of: 4.5205e-04s: Index: 81 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -execution time of: 4.5220e-04s: Index: 2 | Max_nodes: 51 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -execution time of: 4.5223e-04s: Index: 59 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -execution time of: 4.5244e-04s: Index: 43 | Max_nodes: 58 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -execution time of: 4.5250e-04s: Index: 163 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -execution time of: 4.5268e-04s: Index: 187 | Max_nodes: 68 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -execution time of: 4.5272e-04s: Index: 474 | Max_nodes: 68 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -execution time of: 4.5350e-04s: Index: 106 | Max_nodes: 56 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -execution time of: 4.5422e-04s: Index: 621 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -execution time of: 4.5438e-04s: Index: 223 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -execution time of: 4.5461e-04s: Index: 394 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -execution time of: 4.5491e-04s: Index: 604 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -execution time of: 4.5501e-04s: Index: 178 | Max_nodes: 53 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -execution time of: 4.5502e-04s: Index: 22 | Max_nodes: 58 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -execution time of: 4.5556e-04s: Index: 490 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -execution time of: 4.5580e-04s: Index: 330 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -execution time of: 4.5591e-04s: Index: 129 | Max_nodes: 68 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -execution time of: 4.5628e-04s: Index: 25 | Max_nodes: 52 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -execution time of: 4.5762e-04s: Index: 133 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -execution time of: 4.5796e-04s: Index: 511 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -execution time of: 4.5814e-04s: Index: 707 | Max_nodes: 45 | Active_nodes: 10 | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -execution time of: 4.5870e-04s: Index: 232 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -execution time of: 4.5891e-04s: Index: 357 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -execution time of: 4.5932e-04s: Index: 105 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -execution time of: 4.5948e-04s: Index: 135 | Max_nodes: 68 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -execution time of: 4.5976e-04s: Index: 212 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -execution time of: 4.5990e-04s: Index: 716 | Max_nodes: 67 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -execution time of: 4.5996e-04s: Index: 361 | Max_nodes: 56 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -execution time of: 4.6038e-04s: Index: 15 | Max_nodes: 66 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -execution time of: 4.6109e-04s: Index: 190 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -execution time of: 4.6144e-04s: Index: 638 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -execution time of: 4.6173e-04s: Index: 280 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -execution time of: 4.6240e-04s: Index: 19 | Max_nodes: 58 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -execution time of: 4.6321e-04s: Index: 685 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -execution time of: 4.6375e-04s: Index: 58 | Max_nodes: 52 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -execution time of: 4.6399e-04s: Index: 491 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -execution time of: 4.6508e-04s: Index: 202 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -execution time of: 4.6524e-04s: Index: 142 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -execution time of: 4.6644e-04s: Index: 101 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -execution time of: 4.6678e-04s: Index: 139 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -execution time of: 4.6698e-04s: Index: 487 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -execution time of: 4.6737e-04s: Index: 488 | Max_nodes: 53 | Active_nodes: 10 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -execution time of: 4.6754e-04s: Index: 13 | Max_nodes: 58 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -execution time of: 4.6921e-04s: Index: 100 | Max_nodes: 56 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -execution time of: 4.6945e-04s: Index: 29 | Max_nodes: 56 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -execution time of: 4.6969e-04s: Index: 184 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -execution time of: 4.7020e-04s: Index: 77 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -execution time of: 4.7076e-04s: Index: 104 | Max_nodes: 52 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -execution time of: 4.7084e-04s: Index: 205 | Max_nodes: 68 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -execution time of: 4.7099e-04s: Index: 5 | Max_nodes: 58 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -execution time of: 4.7198e-04s: Index: 234 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -execution time of: 4.7384e-04s: Index: 486 | Max_nodes: 53 | Active_nodes: 10 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -execution time of: 4.7449e-04s: Index: 181 | Max_nodes: 68 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -execution time of: 4.7590e-04s: Index: 501 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -execution time of: 4.7913e-04s: Index: 674 | Max_nodes: 49 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -execution time of: 4.7942e-04s: Index: 717 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -execution time of: 4.8447e-04s: Index: 695 | Max_nodes: 51 | Active_nodes: 10 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -execution time of: 4.8472e-04s: Index: 91 | Max_nodes: 66 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -execution time of: 4.8477e-04s: Index: 235 | Max_nodes: 68 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -execution time of: 4.8569e-04s: Index: 540 | Max_nodes: 53 | Active_nodes: 10 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -execution time of: 4.8728e-04s: Index: 23 | Max_nodes: 66 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -execution time of: 4.9092e-04s: Index: 229 | Max_nodes: 68 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -execution time of: 4.9512e-04s: Index: 117 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -execution time of: 5.0143e-04s: Index: 502 | Max_nodes: 68 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -execution time of: 5.0349e-04s: Index: 500 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -execution time of: 5.0433e-04s: Index: 719 | Max_nodes: 51 | Active_nodes: 10 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -execution time of: 5.1137e-04s: Index: 3 | Max_nodes: 58 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -execution time of: 5.1259e-04s: Index: 718 | Max_nodes: 61 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -execution time of: 5.1868e-04s: Index: 186 | Max_nodes: 56 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -execution time of: 5.2077e-04s: Index: 499 | Max_nodes: 68 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -execution time of: 5.2086e-04s: Index: 512 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -execution time of: 5.2609e-04s: Index: 683 | Max_nodes: 45 | Active_nodes: 10 | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -execution time of: 5.3422e-04s: Index: 673 | Max_nodes: 67 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -execution time of: 5.3849e-04s: Index: 696 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -execution time of: 5.3925e-04s: Index: 8 | Max_nodes: 51 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -execution time of: 5.4845e-04s: Index: 697 | Max_nodes: 67 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -execution time of: 5.5165e-04s: Index: 644 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -execution time of: 5.5303e-04s: Index: 684 | Max_nodes: 56 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -execution time of: 5.8457e-04s: Index: 698 | Max_nodes: 53 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -execution time of: 6.0565e-04s: Index: 672 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -execution time of: 6.3102e-04s: Index: 433 | Max_nodes: 67 | Active_nodes: 11 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -execution time of: 6.4999e-04s: Index: 401 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -execution time of: 6.5352e-04s: Index: 457 | Max_nodes: 67 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -execution time of: 6.6457e-04s: Index: 430 | Max_nodes: 61 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -execution time of: 6.6538e-04s: Index: 197 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -execution time of: 6.6832e-04s: Index: 375 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| ________________________________________________________________________________________________ diff --git a/test/BenchmarkQuasm/results/grover-noancilla_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/grover-noancilla_indep_qiskit_controls.txt index 1ab405b0..f4faaf9a 100644 --- a/test/BenchmarkQuasm/results/grover-noancilla_indep_qiskit_controls.txt +++ b/test/BenchmarkQuasm/results/grover-noancilla_indep_qiskit_controls.txt @@ -7,15 +7,14 @@ i: 0 1 4: 0 | 5: | 1 o: 0 1 -Q: 0 w: 1 | Q: 1 w: 1 | Computed Permutation: ................0 -> 0|1 -> 1| Original Permutation: ................0 -> 0|1 -> 1| -Identity Duration: 1.1375e-06s............................. -Permuted Duration: 1.1375e-06s............................. +Identity Duration: 9.3002e-06s............................. +Permuted Duration: 9.3572e-06s............................. Identity active_nodes: 2 ...................................... Permuted active_nodes: 2 ...................................... -Identity max_nodes: 5 ...................................... -Permuted max_nodes: 5 ...................................... +Identity max_nodes: 4 ...................................... +Permuted max_nodes: 4 ...................................... ________________________________________________________________________________________________ Start Simulation of grover-noancilla_indep_qiskit_3__________________________________________________ @@ -39,15 +38,14 @@ Start Simulation of grover-noancilla_indep_qiskit_3_____________________________ 16:...|...1...| 17:...|...|...2 .o:...0...1...2 -Q: 0 w: 4 | Q: 1 w: 6 | Q: 2 w: 1 | Computed Permutation: .........0 -> 2|1 -> 0|2 -> 1| Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 5.7725e-06s............................. -Permuted Duration: 5.6675e-06s............................. +Identity Duration: 4.9651e-05s............................. +Permuted Duration: 4.8561e-05s............................. Identity active_nodes: 3 ...................................... Permuted active_nodes: 3 ...................................... -Identity max_nodes: 11 ...................................... -Permuted max_nodes: 11 ...................................... +Identity max_nodes: 8 ...................................... +Permuted max_nodes: 10 ...................................... ________________________________________________________________________________________________ Start Simulation of grover-noancilla_indep_qiskit_4__________________________________________________ @@ -103,15 +101,14 @@ Start Simulation of grover-noancilla_indep_qiskit_4_____________________________ 48:...|...|...2...| 49:...|...|...|...3 .o:...0...1...2...3 -Q: 0 w: 4 | Q: 1 w: 7 | Q: 2 w: 9 | Q: 3 w: 1 | Computed Permutation: ..0 -> 3|1 -> 0|2 -> 1|3 -> 2| Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Identity Duration: 2.3540e-05s............................. -Permuted Duration: 2.4390e-05s............................. +Identity Duration: 1.8385e-04s............................. +Permuted Duration: 1.8886e-04s............................. Identity active_nodes: 6 ...................................... Permuted active_nodes: 7 ...................................... -Identity max_nodes: 19 ...................................... -Permuted max_nodes: 22 ...................................... +Identity max_nodes: 14 ...................................... +Permuted max_nodes: 16 ...................................... ________________________________________________________________________________________________ Start Simulation of grover-noancilla_indep_qiskit_5__________________________________________________ @@ -315,15 +312,14 @@ Start Simulation of grover-noancilla_indep_qiskit_5_____________________________ 196:...|...|...|...3...| 197:...|...|...|...|...4 ..o:...0...1...2...3...4 -Q: 0 w: 6 | Q: 1 w: 10 | Q: 2 w: 13 | Q: 3 w: 15 | Q: 4 w: 1 | Computed Permutation: 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: 1.3966e-04s............................. -Permuted Duration: 2.2525e-04s............................. +Identity Duration: 9.3906e-04s............................. +Permuted Duration: 1.4080e-03s............................. Identity active_nodes: 8 ...................................... Permuted active_nodes: 9 ...................................... -Identity max_nodes: 29 ...................................... -Permuted max_nodes: 34 ...................................... +Identity max_nodes: 22 ...................................... +Permuted max_nodes: 26 ...................................... ________________________________________________________________________________________________ Start Simulation of grover-noancilla_indep_qiskit_6__________________________________________________ @@ -787,1232 +783,13 @@ Start Simulation of grover-noancilla_indep_qiskit_6_____________________________ 456:...|...|...|...|...4...| 457:...|...|...|...|...|...5 ..o:...0...1...2...3...4...5 -Q: 0 w: 7 | Q: 1 w: 12 | Q: 2 w: 16 | Q: 3 w: 19 | Q: 4 w: 21 | Q: 5 w: 1 | Computed Permutation: 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Identity Duration: 4.3618e-04s............................. -Permuted Duration: 4.1528e-04s............................. +Identity Duration: 2.6670e-03s............................. +Permuted Duration: 2.6823e-03s............................. Identity active_nodes: 10 ...................................... 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...................................... +Permuted max_nodes: 45 ...................................... ________________________________________________________________________________________________ diff --git a/test/BenchmarkQuasm/results/grover-noancilla_indep_qiskit_gates.txt b/test/BenchmarkQuasm/results/grover-noancilla_indep_qiskit_gates.txt deleted file mode 100644 index ce62c6ee..00000000 --- a/test/BenchmarkQuasm/results/grover-noancilla_indep_qiskit_gates.txt +++ /dev/null @@ -1,2012 +0,0 @@ -Start Simulation of grover-noancilla_indep_qiskit_2__________________________________________________ - -i: 0 1 -1: h | -2: | x -3:======== -4: 0 | -5: | 1 -o: 0 1 -Computed Permutation: ................0 -> 0|1 -> 1| -Original Permutation: ................0 -> 0|1 -> 1| -Identity Duration: 1.0300e-06s............................. -Permuted Duration: 1.0325e-06s............................. -Identity active_nodes: 2 ...................................... -Permuted active_nodes: 2 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-1133:...|...|...|...c...|...p...| p: (1.9635e-01) -1134:...|...|...x...c...|...|...| -1135:...|...|...c...|...|...p...| p: (-1.9635e-01) -1136:...|...|...x...|...c...|...| -1137:...|...|...c...|...|...p...| p: (1.9635e-01) -1138:...|...|...x...c...|...|...| -1139:...|...|...c...|...|...p...| p: (-1.9635e-01) -1140:...|...|...x...|...c...|...| -1141:...|...|...c...|...|...p...| p: (1.9635e-01) -1142:...|...x...c...|...|...|...| -1143:...|...c...|...|...|...p...| p: (-1.9635e-01) -1144:...|...x...|...|...c...|...| -1145:...|...c...|...|...|...p...| p: (1.9635e-01) -1146:...|...x...|...c...|...|...| -1147:...|...c...|...|...|...p...| p: (-1.9635e-01) -1148:...|...x...|...|...c...|...| -1149:...|...c...|...|...|...p...| p: (1.9635e-01) -1150:...|...x...c...|...|...|...| -1151:...|...c...|...|...|...p...| p: (-1.9635e-01) -1152:...|...x...|...|...c...|...| -1153:...|...c...|...|...|...p...| p: (1.9635e-01) -1154:...|...x...|...c...|...|...| -1155:...|...c...|...|...|...p...| p: (-1.9635e-01) -1156:...|...x...|...|...c...|...| -1157:...|...c...|...|...|...p...| p: (1.9635e-01) -1158:...x...c...|...|...|...|...| -1159:...c...|...|...|...|...p...| p: (-1.9635e-01) -1160:...x...|...|...|...c...|...| -1161:...c...|...|...|...|...p...| p: (1.9635e-01) -1162:...x...|...|...c...|...|...| -1163:...c...|...|...|...|...p...| p: (-1.9635e-01) -1164:...x...|...|...|...c...|...| -1165:...c...|...|...|...|...p...| p: (1.9635e-01) -1166:...x...|...c...|...|...|...| -1167:...c...|...|...|...|...p...| p: (-1.9635e-01) -1168:...x...|...|...|...c...|...| -1169:...c...|...|...|...|...p...| p: (1.9635e-01) -1170:...x...|...|...c...|...|...| -1171:...c...|...|...|...|...p...| p: (-1.9635e-01) -1172:...x...|...|...|...c...|...| -1173:...c...|...|...|...|...p...| p: (1.9635e-01) -1174:...x...c...|...|...|...|...| -1175:...c...|...|...|...|...p...| p: (-1.9635e-01) -1176:...|..u2...|...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) -1177:...x...|...|...|...c...|...| -1178:...c...|...|...|...|...p...| p: (1.9635e-01) -1179:...x...|...|...c...|...|...| -1180:...c...|...|...|...|...p...| p: (-1.9635e-01) -1181:...x...|...|...|...c...|...| -1182:...c...|...|...|...|...p...| p: (1.9635e-01) -1183:...x...|...c...|...|...|...| -1184:...c...|...|...|...|...p...| p: (-1.9635e-01) -1185:...|...|..u2...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) -1186:...x...|...|...|...c...|...| -1187:...c...|...|...|...|...p...| p: (1.9635e-01) -1188:...x...|...|...c...|...|...| -1189:...c...|...|...|...|...p...| p: (-1.9635e-01) -1190:...|...|...|..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) -1191:...x...|...|...|...c...|...| -1192:...c...|...|...|...|...p...| p: (1.9635e-01) -1193:..u2...|...|...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) -1194:...|...|...|...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) -1195:...|...|...|...|...|..u2...| p: (-3.1416e+00) (-3.1416e+00) -1196:============================ -1197:...0...|...|...|...|...|...| -1198:...|...1...|...|...|...|...| -1199:...|...|...2...|...|...|...| -1200:...|...|...|...3...|...|...| -1201:...|...|...|...|...4...|...| -1202:...|...|...|...|...|...5...| -1203:...|...|...|...|...|...|...6 -...o:...0...1...2...3...4...5...6 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Identity Duration: 1.5518e-03s............................. -Permuted Duration: 1.5688e-03s............................. -Identity active_nodes: 12 ...................................... -Permuted active_nodes: 12 ...................................... -Identity max_nodes: 55 ...................................... -Permuted max_nodes: 55 ...................................... -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/grover-v-chain_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/grover-v-chain_indep_qiskit_all.txt index b7dc22f6..9898dc1c 100644 --- a/test/BenchmarkQuasm/results/grover-v-chain_indep_qiskit_all.txt +++ b/test/BenchmarkQuasm/results/grover-v-chain_indep_qiskit_all.txt @@ -8,30 +8,36 @@ i: 0 1 5: | 1 o: 0 1 Total Permutations: 2 -Min time: 1.0050e-06s................. Permutation 1 : 0 -> 1|1 -> 0| -Max time: 1.0775e-06s................. Permutation 0 : 0 -> 0|1 -> 1| +Min time: 9.3000e-06s................. Permutation 1 : 0 -> 1|1 -> 0| +Max time: 9.3399e-06s................. Permutation 0 : 0 -> 0|1 -> 1| Min active nodes: 2 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Min max nodes: 5 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Min max nodes: 4 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| Max active nodes: 2 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Max max nodes: 5 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Max max nodes: 4 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| ________________________________________________________________________________________________ 2 permutations have 2 active nodes. +Index: 1 | Max_nodes: 4 | Time: 9.3000e-06s | 0 -> 1|1 -> 0| +Index: 0 | Max_nodes: 4 | Time: 9.3399e-06s | 0 -> 0|1 -> 1| ........................... -Average time: 1.0412e-06s +Average time: 9.3199e-06s ________________________________________________________________________________________________ -2 permutations have 5 max nodes. +2 permutations have 4 max nodes. +Index: 1 | Active_nodes: 2 | Time: 9.3000e-06s | 0 -> 1|1 -> 0| +Index: 0 | Active_nodes: 2 | Time: 9.3399e-06s | 0 -> 0|1 -> 1| ........................... -Average time: 1.0412e-06s +Average time: 9.3199e-06s ________________________________________________________________________________________________ -execution time of: 1.0050e-06s: Index: 1 | Max_nodes: 5 | Active_nodes: 2 | 0 -> 1|1 -> 0| -execution time of: 1.0775e-06s: Index: 0 | Max_nodes: 5 | Active_nodes: 2 | 0 -> 0|1 -> 1| +execution time of: 9.3000e-06s: Index: 1 | Max_nodes: 4 | Active_nodes: 2 | 0 -> 1|1 -> 0| + +execution time of: 9.3399e-06s: Index: 0 | Max_nodes: 4 | Active_nodes: 2 | 0 -> 0|1 -> 1| + ________________________________________________________________________________________________ Start Simulation of grover-v-chain_indep_qiskit_3__________________________________________________ @@ -56,49 +62,57 @@ Start Simulation of grover-v-chain_indep_qiskit_3_______________________________ 17:...|...|...2 .o:...0...1...2 Total Permutations: 6 -Min time: 5.1503e-06s................. Permutation 3 : 0 -> 1|1 -> 2|2 -> 0| -Max time: 5.9750e-06s................. Permutation 2 : 0 -> 1|1 -> 0|2 -> 2| +Min time: 4.5044e-05s................. Permutation 3 : 0 -> 1|1 -> 2|2 -> 0| +Max time: 5.0667e-05s................. Permutation 2 : 0 -> 1|1 -> 0|2 -> 2| Min active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Min max nodes: 9 nodes.................... Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| +Min max nodes: 8 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| Max active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max max nodes: 13 nodes.................... Permutation 1 : 0 -> 0|1 -> 2|2 -> 1| +Max max nodes: 10 nodes.................... Permutation 1 : 0 -> 0|1 -> 2|2 -> 1| ________________________________________________________________________________________________ 6 permutations have 3 active nodes. +Index: 3 | Max_nodes: 8 | Time: 4.5044e-05s | 0 -> 1|1 -> 2|2 -> 0| +Index: 5 | Max_nodes: 8 | Time: 4.7292e-05s | 0 -> 2|1 -> 1|2 -> 0| +Index: 0 | Max_nodes: 8 | Time: 4.9464e-05s | 0 -> 0|1 -> 1|2 -> 2| +Index: 2 | Max_nodes: 8 | Time: 5.0667e-05s | 0 -> 1|1 -> 0|2 -> 2| +Index: 4 | Max_nodes: 10 | Time: 4.8273e-05s | 0 -> 2|1 -> 0|2 -> 1| +Index: 1 | Max_nodes: 10 | Time: 4.9411e-05s | 0 -> 0|1 -> 2|2 -> 1| ........................... -Average time: 5.5546e-06s +Average time: 4.8358e-05s ________________________________________________________________________________________________ -1 permutations have 9 max nodes. +4 permutations have 8 max nodes. +Index: 3 | Active_nodes: 3 | Time: 4.5044e-05s | 0 -> 1|1 -> 2|2 -> 0| +Index: 5 | Active_nodes: 3 | Time: 4.7292e-05s | 0 -> 2|1 -> 1|2 -> 0| +Index: 0 | Active_nodes: 3 | Time: 4.9464e-05s | 0 -> 0|1 -> 1|2 -> 2| +Index: 2 | Active_nodes: 3 | Time: 5.0667e-05s | 0 -> 1|1 -> 0|2 -> 2| ........................... -Average time: 5.2500e-06s +Average time: 4.8117e-05s 2 permutations have 10 max nodes. +Index: 4 | Active_nodes: 3 | Time: 4.8273e-05s | 0 -> 2|1 -> 0|2 -> 1| +Index: 1 | Active_nodes: 3 | Time: 4.9411e-05s | 0 -> 0|1 -> 2|2 -> 1| ........................... -Average time: 5.5626e-06s +Average time: 4.8842e-05s -2 permutations have 11 max nodes. +________________________________________________________________________________________________ -........................... -Average time: 5.7250e-06s +execution time of: 4.5044e-05s: Index: 3 | Max_nodes: 8 | Active_nodes: 3 | 0 -> 1|1 -> 2|2 -> 0| -1 permutations have 13 max nodes. +execution time of: 4.7292e-05s: Index: 5 | Max_nodes: 8 | Active_nodes: 3 | 0 -> 2|1 -> 1|2 -> 0| -........................... -Average time: 5.5025e-06s +execution time of: 4.8273e-05s: Index: 4 | Max_nodes: 10 | Active_nodes: 3 | 0 -> 2|1 -> 0|2 -> 1| -________________________________________________________________________________________________ +execution time of: 4.9411e-05s: Index: 1 | Max_nodes: 10 | Active_nodes: 3 | 0 -> 0|1 -> 2|2 -> 1| + +execution time of: 4.9464e-05s: Index: 0 | Max_nodes: 8 | Active_nodes: 3 | 0 -> 0|1 -> 1|2 -> 2| + +execution time of: 5.0667e-05s: Index: 2 | Max_nodes: 8 | Active_nodes: 3 | 0 -> 1|1 -> 0|2 -> 2| -execution time of: 5.1503e-06s: Index: 3 | Max_nodes: 10 | Active_nodes: 3 | 0 -> 1|1 -> 2|2 -> 0| -execution time of: 5.2500e-06s: Index: 5 | Max_nodes: 9 | Active_nodes: 3 | 0 -> 2|1 -> 1|2 -> 0| -execution time of: 5.5025e-06s: Index: 1 | Max_nodes: 13 | Active_nodes: 3 | 0 -> 0|1 -> 2|2 -> 1| -execution time of: 5.6475e-06s: Index: 4 | Max_nodes: 11 | Active_nodes: 3 | 0 -> 2|1 -> 0|2 -> 1| -execution time of: 5.8025e-06s: Index: 0 | Max_nodes: 11 | Active_nodes: 3 | 0 -> 0|1 -> 1|2 -> 2| -execution time of: 5.9750e-06s: Index: 2 | Max_nodes: 10 | Active_nodes: 3 | 0 -> 1|1 -> 0|2 -> 2| ________________________________________________________________________________________________ Start Simulation of grover-v-chain_indep_qiskit_4__________________________________________________ @@ -155,72 +169,139 @@ Start Simulation of grover-v-chain_indep_qiskit_4_______________________________ 49:...|...|...|...3 .o:...0...1...2...3 Total Permutations: 24 -Min time: 2.0323e-05s................. Permutation 9 : 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -Max time: 2.4735e-05s................. Permutation 14 : 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +Min time: 1.6474e-04s................. Permutation 9 : 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +Max time: 2.0009e-04s................. Permutation 14 : 0 -> 2|1 -> 1|2 -> 0|3 -> 3| Min active nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Min max nodes: 18 nodes.................... Permutation 9 : 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +Min max nodes: 14 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| Max active nodes: 7 nodes.................... Permutation 1 : 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -Max max nodes: 23 nodes.................... Permutation 3 : 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +Max max nodes: 18 nodes.................... Permutation 3 : 0 -> 0|1 -> 2|2 -> 3|3 -> 1| ________________________________________________________________________________________________ 12 permutations have 6 active nodes. +Index: 9 | Max_nodes: 14 | Time: 1.6474e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +Index: 15 | Max_nodes: 14 | Time: 1.6971e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +Index: 11 | Max_nodes: 14 | Time: 1.7020e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| +Index: 17 | Max_nodes: 14 | Time: 1.7318e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +Index: 21 | Max_nodes: 14 | Time: 1.7702e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| +Index: 23 | Max_nodes: 14 | Time: 1.7864e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +Index: 0 | Max_nodes: 14 | Time: 1.8331e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Index: 2 | Max_nodes: 14 | Time: 1.9061e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +Index: 6 | Max_nodes: 14 | Time: 1.9097e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +Index: 8 | Max_nodes: 14 | Time: 1.9299e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| +Index: 12 | Max_nodes: 14 | Time: 1.9486e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +Index: 14 | Max_nodes: 14 | Time: 2.0009e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| ........................... -Average time: 2.2424e-05s +Average time: 1.8219e-04s 12 permutations have 7 active nodes. +Index: 1 | Max_nodes: 16 | Time: 1.8305e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +Index: 7 | Max_nodes: 16 | Time: 1.8804e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +Index: 4 | Max_nodes: 16 | Time: 1.8966e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| +Index: 18 | Max_nodes: 16 | Time: 1.9144e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| +Index: 20 | Max_nodes: 16 | Time: 1.9366e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +Index: 10 | Max_nodes: 16 | Time: 1.9590e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +Index: 13 | Max_nodes: 18 | Time: 1.7781e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +Index: 3 | Max_nodes: 18 | Time: 1.7881e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +Index: 16 | Max_nodes: 18 | Time: 1.8068e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| +Index: 19 | Max_nodes: 18 | Time: 1.8251e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| +Index: 5 | Max_nodes: 18 | Time: 1.8374e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +Index: 22 | Max_nodes: 18 | Time: 1.8718e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| ........................... -Average time: 2.3191e-05s +Average time: 1.8604e-04s ________________________________________________________________________________________________ -6 permutations have 18 max nodes. +12 permutations have 14 max nodes. +Index: 9 | Active_nodes: 6 | Time: 1.6474e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +Index: 15 | Active_nodes: 6 | Time: 1.6971e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +Index: 11 | Active_nodes: 6 | Time: 1.7020e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| +Index: 17 | Active_nodes: 6 | Time: 1.7318e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +Index: 21 | Active_nodes: 6 | Time: 1.7702e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| +Index: 23 | Active_nodes: 6 | Time: 1.7864e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +Index: 0 | Active_nodes: 6 | Time: 1.8331e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Index: 2 | Active_nodes: 6 | Time: 1.9061e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +Index: 6 | Active_nodes: 6 | Time: 1.9097e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +Index: 8 | Active_nodes: 6 | Time: 1.9299e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| +Index: 12 | Active_nodes: 6 | Time: 1.9486e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +Index: 14 | Active_nodes: 6 | Time: 2.0009e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| ........................... -Average time: 2.0979e-05s +Average time: 1.8219e-04s -6 permutations have 19 max nodes. +6 permutations have 16 max nodes. +Index: 1 | Active_nodes: 7 | Time: 1.8305e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +Index: 7 | Active_nodes: 7 | Time: 1.8804e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +Index: 4 | Active_nodes: 7 | Time: 1.8966e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| +Index: 18 | Active_nodes: 7 | Time: 1.9144e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| +Index: 20 | Active_nodes: 7 | Time: 1.9366e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +Index: 10 | Active_nodes: 7 | Time: 1.9590e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| ........................... -Average time: 2.3869e-05s +Average time: 1.9029e-04s -6 permutations have 22 max nodes. +6 permutations have 18 max nodes. +Index: 13 | Active_nodes: 7 | Time: 1.7781e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +Index: 3 | Active_nodes: 7 | Time: 1.7881e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +Index: 16 | Active_nodes: 7 | Time: 1.8068e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| +Index: 19 | Active_nodes: 7 | Time: 1.8251e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| +Index: 5 | Active_nodes: 7 | Time: 1.8374e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +Index: 22 | Active_nodes: 7 | Time: 1.8718e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| ........................... -Average time: 2.3712e-05s +Average time: 1.8179e-04s -6 permutations have 23 max nodes. +________________________________________________________________________________________________ -........................... -Average time: 2.2670e-05s +execution time of: 1.6474e-04s: Index: 9 | Max_nodes: 14 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -________________________________________________________________________________________________ +execution time of: 1.6971e-04s: Index: 15 | Max_nodes: 14 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| + +execution time of: 1.7020e-04s: Index: 11 | Max_nodes: 14 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| + +execution time of: 1.7318e-04s: Index: 17 | Max_nodes: 14 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| + +execution time of: 1.7702e-04s: Index: 21 | Max_nodes: 14 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| + +execution time of: 1.7781e-04s: Index: 13 | Max_nodes: 18 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| + +execution time of: 1.7864e-04s: Index: 23 | Max_nodes: 14 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| + +execution time of: 1.7881e-04s: Index: 3 | Max_nodes: 18 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| + +execution time of: 1.8068e-04s: Index: 16 | Max_nodes: 18 | Active_nodes: 7 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| + +execution time of: 1.8251e-04s: Index: 19 | Max_nodes: 18 | Active_nodes: 7 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| + +execution time of: 1.8305e-04s: Index: 1 | Max_nodes: 16 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| + +execution time of: 1.8331e-04s: Index: 0 | Max_nodes: 14 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| + +execution time of: 1.8374e-04s: Index: 5 | Max_nodes: 18 | Active_nodes: 7 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| + +execution time of: 1.8718e-04s: Index: 22 | Max_nodes: 18 | Active_nodes: 7 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| + +execution time of: 1.8804e-04s: Index: 7 | Max_nodes: 16 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| + +execution time of: 1.8966e-04s: Index: 4 | Max_nodes: 16 | Active_nodes: 7 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| + +execution time of: 1.9061e-04s: Index: 2 | Max_nodes: 14 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| + +execution time of: 1.9097e-04s: Index: 6 | Max_nodes: 14 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| + +execution time of: 1.9144e-04s: Index: 18 | Max_nodes: 16 | Active_nodes: 7 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| + +execution time of: 1.9299e-04s: Index: 8 | Max_nodes: 14 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| + +execution time of: 1.9366e-04s: Index: 20 | Max_nodes: 16 | Active_nodes: 7 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| + +execution time of: 1.9486e-04s: Index: 12 | Max_nodes: 14 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| + +execution time of: 1.9590e-04s: Index: 10 | Max_nodes: 16 | Active_nodes: 7 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| + +execution time of: 2.0009e-04s: Index: 14 | Max_nodes: 14 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -execution time of: 2.0323e-05s: Index: 9 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -execution time of: 2.0678e-05s: Index: 15 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -execution time of: 2.0908e-05s: Index: 11 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -execution time of: 2.1058e-05s: Index: 21 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| -execution time of: 2.1145e-05s: Index: 17 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -execution time of: 2.1763e-05s: Index: 23 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -execution time of: 2.2093e-05s: Index: 3 | Max_nodes: 23 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -execution time of: 2.2305e-05s: Index: 13 | Max_nodes: 23 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| -execution time of: 2.2708e-05s: Index: 19 | Max_nodes: 23 | Active_nodes: 7 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| -execution time of: 2.2815e-05s: Index: 16 | Max_nodes: 23 | Active_nodes: 7 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| -execution time of: 2.2910e-05s: Index: 1 | Max_nodes: 22 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -execution time of: 2.3018e-05s: Index: 22 | Max_nodes: 23 | Active_nodes: 7 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| -execution time of: 2.3028e-05s: Index: 0 | Max_nodes: 19 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -execution time of: 2.3081e-05s: Index: 5 | Max_nodes: 23 | Active_nodes: 7 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| -execution time of: 2.3418e-05s: Index: 7 | Max_nodes: 22 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -execution time of: 2.3708e-05s: Index: 2 | Max_nodes: 19 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -execution time of: 2.3733e-05s: Index: 6 | Max_nodes: 19 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -execution time of: 2.3750e-05s: Index: 18 | Max_nodes: 22 | Active_nodes: 7 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| -execution time of: 2.3838e-05s: Index: 12 | Max_nodes: 19 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -execution time of: 2.3965e-05s: Index: 4 | Max_nodes: 22 | Active_nodes: 7 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -execution time of: 2.4083e-05s: Index: 20 | Max_nodes: 22 | Active_nodes: 7 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -execution time of: 2.4148e-05s: Index: 10 | Max_nodes: 22 | Active_nodes: 7 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| -execution time of: 2.4173e-05s: Index: 8 | Max_nodes: 19 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| -execution time of: 2.4735e-05s: Index: 14 | Max_nodes: 19 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| ________________________________________________________________________________________________ Start Simulation of grover-v-chain_indep_qiskit_5__________________________________________________ @@ -419,257 +500,593 @@ Start Simulation of grover-v-chain_indep_qiskit_5_______________________________ 131:...|...|...|...|...4 ..o:...0...1...2...3...4 Total Permutations: 120 -Min time: 8.5991e-05s................. Permutation 57 : 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -Max time: 1.3790e-04s................. Permutation 41 : 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +Min time: 6.4358e-04s................. Permutation 81 : 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +Max time: 8.5690e-04s................. Permutation 7 : 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| Min active nodes: 8 nodes.................... Permutation 60 : 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -Min max nodes: 32 nodes.................... Permutation 95 : 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +Min max nodes: 26 nodes.................... Permutation 65 : 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| Max active nodes: 12 nodes.................... Permutation 13 : 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -Max max nodes: 52 nodes.................... Permutation 15 : 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +Max max nodes: 42 nodes.................... Permutation 9 : 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| ________________________________________________________________________________________________ 8 permutations have 8 active nodes. +Index: 119 | Max_nodes: 26 | Time: 6.7861e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +Index: 95 | Max_nodes: 26 | Time: 6.8031e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +Index: 117 | Max_nodes: 29 | Time: 6.6857e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +Index: 93 | Max_nodes: 29 | Time: 6.6916e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +Index: 86 | Max_nodes: 30 | Time: 7.6326e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +Index: 62 | Max_nodes: 30 | Time: 7.7129e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +Index: 60 | Max_nodes: 33 | Time: 7.6368e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +Index: 84 | Max_nodes: 33 | Time: 7.8203e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| ........................... -Average time: 9.5598e-05s +Average time: 7.2211e-04s 36 permutations have 9 active nodes. +Index: 89 | Max_nodes: 26 | Time: 6.7312e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +Index: 113 | Max_nodes: 26 | Time: 6.8592e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +Index: 65 | Max_nodes: 26 | Time: 6.8674e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +Index: 71 | Max_nodes: 26 | Time: 6.9490e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +Index: 57 | Max_nodes: 28 | Time: 6.5283e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +Index: 59 | Max_nodes: 28 | Time: 6.5539e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +Index: 63 | Max_nodes: 29 | Time: 6.5367e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +Index: 87 | Max_nodes: 29 | Time: 6.5484e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +Index: 69 | Max_nodes: 29 | Time: 6.6882e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +Index: 111 | Max_nodes: 29 | Time: 6.6888e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +Index: 33 | Max_nodes: 30 | Time: 6.5543e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +Index: 35 | Max_nodes: 30 | Time: 6.6908e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +Index: 110 | Max_nodes: 30 | Time: 7.5379e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +Index: 68 | Max_nodes: 30 | Time: 7.5488e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +Index: 56 | Max_nodes: 31 | Time: 7.6374e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +Index: 32 | Max_nodes: 31 | Time: 7.7415e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +Index: 80 | Max_nodes: 31 | Time: 7.7939e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +Index: 38 | Max_nodes: 31 | Time: 7.8623e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +Index: 116 | Max_nodes: 32 | Time: 7.2300e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +Index: 92 | Max_nodes: 32 | Time: 7.2350e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +Index: 24 | Max_nodes: 32 | Time: 7.2876e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +Index: 26 | Max_nodes: 32 | Time: 7.3653e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +Index: 54 | Max_nodes: 33 | Time: 7.3359e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +Index: 78 | Max_nodes: 33 | Time: 7.5010e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +Index: 108 | Max_nodes: 33 | Time: 7.6638e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +Index: 66 | Max_nodes: 33 | Time: 7.7747e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +Index: 94 | Max_nodes: 34 | Time: 7.0001e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +Index: 118 | Max_nodes: 34 | Time: 7.1483e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +Index: 2 | Max_nodes: 34 | Time: 7.5310e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +Index: 0 | Max_nodes: 34 | Time: 7.5901e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Index: 90 | Max_nodes: 35 | Time: 7.1572e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +Index: 114 | Max_nodes: 35 | Time: 7.1666e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +Index: 30 | Max_nodes: 35 | Time: 7.5556e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +Index: 36 | Max_nodes: 35 | Time: 7.5702e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +Index: 91 | Max_nodes: 40 | Time: 6.9590e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +Index: 115 | Max_nodes: 40 | Time: 6.9798e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| ........................... -Average time: 9.8938e-05s +Average time: 7.1769e-04s 40 permutations have 10 active nodes. +Index: 81 | Max_nodes: 28 | Time: 6.4358e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +Index: 105 | Max_nodes: 28 | Time: 6.6124e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +Index: 107 | Max_nodes: 28 | Time: 6.6662e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +Index: 83 | Max_nodes: 28 | Time: 6.7331e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +Index: 39 | Max_nodes: 30 | Time: 6.7311e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +Index: 45 | Max_nodes: 30 | Time: 6.7749e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +Index: 41 | Max_nodes: 30 | Time: 6.8346e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +Index: 47 | Max_nodes: 30 | Time: 6.8959e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +Index: 104 | Max_nodes: 31 | Time: 7.4955e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +Index: 34 | Max_nodes: 31 | Time: 7.8515e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +Index: 58 | Max_nodes: 31 | Time: 7.8990e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +Index: 44 | Max_nodes: 31 | Time: 8.1167e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +Index: 48 | Max_nodes: 32 | Time: 7.3658e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +Index: 72 | Max_nodes: 32 | Time: 7.4481e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +Index: 25 | Max_nodes: 32 | Time: 7.5083e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +Index: 28 | Max_nodes: 32 | Time: 7.5778e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +Index: 102 | Max_nodes: 33 | Time: 7.2991e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +Index: 55 | Max_nodes: 33 | Time: 7.5128e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +Index: 74 | Max_nodes: 33 | Time: 7.5502e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +Index: 50 | Max_nodes: 33 | Time: 7.6556e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +Index: 88 | Max_nodes: 34 | Time: 6.9409e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +Index: 112 | Max_nodes: 34 | Time: 6.9425e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +Index: 70 | Max_nodes: 34 | Time: 7.0675e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +Index: 64 | Max_nodes: 34 | Time: 7.2547e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +Index: 4 | Max_nodes: 34 | Time: 7.5161e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +Index: 27 | Max_nodes: 34 | Time: 7.5266e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +Index: 1 | Max_nodes: 34 | Time: 7.5276e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +Index: 29 | Max_nodes: 34 | Time: 7.5297e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +Index: 8 | Max_nodes: 35 | Time: 7.5785e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +Index: 31 | Max_nodes: 35 | Time: 7.5816e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +Index: 14 | Max_nodes: 35 | Time: 7.9280e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +Index: 42 | Max_nodes: 35 | Time: 8.4075e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +Index: 5 | Max_nodes: 36 | Time: 7.5326e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +Index: 3 | Max_nodes: 36 | Time: 7.5475e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +Index: 12 | Max_nodes: 36 | Time: 7.6280e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +Index: 6 | Max_nodes: 36 | Time: 7.6689e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +Index: 61 | Max_nodes: 40 | Time: 6.7637e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +Index: 85 | Max_nodes: 40 | Time: 6.8096e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +Index: 109 | Max_nodes: 40 | Time: 6.8389e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +Index: 67 | Max_nodes: 40 | Time: 6.8843e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| ........................... -Average time: 1.0092e-04s +Average time: 7.3110e-04s 20 permutations have 11 active nodes. +Index: 96 | Max_nodes: 32 | Time: 7.2165e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +Index: 49 | Max_nodes: 32 | Time: 7.5909e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +Index: 98 | Max_nodes: 33 | Time: 7.3915e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +Index: 82 | Max_nodes: 33 | Time: 7.4155e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +Index: 106 | Max_nodes: 33 | Time: 7.4483e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +Index: 40 | Max_nodes: 33 | Time: 7.7370e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +Index: 52 | Max_nodes: 33 | Time: 7.9347e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +Index: 46 | Max_nodes: 33 | Time: 8.3991e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +Index: 79 | Max_nodes: 35 | Time: 7.2090e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +Index: 103 | Max_nodes: 35 | Time: 7.3756e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +Index: 20 | Max_nodes: 35 | Time: 7.7090e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +Index: 10 | Max_nodes: 35 | Time: 7.7205e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +Index: 18 | Max_nodes: 36 | Time: 7.5765e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +Index: 7 | Max_nodes: 36 | Time: 8.5690e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +Index: 37 | Max_nodes: 37 | Time: 7.5246e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +Index: 43 | Max_nodes: 37 | Time: 8.1402e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +Index: 51 | Max_nodes: 38 | Time: 6.9879e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +Index: 53 | Max_nodes: 38 | Time: 7.1031e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +Index: 11 | Max_nodes: 42 | Time: 7.3455e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +Index: 9 | Max_nodes: 42 | Time: 7.3879e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| ........................... -Average time: 1.0494e-04s +Average time: 7.5891e-04s 16 permutations have 12 active nodes. +Index: 73 | Max_nodes: 34 | Time: 7.2311e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +Index: 97 | Max_nodes: 34 | Time: 7.3579e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| +Index: 100 | Max_nodes: 35 | Time: 7.4020e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +Index: 76 | Max_nodes: 35 | Time: 7.4329e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +Index: 22 | Max_nodes: 37 | Time: 7.6102e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +Index: 16 | Max_nodes: 37 | Time: 7.7281e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +Index: 75 | Max_nodes: 38 | Time: 6.9863e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +Index: 99 | Max_nodes: 38 | Time: 7.1935e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +Index: 101 | Max_nodes: 38 | Time: 7.2075e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +Index: 77 | Max_nodes: 38 | Time: 7.2748e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +Index: 13 | Max_nodes: 38 | Time: 7.6598e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +Index: 19 | Max_nodes: 38 | Time: 7.9214e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +Index: 15 | Max_nodes: 42 | Time: 7.3653e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +Index: 17 | Max_nodes: 42 | Time: 7.4062e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +Index: 21 | Max_nodes: 42 | Time: 7.4935e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +Index: 23 | Max_nodes: 42 | Time: 7.5163e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| ........................... -Average time: 1.0411e-04s +Average time: 7.4242e-04s ________________________________________________________________________________________________ -2 permutations have 32 max nodes. +6 permutations have 26 max nodes. +Index: 119 | Active_nodes: 8 | Time: 6.7861e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +Index: 95 | Active_nodes: 8 | Time: 6.8031e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +Index: 89 | Active_nodes: 9 | Time: 6.7312e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +Index: 113 | Active_nodes: 9 | Time: 6.8592e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +Index: 65 | Active_nodes: 9 | Time: 6.8674e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +Index: 71 | Active_nodes: 9 | Time: 6.9490e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| ........................... -Average time: 9.0260e-05s +Average time: 6.8327e-04s -4 permutations have 33 max nodes. +6 permutations have 28 max nodes. +Index: 57 | Active_nodes: 9 | Time: 6.5283e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +Index: 59 | Active_nodes: 9 | Time: 6.5539e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +Index: 81 | Active_nodes: 10 | Time: 6.4358e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +Index: 105 | Active_nodes: 10 | Time: 6.6124e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +Index: 107 | Active_nodes: 10 | Time: 6.6662e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +Index: 83 | Active_nodes: 10 | Time: 6.7331e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| ........................... -Average time: 9.2198e-05s +Average time: 6.5883e-04s -4 permutations have 35 max nodes. +6 permutations have 29 max nodes. +Index: 117 | Active_nodes: 8 | Time: 6.6857e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +Index: 93 | Active_nodes: 8 | Time: 6.6916e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +Index: 63 | Active_nodes: 9 | Time: 6.5367e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +Index: 87 | Active_nodes: 9 | Time: 6.5484e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +Index: 69 | Active_nodes: 9 | Time: 6.6882e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +Index: 111 | Active_nodes: 9 | Time: 6.6888e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| ........................... -Average time: 8.7306e-05s +Average time: 6.6399e-04s + +10 permutations have 30 max nodes. +Index: 86 | Active_nodes: 8 | Time: 7.6326e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +Index: 62 | Active_nodes: 8 | Time: 7.7129e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +Index: 33 | Active_nodes: 9 | Time: 6.5543e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +Index: 35 | Active_nodes: 9 | Time: 6.6908e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +Index: 110 | Active_nodes: 9 | Time: 7.5379e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +Index: 68 | Active_nodes: 9 | Time: 7.5488e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +Index: 39 | Active_nodes: 10 | Time: 6.7311e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +Index: 45 | Active_nodes: 10 | Time: 6.7749e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +Index: 41 | Active_nodes: 10 | Time: 6.8346e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +Index: 47 | Active_nodes: 10 | Time: 6.8959e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -8 permutations have 36 max nodes. +........................... +Average time: 7.0914e-04s + +8 permutations have 31 max nodes. +Index: 56 | Active_nodes: 9 | Time: 7.6374e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +Index: 32 | Active_nodes: 9 | Time: 7.7415e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +Index: 80 | Active_nodes: 9 | Time: 7.7939e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +Index: 38 | Active_nodes: 9 | Time: 7.8623e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +Index: 104 | Active_nodes: 10 | Time: 7.4955e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +Index: 34 | Active_nodes: 10 | Time: 7.8515e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +Index: 58 | Active_nodes: 10 | Time: 7.8990e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +Index: 44 | Active_nodes: 10 | Time: 8.1167e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| ........................... -Average time: 8.8202e-05s +Average time: 7.7997e-04s + +10 permutations have 32 max nodes. +Index: 116 | Active_nodes: 9 | Time: 7.2300e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +Index: 92 | Active_nodes: 9 | Time: 7.2350e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +Index: 24 | Active_nodes: 9 | Time: 7.2876e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +Index: 26 | Active_nodes: 9 | Time: 7.3653e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +Index: 48 | Active_nodes: 10 | Time: 7.3658e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +Index: 72 | Active_nodes: 10 | Time: 7.4481e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +Index: 25 | Active_nodes: 10 | Time: 7.5083e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +Index: 28 | Active_nodes: 10 | Time: 7.5778e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +Index: 96 | Active_nodes: 11 | Time: 7.2165e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +Index: 49 | Active_nodes: 11 | Time: 7.5909e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -4 permutations have 37 max nodes. +........................... +Average time: 7.3825e-04s + +16 permutations have 33 max nodes. +Index: 60 | Active_nodes: 8 | Time: 7.6368e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +Index: 84 | Active_nodes: 8 | Time: 7.8203e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +Index: 54 | Active_nodes: 9 | Time: 7.3359e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +Index: 78 | Active_nodes: 9 | Time: 7.5010e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +Index: 108 | Active_nodes: 9 | Time: 7.6638e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +Index: 66 | Active_nodes: 9 | Time: 7.7747e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +Index: 102 | Active_nodes: 10 | Time: 7.2991e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +Index: 55 | Active_nodes: 10 | Time: 7.5128e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +Index: 74 | Active_nodes: 10 | Time: 7.5502e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +Index: 50 | Active_nodes: 10 | Time: 7.6556e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +Index: 98 | Active_nodes: 11 | Time: 7.3915e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +Index: 82 | Active_nodes: 11 | Time: 7.4155e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +Index: 106 | Active_nodes: 11 | Time: 7.4483e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +Index: 40 | Active_nodes: 11 | Time: 7.7370e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +Index: 52 | Active_nodes: 11 | Time: 7.9347e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +Index: 46 | Active_nodes: 11 | Time: 8.3991e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| ........................... -Average time: 1.0618e-04s +Average time: 7.6298e-04s + +14 permutations have 34 max nodes. +Index: 94 | Active_nodes: 9 | Time: 7.0001e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +Index: 118 | Active_nodes: 9 | Time: 7.1483e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +Index: 2 | Active_nodes: 9 | Time: 7.5310e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +Index: 0 | Active_nodes: 9 | Time: 7.5901e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Index: 88 | Active_nodes: 10 | Time: 6.9409e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +Index: 112 | Active_nodes: 10 | Time: 6.9425e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +Index: 70 | Active_nodes: 10 | Time: 7.0675e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +Index: 64 | Active_nodes: 10 | Time: 7.2547e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +Index: 4 | Active_nodes: 10 | Time: 7.5161e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +Index: 27 | Active_nodes: 10 | Time: 7.5266e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +Index: 1 | Active_nodes: 10 | Time: 7.5276e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +Index: 29 | Active_nodes: 10 | Time: 7.5297e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +Index: 73 | Active_nodes: 12 | Time: 7.2311e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +Index: 97 | Active_nodes: 12 | Time: 7.3579e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -6 permutations have 38 max nodes. +........................... +Average time: 7.2975e-04s + +14 permutations have 35 max nodes. +Index: 90 | Active_nodes: 9 | Time: 7.1572e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +Index: 114 | Active_nodes: 9 | Time: 7.1666e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +Index: 30 | Active_nodes: 9 | Time: 7.5556e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +Index: 36 | Active_nodes: 9 | Time: 7.5702e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +Index: 8 | Active_nodes: 10 | Time: 7.5785e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +Index: 31 | Active_nodes: 10 | Time: 7.5816e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +Index: 14 | Active_nodes: 10 | Time: 7.9280e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +Index: 42 | Active_nodes: 10 | Time: 8.4075e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +Index: 79 | Active_nodes: 11 | Time: 7.2090e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +Index: 103 | Active_nodes: 11 | Time: 7.3756e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +Index: 20 | Active_nodes: 11 | Time: 7.7090e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +Index: 10 | Active_nodes: 11 | Time: 7.7205e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +Index: 100 | Active_nodes: 12 | Time: 7.4020e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +Index: 76 | Active_nodes: 12 | Time: 7.4329e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| ........................... -Average time: 1.0464e-04s +Average time: 7.5567e-04s -4 permutations have 39 max nodes. +6 permutations have 36 max nodes. +Index: 5 | Active_nodes: 10 | Time: 7.5326e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +Index: 3 | Active_nodes: 10 | Time: 7.5475e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +Index: 12 | Active_nodes: 10 | Time: 7.6280e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +Index: 6 | Active_nodes: 10 | Time: 7.6689e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +Index: 18 | Active_nodes: 11 | Time: 7.5765e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +Index: 7 | Active_nodes: 11 | Time: 8.5690e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| ........................... -Average time: 1.1143e-04s +Average time: 7.7538e-04s -10 permutations have 40 max nodes. +4 permutations have 37 max nodes. +Index: 37 | Active_nodes: 11 | Time: 7.5246e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +Index: 43 | Active_nodes: 11 | Time: 8.1402e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +Index: 22 | Active_nodes: 12 | Time: 7.6102e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +Index: 16 | Active_nodes: 12 | Time: 7.7281e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| ........................... -Average time: 1.0316e-04s - -10 permutations have 41 max nodes. +Average time: 7.7508e-04s + +8 permutations have 38 max nodes. +Index: 51 | Active_nodes: 11 | Time: 6.9879e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +Index: 53 | Active_nodes: 11 | Time: 7.1031e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +Index: 75 | Active_nodes: 12 | Time: 6.9863e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +Index: 99 | Active_nodes: 12 | Time: 7.1935e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +Index: 101 | Active_nodes: 12 | Time: 7.2075e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +Index: 77 | Active_nodes: 12 | Time: 7.2748e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +Index: 13 | Active_nodes: 12 | Time: 7.6598e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +Index: 19 | Active_nodes: 12 | Time: 7.9214e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| ........................... -Average time: 1.0059e-04s +Average time: 7.2918e-04s -12 permutations have 42 max nodes. +6 permutations have 40 max nodes. +Index: 91 | Active_nodes: 9 | Time: 6.9590e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +Index: 115 | Active_nodes: 9 | Time: 6.9798e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +Index: 61 | Active_nodes: 10 | Time: 6.7637e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +Index: 85 | Active_nodes: 10 | Time: 6.8096e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +Index: 109 | Active_nodes: 10 | Time: 6.8389e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +Index: 67 | Active_nodes: 10 | Time: 6.8843e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| ........................... -Average time: 9.9888e-05s +Average time: 6.8725e-04s -14 permutations have 43 max nodes. +6 permutations have 42 max nodes. +Index: 11 | Active_nodes: 11 | Time: 7.3455e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +Index: 9 | Active_nodes: 11 | Time: 7.3879e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +Index: 15 | Active_nodes: 12 | Time: 7.3653e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +Index: 17 | Active_nodes: 12 | Time: 7.4062e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +Index: 21 | Active_nodes: 12 | Time: 7.4935e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +Index: 23 | Active_nodes: 12 | Time: 7.5163e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| ........................... -Average time: 1.0314e-04s +Average time: 7.4191e-04s -4 permutations have 44 max nodes. +________________________________________________________________________________________________ -........................... -Average time: 1.1095e-04s +execution time of: 6.4358e-04s: Index: 81 | Max_nodes: 28 | Active_nodes: 10 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -10 permutations have 45 max nodes. +execution time of: 6.5283e-04s: Index: 57 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -........................... -Average time: 1.0318e-04s +execution time of: 6.5367e-04s: Index: 63 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -4 permutations have 46 max nodes. +execution time of: 6.5484e-04s: Index: 87 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -........................... -Average time: 1.0789e-04s +execution time of: 6.5539e-04s: Index: 59 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -6 permutations have 47 max nodes. +execution time of: 6.5543e-04s: Index: 33 | Max_nodes: 30 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -........................... -Average time: 9.9531e-05s +execution time of: 6.6124e-04s: Index: 105 | Max_nodes: 28 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -10 permutations have 48 max nodes. +execution time of: 6.6662e-04s: Index: 107 | Max_nodes: 28 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -........................... -Average time: 9.8981e-05s +execution time of: 6.6857e-04s: Index: 117 | Max_nodes: 29 | Active_nodes: 8 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -2 permutations have 49 max nodes. +execution time of: 6.6882e-04s: Index: 69 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -........................... -Average time: 1.1388e-04s +execution time of: 6.6888e-04s: Index: 111 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -2 permutations have 51 max nodes. +execution time of: 6.6908e-04s: Index: 35 | Max_nodes: 30 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -........................... -Average time: 1.0359e-04s +execution time of: 6.6916e-04s: Index: 93 | Max_nodes: 29 | Active_nodes: 8 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -4 permutations have 52 max nodes. +execution time of: 6.7311e-04s: Index: 39 | Max_nodes: 30 | Active_nodes: 10 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -........................... -Average time: 1.0402e-04s +execution time of: 6.7312e-04s: Index: 89 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -________________________________________________________________________________________________ +execution time of: 6.7331e-04s: Index: 83 | Max_nodes: 28 | Active_nodes: 10 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| + +execution time of: 6.7637e-04s: Index: 61 | Max_nodes: 40 | Active_nodes: 10 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| + +execution time of: 6.7749e-04s: Index: 45 | Max_nodes: 30 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| + +execution time of: 6.7861e-04s: Index: 119 | Max_nodes: 26 | Active_nodes: 8 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| + +execution time of: 6.8031e-04s: Index: 95 | Max_nodes: 26 | Active_nodes: 8 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| + +execution time of: 6.8096e-04s: Index: 85 | Max_nodes: 40 | Active_nodes: 10 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| + +execution time of: 6.8346e-04s: Index: 41 | Max_nodes: 30 | Active_nodes: 10 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| + +execution time of: 6.8389e-04s: Index: 109 | Max_nodes: 40 | Active_nodes: 10 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| + +execution time of: 6.8592e-04s: Index: 113 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| + +execution time of: 6.8674e-04s: Index: 65 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| + +execution time of: 6.8843e-04s: Index: 67 | Max_nodes: 40 | Active_nodes: 10 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| + +execution time of: 6.8959e-04s: Index: 47 | Max_nodes: 30 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| + +execution time of: 6.9409e-04s: Index: 88 | Max_nodes: 34 | Active_nodes: 10 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| + +execution time of: 6.9425e-04s: Index: 112 | Max_nodes: 34 | Active_nodes: 10 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| + +execution time of: 6.9490e-04s: Index: 71 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| + +execution time of: 6.9590e-04s: Index: 91 | Max_nodes: 40 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| + +execution time of: 6.9798e-04s: Index: 115 | Max_nodes: 40 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| + +execution time of: 6.9863e-04s: Index: 75 | Max_nodes: 38 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| + +execution time of: 6.9879e-04s: Index: 51 | Max_nodes: 38 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| + +execution time of: 7.0001e-04s: Index: 94 | Max_nodes: 34 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| + +execution time of: 7.0675e-04s: Index: 70 | Max_nodes: 34 | Active_nodes: 10 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| + +execution time of: 7.1031e-04s: Index: 53 | Max_nodes: 38 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| + +execution time of: 7.1483e-04s: Index: 118 | Max_nodes: 34 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| + +execution time of: 7.1572e-04s: Index: 90 | Max_nodes: 35 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| + +execution time of: 7.1666e-04s: Index: 114 | Max_nodes: 35 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| + +execution time of: 7.1935e-04s: Index: 99 | Max_nodes: 38 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| + +execution time of: 7.2075e-04s: Index: 101 | Max_nodes: 38 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| + +execution time of: 7.2090e-04s: Index: 79 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| + +execution time of: 7.2165e-04s: Index: 96 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| + +execution time of: 7.2300e-04s: Index: 116 | Max_nodes: 32 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| + +execution time of: 7.2311e-04s: Index: 73 | Max_nodes: 34 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| + +execution time of: 7.2350e-04s: Index: 92 | Max_nodes: 32 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| + +execution time of: 7.2547e-04s: Index: 64 | Max_nodes: 34 | Active_nodes: 10 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| + +execution time of: 7.2748e-04s: Index: 77 | Max_nodes: 38 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| + +execution time of: 7.2876e-04s: Index: 24 | Max_nodes: 32 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| + +execution time of: 7.2991e-04s: Index: 102 | Max_nodes: 33 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| + +execution time of: 7.3359e-04s: Index: 54 | Max_nodes: 33 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| + +execution time of: 7.3455e-04s: Index: 11 | Max_nodes: 42 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| + +execution time of: 7.3579e-04s: Index: 97 | Max_nodes: 34 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| + +execution time of: 7.3653e-04s: Index: 26 | Max_nodes: 32 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| + +execution time of: 7.3653e-04s: Index: 15 | Max_nodes: 42 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| + +execution time of: 7.3658e-04s: Index: 48 | Max_nodes: 32 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| + +execution time of: 7.3756e-04s: Index: 103 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| + +execution time of: 7.3879e-04s: Index: 9 | Max_nodes: 42 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| + +execution time of: 7.3915e-04s: Index: 98 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| + +execution time of: 7.4020e-04s: Index: 100 | Max_nodes: 35 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| + +execution time of: 7.4062e-04s: Index: 17 | Max_nodes: 42 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| + +execution time of: 7.4155e-04s: Index: 82 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| + +execution time of: 7.4329e-04s: Index: 76 | Max_nodes: 35 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| + +execution time of: 7.4481e-04s: Index: 72 | Max_nodes: 32 | Active_nodes: 10 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| + +execution time of: 7.4483e-04s: Index: 106 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| + +execution time of: 7.4935e-04s: Index: 21 | Max_nodes: 42 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| + +execution time of: 7.4955e-04s: Index: 104 | Max_nodes: 31 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| + +execution time of: 7.5010e-04s: Index: 78 | Max_nodes: 33 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| + +execution time of: 7.5083e-04s: Index: 25 | Max_nodes: 32 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| + +execution time of: 7.5128e-04s: Index: 55 | Max_nodes: 33 | Active_nodes: 10 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| + +execution time of: 7.5161e-04s: Index: 4 | Max_nodes: 34 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| + +execution time of: 7.5163e-04s: Index: 23 | Max_nodes: 42 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| + +execution time of: 7.5246e-04s: Index: 37 | Max_nodes: 37 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| + +execution time of: 7.5266e-04s: Index: 27 | Max_nodes: 34 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| + +execution time of: 7.5276e-04s: Index: 1 | Max_nodes: 34 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| + +execution time of: 7.5297e-04s: Index: 29 | Max_nodes: 34 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| + +execution time of: 7.5310e-04s: Index: 2 | Max_nodes: 34 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| + +execution time of: 7.5326e-04s: Index: 5 | Max_nodes: 36 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| + +execution time of: 7.5379e-04s: Index: 110 | Max_nodes: 30 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| + +execution time of: 7.5475e-04s: Index: 3 | Max_nodes: 36 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| + +execution time of: 7.5488e-04s: Index: 68 | Max_nodes: 30 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| + +execution time of: 7.5502e-04s: Index: 74 | Max_nodes: 33 | Active_nodes: 10 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| + +execution time of: 7.5556e-04s: Index: 30 | Max_nodes: 35 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| + +execution time of: 7.5702e-04s: Index: 36 | Max_nodes: 35 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| + +execution time of: 7.5765e-04s: Index: 18 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| + +execution time of: 7.5778e-04s: Index: 28 | Max_nodes: 32 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| + +execution time of: 7.5785e-04s: Index: 8 | Max_nodes: 35 | Active_nodes: 10 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| + +execution time of: 7.5816e-04s: Index: 31 | Max_nodes: 35 | Active_nodes: 10 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| + +execution time of: 7.5901e-04s: Index: 0 | Max_nodes: 34 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| + +execution time of: 7.5909e-04s: Index: 49 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| + +execution time of: 7.6102e-04s: Index: 22 | Max_nodes: 37 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| + +execution time of: 7.6280e-04s: Index: 12 | Max_nodes: 36 | Active_nodes: 10 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| + +execution time of: 7.6326e-04s: Index: 86 | Max_nodes: 30 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| + +execution time of: 7.6368e-04s: Index: 60 | Max_nodes: 33 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| + +execution time of: 7.6374e-04s: Index: 56 | Max_nodes: 31 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| + +execution time of: 7.6556e-04s: Index: 50 | Max_nodes: 33 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| + +execution time of: 7.6598e-04s: Index: 13 | Max_nodes: 38 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| + +execution time of: 7.6638e-04s: Index: 108 | Max_nodes: 33 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| + +execution time of: 7.6689e-04s: Index: 6 | Max_nodes: 36 | Active_nodes: 10 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| + +execution time of: 7.7090e-04s: Index: 20 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| + +execution time of: 7.7129e-04s: Index: 62 | Max_nodes: 30 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| + +execution time of: 7.7205e-04s: Index: 10 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| + +execution time of: 7.7281e-04s: Index: 16 | Max_nodes: 37 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| + +execution time of: 7.7370e-04s: Index: 40 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| + +execution time of: 7.7415e-04s: Index: 32 | Max_nodes: 31 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| + +execution time of: 7.7747e-04s: Index: 66 | Max_nodes: 33 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| + +execution time of: 7.7939e-04s: Index: 80 | Max_nodes: 31 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| + +execution time of: 7.8203e-04s: Index: 84 | Max_nodes: 33 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| + +execution time of: 7.8515e-04s: Index: 34 | Max_nodes: 31 | Active_nodes: 10 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| + +execution time of: 7.8623e-04s: Index: 38 | Max_nodes: 31 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| + +execution time of: 7.8990e-04s: Index: 58 | Max_nodes: 31 | Active_nodes: 10 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| + +execution time of: 7.9214e-04s: Index: 19 | Max_nodes: 38 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| + +execution time of: 7.9280e-04s: Index: 14 | Max_nodes: 35 | Active_nodes: 10 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| + +execution time of: 7.9347e-04s: Index: 52 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| + +execution time of: 8.1167e-04s: Index: 44 | Max_nodes: 31 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| + +execution time of: 8.1402e-04s: Index: 43 | Max_nodes: 37 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| + +execution time of: 8.3991e-04s: Index: 46 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| + +execution time of: 8.4075e-04s: Index: 42 | Max_nodes: 35 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| + +execution time of: 8.5690e-04s: Index: 7 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -execution time of: 8.5991e-05s: Index: 57 | Max_nodes: 35 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -execution time of: 8.6511e-05s: Index: 81 | Max_nodes: 36 | Active_nodes: 10 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -execution time of: 8.7369e-05s: Index: 93 | Max_nodes: 35 | Active_nodes: 8 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -execution time of: 8.7686e-05s: Index: 117 | Max_nodes: 35 | Active_nodes: 8 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -execution time of: 8.7919e-05s: Index: 87 | Max_nodes: 36 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -execution time of: 8.7941e-05s: Index: 105 | Max_nodes: 36 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -execution time of: 8.7969e-05s: Index: 111 | Max_nodes: 36 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -execution time of: 8.8176e-05s: Index: 59 | Max_nodes: 35 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -execution time of: 8.8216e-05s: Index: 107 | Max_nodes: 36 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -execution time of: 8.8851e-05s: Index: 63 | Max_nodes: 36 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -execution time of: 8.8859e-05s: Index: 83 | Max_nodes: 36 | Active_nodes: 10 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -execution time of: 8.9249e-05s: Index: 113 | Max_nodes: 33 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -execution time of: 8.9348e-05s: Index: 69 | Max_nodes: 36 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -execution time of: 8.9556e-05s: Index: 95 | Max_nodes: 32 | Active_nodes: 8 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -execution time of: 8.9881e-05s: Index: 33 | Max_nodes: 37 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -execution time of: 9.0406e-05s: Index: 112 | Max_nodes: 42 | Active_nodes: 10 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -execution time of: 9.0691e-05s: Index: 109 | Max_nodes: 48 | Active_nodes: 10 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -execution time of: 9.0876e-05s: Index: 115 | Max_nodes: 47 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -execution time of: 9.0963e-05s: Index: 119 | Max_nodes: 32 | Active_nodes: 8 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -execution time of: 9.1281e-05s: Index: 89 | Max_nodes: 33 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -execution time of: 9.1781e-05s: Index: 91 | Max_nodes: 47 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -execution time of: 9.2414e-05s: Index: 61 | Max_nodes: 48 | Active_nodes: 10 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -execution time of: 9.2529e-05s: Index: 39 | Max_nodes: 38 | Active_nodes: 10 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -execution time of: 9.3213e-05s: Index: 88 | Max_nodes: 42 | Active_nodes: 10 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -execution time of: 9.3576e-05s: Index: 65 | Max_nodes: 33 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -execution time of: 9.3714e-05s: Index: 67 | Max_nodes: 48 | Active_nodes: 10 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -execution time of: 9.3879e-05s: Index: 94 | Max_nodes: 41 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -execution time of: 9.4201e-05s: Index: 45 | Max_nodes: 38 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -execution time of: 9.4486e-05s: Index: 118 | Max_nodes: 41 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -execution time of: 9.4596e-05s: Index: 99 | Max_nodes: 48 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -execution time of: 9.4634e-05s: Index: 75 | Max_nodes: 48 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -execution time of: 9.4686e-05s: Index: 71 | Max_nodes: 33 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -execution time of: 9.4741e-05s: Index: 101 | Max_nodes: 48 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -execution time of: 9.4961e-05s: Index: 85 | Max_nodes: 48 | Active_nodes: 10 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -execution time of: 9.5189e-05s: Index: 116 | Max_nodes: 40 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -execution time of: 9.5486e-05s: Index: 51 | Max_nodes: 47 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -execution time of: 9.5504e-05s: Index: 114 | Max_nodes: 43 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -execution time of: 9.6281e-05s: Index: 90 | Max_nodes: 43 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -execution time of: 9.6286e-05s: Index: 102 | Max_nodes: 42 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -execution time of: 9.6604e-05s: Index: 47 | Max_nodes: 38 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -execution time of: 9.7066e-05s: Index: 73 | Max_nodes: 45 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -execution time of: 9.7246e-05s: Index: 70 | Max_nodes: 42 | Active_nodes: 10 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -execution time of: 9.8326e-05s: Index: 77 | Max_nodes: 48 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -execution time of: 9.8351e-05s: Index: 54 | Max_nodes: 41 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -execution time of: 9.8484e-05s: Index: 103 | Max_nodes: 45 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -execution time of: 9.8499e-05s: Index: 26 | Max_nodes: 40 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -execution time of: 9.8731e-05s: Index: 96 | Max_nodes: 42 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -execution time of: 9.8811e-05s: Index: 78 | Max_nodes: 41 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -execution time of: 9.8946e-05s: Index: 48 | Max_nodes: 41 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -execution time of: 9.9024e-05s: Index: 24 | Max_nodes: 40 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -execution time of: 9.9164e-05s: Index: 79 | Max_nodes: 45 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -execution time of: 9.9576e-05s: Index: 106 | Max_nodes: 43 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -execution time of: 1.0002e-04s: Index: 98 | Max_nodes: 43 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -execution time of: 1.0006e-04s: Index: 11 | Max_nodes: 51 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -execution time of: 1.0051e-04s: Index: 74 | Max_nodes: 42 | Active_nodes: 10 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -execution time of: 1.0076e-04s: Index: 86 | Max_nodes: 37 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -execution time of: 1.0094e-04s: Index: 100 | Max_nodes: 46 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -execution time of: 1.0099e-04s: Index: 104 | Max_nodes: 40 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -execution time of: 1.0105e-04s: Index: 29 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -execution time of: 1.0106e-04s: Index: 64 | Max_nodes: 42 | Active_nodes: 10 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -execution time of: 1.0112e-04s: Index: 4 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -execution time of: 1.0128e-04s: Index: 53 | Max_nodes: 47 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -execution time of: 1.0156e-04s: Index: 55 | Max_nodes: 42 | Active_nodes: 10 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -execution time of: 1.0159e-04s: Index: 97 | Max_nodes: 45 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -execution time of: 1.0194e-04s: Index: 60 | Max_nodes: 40 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -execution time of: 1.0205e-04s: Index: 110 | Max_nodes: 38 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -execution time of: 1.0218e-04s: Index: 72 | Max_nodes: 41 | Active_nodes: 10 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -execution time of: 1.0223e-04s: Index: 62 | Max_nodes: 37 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -execution time of: 1.0235e-04s: Index: 49 | Max_nodes: 42 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -execution time of: 1.0250e-04s: Index: 36 | Max_nodes: 43 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -execution time of: 1.0270e-04s: Index: 5 | Max_nodes: 45 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -execution time of: 1.0273e-04s: Index: 1 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -execution time of: 1.0280e-04s: Index: 28 | Max_nodes: 41 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -execution time of: 1.0300e-04s: Index: 80 | Max_nodes: 39 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -execution time of: 1.0313e-04s: Index: 30 | Max_nodes: 43 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -execution time of: 1.0319e-04s: Index: 17 | Max_nodes: 52 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -execution time of: 1.0326e-04s: Index: 32 | Max_nodes: 39 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -execution time of: 1.0326e-04s: Index: 82 | Max_nodes: 43 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -execution time of: 1.0345e-04s: Index: 37 | Max_nodes: 47 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -execution time of: 1.0355e-04s: Index: 108 | Max_nodes: 41 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -execution time of: 1.0362e-04s: Index: 56 | Max_nodes: 39 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -execution time of: 1.0364e-04s: Index: 23 | Max_nodes: 52 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -execution time of: 1.0371e-04s: Index: 15 | Max_nodes: 52 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -execution time of: 1.0411e-04s: Index: 25 | Max_nodes: 41 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -execution time of: 1.0416e-04s: Index: 50 | Max_nodes: 42 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -execution time of: 1.0427e-04s: Index: 84 | Max_nodes: 40 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -execution time of: 1.0429e-04s: Index: 12 | Max_nodes: 45 | Active_nodes: 10 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -execution time of: 1.0457e-04s: Index: 68 | Max_nodes: 38 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -execution time of: 1.0484e-04s: Index: 18 | Max_nodes: 46 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -execution time of: 1.0504e-04s: Index: 8 | Max_nodes: 44 | Active_nodes: 10 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -execution time of: 1.0517e-04s: Index: 27 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -execution time of: 1.0520e-04s: Index: 58 | Max_nodes: 40 | Active_nodes: 10 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -execution time of: 1.0522e-04s: Index: 3 | Max_nodes: 45 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -execution time of: 1.0556e-04s: Index: 21 | Max_nodes: 52 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -execution time of: 1.0578e-04s: Index: 10 | Max_nodes: 45 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -execution time of: 1.0592e-04s: Index: 2 | Max_nodes: 42 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -execution time of: 1.0688e-04s: Index: 92 | Max_nodes: 40 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -execution time of: 1.0688e-04s: Index: 34 | Max_nodes: 40 | Active_nodes: 10 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -execution time of: 1.0701e-04s: Index: 40 | Max_nodes: 43 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -execution time of: 1.0712e-04s: Index: 9 | Max_nodes: 51 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -execution time of: 1.0721e-04s: Index: 0 | Max_nodes: 42 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -execution time of: 1.0772e-04s: Index: 6 | Max_nodes: 45 | Active_nodes: 10 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -execution time of: 1.0808e-04s: Index: 52 | Max_nodes: 43 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -execution time of: 1.0832e-04s: Index: 31 | Max_nodes: 44 | Active_nodes: 10 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -execution time of: 1.0872e-04s: Index: 22 | Max_nodes: 48 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -execution time of: 1.0880e-04s: Index: 66 | Max_nodes: 41 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -execution time of: 1.0979e-04s: Index: 20 | Max_nodes: 45 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -execution time of: 1.1009e-04s: Index: 13 | Max_nodes: 49 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -execution time of: 1.1046e-04s: Index: 14 | Max_nodes: 44 | Active_nodes: 10 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -execution time of: 1.1272e-04s: Index: 44 | Max_nodes: 40 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -execution time of: 1.1431e-04s: Index: 43 | Max_nodes: 47 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -execution time of: 1.1767e-04s: Index: 19 | Max_nodes: 49 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -execution time of: 1.1848e-04s: Index: 46 | Max_nodes: 43 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -execution time of: 1.1998e-04s: Index: 42 | Max_nodes: 44 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -execution time of: 1.2148e-04s: Index: 7 | Max_nodes: 46 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -execution time of: 1.2701e-04s: Index: 16 | Max_nodes: 48 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -execution time of: 1.3183e-04s: Index: 35 | Max_nodes: 37 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -execution time of: 1.3587e-04s: Index: 38 | Max_nodes: 39 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -execution time of: 1.3790e-04s: Index: 41 | Max_nodes: 38 | Active_nodes: 10 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| ________________________________________________________________________________________________ Start Simulation of grover-v-chain_indep_qiskit_6__________________________________________________ @@ -868,255 +1285,473 @@ Start Simulation of grover-v-chain_indep_qiskit_6_______________________________ 131:...|...|...|...|...4 ..o:...0...1...2...3...4 Total Permutations: 120 -Min time: 8.6321e-05s................. Permutation 59 : 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -Max time: 2.2929e-04s................. Permutation 3 : 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +Min time: 1.7977e+308s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Max time: -1.7977e+308s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| Min active nodes: 8 nodes.................... Permutation 60 : 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -Min max nodes: 32 nodes.................... Permutation 95 : 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +Min max nodes: 26 nodes.................... Permutation 65 : 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| Max active nodes: 12 nodes.................... Permutation 13 : 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -Max max nodes: 52 nodes.................... Permutation 15 : 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +Max max nodes: 42 nodes.................... Permutation 9 : 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| ________________________________________________________________________________________________ 8 permutations have 8 active nodes. +Index: 95 | Max_nodes: 26 | Time: nans | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +Index: 119 | Max_nodes: 26 | Time: nans | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +Index: 93 | Max_nodes: 29 | Time: nans | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +Index: 117 | Max_nodes: 29 | Time: nans | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +Index: 62 | Max_nodes: 30 | Time: nans | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +Index: 86 | Max_nodes: 30 | Time: nans | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +Index: 60 | Max_nodes: 33 | Time: nans | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +Index: 84 | Max_nodes: 33 | Time: nans | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| ........................... -Average time: 9.8577e-05s +Average time: -nans 36 permutations have 9 active nodes. +Index: 89 | Max_nodes: 26 | Time: nans | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +Index: 71 | Max_nodes: 26 | Time: nans | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +Index: 113 | Max_nodes: 26 | Time: nans | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +Index: 65 | Max_nodes: 26 | Time: nans | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +Index: 57 | Max_nodes: 28 | Time: nans | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +Index: 59 | Max_nodes: 28 | Time: nans | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +Index: 87 | Max_nodes: 29 | Time: nans | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +Index: 69 | Max_nodes: 29 | Time: nans | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +Index: 111 | Max_nodes: 29 | Time: nans | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +Index: 63 | Max_nodes: 29 | Time: nans | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +Index: 33 | Max_nodes: 30 | Time: nans | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +Index: 35 | Max_nodes: 30 | Time: nans | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +Index: 68 | Max_nodes: 30 | Time: nans | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +Index: 110 | Max_nodes: 30 | Time: nans | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +Index: 56 | Max_nodes: 31 | Time: nans | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +Index: 80 | Max_nodes: 31 | Time: nans | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +Index: 38 | Max_nodes: 31 | Time: nans | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +Index: 32 | Max_nodes: 31 | Time: nans | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +Index: 116 | Max_nodes: 32 | Time: nans | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +Index: 26 | Max_nodes: 32 | Time: nans | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +Index: 24 | Max_nodes: 32 | Time: nans | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +Index: 92 | Max_nodes: 32 | Time: nans | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +Index: 108 | Max_nodes: 33 | Time: nans | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +Index: 78 | Max_nodes: 33 | Time: nans | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +Index: 66 | Max_nodes: 33 | Time: nans | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +Index: 54 | Max_nodes: 33 | Time: nans | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +Index: 0 | Max_nodes: 34 | Time: nans | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Index: 118 | Max_nodes: 34 | Time: nans | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +Index: 94 | Max_nodes: 34 | Time: nans | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +Index: 2 | Max_nodes: 34 | Time: nans | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +Index: 90 | Max_nodes: 35 | Time: nans | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +Index: 36 | Max_nodes: 35 | Time: nans | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +Index: 114 | Max_nodes: 35 | Time: nans | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +Index: 30 | Max_nodes: 35 | Time: nans | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +Index: 91 | Max_nodes: 40 | Time: nans | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +Index: 115 | Max_nodes: 40 | Time: nans | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| ........................... -Average time: 9.6828e-05s +Average time: -nans 40 permutations have 10 active nodes. +Index: 107 | Max_nodes: 28 | Time: nans | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +Index: 105 | Max_nodes: 28 | Time: nans | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +Index: 83 | Max_nodes: 28 | Time: nans | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +Index: 81 | Max_nodes: 28 | Time: nans | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +Index: 45 | Max_nodes: 30 | Time: nans | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +Index: 41 | Max_nodes: 30 | Time: nans | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +Index: 39 | Max_nodes: 30 | Time: nans | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +Index: 47 | Max_nodes: 30 | Time: nans | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +Index: 44 | Max_nodes: 31 | Time: nans | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +Index: 34 | Max_nodes: 31 | Time: nans | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +Index: 58 | Max_nodes: 31 | Time: nans | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +Index: 104 | Max_nodes: 31 | Time: nans | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +Index: 28 | Max_nodes: 32 | Time: nans | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +Index: 25 | Max_nodes: 32 | Time: nans | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +Index: 72 | Max_nodes: 32 | Time: nans | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +Index: 48 | Max_nodes: 32 | Time: nans | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +Index: 50 | Max_nodes: 33 | Time: nans | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +Index: 74 | Max_nodes: 33 | Time: nans | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +Index: 55 | Max_nodes: 33 | Time: nans | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +Index: 102 | Max_nodes: 33 | Time: nans | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +Index: 64 | Max_nodes: 34 | Time: nans | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +Index: 112 | Max_nodes: 34 | Time: nans | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +Index: 70 | Max_nodes: 34 | Time: nans | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +Index: 88 | Max_nodes: 34 | Time: nans | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +Index: 1 | Max_nodes: 34 | Time: nans | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +Index: 29 | Max_nodes: 34 | Time: nans | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +Index: 27 | Max_nodes: 34 | Time: nans | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +Index: 4 | Max_nodes: 34 | Time: nans | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +Index: 42 | Max_nodes: 35 | Time: nans | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +Index: 31 | Max_nodes: 35 | Time: nans | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +Index: 14 | Max_nodes: 35 | Time: nans | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +Index: 8 | Max_nodes: 35 | Time: nans | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +Index: 12 | Max_nodes: 36 | Time: nans | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +Index: 6 | Max_nodes: 36 | Time: nans | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +Index: 5 | Max_nodes: 36 | Time: nans | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +Index: 3 | Max_nodes: 36 | Time: nans | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +Index: 61 | Max_nodes: 40 | Time: nans | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +Index: 67 | Max_nodes: 40 | Time: nans | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +Index: 85 | Max_nodes: 40 | Time: nans | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +Index: 109 | Max_nodes: 40 | Time: nans | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| ........................... -Average time: 1.0255e-04s +Average time: -nans 20 permutations have 11 active nodes. +Index: 96 | Max_nodes: 32 | Time: nans | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +Index: 49 | Max_nodes: 32 | Time: nans | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +Index: 106 | Max_nodes: 33 | Time: nans | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +Index: 98 | Max_nodes: 33 | Time: nans | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +Index: 82 | Max_nodes: 33 | Time: nans | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +Index: 52 | Max_nodes: 33 | Time: nans | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +Index: 46 | Max_nodes: 33 | Time: nans | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +Index: 40 | Max_nodes: 33 | Time: nans | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +Index: 20 | Max_nodes: 35 | Time: nans | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +Index: 79 | Max_nodes: 35 | Time: nans | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +Index: 10 | Max_nodes: 35 | Time: nans | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +Index: 103 | Max_nodes: 35 | Time: nans | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +Index: 18 | Max_nodes: 36 | Time: nans | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +Index: 7 | Max_nodes: 36 | Time: nans | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +Index: 43 | Max_nodes: 37 | Time: nans | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +Index: 37 | Max_nodes: 37 | Time: nans | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +Index: 51 | Max_nodes: 38 | Time: nans | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +Index: 53 | Max_nodes: 38 | Time: nans | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +Index: 11 | Max_nodes: 42 | Time: nans | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +Index: 9 | Max_nodes: 42 | Time: nans | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| ........................... -Average time: 1.0459e-04s +Average time: -nans 16 permutations have 12 active nodes. +Index: 73 | Max_nodes: 34 | Time: nans | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +Index: 97 | Max_nodes: 34 | Time: nans | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| +Index: 76 | Max_nodes: 35 | Time: nans | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +Index: 100 | Max_nodes: 35 | Time: nans | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +Index: 16 | Max_nodes: 37 | Time: nans | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +Index: 22 | Max_nodes: 37 | Time: nans | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +Index: 13 | Max_nodes: 38 | Time: nans | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +Index: 19 | Max_nodes: 38 | Time: nans | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +Index: 75 | Max_nodes: 38 | Time: nans | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +Index: 77 | Max_nodes: 38 | Time: nans | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +Index: 99 | Max_nodes: 38 | Time: nans | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +Index: 101 | Max_nodes: 38 | Time: nans | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +Index: 15 | Max_nodes: 42 | Time: nans | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +Index: 17 | Max_nodes: 42 | Time: nans | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +Index: 21 | Max_nodes: 42 | Time: nans | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +Index: 23 | Max_nodes: 42 | Time: nans | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| ........................... -Average time: 1.0272e-04s +Average time: -nans ________________________________________________________________________________________________ -2 permutations have 32 max nodes. +6 permutations have 26 max nodes. +Index: 95 | Active_nodes: 8 | Time: nans | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +Index: 119 | Active_nodes: 8 | Time: nans | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +Index: 65 | Active_nodes: 9 | Time: nans | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +Index: 71 | Active_nodes: 9 | Time: nans | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +Index: 89 | Active_nodes: 9 | Time: nans | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +Index: 113 | Active_nodes: 9 | Time: nans | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| ........................... -Average time: 9.0843e-05s +Average time: -nans -4 permutations have 33 max nodes. +6 permutations have 28 max nodes. +Index: 57 | Active_nodes: 9 | Time: nans | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +Index: 59 | Active_nodes: 9 | Time: nans | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +Index: 81 | Active_nodes: 10 | Time: nans | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +Index: 83 | Active_nodes: 10 | Time: nans | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +Index: 105 | Active_nodes: 10 | Time: nans | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +Index: 107 | Active_nodes: 10 | Time: nans | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| ........................... -Average time: 9.2803e-05s +Average time: -nans -4 permutations have 35 max nodes. +6 permutations have 29 max nodes. +Index: 93 | Active_nodes: 8 | Time: nans | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +Index: 117 | Active_nodes: 8 | Time: nans | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +Index: 63 | Active_nodes: 9 | Time: nans | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +Index: 69 | Active_nodes: 9 | Time: nans | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +Index: 87 | Active_nodes: 9 | Time: nans | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +Index: 111 | Active_nodes: 9 | Time: nans | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| ........................... -Average time: 9.1643e-05s - -8 permutations have 36 max nodes. +Average time: -nans + +10 permutations have 30 max nodes. +Index: 62 | Active_nodes: 8 | Time: nans | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +Index: 86 | Active_nodes: 8 | Time: nans | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +Index: 33 | Active_nodes: 9 | Time: nans | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +Index: 35 | Active_nodes: 9 | Time: nans | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +Index: 68 | Active_nodes: 9 | Time: nans | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +Index: 110 | Active_nodes: 9 | Time: nans | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +Index: 39 | Active_nodes: 10 | Time: nans | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +Index: 41 | Active_nodes: 10 | Time: nans | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +Index: 45 | Active_nodes: 10 | Time: nans | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +Index: 47 | Active_nodes: 10 | Time: nans | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| ........................... -Average time: 8.9220e-05s - -4 permutations have 37 max nodes. +Average time: -nans + +8 permutations have 31 max nodes. +Index: 32 | Active_nodes: 9 | Time: nans | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +Index: 38 | Active_nodes: 9 | Time: nans | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +Index: 56 | Active_nodes: 9 | Time: nans | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +Index: 80 | Active_nodes: 9 | Time: nans | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +Index: 34 | Active_nodes: 10 | Time: nans | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +Index: 44 | Active_nodes: 10 | Time: nans | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +Index: 58 | Active_nodes: 10 | Time: nans | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +Index: 104 | Active_nodes: 10 | Time: nans | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| ........................... -Average time: 9.6811e-05s - -6 permutations have 38 max nodes. - -........................... -Average time: 9.6429e-05s - -4 permutations have 39 max nodes. - -........................... -Average time: 1.0371e-04s - -10 permutations have 40 max nodes. - -........................... -Average time: 1.0273e-04s - -10 permutations have 41 max nodes. - -........................... -Average time: 9.9998e-05s - -12 permutations have 42 max nodes. +Average time: -nans + +10 permutations have 32 max nodes. +Index: 24 | Active_nodes: 9 | Time: nans | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +Index: 26 | Active_nodes: 9 | Time: nans | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +Index: 92 | Active_nodes: 9 | Time: nans | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +Index: 116 | Active_nodes: 9 | Time: nans | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +Index: 25 | Active_nodes: 10 | Time: nans | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +Index: 28 | Active_nodes: 10 | Time: nans | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +Index: 48 | Active_nodes: 10 | Time: nans | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +Index: 72 | Active_nodes: 10 | Time: nans | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +Index: 49 | Active_nodes: 11 | Time: nans | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +Index: 96 | Active_nodes: 11 | Time: nans | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| ........................... -Average time: 9.9350e-05s - -14 permutations have 43 max nodes. +Average time: -nans + +16 permutations have 33 max nodes. +Index: 60 | Active_nodes: 8 | Time: nans | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +Index: 84 | Active_nodes: 8 | Time: nans | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +Index: 54 | Active_nodes: 9 | Time: nans | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +Index: 66 | Active_nodes: 9 | Time: nans | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +Index: 78 | Active_nodes: 9 | Time: nans | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +Index: 108 | Active_nodes: 9 | Time: nans | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +Index: 50 | Active_nodes: 10 | Time: nans | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +Index: 55 | Active_nodes: 10 | Time: nans | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +Index: 74 | Active_nodes: 10 | Time: nans | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +Index: 102 | Active_nodes: 10 | Time: nans | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +Index: 40 | Active_nodes: 11 | Time: nans | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +Index: 46 | Active_nodes: 11 | Time: nans | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +Index: 52 | Active_nodes: 11 | Time: nans | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +Index: 82 | Active_nodes: 11 | Time: nans | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +Index: 98 | Active_nodes: 11 | Time: nans | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +Index: 106 | Active_nodes: 11 | Time: nans | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| ........................... -Average time: 1.0266e-04s - -4 permutations have 44 max nodes. +Average time: -nans + +14 permutations have 34 max nodes. +Index: 0 | Active_nodes: 9 | Time: nans | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Index: 2 | Active_nodes: 9 | Time: nans | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +Index: 94 | Active_nodes: 9 | Time: nans | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +Index: 118 | Active_nodes: 9 | Time: nans | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +Index: 1 | Active_nodes: 10 | Time: nans | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +Index: 4 | Active_nodes: 10 | Time: nans | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +Index: 27 | Active_nodes: 10 | Time: nans | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +Index: 29 | Active_nodes: 10 | Time: nans | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +Index: 64 | Active_nodes: 10 | Time: nans | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +Index: 70 | Active_nodes: 10 | Time: nans | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +Index: 88 | Active_nodes: 10 | Time: nans | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +Index: 112 | Active_nodes: 10 | Time: nans | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +Index: 73 | Active_nodes: 12 | Time: nans | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +Index: 97 | Active_nodes: 12 | Time: nans | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| ........................... -Average time: 1.0939e-04s - -10 permutations have 45 max nodes. +Average time: -nans + +14 permutations have 35 max nodes. +Index: 30 | Active_nodes: 9 | Time: nans | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +Index: 36 | Active_nodes: 9 | Time: nans | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +Index: 90 | Active_nodes: 9 | Time: nans | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +Index: 114 | Active_nodes: 9 | Time: nans | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +Index: 8 | Active_nodes: 10 | Time: nans | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +Index: 14 | Active_nodes: 10 | Time: nans | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +Index: 31 | Active_nodes: 10 | Time: nans | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +Index: 42 | Active_nodes: 10 | Time: nans | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +Index: 10 | Active_nodes: 11 | Time: nans | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +Index: 20 | Active_nodes: 11 | Time: nans | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +Index: 79 | Active_nodes: 11 | Time: nans | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +Index: 103 | Active_nodes: 11 | Time: nans | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +Index: 76 | Active_nodes: 12 | Time: nans | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +Index: 100 | Active_nodes: 12 | Time: nans | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| ........................... -Average time: 1.1579e-04s +Average time: -nans -4 permutations have 46 max nodes. +6 permutations have 36 max nodes. +Index: 3 | Active_nodes: 10 | Time: nans | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +Index: 5 | Active_nodes: 10 | Time: nans | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +Index: 6 | Active_nodes: 10 | Time: nans | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +Index: 12 | Active_nodes: 10 | Time: nans | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +Index: 7 | Active_nodes: 11 | Time: nans | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +Index: 18 | Active_nodes: 11 | Time: nans | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| ........................... -Average time: 1.0779e-04s - -6 permutations have 47 max nodes. +Average time: -nans -........................... -Average time: 9.9472e-05s - -10 permutations have 48 max nodes. +4 permutations have 37 max nodes. +Index: 37 | Active_nodes: 11 | Time: nans | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +Index: 43 | Active_nodes: 11 | Time: nans | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +Index: 16 | Active_nodes: 12 | Time: nans | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +Index: 22 | Active_nodes: 12 | Time: nans | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| ........................... -Average time: 9.7603e-05s - -2 permutations have 49 max nodes. +Average time: -nans + +8 permutations have 38 max nodes. +Index: 51 | Active_nodes: 11 | Time: nans | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +Index: 53 | Active_nodes: 11 | Time: nans | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +Index: 13 | Active_nodes: 12 | Time: nans | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +Index: 19 | Active_nodes: 12 | Time: nans | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +Index: 75 | Active_nodes: 12 | Time: nans | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +Index: 77 | Active_nodes: 12 | Time: nans | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +Index: 99 | Active_nodes: 12 | Time: nans | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +Index: 101 | Active_nodes: 12 | Time: nans | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| ........................... -Average time: 1.0995e-04s +Average time: -nans -2 permutations have 51 max nodes. +6 permutations have 40 max nodes. +Index: 91 | Active_nodes: 9 | Time: nans | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +Index: 115 | Active_nodes: 9 | Time: nans | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +Index: 61 | Active_nodes: 10 | Time: nans | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +Index: 67 | Active_nodes: 10 | Time: nans | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +Index: 85 | Active_nodes: 10 | Time: nans | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +Index: 109 | Active_nodes: 10 | Time: nans | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| ........................... -Average time: 1.0294e-04s +Average time: -nans -4 permutations have 52 max nodes. +6 permutations have 42 max nodes. +Index: 9 | Active_nodes: 11 | Time: nans | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +Index: 11 | Active_nodes: 11 | Time: nans | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +Index: 15 | Active_nodes: 12 | Time: nans | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +Index: 17 | Active_nodes: 12 | Time: nans | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +Index: 21 | Active_nodes: 12 | Time: nans | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +Index: 23 | Active_nodes: 12 | Time: nans | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| ........................... -Average time: 1.0400e-04s +Average time: -nans ________________________________________________________________________________________________ -execution time of: 8.6321e-05s: Index: 59 | Max_nodes: 35 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -execution time of: 8.6601e-05s: Index: 81 | Max_nodes: 36 | Active_nodes: 10 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -execution time of: 8.7716e-05s: Index: 57 | Max_nodes: 35 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -execution time of: 8.7999e-05s: Index: 105 | Max_nodes: 36 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -execution time of: 8.8411e-05s: Index: 69 | Max_nodes: 36 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -execution time of: 8.9416e-05s: Index: 87 | Max_nodes: 36 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -execution time of: 8.9608e-05s: Index: 107 | Max_nodes: 36 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -execution time of: 8.9621e-05s: Index: 95 | Max_nodes: 32 | Active_nodes: 8 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -execution time of: 8.9811e-05s: Index: 63 | Max_nodes: 36 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -execution time of: 9.0429e-05s: Index: 33 | Max_nodes: 37 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -execution time of: 9.0766e-05s: Index: 83 | Max_nodes: 36 | Active_nodes: 10 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -execution time of: 9.1151e-05s: Index: 111 | Max_nodes: 36 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -execution time of: 9.1258e-05s: Index: 115 | Max_nodes: 47 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -execution time of: 9.1409e-05s: Index: 89 | Max_nodes: 33 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -execution time of: 9.1454e-05s: Index: 109 | Max_nodes: 48 | Active_nodes: 10 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -execution time of: 9.1474e-05s: Index: 35 | Max_nodes: 37 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -execution time of: 9.2064e-05s: Index: 119 | Max_nodes: 32 | Active_nodes: 8 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -execution time of: 9.2306e-05s: Index: 85 | Max_nodes: 48 | Active_nodes: 10 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -execution time of: 9.2588e-05s: Index: 71 | Max_nodes: 33 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -execution time of: 9.2978e-05s: Index: 45 | Max_nodes: 38 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -execution time of: 9.2994e-05s: Index: 65 | Max_nodes: 33 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -execution time of: 9.3466e-05s: Index: 91 | Max_nodes: 47 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -execution time of: 9.3724e-05s: Index: 41 | Max_nodes: 38 | Active_nodes: 10 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -execution time of: 9.3739e-05s: Index: 88 | Max_nodes: 42 | Active_nodes: 10 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -execution time of: 9.3809e-05s: Index: 75 | Max_nodes: 48 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -execution time of: 9.4119e-05s: Index: 67 | Max_nodes: 48 | Active_nodes: 10 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -execution time of: 9.4176e-05s: Index: 61 | Max_nodes: 48 | Active_nodes: 10 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -execution time of: 9.4221e-05s: Index: 113 | Max_nodes: 33 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -execution time of: 9.4263e-05s: Index: 47 | Max_nodes: 38 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -execution time of: 9.4646e-05s: Index: 118 | Max_nodes: 41 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -execution time of: 9.4656e-05s: Index: 94 | Max_nodes: 41 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -execution time of: 9.4821e-05s: Index: 112 | Max_nodes: 42 | Active_nodes: 10 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -execution time of: 9.4923e-05s: Index: 39 | Max_nodes: 38 | Active_nodes: 10 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -execution time of: 9.5351e-05s: Index: 51 | Max_nodes: 47 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -execution time of: 9.5756e-05s: Index: 70 | Max_nodes: 42 | Active_nodes: 10 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -execution time of: 9.5911e-05s: Index: 101 | Max_nodes: 48 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -execution time of: 9.6136e-05s: Index: 90 | Max_nodes: 43 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -execution time of: 9.6466e-05s: Index: 102 | Max_nodes: 42 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -execution time of: 9.7031e-05s: Index: 53 | Max_nodes: 47 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -execution time of: 9.7709e-05s: Index: 64 | Max_nodes: 42 | Active_nodes: 10 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -execution time of: 9.7721e-05s: Index: 73 | Max_nodes: 45 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -execution time of: 9.8144e-05s: Index: 116 | Max_nodes: 40 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -execution time of: 9.8506e-05s: Index: 72 | Max_nodes: 41 | Active_nodes: 10 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -execution time of: 9.8529e-05s: Index: 24 | Max_nodes: 40 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -execution time of: 9.8701e-05s: Index: 78 | Max_nodes: 41 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -execution time of: 9.8746e-05s: Index: 114 | Max_nodes: 43 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -execution time of: 9.8871e-05s: Index: 103 | Max_nodes: 45 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -execution time of: 9.9131e-05s: Index: 11 | Max_nodes: 51 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -execution time of: 9.9149e-05s: Index: 48 | Max_nodes: 41 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -execution time of: 9.9309e-05s: Index: 26 | Max_nodes: 40 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -execution time of: 9.9401e-05s: Index: 99 | Max_nodes: 48 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -execution time of: 9.9439e-05s: Index: 96 | Max_nodes: 42 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -execution time of: 9.9451e-05s: Index: 98 | Max_nodes: 43 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -execution time of: 9.9844e-05s: Index: 36 | Max_nodes: 43 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -execution time of: 1.0011e-04s: Index: 92 | Max_nodes: 40 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -execution time of: 1.0018e-04s: Index: 106 | Max_nodes: 43 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -execution time of: 1.0020e-04s: Index: 77 | Max_nodes: 48 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -execution time of: 1.0094e-04s: Index: 104 | Max_nodes: 40 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -execution time of: 1.0099e-04s: Index: 55 | Max_nodes: 42 | Active_nodes: 10 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -execution time of: 1.0102e-04s: Index: 79 | Max_nodes: 45 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -execution time of: 1.0108e-04s: Index: 4 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -execution time of: 1.0113e-04s: Index: 2 | Max_nodes: 42 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -execution time of: 1.0113e-04s: Index: 110 | Max_nodes: 38 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -execution time of: 1.0115e-04s: Index: 29 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -execution time of: 1.0132e-04s: Index: 54 | Max_nodes: 41 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -execution time of: 1.0143e-04s: Index: 74 | Max_nodes: 42 | Active_nodes: 10 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -execution time of: 1.0155e-04s: Index: 68 | Max_nodes: 38 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -execution time of: 1.0164e-04s: Index: 60 | Max_nodes: 40 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -execution time of: 1.0175e-04s: Index: 17 | Max_nodes: 52 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -execution time of: 1.0179e-04s: Index: 1 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -execution time of: 1.0179e-04s: Index: 31 | Max_nodes: 44 | Active_nodes: 10 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -execution time of: 1.0192e-04s: Index: 97 | Max_nodes: 45 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -execution time of: 1.0210e-04s: Index: 82 | Max_nodes: 43 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -execution time of: 1.0235e-04s: Index: 28 | Max_nodes: 41 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -execution time of: 1.0243e-04s: Index: 32 | Max_nodes: 39 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -execution time of: 1.0253e-04s: Index: 37 | Max_nodes: 47 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -execution time of: 1.0261e-04s: Index: 86 | Max_nodes: 37 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -execution time of: 1.0265e-04s: Index: 76 | Max_nodes: 46 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -execution time of: 1.0273e-04s: Index: 62 | Max_nodes: 37 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -execution time of: 1.0276e-04s: Index: 5 | Max_nodes: 45 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -execution time of: 1.0278e-04s: Index: 50 | Max_nodes: 42 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -execution time of: 1.0287e-04s: Index: 49 | Max_nodes: 42 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -execution time of: 1.0287e-04s: Index: 25 | Max_nodes: 41 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -execution time of: 1.0299e-04s: Index: 27 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -execution time of: 1.0312e-04s: Index: 93 | Max_nodes: 35 | Active_nodes: 8 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -execution time of: 1.0339e-04s: Index: 56 | Max_nodes: 39 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -execution time of: 1.0347e-04s: Index: 108 | Max_nodes: 41 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -execution time of: 1.0348e-04s: Index: 30 | Max_nodes: 43 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -execution time of: 1.0355e-04s: Index: 80 | Max_nodes: 39 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -execution time of: 1.0362e-04s: Index: 23 | Max_nodes: 52 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -execution time of: 1.0367e-04s: Index: 58 | Max_nodes: 40 | Active_nodes: 10 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -execution time of: 1.0421e-04s: Index: 15 | Max_nodes: 52 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -execution time of: 1.0430e-04s: Index: 66 | Max_nodes: 41 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -execution time of: 1.0466e-04s: Index: 12 | Max_nodes: 45 | Active_nodes: 10 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -execution time of: 1.0485e-04s: Index: 34 | Max_nodes: 40 | Active_nodes: 10 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -execution time of: 1.0505e-04s: Index: 18 | Max_nodes: 46 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -execution time of: 1.0507e-04s: Index: 0 | Max_nodes: 42 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -execution time of: 1.0512e-04s: Index: 22 | Max_nodes: 48 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -execution time of: 1.0517e-04s: Index: 40 | Max_nodes: 43 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -execution time of: 1.0548e-04s: Index: 38 | Max_nodes: 39 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -execution time of: 1.0590e-04s: Index: 10 | Max_nodes: 45 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -execution time of: 1.0643e-04s: Index: 21 | Max_nodes: 52 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -execution time of: 1.0656e-04s: Index: 20 | Max_nodes: 45 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -execution time of: 1.0676e-04s: Index: 9 | Max_nodes: 51 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -execution time of: 1.0700e-04s: Index: 8 | Max_nodes: 44 | Active_nodes: 10 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -execution time of: 1.0741e-04s: Index: 84 | Max_nodes: 40 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -execution time of: 1.0796e-04s: Index: 52 | Max_nodes: 43 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -execution time of: 1.0857e-04s: Index: 13 | Max_nodes: 49 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -execution time of: 1.0916e-04s: Index: 6 | Max_nodes: 45 | Active_nodes: 10 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -execution time of: 1.0949e-04s: Index: 14 | Max_nodes: 44 | Active_nodes: 10 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -execution time of: 1.0953e-04s: Index: 16 | Max_nodes: 48 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -execution time of: 1.1133e-04s: Index: 19 | Max_nodes: 49 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -execution time of: 1.1272e-04s: Index: 44 | Max_nodes: 40 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -execution time of: 1.1717e-04s: Index: 46 | Max_nodes: 43 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -execution time of: 1.1720e-04s: Index: 43 | Max_nodes: 47 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -execution time of: 1.1928e-04s: Index: 42 | Max_nodes: 44 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -execution time of: 1.2215e-04s: Index: 7 | Max_nodes: 46 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -execution time of: 2.2929e-04s: Index: 3 | Max_nodes: 45 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +execution time of: nans: Index: 0 | Max_nodes: 34 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Index: 1 | Max_nodes: 34 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +Index: 2 | Max_nodes: 34 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +Index: 3 | Max_nodes: 36 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +Index: 4 | Max_nodes: 34 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +Index: 5 | Max_nodes: 36 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +Index: 6 | Max_nodes: 36 | Active_nodes: 10 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +Index: 7 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +Index: 8 | Max_nodes: 35 | Active_nodes: 10 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +Index: 9 | Max_nodes: 42 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +Index: 10 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +Index: 11 | Max_nodes: 42 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +Index: 12 | Max_nodes: 36 | Active_nodes: 10 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +Index: 13 | Max_nodes: 38 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +Index: 14 | Max_nodes: 35 | Active_nodes: 10 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +Index: 15 | Max_nodes: 42 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +Index: 16 | Max_nodes: 37 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +Index: 17 | Max_nodes: 42 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +Index: 18 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +Index: 19 | Max_nodes: 38 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +Index: 20 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +Index: 21 | Max_nodes: 42 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +Index: 22 | Max_nodes: 37 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +Index: 23 | Max_nodes: 42 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +Index: 24 | Max_nodes: 32 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +Index: 25 | Max_nodes: 32 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +Index: 26 | Max_nodes: 32 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +Index: 27 | Max_nodes: 34 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +Index: 28 | Max_nodes: 32 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +Index: 29 | Max_nodes: 34 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +Index: 30 | Max_nodes: 35 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +Index: 31 | Max_nodes: 35 | Active_nodes: 10 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +Index: 32 | Max_nodes: 31 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +Index: 33 | Max_nodes: 30 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +Index: 34 | Max_nodes: 31 | Active_nodes: 10 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +Index: 35 | Max_nodes: 30 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +Index: 36 | Max_nodes: 35 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +Index: 37 | Max_nodes: 37 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +Index: 38 | Max_nodes: 31 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +Index: 39 | Max_nodes: 30 | Active_nodes: 10 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +Index: 40 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +Index: 41 | Max_nodes: 30 | Active_nodes: 10 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +Index: 42 | Max_nodes: 35 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +Index: 43 | Max_nodes: 37 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +Index: 44 | Max_nodes: 31 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +Index: 45 | Max_nodes: 30 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +Index: 46 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +Index: 47 | Max_nodes: 30 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +Index: 48 | Max_nodes: 32 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +Index: 49 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +Index: 50 | Max_nodes: 33 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +Index: 51 | Max_nodes: 38 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +Index: 52 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +Index: 53 | Max_nodes: 38 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +Index: 54 | Max_nodes: 33 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +Index: 55 | Max_nodes: 33 | Active_nodes: 10 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +Index: 56 | Max_nodes: 31 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +Index: 57 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +Index: 58 | Max_nodes: 31 | Active_nodes: 10 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +Index: 59 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +Index: 60 | Max_nodes: 33 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +Index: 61 | Max_nodes: 40 | Active_nodes: 10 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +Index: 62 | Max_nodes: 30 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +Index: 63 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +Index: 64 | Max_nodes: 34 | Active_nodes: 10 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +Index: 65 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +Index: 66 | Max_nodes: 33 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +Index: 67 | Max_nodes: 40 | Active_nodes: 10 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +Index: 68 | Max_nodes: 30 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +Index: 69 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +Index: 70 | Max_nodes: 34 | Active_nodes: 10 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +Index: 71 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +Index: 72 | Max_nodes: 32 | Active_nodes: 10 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +Index: 73 | Max_nodes: 34 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +Index: 74 | Max_nodes: 33 | Active_nodes: 10 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +Index: 75 | Max_nodes: 38 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +Index: 76 | Max_nodes: 35 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +Index: 77 | Max_nodes: 38 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +Index: 78 | Max_nodes: 33 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +Index: 79 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +Index: 80 | Max_nodes: 31 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +Index: 81 | Max_nodes: 28 | Active_nodes: 10 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +Index: 82 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +Index: 83 | Max_nodes: 28 | Active_nodes: 10 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +Index: 84 | Max_nodes: 33 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +Index: 85 | Max_nodes: 40 | Active_nodes: 10 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +Index: 86 | Max_nodes: 30 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +Index: 87 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +Index: 88 | Max_nodes: 34 | Active_nodes: 10 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +Index: 89 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +Index: 90 | Max_nodes: 35 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +Index: 91 | Max_nodes: 40 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +Index: 92 | Max_nodes: 32 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +Index: 93 | Max_nodes: 29 | Active_nodes: 8 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +Index: 94 | Max_nodes: 34 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +Index: 95 | Max_nodes: 26 | Active_nodes: 8 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +Index: 96 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +Index: 97 | Max_nodes: 34 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| +Index: 98 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +Index: 99 | Max_nodes: 38 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +Index: 100 | Max_nodes: 35 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +Index: 101 | Max_nodes: 38 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +Index: 102 | Max_nodes: 33 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +Index: 103 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +Index: 104 | Max_nodes: 31 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +Index: 105 | Max_nodes: 28 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +Index: 106 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +Index: 107 | Max_nodes: 28 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +Index: 108 | Max_nodes: 33 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +Index: 109 | Max_nodes: 40 | Active_nodes: 10 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +Index: 110 | Max_nodes: 30 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +Index: 111 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +Index: 112 | Max_nodes: 34 | Active_nodes: 10 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +Index: 113 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +Index: 114 | Max_nodes: 35 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +Index: 115 | Max_nodes: 40 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +Index: 116 | Max_nodes: 32 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +Index: 117 | Max_nodes: 29 | Active_nodes: 8 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +Index: 118 | Max_nodes: 34 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +Index: 119 | Max_nodes: 26 | Active_nodes: 8 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| + ________________________________________________________________________________________________ diff --git a/test/BenchmarkQuasm/results/grover-v-chain_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/grover-v-chain_indep_qiskit_controls.txt index 119722c5..64aa28f5 100644 --- a/test/BenchmarkQuasm/results/grover-v-chain_indep_qiskit_controls.txt +++ b/test/BenchmarkQuasm/results/grover-v-chain_indep_qiskit_controls.txt @@ -7,15 +7,14 @@ i: 0 1 4: 0 | 5: | 1 o: 0 1 -Q: 0 w: 1 | Q: 1 w: 1 | Computed Permutation: ................0 -> 0|1 -> 1| Original Permutation: ................0 -> 0|1 -> 1| -Identity Duration: 1.0075e-06s............................. -Permuted Duration: 1.0125e-06s............................. +Identity Duration: 9.3399e-06s............................. +Permuted Duration: 9.3521e-06s............................. Identity active_nodes: 2 ...................................... Permuted active_nodes: 2 ...................................... -Identity max_nodes: 5 ...................................... -Permuted max_nodes: 5 ...................................... +Identity max_nodes: 4 ...................................... +Permuted max_nodes: 4 ...................................... ________________________________________________________________________________________________ Start Simulation of grover-v-chain_indep_qiskit_3__________________________________________________ @@ -39,15 +38,14 @@ Start Simulation of grover-v-chain_indep_qiskit_3_______________________________ 16:...|...1...| 17:...|...|...2 .o:...0...1...2 -Q: 0 w: 4 | Q: 1 w: 6 | Q: 2 w: 1 | Computed Permutation: .........0 -> 2|1 -> 0|2 -> 1| Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 5.7328e-06s............................. -Permuted Duration: 5.6650e-06s............................. +Identity Duration: 4.9464e-05s............................. +Permuted Duration: 4.8454e-05s............................. Identity active_nodes: 3 ...................................... Permuted active_nodes: 3 ...................................... -Identity max_nodes: 11 ...................................... -Permuted max_nodes: 11 ...................................... +Identity max_nodes: 8 ...................................... +Permuted max_nodes: 10 ...................................... ________________________________________________________________________________________________ Start Simulation of grover-v-chain_indep_qiskit_4__________________________________________________ @@ -103,15 +101,14 @@ Start Simulation of grover-v-chain_indep_qiskit_4_______________________________ 48:...|...|...2...| 49:...|...|...|...3 .o:...0...1...2...3 -Q: 0 w: 4 | Q: 1 w: 7 | Q: 2 w: 9 | Q: 3 w: 1 | Computed Permutation: ..0 -> 3|1 -> 0|2 -> 1|3 -> 2| Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Identity Duration: 2.3448e-05s............................. -Permuted Duration: 2.4187e-05s............................. +Identity Duration: 1.8331e-04s............................. +Permuted Duration: 1.8859e-04s............................. Identity active_nodes: 6 ...................................... Permuted active_nodes: 7 ...................................... -Identity max_nodes: 19 ...................................... -Permuted max_nodes: 22 ...................................... +Identity max_nodes: 14 ...................................... +Permuted max_nodes: 16 ...................................... ________________________________________________________________________________________________ Start Simulation of grover-v-chain_indep_qiskit_5__________________________________________________ @@ -309,15 +306,14 @@ Start Simulation of grover-v-chain_indep_qiskit_5_______________________________ 130:...|...|...|...3...| 131:...|...|...|...|...4 ..o:...0...1...2...3...4 -Q: 0 w: 3 | Q: 1 w: 5 | Q: 2 w: 8 | Q: 3 w: 10 | Q: 4 w: 11 | Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: 1.0390e-04s............................. -Permuted Duration: 1.0514e-04s............................. +Identity Duration: 7.5901e-04s............................. +Permuted Duration: 7.6202e-04s............................. Identity active_nodes: 9 ...................................... Permuted active_nodes: 9 ...................................... -Identity max_nodes: 42 ...................................... -Permuted max_nodes: 42 ...................................... +Identity max_nodes: 34 ...................................... +Permuted max_nodes: 34 ...................................... ________________________________________________________________________________________________ Start Simulation of grover-v-chain_indep_qiskit_6__________________________________________________ @@ -515,507 +511,13 @@ Start Simulation of grover-v-chain_indep_qiskit_6_______________________________ 130:...|...|...|...3...| 131:...|...|...|...|...4 ..o:...0...1...2...3...4 -Q: 0 w: 3 | Q: 1 w: 5 | Q: 2 w: 8 | Q: 3 w: 10 | Q: 4 w: 11 | Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: 1.0369e-04s............................. -Permuted Duration: 1.0692e-04s............................. +Identity Duration: -nans............................. +Permuted Duration: nans............................. Identity active_nodes: 9 ...................................... Permuted active_nodes: 9 ...................................... -Identity max_nodes: 42 ...................................... -Permuted max_nodes: 42 ...................................... -________________________________________________________________________________________________ - -Start Simulation of grover-v-chain_indep_qiskit_7__________________________________________________ - -..i:...0...1...2...3...4...5...6 -..1:...h...|...|...|...|...|...| -..2:...|...h...|...|...|...|...| -..3:...|...|...h...|...|...|...| -..4:...|...|...|...h...|...|...| -..5:...|...|...|...|...h...|...| -..6:...|...|...|...|...|...x...| -..7:...|...|...|...|...c...p...| p: (1.9635e-01) -..8:...|...|...|...x...c...|...| -..9:...|...|...|...c...|...p...| p: (-1.9635e-01) -.10:...|...|...|...x...c...|...| -.11:...|...|...|...c...|...p...| p: (1.9635e-01) -.12:...|...|...x...c...|...|...| -.13:...|...|...c...|...|...p...| p: (-1.9635e-01) -.14:...|...|...x...|...c...|...| 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- :...|...|...|...|...|.tdg...| - :...c...|...|...|...|...x...| - :...|...|...|...|...|...t...| - :...|...c...|...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...|...h...| - ----------------------------- -230:..u2...|...|...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) -231:...|..u2...|...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) -232:...|...|..u2...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) -233:...|...|...|..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) -234:...|...|...|...|...z...|...| -235:...|...|...|...|...c...p...| p: (1.9635e-01) -236:...|...|...|...x...c...|...| -237:...|...|...|...c...|...p...| p: (-1.9635e-01) -238:...|...|...|...x...c...|...| -239:...|...|...|...c...|...p...| p: (1.9635e-01) -240:...|...|...x...c...|...|...| -241:...|...|...c...|...|...p...| p: (-1.9635e-01) -242:...|...|...x...|...c...|...| -243:...|...|...c...|...|...p...| p: (1.9635e-01) -244:...|...|...x...c...|...|...| -245:...|...|...c...|...|...p...| p: (-1.9635e-01) 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(-1.9635e-01) -270:...x...|...|...|...c...|...| -271:...c...|...|...|...|...p...| p: (1.9635e-01) -272:...x...|...c...|...|...|...| -273:...c...|...|...|...|...p...| p: (-1.9635e-01) -274:...x...|...|...|...c...|...| -275:...c...|...|...|...|...p...| p: (1.9635e-01) -276:...x...|...|...c...|...|...| -277:...c...|...|...|...|...p...| p: (-1.9635e-01) -278:...x...|...|...|...c...|...| -279:...c...|...|...|...|...p...| p: (1.9635e-01) -280:...x...c...|...|...|...|...| -281:...c...|...|...|...|...p...| p: (-1.9635e-01) -282:...|..ry...|...|...|...|...| p: (1.5708e+00) -283:...x...|...|...|...c...|...| -284:...c...|...|...|...|...p...| p: (1.9635e-01) -285:...x...|...|...c...|...|...| -286:...c...|...|...|...|...p...| p: (-1.9635e-01) -287:...x...|...|...|...c...|...| -288:...c...|...|...|...|...p...| p: (1.9635e-01) -289:...x...|...c...|...|...|...| -290:...c...|...|...|...|...p...| p: (-1.9635e-01) -291:...|...|..ry...|...|...|...| p: (1.5708e+00) -292:...x...|...|...|...c...|...| -293:...c...|...|...|...|...p...| p: (1.9635e-01) -294:...x...|...|...c...|...|...| -295:...c...|...|...|...|...p...| p: (-1.9635e-01) -296:...|...|...|..ry...|...|...| p: (1.5708e+00) -297:...x...|...|...|...c...|...| -298:...c...|...|...|...|...p...| p: (1.9635e-01) -299:..ry...|...|...|...|...|...| p: (1.5708e+00) -300:---------------------------- - :...|...|...|...|...|...h...| - :...|...|...|...|...|...t...| - :...|...c...|...|...|...x...| - :...|...|...|...|...|.tdg...| - :...c...|...|...|...|...x...| - :...|...|...|...|...|...t...| - :...|...c...|...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...|...h...| - ----------------------------- -301:---------------------------- - :...|...|...|...|...|...|...h - :...|...|...|...|...|...|...t - :...|...|...|...|...|...c...x - :...|...|...|...|...|...|.tdg - :...|...|...c...|...|...|...x - :...|...|...|...|...|...|...t - :...|...|...|...|...|...c...x - :...|...|...|...|...|...|.tdg - :...|...|...|...|...|...|...h - ----------------------------- -302:...|...|...|...|...z...|...| -303:...|...|...|...c...x...|...c -304:---------------------------- - :...|...|...|...|...|...|...h - :...|...|...|...|...|...|...t - :...|...|...|...|...|...c...x - :...|...|...|...|...|...|.tdg - :...|...|...c...|...|...|...x - :...|...|...|...|...|...|...t - :...|...|...|...|...|...c...x - :...|...|...|...|...|...|.tdg - :...|...|...|...|...|...|...h - ----------------------------- -305:---------------------------- - :...|...|...|...|...|...h...| - :...|...|...|...|...|...t...| - :...|...c...|...|...|...x...| - :...|...|...|...|...|.tdg...| - :...c...|...|...|...|...x...| - :...|...|...|...|...|...t...| - :...|...c...|...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...|...h...| - ----------------------------- -306:..u2...|...|...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) -307:...|..u2...|...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) -308:...|...|..u2...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) -309:...|...|...|..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) -310:...|...|...|...|...z...|...| -311:============================ -312:...0...|...|...|...|...|...| -313:...|...1...|...|...|...|...| -314:...|...|...2...|...|...|...| -315:...|...|...|...3...|...|...| -316:...|...|...|...|...4...|...| -317:...|...|...|...|...|...5...| -318:...|...|...|...|...|...|...6 -..o:...0...1...2...3...4...5...6 -Q: 0 w: 3 | Q: 1 w: 5 | Q: 2 w: 7 | Q: 3 w: 10 | Q: 4 w: 12 | Q: 5 w: 1 | Q: 6 w: 13 | -Computed Permutation: 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4|6 -> 6| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Identity Duration: 3.4320e-04s............................. -Permuted Duration: 3.1779e-04s............................. -Identity active_nodes: 12 ...................................... -Permuted active_nodes: 15 ...................................... -Identity max_nodes: 69 ...................................... -Permuted max_nodes: 76 ...................................... +Identity max_nodes: 34 ...................................... +Permuted max_nodes: 34 ...................................... ________________________________________________________________________________________________ diff --git a/test/BenchmarkQuasm/results/grover-v-chain_indep_qiskit_gates.txt b/test/BenchmarkQuasm/results/grover-v-chain_indep_qiskit_gates.txt deleted file mode 100644 index 88ae8624..00000000 --- a/test/BenchmarkQuasm/results/grover-v-chain_indep_qiskit_gates.txt +++ /dev/null @@ -1,1015 +0,0 @@ -Start Simulation of grover-v-chain_indep_qiskit_2__________________________________________________ - -i: 0 1 -1: h | -2: | x -3:======== -4: 0 | -5: | 1 -o: 0 1 -Computed Permutation: ................0 -> 0|1 -> 1| -Original Permutation: ................0 -> 0|1 -> 1| -Identity Duration: 1.0375e-06s............................. -Permuted Duration: 1.0225e-06s............................. -Identity active_nodes: 2 ...................................... -Permuted active_nodes: 2 ...................................... -Identity max_nodes: 5 ...................................... -Permuted max_nodes: 5 ...................................... -________________________________________________________________________________________________ - -Start Simulation of grover-v-chain_indep_qiskit_3__________________________________________________ - -.i:...0...1...2 -.1:...h...|...| -.2:...|...h...| -.3:...|...|...x -.4:...|...c...s -.5:...x...c...| -.6:...c...|.sdg -.7:...x...c...| -.8:...c...|...s -.9:..ry...|...| p: (1.5708e+00) -10:...|...z...| -11:...c...x...| -12:..u2...|...| p: (-3.1416e+00) (-3.1416e+00) -13:...|...z...| -14:============ -15:...0...|...| -16:...|...1...| -17:...|...|...2 -.o:...0...1...2 -Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 5.6200e-06s............................. -Permuted Duration: 5.6025e-06s............................. -Identity active_nodes: 3 ...................................... -Permuted active_nodes: 3 ...................................... -Identity max_nodes: 11 ...................................... -Permuted max_nodes: 11 ...................................... -________________________________________________________________________________________________ - -Start Simulation of grover-v-chain_indep_qiskit_4__________________________________________________ - -.i:...0...1...2...3 -.1:...h...|...|...| -.2:...|...h...|...| -.3:...|...|...h...| -.4:...|...|...|...x -.5:...|...|...c...t -.6:...|...x...c...| -.7:...|...c...|.tdg -.8:...|...x...c...| -.9:...|...c...|...t -10:...x...c...|...| -11:...c...|...|.tdg -12:...x...|...c...| -13:...c...|...|...t -14:...x...c...|...| -15:...c...|...|.tdg -16:...|..ry...|...| p: (1.5708e+00) -17:...x...|...c...| -18:...c...|...|...t -19:..ry...|...|...| p: (1.5708e+00) -20:...|...|...z...| -21:...c...c...x...| -22:..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) -23:...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) -24:...|...|...z...| -25:...|...|...c...t -26:...|...x...c...| -27:...|...c...|.tdg -28:...|...x...c...| -29:...|...c...|...t -30:...x...c...|...| -31:...c...|...|.tdg -32:...x...|...c...| -33:...c...|...|...t -34:...x...c...|...| -35:...c...|...|.tdg -36:...|..ry...|...| p: (1.5708e+00) -37:...x...|...c...| -38:...c...|...|...t -39:..ry...|...|...| p: (1.5708e+00) -40:...|...|...z...| -41:...c...c...x...| -42:..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) -43:...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) -44:...|...|...z...| -45:================ -46:...0...|...|...| -47:...|...1...|...| -48:...|...|...2...| -49:...|...|...|...3 -.o:...0...1...2...3 -Computed Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Identity Duration: 2.2536e-05s............................. -Permuted Duration: 2.2483e-05s............................. -Identity active_nodes: 6 ...................................... -Permuted active_nodes: 6 ...................................... -Identity max_nodes: 19 ...................................... -Permuted max_nodes: 19 ...................................... -________________________________________________________________________________________________ - -Start Simulation of grover-v-chain_indep_qiskit_5__________________________________________________ - -..i:...0...1...2...3...4 -..1:...h...|...|...|...| -..2:...|...h...|...|...| -..3:...|...|...h...|...| -..4:...|...|...|...h...| -..5:...|...|...|...|...x -..6:...|...|...|...c...p p: (3.9270e-01) -..7:...|...|...x...c...| -..8:...|...|...c...|...p p: (-3.9270e-01) -..9:...|...|...x...c...| -.10:...|...|...c...|...p p: (3.9270e-01) -.11:...|...x...c...|...| -.12:...|...c...|...|...p p: (-3.9270e-01) -.13:...|...x...|...c...| -.14:...|...c...|...|...p p: (3.9270e-01) -.15:...|...x...c...|...| -.16:...|...c...|...|...p p: (-3.9270e-01) -.17:...|...x...|...c...| -.18:...|...c...|...|...p p: (3.9270e-01) -.19:...x...c...|...|...| -.20:...c...|...|...|...p p: (-3.9270e-01) -.21:...x...|...|...c...| -.22:...c...|...|...|...p p: (3.9270e-01) -.23:...x...|...c...|...| -.24:...c...|...|...|...p p: (-3.9270e-01) -.25:...x...|...|...c...| -.26:...c...|...|...|...p p: (3.9270e-01) -.27:...x...c...|...|...| -.28:...c...|...|...|...p p: (-3.9270e-01) -.29:...|..ry...|...|...| p: (1.5708e+00) -.30:...x...|...|...c...| -.31:...c...|...|...|...p p: (3.9270e-01) -.32:...x...|...c...|...| -.33:...c...|...|...|...p p: (-3.9270e-01) -.34:...|...|..ry...|...| p: (1.5708e+00) -.35:...x...|...|...c...| -.36:...c...|...|...|...p p: (3.9270e-01) -.37:..ry...|...|...|...| p: (1.5708e+00) -.38:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...c...|...|...|...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -.39:...|...|...|...z...| -.40:...|...|...c...x...c -.41:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...c...|...|...|...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -.42:..u2...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) -.43:...|..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) -.44:...|...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) -.45:...|...|...|...z...| -.46:...|...|...|...c...p p: (3.9270e-01) -.47:...|...|...x...c...| -.48:...|...|...c...|...p p: (-3.9270e-01) -.49:...|...|...x...c...| -.50:...|...|...c...|...p p: (3.9270e-01) -.51:...|...x...c...|...| -.52:...|...c...|...|...p p: (-3.9270e-01) -.53:...|...x...|...c...| -.54:...|...c...|...|...p p: (3.9270e-01) -.55:...|...x...c...|...| -.56:...|...c...|...|...p p: (-3.9270e-01) -.57:...|...x...|...c...| -.58:...|...c...|...|...p p: (3.9270e-01) 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-.81:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...c...|...|...|...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -.82:..u2...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) -.83:...|..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) -.84:...|...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) -.85:...|...|...|...z...| -.86:...|...|...|...c...p p: (3.9270e-01) -.87:...|...|...x...c...| -.88:...|...|...c...|...p p: (-3.9270e-01) -.89:...|...|...x...c...| -.90:...|...|...c...|...p p: (3.9270e-01) -.91:...|...x...c...|...| -.92:...|...c...|...|...p p: (-3.9270e-01) -.93:...|...x...|...c...| -.94:...|...c...|...|...p p: (3.9270e-01) -.95:...|...x...c...|...| -.96:...|...c...|...|...p p: (-3.9270e-01) -.97:...|...x...|...c...| -.98:...|...c...|...|...p p: (3.9270e-01) -.99:...x...c...|...|...| -100:...c...|...|...|...p p: (-3.9270e-01) 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:...|...c...|...|...x - :...|...|...|...|.tdg - :...c...|...|...|...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -122:..u2...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) -123:...|..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) -124:...|...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) -125:...|...|...|...z...| -126:==================== -127:...0...|...|...|...| -128:...|...1...|...|...| -129:...|...|...2...|...| -130:...|...|...|...3...| -131:...|...|...|...|...4 -..o:...0...1...2...3...4 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: 1.0517e-04s............................. -Permuted Duration: 1.0622e-04s............................. -Identity active_nodes: 9 ...................................... -Permuted active_nodes: 9 ...................................... -Identity max_nodes: 42 ...................................... -Permuted max_nodes: 42 ...................................... -________________________________________________________________________________________________ - -Start Simulation of grover-v-chain_indep_qiskit_6__________________________________________________ - -..i:...0...1...2...3...4 -..1:...h...|...|...|...| -..2:...|...h...|...|...| -..3:...|...|...h...|...| -..4:...|...|...|...h...| -..5:...|...|...|...|...x -..6:...|...|...|...c...p p: (3.9270e-01) -..7:...|...|...x...c...| -..8:...|...|...c...|...p p: (-3.9270e-01) -..9:...|...|...x...c...| -.10:...|...|...c...|...p p: (3.9270e-01) -.11:...|...x...c...|...| -.12:...|...c...|...|...p p: (-3.9270e-01) -.13:...|...x...|...c...| -.14:...|...c...|...|...p p: (3.9270e-01) -.15:...|...x...c...|...| -.16:...|...c...|...|...p p: (-3.9270e-01) -.17:...|...x...|...c...| -.18:...|...c...|...|...p p: (3.9270e-01) -.19:...x...c...|...|...| -.20:...c...|...|...|...p p: (-3.9270e-01) 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:...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -122:..u2...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) -123:...|..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) -124:...|...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) -125:...|...|...|...z...| -126:==================== -127:...0...|...|...|...| -128:...|...1...|...|...| -129:...|...|...2...|...| -130:...|...|...|...3...| -131:...|...|...|...|...4 -..o:...0...1...2...3...4 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: 1.0472e-04s............................. -Permuted Duration: 1.0313e-04s............................. -Identity active_nodes: 9 ...................................... -Permuted active_nodes: 9 ...................................... -Identity max_nodes: 42 ...................................... -Permuted max_nodes: 42 ...................................... -________________________________________________________________________________________________ - -Start Simulation of grover-v-chain_indep_qiskit_7__________________________________________________ - -..i:...0...1...2...3...4...5...6 -..1:...h...|...|...|...|...|...| -..2:...|...h...|...|...|...|...| -..3:...|...|...h...|...|...|...| -..4:...|...|...|...h...|...|...| -..5:...|...|...|...|...h...|...| -..6:...|...|...|...|...|...x...| -..7:...|...|...|...|...c...p...| p: (1.9635e-01) -..8:...|...|...|...x...c...|...| -..9:...|...|...|...c...|...p...| p: (-1.9635e-01) -.10:...|...|...|...x...c...|...| -.11:...|...|...|...c...|...p...| p: (1.9635e-01) -.12:...|...|...x...c...|...|...| -.13:...|...|...c...|...|...p...| p: (-1.9635e-01) -.14:...|...|...x...|...c...|...| -.15:...|...|...c...|...|...p...| p: (1.9635e-01) -.16:...|...|...x...c...|...|...| -.17:...|...|...c...|...|...p...| p: (-1.9635e-01) -.18:...|...|...x...|...c...|...| -.19:...|...|...c...|...|...p...| p: (1.9635e-01) 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-.67:...c...|...|...|...|...p...| p: (-1.9635e-01) -.68:...|...|...|..ry...|...|...| p: (1.5708e+00) -.69:...x...|...|...|...c...|...| -.70:...c...|...|...|...|...p...| p: (1.9635e-01) -.71:..ry...|...|...|...|...|...| p: (1.5708e+00) -.72:---------------------------- - :...|...|...|...|...|...h...| - :...|...|...|...|...|...t...| - :...|...c...|...|...|...x...| - :...|...|...|...|...|.tdg...| - :...c...|...|...|...|...x...| - :...|...|...|...|...|...t...| - :...|...c...|...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...|...h...| - ----------------------------- -.73:...|...|...|...|...z...|...| -.74:---------------------------- - :...|...|...|...|...|...|...h - :...|...|...|...|...|...|...t - :...|...|...|...|...|...c...x - :...|...|...|...|...|...|.tdg - :...|...|...c...|...|...|...x - :...|...|...|...|...|...|...t - :...|...|...|...|...|...c...x - :...|...|...|...|...|...|.tdg - :...|...|...|...|...|...|...h - ----------------------------- -.75:...|...|...|...c...x...|...c -.76:---------------------------- - :...|...|...|...|...|...|...h - :...|...|...|...|...|...|...t - :...|...|...|...|...|...c...x - :...|...|...|...|...|...|.tdg - :...|...|...c...|...|...|...x - :...|...|...|...|...|...|...t - :...|...|...|...|...|...c...x - :...|...|...|...|...|...|.tdg - :...|...|...|...|...|...|...h - ----------------------------- -.77:---------------------------- - :...|...|...|...|...|...h...| - :...|...|...|...|...|...t...| - :...|...c...|...|...|...x...| - :...|...|...|...|...|.tdg...| - :...c...|...|...|...|...x...| - :...|...|...|...|...|...t...| - :...|...c...|...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...|...h...| - ----------------------------- -.78:..u2...|...|...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) -.79:...|..u2...|...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) -.80:...|...|..u2...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) -.81:...|...|...|..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) -.82:...|...|...|...|...z...|...| -.83:...|...|...|...|...c...p...| p: (1.9635e-01) -.84:...|...|...|...x...c...|...| -.85:...|...|...|...c...|...p...| p: (-1.9635e-01) -.86:...|...|...|...x...c...|...| -.87:...|...|...|...c...|...p...| p: (1.9635e-01) -.88:...|...|...x...c...|...|...| -.89:...|...|...c...|...|...p...| p: (-1.9635e-01) -.90:...|...|...x...|...c...|...| -.91:...|...|...c...|...|...p...| p: (1.9635e-01) -.92:...|...|...x...c...|...|...| -.93:...|...|...c...|...|...p...| p: (-1.9635e-01) -.94:...|...|...x...|...c...|...| -.95:...|...|...c...|...|...p...| p: (1.9635e-01) -.96:...|...x...c...|...|...|...| -.97:...|...c...|...|...|...p...| p: (-1.9635e-01) -.98:...|...x...|...|...c...|...| -.99:...|...c...|...|...|...p...| p: (1.9635e-01) -100:...|...x...|...c...|...|...| -101:...|...c...|...|...|...p...| p: (-1.9635e-01) -102:...|...x...|...|...c...|...| -103:...|...c...|...|...|...p...| p: (1.9635e-01) -104:...|...x...c...|...|...|...| -105:...|...c...|...|...|...p...| p: (-1.9635e-01) -106:...|...x...|...|...c...|...| -107:...|...c...|...|...|...p...| p: (1.9635e-01) -108:...|...x...|...c...|...|...| -109:...|...c...|...|...|...p...| p: (-1.9635e-01) -110:...|...x...|...|...c...|...| -111:...|...c...|...|...|...p...| p: (1.9635e-01) -112:...x...c...|...|...|...|...| -113:...c...|...|...|...|...p...| p: (-1.9635e-01) -114:...x...|...|...|...c...|...| -115:...c...|...|...|...|...p...| p: (1.9635e-01) -116:...x...|...|...c...|...|...| -117:...c...|...|...|...|...p...| p: (-1.9635e-01) -118:...x...|...|...|...c...|...| -119:...c...|...|...|...|...p...| p: (1.9635e-01) -120:...x...|...c...|...|...|...| -121:...c...|...|...|...|...p...| p: (-1.9635e-01) -122:...x...|...|...|...c...|...| -123:...c...|...|...|...|...p...| p: (1.9635e-01) -124:...x...|...|...c...|...|...| -125:...c...|...|...|...|...p...| p: (-1.9635e-01) -126:...x...|...|...|...c...|...| -127:...c...|...|...|...|...p...| p: (1.9635e-01) -128:...x...c...|...|...|...|...| -129:...c...|...|...|...|...p...| p: (-1.9635e-01) -130:...|..ry...|...|...|...|...| p: (1.5708e+00) -131:...x...|...|...|...c...|...| -132:...c...|...|...|...|...p...| p: (1.9635e-01) -133:...x...|...|...c...|...|...| -134:...c...|...|...|...|...p...| p: (-1.9635e-01) -135:...x...|...|...|...c...|...| -136:...c...|...|...|...|...p...| p: (1.9635e-01) -137:...x...|...c...|...|...|...| -138:...c...|...|...|...|...p...| p: (-1.9635e-01) -139:...|...|..ry...|...|...|...| p: (1.5708e+00) -140:...x...|...|...|...c...|...| -141:...c...|...|...|...|...p...| p: (1.9635e-01) -142:...x...|...|...c...|...|...| -143:...c...|...|...|...|...p...| p: (-1.9635e-01) -144:...|...|...|..ry...|...|...| p: (1.5708e+00) -145:...x...|...|...|...c...|...| -146:...c...|...|...|...|...p...| p: (1.9635e-01) -147:..ry...|...|...|...|...|...| p: (1.5708e+00) -148:---------------------------- - :...|...|...|...|...|...h...| - :...|...|...|...|...|...t...| - :...|...c...|...|...|...x...| - :...|...|...|...|...|.tdg...| - :...c...|...|...|...|...x...| - :...|...|...|...|...|...t...| - :...|...c...|...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...|...h...| - ----------------------------- -149:---------------------------- - :...|...|...|...|...|...|...h - :...|...|...|...|...|...|...t - :...|...|...|...|...|...c...x - :...|...|...|...|...|...|.tdg - :...|...|...c...|...|...|...x - :...|...|...|...|...|...|...t - :...|...|...|...|...|...c...x - :...|...|...|...|...|...|.tdg - :...|...|...|...|...|...|...h - ----------------------------- -150:...|...|...|...|...z...|...| -151:...|...|...|...c...x...|...c -152:---------------------------- - :...|...|...|...|...|...|...h - :...|...|...|...|...|...|...t - :...|...|...|...|...|...c...x - :...|...|...|...|...|...|.tdg - :...|...|...c...|...|...|...x - :...|...|...|...|...|...|...t - :...|...|...|...|...|...c...x - :...|...|...|...|...|...|.tdg - :...|...|...|...|...|...|...h - ----------------------------- -153:---------------------------- - :...|...|...|...|...|...h...| - :...|...|...|...|...|...t...| - :...|...c...|...|...|...x...| - :...|...|...|...|...|.tdg...| - :...c...|...|...|...|...x...| - :...|...|...|...|...|...t...| - :...|...c...|...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...|...h...| - ----------------------------- -154:..u2...|...|...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) -155:...|..u2...|...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) -156:...|...|..u2...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) -157:...|...|...|..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) -158:...|...|...|...|...z...|...| -159:...|...|...|...|...c...p...| p: (1.9635e-01) -160:...|...|...|...x...c...|...| -161:...|...|...|...c...|...p...| p: (-1.9635e-01) -162:...|...|...|...x...c...|...| -163:...|...|...|...c...|...p...| p: (1.9635e-01) -164:...|...|...x...c...|...|...| -165:...|...|...c...|...|...p...| p: (-1.9635e-01) -166:...|...|...x...|...c...|...| -167:...|...|...c...|...|...p...| p: (1.9635e-01) -168:...|...|...x...c...|...|...| -169:...|...|...c...|...|...p...| p: (-1.9635e-01) -170:...|...|...x...|...c...|...| -171:...|...|...c...|...|...p...| p: (1.9635e-01) -172:...|...x...c...|...|...|...| -173:...|...c...|...|...|...p...| p: (-1.9635e-01) -174:...|...x...|...|...c...|...| -175:...|...c...|...|...|...p...| p: (1.9635e-01) -176:...|...x...|...c...|...|...| -177:...|...c...|...|...|...p...| p: (-1.9635e-01) -178:...|...x...|...|...c...|...| -179:...|...c...|...|...|...p...| p: (1.9635e-01) -180:...|...x...c...|...|...|...| -181:...|...c...|...|...|...p...| p: (-1.9635e-01) -182:...|...x...|...|...c...|...| -183:...|...c...|...|...|...p...| p: (1.9635e-01) -184:...|...x...|...c...|...|...| -185:...|...c...|...|...|...p...| p: (-1.9635e-01) -186:...|...x...|...|...c...|...| -187:...|...c...|...|...|...p...| p: (1.9635e-01) -188:...x...c...|...|...|...|...| -189:...c...|...|...|...|...p...| p: (-1.9635e-01) -190:...x...|...|...|...c...|...| -191:...c...|...|...|...|...p...| p: (1.9635e-01) -192:...x...|...|...c...|...|...| -193:...c...|...|...|...|...p...| p: (-1.9635e-01) -194:...x...|...|...|...c...|...| -195:...c...|...|...|...|...p...| p: (1.9635e-01) -196:...x...|...c...|...|...|...| -197:...c...|...|...|...|...p...| p: (-1.9635e-01) -198:...x...|...|...|...c...|...| -199:...c...|...|...|...|...p...| p: (1.9635e-01) -200:...x...|...|...c...|...|...| -201:...c...|...|...|...|...p...| p: (-1.9635e-01) -202:...x...|...|...|...c...|...| -203:...c...|...|...|...|...p...| p: (1.9635e-01) -204:...x...c...|...|...|...|...| -205:...c...|...|...|...|...p...| p: (-1.9635e-01) -206:...|..ry...|...|...|...|...| p: (1.5708e+00) -207:...x...|...|...|...c...|...| -208:...c...|...|...|...|...p...| p: (1.9635e-01) -209:...x...|...|...c...|...|...| -210:...c...|...|...|...|...p...| p: (-1.9635e-01) -211:...x...|...|...|...c...|...| -212:...c...|...|...|...|...p...| p: (1.9635e-01) -213:...x...|...c...|...|...|...| -214:...c...|...|...|...|...p...| p: (-1.9635e-01) -215:...|...|..ry...|...|...|...| p: (1.5708e+00) -216:...x...|...|...|...c...|...| -217:...c...|...|...|...|...p...| p: (1.9635e-01) -218:...x...|...|...c...|...|...| -219:...c...|...|...|...|...p...| p: (-1.9635e-01) -220:...|...|...|..ry...|...|...| p: (1.5708e+00) -221:...x...|...|...|...c...|...| -222:...c...|...|...|...|...p...| p: (1.9635e-01) -223:..ry...|...|...|...|...|...| p: (1.5708e+00) -224:---------------------------- - :...|...|...|...|...|...h...| - :...|...|...|...|...|...t...| - :...|...c...|...|...|...x...| - :...|...|...|...|...|.tdg...| - :...c...|...|...|...|...x...| - :...|...|...|...|...|...t...| - :...|...c...|...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...|...h...| - ----------------------------- -225:---------------------------- - :...|...|...|...|...|...|...h - :...|...|...|...|...|...|...t - :...|...|...|...|...|...c...x - :...|...|...|...|...|...|.tdg - :...|...|...c...|...|...|...x - :...|...|...|...|...|...|...t - :...|...|...|...|...|...c...x - :...|...|...|...|...|...|.tdg - :...|...|...|...|...|...|...h - ----------------------------- -226:...|...|...|...|...z...|...| -227:...|...|...|...c...x...|...c -228:---------------------------- - :...|...|...|...|...|...|...h - :...|...|...|...|...|...|...t - :...|...|...|...|...|...c...x - :...|...|...|...|...|...|.tdg - :...|...|...c...|...|...|...x - :...|...|...|...|...|...|...t - :...|...|...|...|...|...c...x - :...|...|...|...|...|...|.tdg - :...|...|...|...|...|...|...h - ----------------------------- -229:---------------------------- - :...|...|...|...|...|...h...| - :...|...|...|...|...|...t...| - :...|...c...|...|...|...x...| - :...|...|...|...|...|.tdg...| - :...c...|...|...|...|...x...| - :...|...|...|...|...|...t...| - :...|...c...|...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...|...h...| - ----------------------------- -230:..u2...|...|...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) -231:...|..u2...|...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) -232:...|...|..u2...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) -233:...|...|...|..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) -234:...|...|...|...|...z...|...| -235:...|...|...|...|...c...p...| p: (1.9635e-01) -236:...|...|...|...x...c...|...| -237:...|...|...|...c...|...p...| p: (-1.9635e-01) -238:...|...|...|...x...c...|...| -239:...|...|...|...c...|...p...| p: (1.9635e-01) -240:...|...|...x...c...|...|...| -241:...|...|...c...|...|...p...| p: (-1.9635e-01) -242:...|...|...x...|...c...|...| -243:...|...|...c...|...|...p...| p: (1.9635e-01) -244:...|...|...x...c...|...|...| -245:...|...|...c...|...|...p...| p: (-1.9635e-01) -246:...|...|...x...|...c...|...| -247:...|...|...c...|...|...p...| p: (1.9635e-01) -248:...|...x...c...|...|...|...| -249:...|...c...|...|...|...p...| p: (-1.9635e-01) -250:...|...x...|...|...c...|...| -251:...|...c...|...|...|...p...| p: (1.9635e-01) -252:...|...x...|...c...|...|...| -253:...|...c...|...|...|...p...| p: (-1.9635e-01) -254:...|...x...|...|...c...|...| -255:...|...c...|...|...|...p...| p: (1.9635e-01) -256:...|...x...c...|...|...|...| -257:...|...c...|...|...|...p...| p: (-1.9635e-01) -258:...|...x...|...|...c...|...| -259:...|...c...|...|...|...p...| p: (1.9635e-01) -260:...|...x...|...c...|...|...| -261:...|...c...|...|...|...p...| p: (-1.9635e-01) -262:...|...x...|...|...c...|...| -263:...|...c...|...|...|...p...| p: (1.9635e-01) -264:...x...c...|...|...|...|...| -265:...c...|...|...|...|...p...| p: (-1.9635e-01) -266:...x...|...|...|...c...|...| -267:...c...|...|...|...|...p...| p: (1.9635e-01) -268:...x...|...|...c...|...|...| -269:...c...|...|...|...|...p...| p: (-1.9635e-01) -270:...x...|...|...|...c...|...| -271:...c...|...|...|...|...p...| p: (1.9635e-01) -272:...x...|...c...|...|...|...| -273:...c...|...|...|...|...p...| p: (-1.9635e-01) -274:...x...|...|...|...c...|...| -275:...c...|...|...|...|...p...| p: (1.9635e-01) -276:...x...|...|...c...|...|...| -277:...c...|...|...|...|...p...| p: (-1.9635e-01) -278:...x...|...|...|...c...|...| -279:...c...|...|...|...|...p...| p: (1.9635e-01) -280:...x...c...|...|...|...|...| -281:...c...|...|...|...|...p...| p: (-1.9635e-01) -282:...|..ry...|...|...|...|...| p: (1.5708e+00) -283:...x...|...|...|...c...|...| -284:...c...|...|...|...|...p...| p: (1.9635e-01) -285:...x...|...|...c...|...|...| -286:...c...|...|...|...|...p...| p: (-1.9635e-01) -287:...x...|...|...|...c...|...| -288:...c...|...|...|...|...p...| p: (1.9635e-01) -289:...x...|...c...|...|...|...| -290:...c...|...|...|...|...p...| p: (-1.9635e-01) -291:...|...|..ry...|...|...|...| p: (1.5708e+00) -292:...x...|...|...|...c...|...| -293:...c...|...|...|...|...p...| p: (1.9635e-01) -294:...x...|...|...c...|...|...| -295:...c...|...|...|...|...p...| p: (-1.9635e-01) -296:...|...|...|..ry...|...|...| p: (1.5708e+00) -297:...x...|...|...|...c...|...| -298:...c...|...|...|...|...p...| p: (1.9635e-01) -299:..ry...|...|...|...|...|...| p: (1.5708e+00) -300:---------------------------- - :...|...|...|...|...|...h...| - :...|...|...|...|...|...t...| - :...|...c...|...|...|...x...| - :...|...|...|...|...|.tdg...| - :...c...|...|...|...|...x...| - :...|...|...|...|...|...t...| - :...|...c...|...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...|...h...| - ----------------------------- -301:---------------------------- - :...|...|...|...|...|...|...h - :...|...|...|...|...|...|...t - :...|...|...|...|...|...c...x - :...|...|...|...|...|...|.tdg - :...|...|...c...|...|...|...x - :...|...|...|...|...|...|...t - :...|...|...|...|...|...c...x - :...|...|...|...|...|...|.tdg - :...|...|...|...|...|...|...h - ----------------------------- -302:...|...|...|...|...z...|...| -303:...|...|...|...c...x...|...c -304:---------------------------- - :...|...|...|...|...|...|...h - :...|...|...|...|...|...|...t - :...|...|...|...|...|...c...x - :...|...|...|...|...|...|.tdg - :...|...|...c...|...|...|...x - :...|...|...|...|...|...|...t - :...|...|...|...|...|...c...x - :...|...|...|...|...|...|.tdg - :...|...|...|...|...|...|...h - ----------------------------- -305:---------------------------- - :...|...|...|...|...|...h...| - :...|...|...|...|...|...t...| - :...|...c...|...|...|...x...| - :...|...|...|...|...|.tdg...| - :...c...|...|...|...|...x...| - :...|...|...|...|...|...t...| - :...|...c...|...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...|...h...| - ----------------------------- -306:..u2...|...|...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) -307:...|..u2...|...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) -308:...|...|..u2...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) -309:...|...|...|..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) -310:...|...|...|...|...z...|...| -311:============================ -312:...0...|...|...|...|...|...| -313:...|...1...|...|...|...|...| -314:...|...|...2...|...|...|...| -315:...|...|...|...3...|...|...| -316:...|...|...|...|...4...|...| -317:...|...|...|...|...|...5...| -318:...|...|...|...|...|...|...6 -..o:...0...1...2...3...4...5...6 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Identity Duration: 3.2836e-04s............................. -Permuted Duration: 3.4417e-04s............................. -Identity active_nodes: 12 ...................................... -Permuted active_nodes: 12 ...................................... -Identity max_nodes: 69 ...................................... -Permuted max_nodes: 69 ...................................... -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/grover_all.txt b/test/BenchmarkQuasm/results/grover_all.txt deleted file mode 100644 index 64bf4308..00000000 --- a/test/BenchmarkQuasm/results/grover_all.txt +++ /dev/null @@ -1,5723 +0,0 @@ -Start Simulation of grover_5__________________________________________________ - - i: 0 1 2 3 4 5 6 - 1: | | | | | | x - 2: | | h | | | | - 3: | | | h | | | - 4: | | | | h | | - 5: | | | | | h | - 6: | | | | | x | - 7: | | | x | | | - 8: | | x | | | | - 9: h | | | | | | - 10: | | t | | | | - 11: | | | t | | | - 12: t | | | | | | - 13: | | c x | | | - 14: x | | c | | | - 15: c | x | | | | - 16: | | tdg | | | | - 17: | | | tdg | | | - 18: t | | | | | | - 19: | | x c | | | - 20: | | tdg | | | | - 21: x | | c | | | - 22: c | x | | | | - 23: | | c x | | | - 24: h | | | | | | - 25: | h | | | | | - 26: t | | | | | | - 27: | | | | t | | - 28: | t | | | | | - 29: c | | | x | | - 30: | x | | c | | - 31: x c | | | | | - 32: tdg | | | | | | - 33: | | | | tdg | | - 34: | t | | | | | - 35: x | | | c | | - 36: tdg | | | | | | - 37: | x | | c | | - 38: x c | | | | | - 39: c | | | x | | - 40: | h | | | | | - 41: | t | | | | | - 42: | | | | | t | - 43: | | | | | | t - 44: | c | | | x | - 45: | | | | | c x - 46: | x | | | | c - 47: | tdg | | | | | - 48: | | | | | tdg | - 49: | | | | | | t - 50: | x | | | c | - 51: | tdg | | | | | - 52: | | | | | c x - 53: | x | | | | c - 54: | c | | | x | - 55: | h | | | | | - 56: t | | | | | | - 57: | | | | t | | - 58: | t | | | | | - 59: c | | | x | | - 60: | x | | c | | - 61: x c | | | | | - 62: tdg | | | | | | - 63: | | | | tdg | | - 64: | t | | | | | - 65: x | | | c | | - 66: tdg | | | | | | - 67: | x | | c | | - 68: x c | | | | | - 69: c | | | x | | - 70: h | | | | | | - 71: | | t | | | | - 72: | | | t | | | - 73: t | | | | | | - 74: | | c x | | | - 75: x | | c | | | - 76: c | x | | | | - 77: | | tdg | | | | - 78: | | | tdg | | | - 79: t | | | | | | - 80: | | x c | | | - 81: | | tdg | | | | - 82: x | | c | | | - 83: c | x | | | | - 84: | | c x | | | - 85: | | | | | x | - 86: | | | x | | | - 87: | | x | | | | - 88: | | h | | | | - 89: | | | h | | | - 90: | | | | h | | - 91: | | | | | h | - 92: | | x | | | | - 93: | | | x | | | - 94: | | | | x | | - 95: | | | | | x | - 96: | | t | | | | - 97: | | | t | | | - 98: t | | | | | | - 99: | | c x | | | -100: x | | c | | | -101: c | x | | | | -102: | | tdg | | | | -103: | | | tdg | | | -104: t | | | | | | -105: | | x c | | | -106: | | tdg | | | | -107: x | | c | | | -108: c | x | | | | -109: | | c x | | | -110: h | | | | | | -111: t | | | | | | -112: | | | | t | | -113: | | | | | t | -114: c | | | x | | -115: | | | | c x | -116: x | | | | c | -117: tdg | | | | | | -118: | | | | tdg | | -119: | | | | | t | -120: x | | | c | | -121: tdg | | | | | | -122: | | | | c x | -123: x | | | | c | -124: c | | | x | | -125: h | | | | | | -126: | | t | | | | -127: | | | t | | | -128: t | | | | | | -129: | | c x | | | -130: x | | c | | | -131: c | x | | | | -132: | | tdg | | | | -133: | | | tdg | | | -134: t | | | | | | -135: | | x c | | | -136: | | tdg | | | | -137: x | | c | | | -138: c | x | | | | -139: | | c x | | | -140: | | x | | | | -141: | | | x | | | -142: | | | | x | | -143: | | | | | x | -144: | | h | | | | -145: | | | h | | | -146: | | | | h | | -147: | | | | | h | -148: | | | | | x | -149: | | | x | | | -150: | | x | | | | -151: | | t | | | | -152: | | | t | | | -153: t | | | | | | -154: | | c x | | | -155: x | | c | | | -156: c | x | | | | -157: | | tdg | | | | -158: | | | tdg | | | -159: t | | | | | | -160: | | x c | | | -161: | | tdg | | | | -162: x | | c | | | -163: c | x | | | | -164: | | c x | | | -165: h | | | | | | -166: t | | | | | | -167: | | | | t | | -168: | t | | | | | -169: c | | | x | | -170: | x | | c | | -171: x c | | | | | -172: tdg | | | | | | -173: | | | | tdg | | -174: | t | | | | | -175: x | | | c | | -176: tdg | | | | | | -177: | x | | c | | -178: x c | | | | | -179: c | | | x | | -180: | h | | | | | -181: | t | | | | | -182: | | | | | t | -183: | | | | | | t -184: | c | | | x | -185: | | | | | c x -186: | x | | | | c -187: | tdg | | | | | -188: | | | | | tdg | -189: | | | | | | t -190: | x | | | c | -191: | tdg | | | | | -192: | | | | | c x -193: | x | | | | c -194: | c | | | x | -195: | h | | | | | -196: t | | | | | | -197: | | | | t | | -198: | t | | | | | -199: c | | | x | | -200: | x | | c | | -201: x c | | | | | -202: tdg | | | | | | -203: | | | | tdg | | -204: | t | | | | | -205: x | | | c | | -206: tdg | | | | | | -207: | x | | c | | -208: x c | | | | | -209: c | | | x | | -210: h | | | | | | -211: | | t | | | | -212: | | | t | | | -213: t | | | | | | -214: | | c x | | | -215: x | | c | | | -216: c | x | | | | -217: | | tdg | | | | -218: | | | tdg | | | -219: t | | | | | | -220: | | x c | | | -221: | | tdg | | | | -222: x | | c | | | -223: c | x | | | | -224: | | c x | | | -225: | | | | | x | -226: | | | x | | | -227: | | x | | | | -228: | | h | | | | -229: | | | h | | | -230: | | | | h | | -231: | | | | | h | -232: | | x | | | | -233: | | | x | | | -234: | | | | x | | -235: | | | | | x | -236: | | t | | | | -237: | | | t | | | -238: t | | | | | | -239: | | c x | | | -240: x | | c | | | -241: c | x | | | | -242: | | tdg | | | | -243: | | | tdg | | | -244: t | | | | | | -245: | | x c | | | -246: | | tdg | | | | -247: x | | c | | | -248: c | x | | | | -249: | | c x | | | -250: h | | | | | | -251: t | | | | | | -252: | | | | t | | -253: | | | | | t | -254: c | | | x | | -255: | | | | c x | -256: x | | | | c | -257: tdg | | | | | | -258: | | | | tdg | | -259: | | | | | t | -260: x | | | c | | -261: tdg | | | | | | -262: | | | | c x | -263: x | | | | c | -264: c | | | x | | -265: h | | | | | | -266: | | t | | | | -267: | | | t | | | -268: t | | | | | | -269: | | c x | | | -270: x | | c | | | -271: c | x | | | | -272: | | tdg | | | | -273: | | | tdg | | | -274: t | | | | | | -275: | | x c | | | -276: | | tdg | | | | -277: x | | c | | | -278: c | x | | | | -279: | | c x | | | -280: | | x | | | | -281: | | | x | | | -282: | | | | x | | -283: | | | | | x | -284: | | h | | | | -285: | | | h | | | -286: | | | | h | | -287: | | | | | h | -288: | | | | | x | -289: | | | x | | | -290: | | x | | | | -291: | | t | | | | -292: | | | t | | | -293: t | | | | | | -294: | | c x | | | -295: x | | c | | | -296: c | x | | | | -297: | | tdg | | | | -298: | | | tdg | | | -299: t | | | | | | -300: | | x c | | | -301: | | tdg | | | | -302: x | | c | | | -303: c | x | | | | -304: | | c x | | | -305: h | | | | | | -306: t | | | | | | -307: | | | | t | | -308: | t | | | | | -309: c | | | x | | -310: | x | | c | | -311: x c | | | | | -312: tdg | | | | | | -313: | | | | tdg | | -314: | t | | | | | -315: x | | | c | | -316: tdg | | | | | | -317: | x | | c | | -318: x c | | | | | -319: c | | | x | | -320: | h | | | | | -321: | t | | | | | -322: | | | | | t | -323: | | | | | | t -324: | c | | | x | -325: | | | | | c x -326: | x | | | | c -327: | tdg | | | | | -328: | | | | | tdg | -329: | | | | | | t -330: | x | | | c | -331: | tdg | | | | | -332: | | | | | c x -333: | x | | | | c -334: | c | | | x | -335: | h | | | | | -336: t | | | | | | -337: | | | | t | | -338: | t | | | | | -339: c | | | x | | -340: | x | | c | | -341: x c | | | | | -342: tdg | | | | | | -343: | | | | tdg | | -344: | t | | | | | -345: x | | | c | | -346: tdg | | | | | | -347: | x | | c | | -348: x c | | | | | -349: c | | | x | | -350: h | | | | | | -351: | | t | | | | -352: | | | t | | | -353: t | | | | | | -354: | | c x | | | -355: x | | c | | | -356: c | x | | | | -357: | | tdg | | | | -358: | | | tdg | | | -359: t | | | | | | -360: | | x c | | | -361: | | tdg | | | | -362: x | | c | | | -363: c | x | | | | -364: | | c x | | | -365: | | | | | x | -366: | | | x | | | -367: | | x | | | | -368: | | h | | | | -369: | | | h | | | -370: | | | | h | | -371: | | | | | h | -372: | | x | | | | -373: | | | x | | | -374: | | | | x | | -375: | | | | | x | -376: | | t | | | | -377: | | | t | | | -378: t | | | | | | -379: | | c x | | | -380: x | | c | | | -381: c | x | | | | -382: | | tdg | | | | -383: | | | tdg | | | -384: t | | | | | | -385: | | x c | | | -386: | | tdg | | | | -387: x | | c | | | -388: c | x | | | | -389: | | c x | | | -390: h | | | | | | -391: t | | | | | | -392: | | | | t | | -393: | | | | | t | -394: c | | | x | | -395: | | | | c x | -396: x | | | | c | -397: tdg | | | | | | -398: | | | | tdg | | -399: | | | | | t | -400: x | | | c | | -401: tdg | | | | | | -402: | | | | c x | -403: x | | | | c | -404: c | | | x | | -405: h | | | | | | -406: | | t | | | | -407: | | | t | | | -408: t | | | | | | -409: | | c x | | | -410: x | | c | | | -411: c | x | | | | -412: | | tdg | | | | -413: | | | tdg | | | -414: t | | | | | | -415: | | x c | | | -416: | | tdg | | | | -417: x | | c | | | -418: c | x | | | | -419: | | c x | | | -420: | | x | | | | -421: | | | x | | | -422: | | | | x | | -423: | | | | | x | -424: | | h | | | | -425: | | | h | | | -426: | | | | h | | -427: | | | | | h | -428: | | | | | x | -429: | | | x | | | -430: | | x | | | | -431: | | t | | | | -432: | | | t | | | -433: t | | | | | | -434: | | c x | | | -435: x | | c | | | -436: c | x | | | | -437: | | tdg | | | | -438: | | | tdg | | | -439: t | | | | | | -440: | | x c | | | -441: | | tdg | | | | -442: x | | c | | | -443: c | x | | | | -444: | | c x | | | -445: h | | | | | | -446: t | | | | | | -447: | | | | t | | -448: | t | | | | | -449: c | | | x | | -450: | x | | c | | -451: x c | | | | | -452: tdg | | | | | | -453: | | | | tdg | | -454: | t | | | | | -455: x | | | c | | -456: tdg | | | | | | -457: | x | | c | | -458: x c | | | | | -459: c | | | x | | -460: | h | | | | | -461: | t | | | | | -462: | | | | | t | -463: | | | | | | t -464: | c | | | x | -465: | | | | | c x -466: | x | | | | c -467: | tdg | | | | | -468: | | | | | tdg | -469: | | | | | | t -470: | x | | | c | -471: | tdg | | | | | -472: | | | | | c x -473: | x | | | | c -474: | c | | | x | -475: | h | | | | | -476: t | | | | | | -477: | | | | t | | -478: | t | | | | | -479: c | | | x | | -480: | x | | c | | -481: x c | | | | | -482: tdg | | | | | | -483: | | | | tdg | | -484: | t | | | | | -485: x | | | c | | -486: tdg | | | | | | -487: | x | | c | | -488: x c | | | | | -489: c | | | x | | -490: | h | | | | | -491: h | | | | | | -492: | | t | | | | -493: | | | t | | | -494: t | | | | | | -495: | | c x | | | -496: x | | c | | | -497: c | x | | | | -498: | | tdg | | | | -499: | | | tdg | | | -500: t | | | | | | -501: | | x c | | | -502: | | tdg | | | | -503: x | | c | | | -504: c | x | | | | -505: | | c x | | | -506: | | | | | x | -507: | | | x | | | -508: | | x | | | | -509: | | h | | | | -510: | | | h | | | -511: | | | | h | | -512: | | | | | h | -513: | | x | | | | -514: | | | x | | | -515: | | | | x | | -516: | | | | | x | -517: | | t | | | | -518: | | | t | | | -519: t | | | | | | -520: | | c x | | | -521: x | | c | | | -522: c | x | | | | -523: | | tdg | | | | -524: | | | tdg | | | -525: t | | | | | | -526: | | x c | | | -527: | | tdg | | | | -528: x | | c | | | -529: c | x | | | | -530: | | c x | | | -531: h | | | | | | -532: t | | | | | | -533: | | | | t | | -534: | | | | | t | -535: c | | | x | | -536: | | | | c x | -537: x | | | | c | -538: tdg | | | | | | -539: | | | | tdg | | -540: | | | | | t | -541: x | | | c | | -542: tdg | | | | | | -543: | | | | c x | -544: x | | | | c | -545: c | | | x | | -546: h | | | | | | -547: | | t | | | | -548: | | | t | | | -549: t | | | | | | -550: | | c x | | | -551: x | | c | | | -552: c | x | | | | -553: | | tdg | | | | -554: | | | tdg | | | -555: t | | | | | | -556: | | x c | | | -557: | | tdg | | | | -558: x | | c | | | -559: c | x | | | | -560: | | c x | | | -561: h | | | | | | -562: | | x | | | | -563: | | | x | | | -564: | | | | x | | -565: | | | | | x | -566: | | h | | | | -567: | | | h | | | -568: | | | | h | | -569: | | | | | h | - o: 0 1 2 3 4 5 6 -Total Permutations: 5040 -Min time: 3.5487e-04s................. Permutation 3095: 0 -> 4|1 -> 1|2 -> 5|3 -> 6|4 -> 3|5 -> 2|6 -> 0| -Max time: 9.7952e-04s................. Permutation 3744: 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4|6 -> 6| -Min active nodes: 10 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Min max nodes: 42 nodes.................... Permutation 2375: 0 -> 3|1 -> 1|2 -> 5|3 -> 6|4 -> 4|5 -> 2|6 -> 0| -Max active nodes: 13 nodes.................... Permutation 841: 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 6|6 -> 5| -Max max nodes: 78 nodes.................... Permutation 2533: 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 6|6 -> 2| -________________________________________________________________________________________________ - -576 permutations have 10 active nodes. - -........................... -Average time: 4.4679e-04s - -1296 permutations have 11 active nodes. - -........................... -Average time: 4.6192e-04s - -1728 permutations have 12 active nodes. - -........................... -Average time: 4.7476e-04s - -1440 permutations have 13 active nodes. - -........................... -Average time: 4.8786e-04s - -________________________________________________________________________________________________ - -4 permutations have 42 max nodes. - -........................... -Average time: 3.7355e-04s - -6 permutations have 43 max nodes. - -........................... -Average time: 3.9557e-04s - -10 permutations have 44 max nodes. - -........................... -Average time: 4.0988e-04s - -14 permutations have 45 max nodes. - -........................... -Average time: 4.0712e-04s - -24 permutations have 46 max nodes. - -........................... -Average time: 3.9915e-04s - -42 permutations have 47 max nodes. - -........................... -Average time: 4.1911e-04s - -42 permutations have 48 max nodes. - -........................... -Average time: 4.2398e-04s - -64 permutations have 49 max nodes. - -........................... -Average time: 4.1782e-04s - -94 permutations have 50 max nodes. - -........................... -Average time: 4.2510e-04s - -82 permutations have 51 max nodes. - -........................... -Average time: 4.2799e-04s - -130 permutations have 52 max nodes. - -........................... -Average time: 4.3836e-04s - -152 permutations have 53 max nodes. - -........................... -Average time: 4.4672e-04s - -160 permutations have 54 max nodes. - -........................... -Average time: 4.4531e-04s - -184 permutations have 55 max nodes. - -........................... -Average time: 4.4670e-04s - -188 permutations have 56 max nodes. - -........................... -Average time: 4.5694e-04s - -244 permutations have 57 max nodes. - -........................... -Average time: 4.5905e-04s - -270 permutations have 58 max nodes. - -........................... -Average time: 4.5869e-04s - -274 permutations have 59 max nodes. - -........................... -Average time: 4.6173e-04s - -250 permutations have 60 max nodes. - -........................... -Average time: 4.6844e-04s - -236 permutations have 61 max nodes. - -........................... -Average time: 4.7143e-04s - -258 permutations have 62 max nodes. - -........................... -Average time: 4.8031e-04s - -264 permutations have 63 max nodes. - -........................... -Average time: 4.7939e-04s - -298 permutations have 64 max nodes. - -........................... -Average time: 4.7938e-04s - -208 permutations have 65 max nodes. - -........................... -Average time: 4.8303e-04s - -226 permutations have 66 max nodes. - -........................... -Average time: 4.9278e-04s - -268 permutations have 67 max nodes. - -........................... -Average time: 4.9312e-04s - -226 permutations have 68 max nodes. - -........................... -Average time: 4.9475e-04s - -158 permutations have 69 max nodes. - -........................... -Average time: 5.0251e-04s - -168 permutations have 70 max nodes. - -........................... -Average time: 4.9673e-04s - -148 permutations have 71 max nodes. - -........................... -Average time: 5.0188e-04s - -124 permutations have 72 max nodes. - -........................... -Average time: 5.0215e-04s - -40 permutations have 73 max nodes. - -........................... -Average time: 5.0281e-04s - -48 permutations have 74 max nodes. - -........................... -Average time: 5.1926e-04s - -48 permutations have 75 max nodes. - -........................... -Average time: 5.1907e-04s - -16 permutations have 76 max nodes. - -........................... -Average time: 4.8767e-04s - -32 permutations have 77 max nodes. - -........................... -Average time: 5.0450e-04s - -40 permutations have 78 max nodes. - -........................... -Average time: 5.2624e-04s - -________________________________________________________________________________________________ - -execution time of: 3.5487e-04s: Index: 3095 | Max_nodes: 42 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 5|3 -> 6|4 -> 3|5 -> 2|6 -> 0| -execution time of: 3.5865e-04s: Index: 2975 | Max_nodes: 45 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 5|3 -> 6|4 -> 3|5 -> 2|6 -> 1| -execution time of: 3.6248e-04s: Index: 2279 | Max_nodes: 45 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 6|3 -> 5|4 -> 4|5 -> 2|6 -> 1| -execution time of: 3.6467e-04s: Index: 4655 | Max_nodes: 45 | Active_nodes: 11 | 0 -> 6|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1|6 -> 0| -execution time of: 3.6469e-04s: Index: 3094 | Max_nodes: 50 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 5|3 -> 6|4 -> 3|5 -> 0|6 -> 2| -execution time of: 3.6811e-04s: Index: 4678 | Max_nodes: 50 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0|6 -> 1| -execution time of: 3.6929e-04s: Index: 3694 | Max_nodes: 50 | Active_nodes: 12 | 0 -> 5|1 -> 0|2 -> 4|3 -> 6|4 -> 3|5 -> 1|6 -> 2| -execution time of: 3.7122e-04s: Index: 3335 | Max_nodes: 46 | Active_nodes: 12 | 0 -> 4|1 -> 3|2 -> 5|3 -> 6|4 -> 2|5 -> 1|6 -> 0| -execution time of: 3.7201e-04s: Index: 4535 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 6|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2|6 -> 0| -execution time of: 3.7223e-04s: Index: 2974 | Max_nodes: 48 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 5|3 -> 6|4 -> 3|5 -> 1|6 -> 2| -execution time of: 3.7238e-04s: Index: 4558 | Max_nodes: 51 | Active_nodes: 12 | 0 -> 6|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0|6 -> 2| -execution time of: 3.7288e-04s: Index: 4319 | Max_nodes: 49 | Active_nodes: 10 | 0 -> 5|1 -> 6|2 -> 4|3 -> 3|4 -> 2|5 -> 1|6 -> 0| -execution time of: 3.7312e-04s: Index: 2375 | Max_nodes: 42 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 5|3 -> 6|4 -> 4|5 -> 2|6 -> 0| -execution time of: 3.7389e-04s: Index: 1055 | Max_nodes: 48 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 5|3 -> 6|4 -> 4|5 -> 2|6 -> 0| -execution time of: 3.7486e-04s: Index: 2255 | Max_nodes: 45 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 5|3 -> 6|4 -> 4|5 -> 2|6 -> 1| -execution time of: 3.7636e-04s: Index: 3935 | Max_nodes: 46 | Active_nodes: 12 | 0 -> 5|1 -> 2|2 -> 4|3 -> 6|4 -> 3|5 -> 1|6 -> 0| -execution time of: 3.7762e-04s: Index: 3092 | Max_nodes: 52 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 5|3 -> 6|4 -> 2|5 -> 0|6 -> 3| -execution time of: 3.7779e-04s: Index: 3238 | Max_nodes: 49 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 6|3 -> 5|4 -> 3|5 -> 0|6 -> 1| -execution time of: 3.7907e-04s: Index: 4679 | Max_nodes: 45 | Active_nodes: 11 | 0 -> 6|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1|6 -> 0| -execution time of: 3.7957e-04s: Index: 3236 | Max_nodes: 55 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 6|3 -> 5|4 -> 1|5 -> 0|6 -> 3| -execution time of: 3.7975e-04s: Index: 2494 | Max_nodes: 49 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 5|3 -> 6|4 -> 4|5 -> 0|6 -> 1| -execution time of: 3.7991e-04s: Index: 2519 | Max_nodes: 44 | Active_nodes: 12 | 0 -> 3|1 -> 2|2 -> 6|3 -> 5|4 -> 4|5 -> 1|6 -> 0| -execution time of: 3.8025e-04s: Index: 3214 | Max_nodes: 49 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 5|3 -> 6|4 -> 3|5 -> 0|6 -> 1| -execution time of: 3.8039e-04s: Index: 2996 | Max_nodes: 50 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 6|3 -> 5|4 -> 2|5 -> 1|6 -> 3| -execution time of: 3.8044e-04s: Index: 3119 | Max_nodes: 42 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 6|3 -> 5|4 -> 3|5 -> 2|6 -> 0| -execution time of: 3.8070e-04s: Index: 2374 | Max_nodes: 50 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 5|3 -> 6|4 -> 4|5 -> 0|6 -> 2| -execution time of: 3.8084e-04s: Index: 3215 | Max_nodes: 44 | Active_nodes: 12 | 0 -> 4|1 -> 2|2 -> 5|3 -> 6|4 -> 3|5 -> 1|6 -> 0| -execution time of: 3.8089e-04s: Index: 2222 | Max_nodes: 47 | 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-execution time of: 3.8370e-04s: Index: 3359 | Max_nodes: 46 | Active_nodes: 12 | 0 -> 4|1 -> 3|2 -> 6|3 -> 5|4 -> 2|5 -> 1|6 -> 0| -execution time of: 3.8387e-04s: Index: 3693 | Max_nodes: 52 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 4|3 -> 6|4 -> 2|5 -> 3|6 -> 1| -execution time of: 3.8397e-04s: Index: 3117 | Max_nodes: 47 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 6|3 -> 5|4 -> 2|5 -> 3|6 -> 0| -execution time of: 3.8405e-04s: Index: 1415 | Max_nodes: 49 | Active_nodes: 10 | 0 -> 1|1 -> 6|2 -> 4|3 -> 5|4 -> 3|5 -> 2|6 -> 0| -execution time of: 3.8410e-04s: Index: 2366 | Max_nodes: 49 | Active_nodes: 12 | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0|6 -> 6| -execution time of: 3.8440e-04s: Index: 4775 | Max_nodes: 47 | Active_nodes: 11 | 0 -> 6|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1|6 -> 0| -execution time of: 3.8474e-04s: Index: 3191 | Max_nodes: 49 | Active_nodes: 12 | 0 -> 4|1 -> 2|2 -> 3|3 -> 6|4 -> 5|5 -> 1|6 -> 0| -execution time of: 3.8483e-04s: Index: 2254 | Max_nodes: 48 | Active_nodes: 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-> 4|5 -> 2|6 -> 1| -execution time of: 3.9103e-04s: Index: 4774 | Max_nodes: 52 | Active_nodes: 12 | 0 -> 6|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0|6 -> 1| -execution time of: 3.9112e-04s: Index: 1775 | Max_nodes: 46 | Active_nodes: 12 | 0 -> 2|1 -> 3|2 -> 5|3 -> 6|4 -> 4|5 -> 1|6 -> 0| -execution time of: 3.9134e-04s: Index: 2998 | Max_nodes: 48 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 6|3 -> 5|4 -> 3|5 -> 1|6 -> 2| -execution time of: 3.9174e-04s: Index: 4271 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 5|1 -> 6|2 -> 2|3 -> 4|4 -> 3|5 -> 1|6 -> 0| -execution time of: 3.9210e-04s: Index: 4295 | Max_nodes: 49 | Active_nodes: 10 | 0 -> 5|1 -> 6|2 -> 3|3 -> 4|4 -> 2|5 -> 1|6 -> 0| -execution time of: 3.9216e-04s: Index: 2942 | Max_nodes: 50 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 1|6 -> 6| -execution time of: 3.9224e-04s: Index: 3212 | Max_nodes: 55 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 5|3 -> 6|4 -> 1|5 -> 0|6 -> 3| -execution time of: 3.9227e-04s: Index: 2373 | 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-execution time of: 4.0135e-04s: Index: 4795 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 6|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 2|6 -> 1| -execution time of: 4.0141e-04s: Index: 333 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 5|3 -> 6|4 -> 2|5 -> 4|6 -> 1| -execution time of: 4.0146e-04s: Index: 3813 | Max_nodes: 49 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 4|3 -> 6|4 -> 2|5 -> 3|6 -> 0| -execution time of: 4.0148e-04s: Index: 2612 | Max_nodes: 55 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 5|3 -> 6|4 -> 1|5 -> 0|6 -> 2| -execution time of: 4.0149e-04s: Index: 3958 | Max_nodes: 51 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 6|3 -> 4|4 -> 3|5 -> 0|6 -> 1| -execution time of: 4.0162e-04s: Index: 4532 | Max_nodes: 53 | Active_nodes: 12 | 0 -> 6|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0|6 -> 3| -execution time of: 4.0163e-04s: Index: 959 | Max_nodes: 47 | Active_nodes: 10 | 0 -> 1|1 -> 2|2 -> 6|3 -> 5|4 -> 4|5 -> 3|6 -> 0| -execution time of: 4.0163e-04s: Index: 926 | Max_nodes: 52 | Active_nodes: 12 | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0|6 -> 6| -execution time of: 4.0196e-04s: Index: 3717 | Max_nodes: 52 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 6|3 -> 4|4 -> 2|5 -> 3|6 -> 1| -execution time of: 4.0211e-04s: Index: 4773 | Max_nodes: 51 | Active_nodes: 11 | 0 -> 6|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2|6 -> 0| -execution time of: 4.0216e-04s: Index: 1557 | Max_nodes: 46 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 6|3 -> 5|4 -> 3|5 -> 4|6 -> 1| -execution time of: 4.0219e-04s: Index: 2638 | Max_nodes: 51 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 6|3 -> 5|4 -> 2|5 -> 0|6 -> 1| -execution time of: 4.0220e-04s: Index: 2244 | Max_nodes: 52 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2|6 -> 6| -execution time of: 4.0225e-04s: Index: 2105 | Max_nodes: 49 | Active_nodes: 11 | 0 -> 2|1 -> 6|2 -> 3|3 -> 4|4 -> 5|5 -> 1|6 -> 0| -execution time of: 4.0239e-04s: Index: 2495 | Max_nodes: 44 | Active_nodes: 12 | 0 -> 3|1 -> 2|2 -> 5|3 -> 6|4 -> 4|5 -> 1|6 -> 0| -execution time of: 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5|3 -> 6|4 -> 2|5 -> 4|6 -> 0| -execution time of: 4.0363e-04s: Index: 3814 | Max_nodes: 52 | Active_nodes: 13 | 0 -> 5|1 -> 1|2 -> 4|3 -> 6|4 -> 3|5 -> 0|6 -> 2| -execution time of: 4.0363e-04s: Index: 2613 | Max_nodes: 50 | Active_nodes: 12 | 0 -> 3|1 -> 4|2 -> 5|3 -> 6|4 -> 1|5 -> 2|6 -> 0| -execution time of: 4.0365e-04s: Index: 2225 | Max_nodes: 47 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 6|5 -> 2|6 -> 1| -execution time of: 4.0367e-04s: Index: 2639 | Max_nodes: 46 | Active_nodes: 12 | 0 -> 3|1 -> 4|2 -> 6|3 -> 5|4 -> 2|5 -> 1|6 -> 0| -execution time of: 4.0372e-04s: Index: 4631 | Max_nodes: 48 | Active_nodes: 11 | 0 -> 6|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1|6 -> 0| -execution time of: 4.0381e-04s: Index: 2158 | Max_nodes: 52 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 5|3 -> 4|4 -> 3|5 -> 0|6 -> 1| -execution time of: 4.0391e-04s: Index: 1677 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 2|1 -> 1|2 -> 6|3 -> 5|4 -> 3|5 -> 4|6 -> 0| -execution time of: 4.0396e-04s: Index: 2471 | Max_nodes: 46 | Active_nodes: 12 | 0 -> 3|1 -> 2|2 -> 4|3 -> 6|4 -> 5|5 -> 1|6 -> 0| -execution time of: 4.0400e-04s: Index: 5014 | Max_nodes: 54 | Active_nodes: 11 | 0 -> 6|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0|6 -> 1| -execution time of: 4.0406e-04s: Index: 2876 | Max_nodes: 56 | Active_nodes: 12 | 0 -> 3|1 -> 6|2 -> 5|3 -> 4|4 -> 1|5 -> 0|6 -> 2| -execution time of: 4.0423e-04s: Index: 2615 | Max_nodes: 46 | Active_nodes: 12 | 0 -> 3|1 -> 4|2 -> 5|3 -> 6|4 -> 2|5 -> 1|6 -> 0| -execution time of: 4.0423e-04s: Index: 1199 | Max_nodes: 48 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 6|3 -> 5|4 -> 3|5 -> 2|6 -> 0| -execution time of: 4.0432e-04s: Index: 4772 | Max_nodes: 56 | Active_nodes: 12 | 0 -> 6|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0|6 -> 2| -execution time of: 4.0440e-04s: Index: 2824 | Max_nodes: 57 | Active_nodes: 12 | 0 -> 3|1 -> 6|2 -> 2|3 -> 4|4 -> 5|5 -> 0|6 -> 1| -execution time of: 4.0441e-04s: Index: 3838 | Max_nodes: 52 | Active_nodes: 13 | 0 -> 5|1 -> 1|2 -> 6|3 -> 4|4 -> 3|5 -> 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-execution time of: 4.0560e-04s: Index: 2226 | Max_nodes: 53 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 4|3 -> 6|4 -> 1|5 -> 2|6 -> 5| -execution time of: 4.0564e-04s: Index: 2678 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0|6 -> 6| -execution time of: 4.0565e-04s: Index: 3551 | Max_nodes: 53 | Active_nodes: 11 | 0 -> 4|1 -> 6|2 -> 2|3 -> 5|4 -> 3|5 -> 1|6 -> 0| -execution time of: 4.0567e-04s: Index: 2134 | Max_nodes: 52 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 4|3 -> 5|4 -> 3|5 -> 0|6 -> 1| -execution time of: 4.0573e-04s: Index: 2014 | Max_nodes: 53 | Active_nodes: 13 | 0 -> 2|1 -> 5|2 -> 4|3 -> 6|4 -> 3|5 -> 0|6 -> 1| -execution time of: 4.0584e-04s: Index: 185 | Max_nodes: 56 | Active_nodes: 10 | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 6|5 -> 3|6 -> 1| -execution time of: 4.0592e-04s: Index: 3235 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 6|3 -> 5|4 -> 0|5 -> 3|6 -> 1| -execution time of: 4.0598e-04s: Index: 2995 | Max_nodes: 58 | Active_nodes: 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-> 3|3 -> 5|4 -> 6|5 -> 0|6 -> 1| -execution time of: 4.0756e-04s: Index: 3809 | Max_nodes: 47 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 6|5 -> 2|6 -> 0| -execution time of: 4.0759e-04s: Index: 4292 | Max_nodes: 58 | Active_nodes: 11 | 0 -> 5|1 -> 6|2 -> 3|3 -> 4|4 -> 1|5 -> 0|6 -> 2| -execution time of: 4.0763e-04s: Index: 4895 | Max_nodes: 50 | Active_nodes: 11 | 0 -> 6|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1|6 -> 0| -execution time of: 4.0765e-04s: Index: 1046 | Max_nodes: 52 | Active_nodes: 12 | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0|6 -> 6| -execution time of: 4.0768e-04s: Index: 4529 | Max_nodes: 46 | Active_nodes: 10 | 0 -> 6|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2|6 -> 0| -execution time of: 4.0775e-04s: Index: 1556 | Max_nodes: 49 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 6|3 -> 5|4 -> 3|5 -> 1|6 -> 4| -execution time of: 4.0780e-04s: Index: 3545 | Max_nodes: 50 | Active_nodes: 11 | 0 -> 4|1 -> 6|2 -> 2|3 -> 3|4 -> 5|5 -> 1|6 -> 0| -execution time of: 4.0781e-04s: Index: 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-> 2|6 -> 0| -execution time of: 4.0824e-04s: Index: 3237 | Max_nodes: 53 | Active_nodes: 12 | 0 -> 4|1 -> 2|2 -> 6|3 -> 5|4 -> 1|5 -> 3|6 -> 0| -execution time of: 4.0830e-04s: Index: 3710 | Max_nodes: 53 | Active_nodes: 12 | 0 -> 5|1 -> 0|2 -> 6|3 -> 3|4 -> 2|5 -> 1|6 -> 4| -execution time of: 4.0835e-04s: Index: 4502 | Max_nodes: 51 | Active_nodes: 11 | 0 -> 6|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0|6 -> 5| -execution time of: 4.0870e-04s: Index: 2276 | Max_nodes: 48 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 6|3 -> 5|4 -> 2|5 -> 1|6 -> 4| -execution time of: 4.0875e-04s: Index: 4751 | Max_nodes: 53 | Active_nodes: 11 | 0 -> 6|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1|6 -> 0| -execution time of: 4.0876e-04s: Index: 836 | Max_nodes: 50 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 6|3 -> 5|4 -> 3|5 -> 2|6 -> 4| -execution time of: 4.0896e-04s: Index: 188 | Max_nodes: 55 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 4|3 -> 6|4 -> 3|5 -> 1|6 -> 5| -execution time of: 4.0906e-04s: Index: 4677 | Max_nodes: 54 | 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-> 3|5 -> 1|6 -> 0| -execution time of: 4.1194e-04s: Index: 2275 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 6|3 -> 5|4 -> 1|5 -> 4|6 -> 2| -execution time of: 4.1202e-04s: Index: 4382 | Max_nodes: 49 | Active_nodes: 10 | 0 -> 6|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1|6 -> 5| -execution time of: 4.1202e-04s: Index: 4293 | Max_nodes: 53 | Active_nodes: 10 | 0 -> 5|1 -> 6|2 -> 3|3 -> 4|4 -> 1|5 -> 2|6 -> 0| -execution time of: 4.1212e-04s: Index: 933 | Max_nodes: 47 | Active_nodes: 10 | 0 -> 1|1 -> 2|2 -> 5|3 -> 6|4 -> 3|5 -> 4|6 -> 0| -execution time of: 4.1221e-04s: Index: 3839 | Max_nodes: 44 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 6|3 -> 4|4 -> 3|5 -> 2|6 -> 0| -execution time of: 4.1223e-04s: Index: 815 | Max_nodes: 50 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 5|3 -> 6|4 -> 4|5 -> 3|6 -> 2| -execution time of: 4.1226e-04s: Index: 479 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 6|3 -> 5|4 -> 3|5 -> 2|6 -> 1| -execution time of: 4.1235e-04s: Index: 1628 | Max_nodes: 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-> 3|3 -> 6|4 -> 4|5 -> 0|6 -> 2| -execution time of: 4.1665e-04s: Index: 2224 | Max_nodes: 50 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 6|5 -> 1|6 -> 2| -execution time of: 4.1669e-04s: Index: 4796 | Max_nodes: 56 | Active_nodes: 12 | 0 -> 6|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0|6 -> 2| -execution time of: 4.1671e-04s: Index: 3374 | Max_nodes: 63 | Active_nodes: 10 | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1|6 -> 6| -execution time of: 4.1680e-04s: Index: 4919 | Max_nodes: 50 | Active_nodes: 11 | 0 -> 6|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1|6 -> 0| -execution time of: 4.1690e-04s: Index: 4313 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 5|1 -> 6|2 -> 4|3 -> 2|4 -> 3|5 -> 1|6 -> 0| -execution time of: 4.1693e-04s: Index: 4545 | Max_nodes: 53 | Active_nodes: 10 | 0 -> 6|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4|6 -> 0| -execution time of: 4.1694e-04s: Index: 2345 | Max_nodes: 44 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 6|5 -> 2|6 -> 0| -execution time of: 4.1698e-04s: Index: 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-> 2|2 -> 6|3 -> 4|4 -> 3|5 -> 5|6 -> 0| -execution time of: 4.2702e-04s: Index: 1408 | Max_nodes: 57 | Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 4|3 -> 3|4 -> 5|5 -> 0|6 -> 2| -execution time of: 4.2704e-04s: Index: 3526 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 4|1 -> 6|2 -> 1|3 -> 5|4 -> 3|5 -> 0|6 -> 2| -execution time of: 4.2704e-04s: Index: 4171 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 3|3 -> 6|4 -> 0|5 -> 2|6 -> 1| -execution time of: 4.2707e-04s: Index: 4284 | Max_nodes: 63 | Active_nodes: 10 | 0 -> 5|1 -> 6|2 -> 3|3 -> 2|4 -> 0|5 -> 1|6 -> 4| -execution time of: 4.2708e-04s: Index: 237 | Max_nodes: 54 | Active_nodes: 10 | 0 -> 0|1 -> 2|2 -> 6|3 -> 5|4 -> 3|5 -> 4|6 -> 1| -execution time of: 4.2718e-04s: Index: 4943 | Max_nodes: 65 | Active_nodes: 11 | 0 -> 6|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2|6 -> 1| -execution time of: 4.2720e-04s: Index: 635 | Max_nodes: 65 | Active_nodes: 10 | 0 -> 0|1 -> 6|2 -> 2|3 -> 3|4 -> 5|5 -> 4|6 -> 1| -execution time of: 4.2725e-04s: 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-> 0| -execution time of: 4.2781e-04s: Index: 2585 | Max_nodes: 53 | Active_nodes: 12 | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 6|5 -> 1|6 -> 0| -execution time of: 4.2785e-04s: Index: 4670 | Max_nodes: 57 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0|6 -> 4| -execution time of: 4.2789e-04s: Index: 4310 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 5|1 -> 6|2 -> 4|3 -> 2|4 -> 1|5 -> 0|6 -> 3| -execution time of: 4.2798e-04s: Index: 4544 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 6|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0|6 -> 4| -execution time of: 4.2800e-04s: Index: 2349 | Max_nodes: 49 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 4|3 -> 6|4 -> 2|5 -> 5|6 -> 0| -execution time of: 4.2813e-04s: Index: 2852 | Max_nodes: 56 | Active_nodes: 12 | 0 -> 3|1 -> 6|2 -> 4|3 -> 5|4 -> 1|5 -> 0|6 -> 2| -execution time of: 4.2814e-04s: Index: 4007 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 5|1 -> 3|2 -> 1|3 -> 6|4 -> 4|5 -> 2|6 -> 0| -execution time of: 4.2816e-04s: Index: 4915 | Max_nodes: 63 | 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-> 5|3 -> 6|4 -> 3|5 -> 1|6 -> 4| -execution time of: 4.2901e-04s: Index: 3046 | Max_nodes: 61 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 2|3 -> 6|4 -> 5|5 -> 0|6 -> 3| -execution time of: 4.2902e-04s: Index: 1893 | Max_nodes: 52 | Active_nodes: 12 | 0 -> 2|1 -> 4|2 -> 5|3 -> 6|4 -> 1|5 -> 3|6 -> 0| -execution time of: 4.2907e-04s: Index: 70 | Max_nodes: 58 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 4|3 -> 6|4 -> 5|5 -> 2|6 -> 3| -execution time of: 4.2908e-04s: Index: 4990 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 6|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0|6 -> 1| -execution time of: 4.2909e-04s: Index: 3449 | Max_nodes: 51 | Active_nodes: 12 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 6|5 -> 1|6 -> 0| -execution time of: 4.2913e-04s: Index: 3800 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0|6 -> 6| -execution time of: 4.2917e-04s: Index: 392 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1|6 -> 6| -execution time of: 4.2918e-04s: Index: 722 | 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-> 5| -execution time of: 4.2939e-04s: Index: 3311 | Max_nodes: 54 | Active_nodes: 12 | 0 -> 4|1 -> 3|2 -> 2|3 -> 6|4 -> 5|5 -> 1|6 -> 0| -execution time of: 4.2939e-04s: Index: 4504 | Max_nodes: 54 | Active_nodes: 12 | 0 -> 6|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0|6 -> 2| -execution time of: 4.2941e-04s: Index: 2204 | Max_nodes: 55 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 2|3 -> 6|4 -> 4|5 -> 1|6 -> 5| -execution time of: 4.2944e-04s: Index: 2924 | Max_nodes: 55 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 2|3 -> 6|4 -> 3|5 -> 1|6 -> 5| -execution time of: 4.2950e-04s: Index: 2846 | Max_nodes: 58 | Active_nodes: 11 | 0 -> 3|1 -> 6|2 -> 4|3 -> 2|4 -> 1|5 -> 0|6 -> 5| -execution time of: 4.2956e-04s: Index: 5028 | Max_nodes: 66 | Active_nodes: 11 | 0 -> 6|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1|6 -> 3| -execution time of: 4.2963e-04s: Index: 872 | Max_nodes: 55 | Active_nodes: 12 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0|6 -> 6| -execution time of: 4.2972e-04s: Index: 1555 | Max_nodes: 55 | 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-> 2|3 -> 6|4 -> 1|5 -> 3|6 -> 0| -execution time of: 4.3135e-04s: Index: 4601 | Max_nodes: 58 | Active_nodes: 11 | 0 -> 6|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3|6 -> 0| -execution time of: 4.3137e-04s: Index: 1198 | Max_nodes: 54 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 6|3 -> 5|4 -> 3|5 -> 0|6 -> 2| -execution time of: 4.3148e-04s: Index: 1406 | Max_nodes: 54 | Active_nodes: 11 | 0 -> 1|1 -> 6|2 -> 4|3 -> 3|4 -> 2|5 -> 0|6 -> 5| -execution time of: 4.3148e-04s: Index: 4520 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 6|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0|6 -> 5| -execution time of: 4.3149e-04s: Index: 3910 | Max_nodes: 54 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 3|3 -> 6|4 -> 4|5 -> 0|6 -> 1| -execution time of: 4.3153e-04s: Index: 4676 | Max_nodes: 56 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0|6 -> 3| -execution time of: 4.3157e-04s: Index: 1197 | Max_nodes: 50 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 6|3 -> 5|4 -> 2|5 -> 3|6 -> 0| -execution time of: 4.3158e-04s: Index: 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-> 3| -execution time of: 4.3603e-04s: Index: 616 | Max_nodes: 68 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 1|3 -> 4|4 -> 5|5 -> 2|6 -> 3| -execution time of: 4.3604e-04s: Index: 4475 | Max_nodes: 51 | Active_nodes: 10 | 0 -> 6|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4|6 -> 0| -execution time of: 4.3605e-04s: Index: 3803 | Max_nodes: 53 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 6|5 -> 3|6 -> 0| -execution time of: 4.3608e-04s: Index: 2676 | Max_nodes: 68 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2|6 -> 6| -execution time of: 4.3609e-04s: Index: 2820 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 3|1 -> 6|2 -> 2|3 -> 4|4 -> 0|5 -> 1|6 -> 5| -execution time of: 4.3613e-04s: Index: 3834 | Max_nodes: 63 | Active_nodes: 13 | 0 -> 5|1 -> 1|2 -> 6|3 -> 4|4 -> 0|5 -> 2|6 -> 3| -execution time of: 4.3615e-04s: Index: 1510 | Max_nodes: 53 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 4|3 -> 6|4 -> 5|5 -> 1|6 -> 3| -execution time of: 4.3616e-04s: Index: 3426 | Max_nodes: 68 | 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| 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0|6 -> 6| -execution time of: 4.3642e-04s: Index: 3783 | Max_nodes: 53 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 6|6 -> 0| -execution time of: 4.3644e-04s: Index: 2512 | Max_nodes: 51 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 6|3 -> 4|4 -> 5|5 -> 0|6 -> 1| -execution time of: 4.3649e-04s: Index: 4550 | Max_nodes: 54 | Active_nodes: 12 | 0 -> 6|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0|6 -> 4| -execution time of: 4.3650e-04s: Index: 154 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 6|5 -> 1|6 -> 5| -execution time of: 4.3656e-04s: Index: 1527 | Max_nodes: 48 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 6|6 -> 1| -execution time of: 4.3656e-04s: Index: 1437 | Max_nodes: 51 | Active_nodes: 10 | 0 -> 1|1 -> 6|2 -> 5|3 -> 4|4 -> 2|5 -> 3|6 -> 0| -execution time of: 4.3657e-04s: Index: 309 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 4|3 -> 6|4 -> 2|5 -> 5|6 -> 1| -execution time of: 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-> 3|3 -> 4|4 -> 6|5 -> 1|6 -> 5| -execution time of: 4.3709e-04s: Index: 2493 | Max_nodes: 53 | Active_nodes: 12 | 0 -> 3|1 -> 2|2 -> 5|3 -> 6|4 -> 1|5 -> 4|6 -> 0| -execution time of: 4.3713e-04s: Index: 3714 | Max_nodes: 57 | Active_nodes: 12 | 0 -> 5|1 -> 0|2 -> 6|3 -> 4|4 -> 1|5 -> 2|6 -> 3| -execution time of: 4.3713e-04s: Index: 564 | Max_nodes: 58 | Active_nodes: 10 | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2|6 -> 6| -execution time of: 4.3714e-04s: Index: 2174 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2|6 -> 6| -execution time of: 4.3716e-04s: Index: 3251 | Max_nodes: 63 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 6|5 -> 5|6 -> 1| -execution time of: 4.3728e-04s: Index: 3428 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 2|3 -> 6|4 -> 1|5 -> 0|6 -> 3| -execution time of: 4.3731e-04s: Index: 1946 | Max_nodes: 61 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 3|6 -> 6| -execution time of: 4.3742e-04s: Index: 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-> 1|6 -> 0| -execution time of: 4.3773e-04s: Index: 2314 | Max_nodes: 57 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 6|5 -> 0|6 -> 5| -execution time of: 4.3775e-04s: Index: 4626 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1|6 -> 4| -execution time of: 4.3775e-04s: Index: 639 | Max_nodes: 65 | Active_nodes: 10 | 0 -> 0|1 -> 6|2 -> 2|3 -> 4|4 -> 3|5 -> 5|6 -> 1| -execution time of: 4.3776e-04s: Index: 4877 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 6|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2|6 -> 1| -execution time of: 4.3778e-04s: Index: 2708 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 3|1 -> 5|2 -> 2|3 -> 6|4 -> 1|5 -> 0|6 -> 4| -execution time of: 4.3782e-04s: Index: 4257 | Max_nodes: 54 | Active_nodes: 10 | 0 -> 5|1 -> 6|2 -> 2|3 -> 1|4 -> 3|5 -> 4|6 -> 0| -execution time of: 4.3783e-04s: Index: 4049 | Max_nodes: 54 | Active_nodes: 12 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 6|5 -> 1|6 -> 0| -execution time of: 4.3789e-04s: Index: 3448 | Max_nodes: 56 | 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-> 3|3 -> 2|4 -> 4|5 -> 0|6 -> 1| -execution time of: 4.3850e-04s: Index: 68 | Max_nodes: 54 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 4|3 -> 6|4 -> 3|5 -> 2|6 -> 5| -execution time of: 4.3850e-04s: Index: 663 | Max_nodes: 62 | Active_nodes: 10 | 0 -> 0|1 -> 6|2 -> 3|3 -> 4|4 -> 2|5 -> 5|6 -> 1| -execution time of: 4.3852e-04s: Index: 2035 | Max_nodes: 63 | Active_nodes: 13 | 0 -> 2|1 -> 5|2 -> 6|3 -> 4|4 -> 0|5 -> 3|6 -> 1| -execution time of: 4.3852e-04s: Index: 1889 | Max_nodes: 50 | Active_nodes: 12 | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 6|5 -> 1|6 -> 0| -execution time of: 4.3859e-04s: Index: 4912 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 6|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0|6 -> 1| -execution time of: 4.3861e-04s: Index: 2194 | Max_nodes: 55 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 6|5 -> 1|6 -> 5| -execution time of: 4.3863e-04s: Index: 2844 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 3|1 -> 6|2 -> 4|3 -> 2|4 -> 0|5 -> 1|6 -> 5| -execution time of: 4.3864e-04s: Index: 4407 | Max_nodes: 55 | Active_nodes: 10 | 0 -> 6|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5|6 -> 1| -execution time of: 4.3866e-04s: Index: 4661 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3|6 -> 1| -execution time of: 4.3868e-04s: Index: 2371 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 5|3 -> 6|4 -> 0|5 -> 4|6 -> 2| -execution time of: 4.3869e-04s: Index: 78 | Max_nodes: 54 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4|6 -> 6| -execution time of: 4.3871e-04s: Index: 3581 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 4|1 -> 6|2 -> 5|3 -> 0|4 -> 3|5 -> 2|6 -> 1| -execution time of: 4.3872e-04s: Index: 3071 | Max_nodes: 47 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 3|3 -> 6|4 -> 5|5 -> 2|6 -> 0| -execution time of: 4.3873e-04s: Index: 5026 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 6|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0|6 -> 2| -execution time of: 4.3874e-04s: Index: 3904 | Max_nodes: 54 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 6|5 -> 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-> 3|3 -> 2|4 -> 5|5 -> 0|6 -> 4| -execution time of: 4.3971e-04s: Index: 632 | Max_nodes: 59 | Active_nodes: 10 | 0 -> 0|1 -> 6|2 -> 2|3 -> 3|4 -> 4|5 -> 1|6 -> 5| -execution time of: 4.3972e-04s: Index: 2690 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1|6 -> 6| -execution time of: 4.3981e-04s: Index: 2269 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 6|3 -> 4|4 -> 1|5 -> 5|6 -> 2| -execution time of: 4.3982e-04s: Index: 1746 | Max_nodes: 58 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 4|3 -> 6|4 -> 0|5 -> 1|6 -> 5| -execution time of: 4.3982e-04s: Index: 1748 | Max_nodes: 54 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 4|3 -> 6|4 -> 1|5 -> 0|6 -> 5| -execution time of: 4.3993e-04s: Index: 1353 | Max_nodes: 58 | Active_nodes: 10 | 0 -> 1|1 -> 6|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 0| -execution time of: 4.3998e-04s: Index: 3032 | Max_nodes: 56 | Active_nodes: 12 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0|6 -> 6| -execution time of: 4.3999e-04s: Index: 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-> 5|3 -> 3|4 -> 2|5 -> 4|6 -> 6| -execution time of: 4.4250e-04s: Index: 593 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 6|3 -> 3|4 -> 4|5 -> 2|6 -> 1| -execution time of: 4.4251e-04s: Index: 1016 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0|6 -> 6| -execution time of: 4.4252e-04s: Index: 393 | Max_nodes: 66 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 6|6 -> 1| -execution time of: 4.4254e-04s: Index: 2777 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 3|1 -> 6|2 -> 0|3 -> 4|4 -> 5|5 -> 2|6 -> 1| -execution time of: 4.4260e-04s: Index: 2510 | Max_nodes: 53 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 6|3 -> 4|4 -> 1|5 -> 0|6 -> 5| -execution time of: 4.4261e-04s: Index: 3558 | Max_nodes: 67 | Active_nodes: 10 | 0 -> 4|1 -> 6|2 -> 3|3 -> 1|4 -> 0|5 -> 2|6 -> 5| -execution time of: 4.4263e-04s: Index: 1435 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 5|3 -> 4|4 -> 0|5 -> 3|6 -> 2| -execution time of: 4.4264e-04s: Index: 5027 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-> 4| -execution time of: 4.4286e-04s: Index: 2937 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 6|6 -> 1| -execution time of: 4.4288e-04s: Index: 609 | Max_nodes: 71 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 1|3 -> 3|4 -> 4|5 -> 5|6 -> 2| -execution time of: 4.4290e-04s: Index: 3280 | Max_nodes: 65 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 6|5 -> 0|6 -> 2| -execution time of: 4.4293e-04s: Index: 2271 | Max_nodes: 52 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 6|3 -> 4|4 -> 2|5 -> 5|6 -> 1| -execution time of: 4.4294e-04s: Index: 3785 | Max_nodes: 47 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 6|5 -> 2|6 -> 0| -execution time of: 4.4299e-04s: Index: 4766 | Max_nodes: 58 | Active_nodes: 11 | 0 -> 6|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0|6 -> 5| -execution time of: 4.4300e-04s: Index: 4258 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 5|1 -> 6|2 -> 2|3 -> 1|4 -> 4|5 -> 0|6 -> 3| -execution time of: 4.4301e-04s: Index: 2562 | Max_nodes: 70 | 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-> 4|3 -> 6|4 -> 3|5 -> 2|6 -> 1| -execution time of: 4.4747e-04s: Index: 3209 | Max_nodes: 49 | Active_nodes: 12 | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 6|5 -> 1|6 -> 0| -execution time of: 4.4749e-04s: Index: 4200 | Max_nodes: 62 | Active_nodes: 10 | 0 -> 5|1 -> 6|2 -> 0|3 -> 1|4 -> 2|5 -> 3|6 -> 4| -execution time of: 4.4750e-04s: Index: 4202 | Max_nodes: 58 | Active_nodes: 10 | 0 -> 5|1 -> 6|2 -> 0|3 -> 1|4 -> 3|5 -> 2|6 -> 4| -execution time of: 4.4750e-04s: Index: 330 | Max_nodes: 57 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 5|3 -> 6|4 -> 1|5 -> 2|6 -> 4| -execution time of: 4.4751e-04s: Index: 2806 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 3|1 -> 6|2 -> 1|3 -> 5|4 -> 4|5 -> 0|6 -> 2| -execution time of: 4.4755e-04s: Index: 4973 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 6|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 3|6 -> 1| -execution time of: 4.4756e-04s: Index: 1284 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 2|6 -> 6| -execution time of: 4.4758e-04s: Index: 233 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-> 2| -execution time of: 4.4785e-04s: Index: 1486 | Max_nodes: 54 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 3|3 -> 6|4 -> 5|5 -> 1|6 -> 4| -execution time of: 4.4788e-04s: Index: 2391 | Max_nodes: 49 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 6|3 -> 4|4 -> 2|5 -> 5|6 -> 0| -execution time of: 4.4791e-04s: Index: 595 | Max_nodes: 62 | Active_nodes: 12 | 0 -> 0|1 -> 5|2 -> 6|3 -> 4|4 -> 1|5 -> 3|6 -> 2| -execution time of: 4.4797e-04s: Index: 1384 | Max_nodes: 57 | Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 3|3 -> 4|4 -> 5|5 -> 0|6 -> 2| -execution time of: 4.4799e-04s: Index: 1640 | Max_nodes: 53 | Active_nodes: 12 | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0|6 -> 6| -execution time of: 4.4802e-04s: Index: 4168 | Max_nodes: 56 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 6|5 -> 0|6 -> 1| -execution time of: 4.4803e-04s: Index: 362 | Max_nodes: 65 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3|6 -> 6| -execution time of: 4.4808e-04s: Index: 704 | Max_nodes: 62 | 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-> 0|6 -> 1| -execution time of: 4.5039e-04s: Index: 3682 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 6|5 -> 1|6 -> 3| -execution time of: 4.5041e-04s: Index: 353 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 6|3 -> 4|4 -> 5|5 -> 2|6 -> 1| -execution time of: 4.5044e-04s: Index: 3743 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 5|1 -> 1|2 -> 0|3 -> 6|4 -> 4|5 -> 3|6 -> 2| -execution time of: 4.5049e-04s: Index: 1773 | Max_nodes: 52 | Active_nodes: 12 | 0 -> 2|1 -> 3|2 -> 5|3 -> 6|4 -> 1|5 -> 4|6 -> 0| -execution time of: 4.5052e-04s: Index: 3608 | Max_nodes: 59 | Active_nodes: 10 | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2|6 -> 6| -execution time of: 4.5052e-04s: Index: 4666 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0|6 -> 3| -execution time of: 4.5053e-04s: Index: 636 | Max_nodes: 61 | Active_nodes: 10 | 0 -> 0|1 -> 6|2 -> 2|3 -> 4|4 -> 1|5 -> 3|6 -> 5| -execution time of: 4.5055e-04s: Index: 1811 | Max_nodes: 70 | 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-> 6| -execution time of: 4.5147e-04s: Index: 880 | Max_nodes: 58 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 6|5 -> 0|6 -> 4| -execution time of: 4.5150e-04s: Index: 3667 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 5|1 -> 0|2 -> 3|3 -> 6|4 -> 1|5 -> 4|6 -> 2| -execution time of: 4.5152e-04s: Index: 2240 | Max_nodes: 54 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1|6 -> 6| -execution time of: 4.5154e-04s: Index: 4146 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 2|3 -> 6|4 -> 0|5 -> 1|6 -> 3| -execution time of: 4.5157e-04s: Index: 1480 | Max_nodes: 54 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 6|5 -> 1|6 -> 4| -execution time of: 4.5160e-04s: Index: 1713 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 6|6 -> 0| -execution time of: 4.5162e-04s: Index: 1328 | Max_nodes: 66 | Active_nodes: 11 | 0 -> 1|1 -> 6|2 -> 0|3 -> 3|4 -> 4|5 -> 2|6 -> 5| -execution time of: 4.5163e-04s: Index: 2313 | Max_nodes: 52 | 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0|3 -> 3|4 -> 5|5 -> 2|6 -> 6| -execution time of: 4.5224e-04s: Index: 3619 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 5|1 -> 0|2 -> 1|3 -> 6|4 -> 2|5 -> 4|6 -> 3| -execution time of: 4.5228e-04s: Index: 2698 | Max_nodes: 60 | Active_nodes: 13 | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 6|5 -> 0|6 -> 4| -execution time of: 4.5228e-04s: Index: 2579 | Max_nodes: 56 | Active_nodes: 12 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 6|5 -> 5|6 -> 0| -execution time of: 4.5232e-04s: Index: 4226 | Max_nodes: 58 | Active_nodes: 10 | 0 -> 5|1 -> 6|2 -> 1|3 -> 0|4 -> 3|5 -> 2|6 -> 4| -execution time of: 4.5237e-04s: Index: 525 | Max_nodes: 66 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 2|3 -> 6|4 -> 3|5 -> 4|6 -> 1| -execution time of: 4.5238e-04s: Index: 2938 | Max_nodes: 55 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 6|5 -> 1|6 -> 5| -execution time of: 4.5243e-04s: Index: 1835 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 6|5 -> 5|6 -> 0| -execution time of: 4.5245e-04s: Index: 1712 | 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-> 1|3 -> 4|4 -> 2|5 -> 3|6 -> 6| -execution time of: 4.5368e-04s: Index: 3948 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 6|3 -> 3|4 -> 0|5 -> 1|6 -> 4| -execution time of: 4.5377e-04s: Index: 2445 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 3|1 -> 2|2 -> 1|3 -> 6|4 -> 4|5 -> 5|6 -> 0| -execution time of: 4.5379e-04s: Index: 1114 | Max_nodes: 59 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 6|5 -> 0|6 -> 5| -execution time of: 4.5381e-04s: Index: 2868 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 3|1 -> 6|2 -> 5|3 -> 2|4 -> 0|5 -> 1|6 -> 4| -execution time of: 4.5382e-04s: Index: 4784 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 6|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0|6 -> 4| -execution time of: 4.5386e-04s: Index: 1359 | Max_nodes: 58 | Active_nodes: 10 | 0 -> 1|1 -> 6|2 -> 2|3 -> 4|4 -> 3|5 -> 5|6 -> 0| -execution time of: 4.5387e-04s: Index: 3473 | Max_nodes: 54 | Active_nodes: 12 | 0 -> 4|1 -> 5|2 -> 6|3 -> 2|4 -> 3|5 -> 1|6 -> 0| -execution time of: 4.5388e-04s: Index: 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-> 5|6 -> 3| -execution time of: 4.5401e-04s: Index: 2866 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 3|1 -> 6|2 -> 5|3 -> 1|4 -> 4|5 -> 0|6 -> 2| -execution time of: 4.5403e-04s: Index: 1940 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 2|1 -> 5|2 -> 0|3 -> 6|4 -> 3|5 -> 1|6 -> 4| -execution time of: 4.5405e-04s: Index: 2906 | Max_nodes: 58 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3|6 -> 6| -execution time of: 4.5408e-04s: Index: 3624 | Max_nodes: 56 | Active_nodes: 10 | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4|6 -> 6| -execution time of: 4.5410e-04s: Index: 1307 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 6|3 -> 2|4 -> 4|5 -> 3|6 -> 0| -execution time of: 4.5411e-04s: Index: 2849 | Max_nodes: 52 | Active_nodes: 11 | 0 -> 3|1 -> 6|2 -> 4|3 -> 2|4 -> 5|5 -> 1|6 -> 0| -execution time of: 4.5411e-04s: Index: 69 | Max_nodes: 56 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 4|3 -> 6|4 -> 3|5 -> 5|6 -> 2| -execution time of: 4.5412e-04s: Index: 450 | Max_nodes: 59 | 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-> 4|6 -> 6| -execution time of: 4.5484e-04s: Index: 2180 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 1|3 -> 6|4 -> 4|5 -> 2|6 -> 5| -execution time of: 4.5485e-04s: Index: 2084 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 1|3 -> 5|4 -> 3|5 -> 0|6 -> 4| -execution time of: 4.5485e-04s: Index: 3112 | Max_nodes: 55 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 6|3 -> 3|4 -> 5|5 -> 0|6 -> 2| -execution time of: 4.5487e-04s: Index: 2675 | Max_nodes: 56 | Active_nodes: 12 | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 6|5 -> 4|6 -> 0| -execution time of: 4.5488e-04s: Index: 2709 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 3|1 -> 5|2 -> 2|3 -> 6|4 -> 1|5 -> 4|6 -> 0| -execution time of: 4.5492e-04s: Index: 825 | Max_nodes: 54 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 6|3 -> 3|4 -> 4|5 -> 5|6 -> 2| -execution time of: 4.5494e-04s: Index: 2802 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 3|1 -> 6|2 -> 1|3 -> 5|4 -> 0|5 -> 2|6 -> 4| -execution time of: 4.5496e-04s: Index: 42 | Max_nodes: 55 | 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-> 2|3 -> 6|4 -> 3|5 -> 5|6 -> 0| -execution time of: 4.5573e-04s: Index: 1220 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 0|3 -> 6|4 -> 3|5 -> 2|6 -> 4| -execution time of: 4.5574e-04s: Index: 1283 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 6|5 -> 3|6 -> 0| -execution time of: 4.5577e-04s: Index: 897 | Max_nodes: 51 | Active_nodes: 10 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 6|6 -> 0| -execution time of: 4.5577e-04s: Index: 3465 | Max_nodes: 62 | Active_nodes: 12 | 0 -> 4|1 -> 5|2 -> 6|3 -> 1|4 -> 2|5 -> 3|6 -> 0| -execution time of: 4.5578e-04s: Index: 2805 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 3|1 -> 6|2 -> 1|3 -> 5|4 -> 2|5 -> 4|6 -> 0| -execution time of: 4.5579e-04s: Index: 4139 | Max_nodes: 52 | Active_nodes: 12 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 6|5 -> 3|6 -> 0| -execution time of: 4.5580e-04s: Index: 2610 | Max_nodes: 59 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 5|3 -> 6|4 -> 0|5 -> 1|6 -> 2| -execution time of: 4.5583e-04s: Index: 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-> 4|6 -> 2| -execution time of: 4.5597e-04s: Index: 524 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 0|1 -> 5|2 -> 2|3 -> 6|4 -> 3|5 -> 1|6 -> 4| -execution time of: 4.5614e-04s: Index: 4158 | Max_nodes: 67 | Active_nodes: 10 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2|6 -> 6| -execution time of: 4.5615e-04s: Index: 1316 | Max_nodes: 57 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 6|3 -> 4|4 -> 2|5 -> 0|6 -> 3| -execution time of: 4.5617e-04s: Index: 4365 | Max_nodes: 56 | Active_nodes: 10 | 0 -> 6|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4|6 -> 1| -execution time of: 4.5622e-04s: Index: 3886 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 1|3 -> 6|4 -> 4|5 -> 0|6 -> 3| -execution time of: 4.5624e-04s: Index: 3561 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 4|1 -> 6|2 -> 3|3 -> 1|4 -> 2|5 -> 5|6 -> 0| -execution time of: 4.5626e-04s: Index: 3480 | Max_nodes: 60 | Active_nodes: 10 | 0 -> 4|1 -> 6|2 -> 0|3 -> 1|4 -> 2|5 -> 3|6 -> 5| -execution time of: 4.5629e-04s: Index: 814 | Max_nodes: 52 | 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| 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0|6 -> 6| -execution time of: 4.5668e-04s: Index: 3231 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 4|1 -> 2|2 -> 6|3 -> 3|4 -> 1|5 -> 5|6 -> 0| -execution time of: 4.5672e-04s: Index: 1985 | Max_nodes: 50 | Active_nodes: 12 | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 6|5 -> 1|6 -> 0| -execution time of: 4.5674e-04s: Index: 4481 | Max_nodes: 52 | Active_nodes: 10 | 0 -> 6|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3|6 -> 0| -execution time of: 4.5675e-04s: Index: 591 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 6|3 -> 3|4 -> 2|5 -> 4|6 -> 1| -execution time of: 4.5675e-04s: Index: 3842 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 3|6 -> 6| -execution time of: 4.5677e-04s: Index: 58 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 6|5 -> 2|6 -> 5| -execution time of: 4.5677e-04s: Index: 1976 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0|6 -> 6| -execution time of: 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-> 0|3 -> 2|4 -> 4|5 -> 5|6 -> 1| -execution time of: 4.5700e-04s: Index: 1792 | Max_nodes: 53 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 6|3 -> 4|4 -> 5|5 -> 0|6 -> 1| -execution time of: 4.5701e-04s: Index: 766 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 3|3 -> 6|4 -> 5|5 -> 2|6 -> 4| -execution time of: 4.5702e-04s: Index: 3181 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 6|6 -> 1| -execution time of: 4.5703e-04s: Index: 627 | Max_nodes: 70 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 2|3 -> 1|4 -> 4|5 -> 5|6 -> 3| -execution time of: 4.5704e-04s: Index: 1961 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 6|5 -> 3|6 -> 0| -execution time of: 4.5706e-04s: Index: 2243 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 6|5 -> 4|6 -> 1| -execution time of: 4.5707e-04s: Index: 500 | Max_nodes: 68 | Active_nodes: 12 | 0 -> 0|1 -> 5|2 -> 1|3 -> 6|4 -> 3|5 -> 2|6 -> 4| -execution time of: 4.5709e-04s: Index: 2960 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-> 5|3 -> 6|4 -> 0|5 -> 4|6 -> 1| -execution time of: 4.5786e-04s: Index: 4900 | Max_nodes: 68 | Active_nodes: 12 | 0 -> 6|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1|6 -> 2| -execution time of: 4.5788e-04s: Index: 2814 | Max_nodes: 67 | Active_nodes: 11 | 0 -> 3|1 -> 6|2 -> 2|3 -> 1|4 -> 0|5 -> 4|6 -> 5| -execution time of: 4.5791e-04s: Index: 1562 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4|6 -> 6| -execution time of: 4.5792e-04s: Index: 1667 | Max_nodes: 47 | Active_nodes: 10 | 0 -> 2|1 -> 1|2 -> 6|3 -> 3|4 -> 5|5 -> 4|6 -> 0| -execution time of: 4.5793e-04s: Index: 4130 | Max_nodes: 59 | Active_nodes: 10 | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1|6 -> 6| -execution time of: 4.5794e-04s: Index: 4068 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 6|3 -> 2|4 -> 0|5 -> 1|6 -> 4| -execution time of: 4.5797e-04s: Index: 1244 | Max_nodes: 61 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 2|3 -> 6|4 -> 3|5 -> 0|6 -> 4| -execution time of: 4.5804e-04s: Index: 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-> 1|6 -> 6| -execution time of: 4.5819e-04s: Index: 3364 | Max_nodes: 60 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 6|5 -> 2|6 -> 3| -execution time of: 4.5824e-04s: Index: 1724 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 1|3 -> 6|4 -> 4|5 -> 0|6 -> 5| -execution time of: 4.5829e-04s: Index: 1240 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 6|5 -> 0|6 -> 3| -execution time of: 4.5832e-04s: Index: 4427 | Max_nodes: 55 | Active_nodes: 10 | 0 -> 6|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3|6 -> 1| -execution time of: 4.5835e-04s: Index: 2840 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 3|1 -> 6|2 -> 4|3 -> 1|4 -> 2|5 -> 0|6 -> 5| -execution time of: 4.5837e-04s: Index: 762 | Max_nodes: 51 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 3|3 -> 6|4 -> 2|5 -> 4|6 -> 5| -execution time of: 4.5838e-04s: Index: 706 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 5|3 -> 2|4 -> 4|5 -> 1|6 -> 3| -execution time of: 4.5840e-04s: Index: 240 | Max_nodes: 62 | 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-> 0|3 -> 3|4 -> 1|5 -> 4|6 -> 6| -execution time of: 4.6218e-04s: Index: 603 | Max_nodes: 70 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 1|3 -> 2|4 -> 4|5 -> 5|6 -> 3| -execution time of: 4.6221e-04s: Index: 4220 | Max_nodes: 68 | Active_nodes: 11 | 0 -> 5|1 -> 6|2 -> 0|3 -> 4|4 -> 2|5 -> 1|6 -> 3| -execution time of: 4.6222e-04s: Index: 4239 | Max_nodes: 61 | Active_nodes: 10 | 0 -> 5|1 -> 6|2 -> 1|3 -> 3|4 -> 2|5 -> 4|6 -> 0| -execution time of: 4.6224e-04s: Index: 4454 | Max_nodes: 65 | Active_nodes: 11 | 0 -> 6|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2|6 -> 5| -execution time of: 4.6224e-04s: Index: 4856 | Max_nodes: 55 | Active_nodes: 10 | 0 -> 6|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0|6 -> 5| -execution time of: 4.6227e-04s: Index: 1315 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 6|3 -> 4|4 -> 0|5 -> 3|6 -> 2| -execution time of: 4.6228e-04s: Index: 2385 | Max_nodes: 52 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 6|3 -> 2|4 -> 4|5 -> 5|6 -> 0| -execution time of: 4.6229e-04s: Index: 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-> 0|6 -> 2| -execution time of: 4.6241e-04s: Index: 2916 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3|6 -> 6| -execution time of: 4.6244e-04s: Index: 2781 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 3|1 -> 6|2 -> 0|3 -> 5|4 -> 2|5 -> 4|6 -> 1| -execution time of: 4.6245e-04s: Index: 777 | Max_nodes: 54 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 6|6 -> 2| -execution time of: 4.6245e-04s: Index: 202 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 6|5 -> 1|6 -> 4| -execution time of: 4.6252e-04s: Index: 1747 | Max_nodes: 63 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 4|3 -> 6|4 -> 0|5 -> 5|6 -> 1| -execution time of: 4.6252e-04s: Index: 4215 | Max_nodes: 70 | Active_nodes: 11 | 0 -> 5|1 -> 6|2 -> 0|3 -> 3|4 -> 2|5 -> 4|6 -> 1| -execution time of: 4.6260e-04s: Index: 2774 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 3|1 -> 6|2 -> 0|3 -> 4|4 -> 2|5 -> 1|6 -> 5| -execution time of: 4.6260e-04s: Index: 33 | Max_nodes: 58 | 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-> 1|2 -> 0|3 -> 6|4 -> 5|5 -> 3|6 -> 2| -execution time of: 4.6392e-04s: Index: 3879 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 6|6 -> 0| -execution time of: 4.6393e-04s: Index: 2546 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2|6 -> 6| -execution time of: 4.6394e-04s: Index: 3365 | Max_nodes: 60 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 6|5 -> 3|6 -> 2| -execution time of: 4.6401e-04s: Index: 4787 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 6|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2|6 -> 0| -execution time of: 4.6403e-04s: Index: 2130 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 4|3 -> 5|4 -> 0|5 -> 1|6 -> 3| -execution time of: 4.6403e-04s: Index: 2175 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 6|6 -> 2| -execution time of: 4.6404e-04s: Index: 2199 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 6|6 -> 1| -execution time of: 4.6405e-04s: 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-> 4|5 -> 3|6 -> 2| -execution time of: 4.6413e-04s: Index: 3767 | Max_nodes: 53 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 2|3 -> 6|4 -> 4|5 -> 3|6 -> 0| -execution time of: 4.6414e-04s: Index: 3654 | Max_nodes: 57 | Active_nodes: 10 | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4|6 -> 6| -execution time of: 4.6416e-04s: Index: 2005 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 6|6 -> 1| -execution time of: 4.6420e-04s: Index: 533 | Max_nodes: 72 | Active_nodes: 12 | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 6|5 -> 4|6 -> 2| -execution time of: 4.6421e-04s: Index: 3825 | Max_nodes: 54 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 6|3 -> 2|4 -> 3|5 -> 4|6 -> 0| -execution time of: 4.6422e-04s: Index: 4636 | Max_nodes: 69 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1|6 -> 3| -execution time of: 4.6423e-04s: Index: 3501 | Max_nodes: 70 | Active_nodes: 12 | 0 -> 4|1 -> 6|2 -> 0|3 -> 5|4 -> 2|5 -> 3|6 -> 1| -execution time of: 4.6423e-04s: Index: 2967 | Max_nodes: 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1|3 -> 2|4 -> 3|5 -> 4|6 -> 0| -execution time of: 4.6460e-04s: Index: 4838 | Max_nodes: 59 | Active_nodes: 10 | 0 -> 6|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0|6 -> 5| -execution time of: 4.6464e-04s: Index: 3732 | Max_nodes: 65 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 3|6 -> 6| -execution time of: 4.6464e-04s: Index: 4845 | Max_nodes: 61 | Active_nodes: 11 | 0 -> 6|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3|6 -> 0| -execution time of: 4.6465e-04s: Index: 1715 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 6|5 -> 5|6 -> 0| -execution time of: 4.6466e-04s: Index: 1751 | Max_nodes: 48 | Active_nodes: 12 | 0 -> 2|1 -> 3|2 -> 4|3 -> 6|4 -> 5|5 -> 1|6 -> 0| -execution time of: 4.6470e-04s: Index: 1329 | Max_nodes: 73 | Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 0|3 -> 3|4 -> 4|5 -> 5|6 -> 2| -execution time of: 4.6471e-04s: Index: 2880 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5|6 -> 6| -execution time of: 4.6472e-04s: Index: 18 | 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-> 2| -execution time of: 4.6486e-04s: Index: 1332 | Max_nodes: 66 | Active_nodes: 11 | 0 -> 1|1 -> 6|2 -> 0|3 -> 4|4 -> 2|5 -> 3|6 -> 5| -execution time of: 4.6488e-04s: Index: 3067 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 3|3 -> 6|4 -> 0|5 -> 5|6 -> 2| -execution time of: 4.6490e-04s: Index: 4954 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 6|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0|6 -> 3| -execution time of: 4.6490e-04s: Index: 896 | Max_nodes: 55 | Active_nodes: 12 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0|6 -> 6| -execution time of: 4.6493e-04s: Index: 4518 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 6|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3|6 -> 5| -execution time of: 4.6498e-04s: Index: 2291 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 6|5 -> 5|6 -> 2| -execution time of: 4.6501e-04s: Index: 1844 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 1|3 -> 6|4 -> 3|5 -> 0|6 -> 5| -execution time of: 4.6503e-04s: Index: 4634 | Max_nodes: 64 | 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| Active_nodes: 12 | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 6|6 -> 4| -execution time of: 4.6605e-04s: Index: 3461 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 6|3 -> 0|4 -> 3|5 -> 2|6 -> 1| -execution time of: 4.6615e-04s: Index: 4299 | Max_nodes: 69 | Active_nodes: 11 | 0 -> 5|1 -> 6|2 -> 4|3 -> 0|4 -> 2|5 -> 3|6 -> 1| -execution time of: 4.6616e-04s: Index: 3395 | Max_nodes: 52 | Active_nodes: 12 | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 6|5 -> 3|6 -> 0| -execution time of: 4.6616e-04s: Index: 2754 | Max_nodes: 61 | Active_nodes: 13 | 0 -> 3|1 -> 5|2 -> 6|3 -> 4|4 -> 0|5 -> 1|6 -> 2| -execution time of: 4.6617e-04s: Index: 3419 | Max_nodes: 52 | Active_nodes: 12 | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 6|5 -> 3|6 -> 0| -execution time of: 4.6620e-04s: Index: 3801 | Max_nodes: 54 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 6|6 -> 0| -execution time of: 4.6622e-04s: Index: 440 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1|6 -> 6| 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11 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 6|6 -> 3| -execution time of: 4.6638e-04s: Index: 2219 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 6|5 -> 5|6 -> 1| -execution time of: 4.6640e-04s: Index: 2131 | Max_nodes: 62 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 4|3 -> 5|4 -> 0|5 -> 3|6 -> 1| -execution time of: 4.6645e-04s: Index: 4397 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3|6 -> 2| -execution time of: 4.6646e-04s: Index: 4908 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 6|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1|6 -> 3| -execution time of: 4.6647e-04s: Index: 4514 | Max_nodes: 65 | Active_nodes: 11 | 0 -> 6|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2|6 -> 5| -execution time of: 4.6648e-04s: Index: 1826 | Max_nodes: 62 | Active_nodes: 12 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 3|6 -> 6| -execution time of: 4.6650e-04s: Index: 1446 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5|6 -> 6| -execution time of: 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-> 0|3 -> 4|4 -> 6|5 -> 1|6 -> 2| -execution time of: 4.6672e-04s: Index: 2388 | Max_nodes: 59 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 6|3 -> 4|4 -> 0|5 -> 2|6 -> 5| -execution time of: 4.6672e-04s: Index: 961 | Max_nodes: 65 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 6|6 -> 5| -execution time of: 4.6673e-04s: Index: 3761 | Max_nodes: 53 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 6|5 -> 3|6 -> 0| -execution time of: 4.6676e-04s: Index: 252 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4|6 -> 6| -execution time of: 4.6678e-04s: Index: 640 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 2|3 -> 4|4 -> 5|5 -> 1|6 -> 3| -execution time of: 4.6679e-04s: Index: 4330 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2|6 -> 4| -execution time of: 4.6679e-04s: Index: 473 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 6|3 -> 3|4 -> 5|5 -> 2|6 -> 1| -execution time of: 4.6680e-04s: Index: 2162 | 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6|6 -> 4| -execution time of: 4.6691e-04s: Index: 1452 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4|6 -> 6| -execution time of: 4.6692e-04s: Index: 1463 | Max_nodes: 62 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 1|3 -> 6|4 -> 5|5 -> 4|6 -> 3| -execution time of: 4.6692e-04s: Index: 2433 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 6|6 -> 0| -execution time of: 4.6692e-04s: Index: 2869 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 3|1 -> 6|2 -> 5|3 -> 2|4 -> 0|5 -> 4|6 -> 1| -execution time of: 4.6693e-04s: Index: 3252 | Max_nodes: 69 | Active_nodes: 12 | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2|6 -> 6| -execution time of: 4.6694e-04s: Index: 767 | Max_nodes: 54 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 3|3 -> 6|4 -> 5|5 -> 4|6 -> 2| -execution time of: 4.6696e-04s: Index: 1288 | Max_nodes: 58 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 6|5 -> 0|6 -> 2| -execution time of: 4.6696e-04s: Index: 1429 | Max_nodes: 67 | 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-execution time of: 4.6705e-04s: Index: 1138 | Max_nodes: 59 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 6|5 -> 0|6 -> 5| -execution time of: 4.6706e-04s: Index: 3082 | Max_nodes: 61 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 6|5 -> 0|6 -> 3| -execution time of: 4.6718e-04s: Index: 3541 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 4|1 -> 6|2 -> 2|3 -> 3|4 -> 0|5 -> 5|6 -> 1| -execution time of: 4.6719e-04s: Index: 4659 | Max_nodes: 68 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4|6 -> 1| -execution time of: 4.6720e-04s: Index: 3414 | Max_nodes: 67 | Active_nodes: 10 | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3|6 -> 6| -execution time of: 4.6721e-04s: Index: 898 | Max_nodes: 56 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 6|5 -> 0|6 -> 5| -execution time of: 4.6722e-04s: Index: 344 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 6|3 -> 2|4 -> 4|5 -> 1|6 -> 5| -execution time of: 4.6724e-04s: Index: 4808 | Max_nodes: 59 | Active_nodes: 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-> 2|3 -> 3|4 -> 1|5 -> 5|6 -> 6| -execution time of: 4.6776e-04s: Index: 1789 | Max_nodes: 63 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 6|3 -> 4|4 -> 0|5 -> 5|6 -> 1| -execution time of: 4.6778e-04s: Index: 23 | Max_nodes: 61 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 2|3 -> 6|4 -> 5|5 -> 4|6 -> 3| -execution time of: 4.6780e-04s: Index: 2096 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 2|1 -> 6|2 -> 3|3 -> 1|4 -> 4|5 -> 0|6 -> 5| -execution time of: 4.6784e-04s: Index: 802 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 6|5 -> 2|6 -> 4| -execution time of: 4.6784e-04s: Index: 4416 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3|6 -> 4| -execution time of: 4.6785e-04s: Index: 1250 | Max_nodes: 66 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2|6 -> 6| -execution time of: 4.6786e-04s: Index: 4281 | Max_nodes: 61 | Active_nodes: 10 | 0 -> 5|1 -> 6|2 -> 3|3 -> 1|4 -> 2|5 -> 4|6 -> 0| -execution time of: 4.6787e-04s: Index: 51 | 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-> 1| -execution time of: 4.6800e-04s: Index: 4599 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 6|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5|6 -> 0| -execution time of: 4.6802e-04s: Index: 4301 | Max_nodes: 65 | Active_nodes: 11 | 0 -> 5|1 -> 6|2 -> 4|3 -> 0|4 -> 3|5 -> 2|6 -> 1| -execution time of: 4.6804e-04s: Index: 3403 | Max_nodes: 77 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 1|3 -> 6|4 -> 0|5 -> 3|6 -> 2| -execution time of: 4.6807e-04s: Index: 2387 | Max_nodes: 52 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 6|3 -> 2|4 -> 5|5 -> 4|6 -> 0| -execution time of: 4.6807e-04s: Index: 348 | Max_nodes: 57 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 6|3 -> 4|4 -> 1|5 -> 2|6 -> 5| -execution time of: 4.6809e-04s: Index: 4716 | Max_nodes: 68 | Active_nodes: 11 | 0 -> 6|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2|6 -> 5| -execution time of: 4.6813e-04s: Index: 624 | Max_nodes: 63 | Active_nodes: 10 | 0 -> 0|1 -> 6|2 -> 2|3 -> 1|4 -> 3|5 -> 4|6 -> 5| -execution time of: 4.6817e-04s: Index: 694 | Max_nodes: 57 | 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-execution time of: 4.6833e-04s: Index: 2632 | Max_nodes: 58 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 6|3 -> 2|4 -> 5|5 -> 0|6 -> 1| -execution time of: 4.6839e-04s: Index: 3637 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 6|6 -> 3| -execution time of: 4.6839e-04s: Index: 4114 | Max_nodes: 59 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 6|5 -> 0|6 -> 3| -execution time of: 4.6839e-04s: Index: 4224 | Max_nodes: 62 | Active_nodes: 10 | 0 -> 5|1 -> 6|2 -> 1|3 -> 0|4 -> 2|5 -> 3|6 -> 4| -execution time of: 4.6840e-04s: Index: 2147 | Max_nodes: 58 | Active_nodes: 11 | 0 -> 2|1 -> 6|2 -> 5|3 -> 1|4 -> 4|5 -> 3|6 -> 0| -execution time of: 4.6840e-04s: Index: 266 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4|6 -> 6| -execution time of: 4.6841e-04s: Index: 2810 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 3|1 -> 6|2 -> 2|3 -> 0|4 -> 4|5 -> 1|6 -> 5| -execution time of: 4.6845e-04s: Index: 4898 | Max_nodes: 69 | Active_nodes: 12 | 0 -> 6|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1|6 -> 3| -execution time of: 4.6847e-04s: Index: 968 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2|6 -> 6| -execution time of: 4.6847e-04s: Index: 4355 | Max_nodes: 54 | Active_nodes: 10 | 0 -> 6|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4|6 -> 1| -execution time of: 4.6849e-04s: Index: 2188 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 6|5 -> 4|6 -> 5| -execution time of: 4.6861e-04s: Index: 4493 | Max_nodes: 69 | Active_nodes: 12 | 0 -> 6|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4|6 -> 2| -execution time of: 4.6864e-04s: Index: 3531 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 4|1 -> 6|2 -> 2|3 -> 0|4 -> 3|5 -> 5|6 -> 1| -execution time of: 4.6864e-04s: Index: 3897 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 6|6 -> 0| -execution time of: 4.6864e-04s: Index: 3746 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 3|6 -> 6| -execution time of: 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-> 6|3 -> 1|4 -> 2|5 -> 0|6 -> 3| -execution time of: 4.6877e-04s: Index: 2799 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 3|1 -> 6|2 -> 1|3 -> 4|4 -> 2|5 -> 5|6 -> 0| -execution time of: 4.6878e-04s: Index: 4091 | Max_nodes: 61 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 6|5 -> 3|6 -> 1| -execution time of: 4.6878e-04s: Index: 2085 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 2|1 -> 6|2 -> 1|3 -> 5|4 -> 3|5 -> 4|6 -> 0| -execution time of: 4.6879e-04s: Index: 768 | Max_nodes: 50 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5|6 -> 6| -execution time of: 4.6887e-04s: Index: 3021 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 0|3 -> 6|4 -> 3|5 -> 5|6 -> 2| -execution time of: 4.6889e-04s: Index: 607 | Max_nodes: 66 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 1|3 -> 3|4 -> 2|5 -> 5|6 -> 4| -execution time of: 4.6889e-04s: Index: 2668 | Max_nodes: 61 | Active_nodes: 13 | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 6|5 -> 2|6 -> 4| -execution time of: 4.6894e-04s: Index: 2650 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 6|5 -> 1|6 -> 4| -execution time of: 4.6895e-04s: Index: 4188 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 6|3 -> 2|4 -> 0|5 -> 1|6 -> 3| -execution time of: 4.6895e-04s: Index: 3519 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 4|1 -> 6|2 -> 1|3 -> 3|4 -> 2|5 -> 5|6 -> 0| -execution time of: 4.6897e-04s: Index: 1258 | Max_nodes: 61 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 6|5 -> 0|6 -> 4| -execution time of: 4.6899e-04s: Index: 4669 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4|6 -> 1| -execution time of: 4.6900e-04s: Index: 4570 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1|6 -> 4| -execution time of: 4.6902e-04s: Index: 4688 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 6|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1|6 -> 5| -execution time of: 4.6904e-04s: Index: 3939 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 6|3 -> 0|4 -> 3|5 -> 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| 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4|6 -> 6| -execution time of: 4.6936e-04s: Index: 4812 | Max_nodes: 67 | Active_nodes: 10 | 0 -> 6|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 2|6 -> 5| -execution time of: 4.6936e-04s: Index: 1812 | Max_nodes: 69 | Active_nodes: 12 | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3|6 -> 6| -execution time of: 4.6937e-04s: Index: 4691 | Max_nodes: 62 | Active_nodes: 12 | 0 -> 6|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4|6 -> 1| -execution time of: 4.6938e-04s: Index: 2679 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 6|6 -> 0| -execution time of: 4.6939e-04s: Index: 486 | Max_nodes: 63 | Active_nodes: 10 | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4|6 -> 6| -execution time of: 4.6942e-04s: Index: 3726 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4|6 -> 6| -execution time of: 4.6945e-04s: Index: 699 | Max_nodes: 71 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 5|3 -> 1|4 -> 3|5 -> 4|6 -> 2| -execution time of: 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-> 2|3 -> 5|4 -> 4|5 -> 0|6 -> 3| -execution time of: 4.6966e-04s: Index: 137 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 6|5 -> 4|6 -> 3| -execution time of: 4.6967e-04s: Index: 1206 | Max_nodes: 65 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4|6 -> 6| -execution time of: 4.6967e-04s: Index: 1149 | Max_nodes: 56 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 3|3 -> 6|4 -> 2|5 -> 5|6 -> 0| -execution time of: 4.6969e-04s: Index: 1590 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5|6 -> 6| -execution time of: 4.6970e-04s: Index: 670 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 3|3 -> 5|4 -> 4|5 -> 1|6 -> 2| -execution time of: 4.6977e-04s: Index: 1949 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 6|5 -> 4|6 -> 3| -execution time of: 4.6980e-04s: Index: 2790 | Max_nodes: 67 | Active_nodes: 11 | 0 -> 3|1 -> 6|2 -> 1|3 -> 2|4 -> 0|5 -> 4|6 -> 5| -execution time of: 4.6981e-04s: Index: 2122 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 4|3 -> 1|4 -> 5|5 -> 0|6 -> 3| -execution time of: 4.6983e-04s: Index: 4976 | Max_nodes: 57 | Active_nodes: 10 | 0 -> 6|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0|6 -> 4| -execution time of: 4.6984e-04s: Index: 2068 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 1|3 -> 0|4 -> 5|5 -> 3|6 -> 4| -execution time of: 4.6985e-04s: Index: 3018 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 0|3 -> 6|4 -> 2|5 -> 3|6 -> 5| -execution time of: 4.6989e-04s: Index: 3539 | Max_nodes: 51 | Active_nodes: 11 | 0 -> 4|1 -> 6|2 -> 2|3 -> 1|4 -> 5|5 -> 3|6 -> 0| -execution time of: 4.6989e-04s: Index: 2090 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 2|1 -> 6|2 -> 3|3 -> 0|4 -> 4|5 -> 1|6 -> 5| -execution time of: 4.6993e-04s: Index: 822 | Max_nodes: 51 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 6|3 -> 3|4 -> 2|5 -> 4|6 -> 5| -execution time of: 4.6995e-04s: Index: 2522 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 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-> 6|6 -> 3| -execution time of: 4.7093e-04s: Index: 1725 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 2|1 -> 3|2 -> 1|3 -> 6|4 -> 4|5 -> 5|6 -> 0| -execution time of: 4.7093e-04s: Index: 3285 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 4|1 -> 3|2 -> 1|3 -> 6|4 -> 2|5 -> 5|6 -> 0| -execution time of: 4.7101e-04s: Index: 3260 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 0|3 -> 6|4 -> 2|5 -> 1|6 -> 5| -execution time of: 4.7104e-04s: Index: 3703 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 5|1 -> 0|2 -> 6|3 -> 2|4 -> 1|5 -> 4|6 -> 3| -execution time of: 4.7116e-04s: Index: 3918 | Max_nodes: 68 | Active_nodes: 11 | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3|6 -> 6| -execution time of: 4.7118e-04s: Index: 3475 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 6|3 -> 3|4 -> 0|5 -> 2|6 -> 1| -execution time of: 4.7118e-04s: Index: 74 | Max_nodes: 57 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3|6 -> 6| -execution time of: 4.7118e-04s: Index: 1483 | Max_nodes: 57 | 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-> 6|2 -> 4|3 -> 2|4 -> 5|5 -> 3|6 -> 1| -execution time of: 4.7148e-04s: Index: 3245 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 6|5 -> 5|6 -> 2| -execution time of: 4.7151e-04s: Index: 3507 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 4|1 -> 6|2 -> 1|3 -> 0|4 -> 3|5 -> 5|6 -> 2| -execution time of: 4.7152e-04s: Index: 4781 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 6|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2|6 -> 1| -execution time of: 4.7153e-04s: Index: 276 | Max_nodes: 61 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4|6 -> 6| -execution time of: 4.7156e-04s: Index: 1547 | Max_nodes: 50 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 6|3 -> 3|4 -> 5|5 -> 4|6 -> 1| -execution time of: 4.7156e-04s: Index: 3204 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1|6 -> 6| -execution time of: 4.7165e-04s: Index: 4971 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 6|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4|6 -> 1| -execution time of: 4.7171e-04s: 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-> 1| -execution time of: 4.7205e-04s: Index: 2409 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 6|6 -> 1| -execution time of: 4.7206e-04s: Index: 4944 | Max_nodes: 62 | Active_nodes: 10 | 0 -> 6|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3|6 -> 4| -execution time of: 4.7208e-04s: Index: 546 | Max_nodes: 62 | Active_nodes: 12 | 0 -> 0|1 -> 5|2 -> 3|3 -> 6|4 -> 1|5 -> 2|6 -> 4| -execution time of: 4.7208e-04s: Index: 345 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 6|3 -> 2|4 -> 4|5 -> 5|6 -> 1| -execution time of: 4.7208e-04s: Index: 2669 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 6|5 -> 4|6 -> 2| -execution time of: 4.7209e-04s: Index: 1380 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 1|1 -> 6|2 -> 3|3 -> 4|4 -> 0|5 -> 2|6 -> 5| -execution time of: 4.7210e-04s: Index: 1246 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 2|3 -> 6|4 -> 4|5 -> 0|6 -> 3| -execution time of: 4.7211e-04s: Index: 3159 | Max_nodes: 60 | 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-> 1|3 -> 5|4 -> 6|5 -> 0|6 -> 4| -execution time of: 4.7386e-04s: Index: 995 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 6|5 -> 5|6 -> 0| -execution time of: 4.7388e-04s: Index: 2422 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 0|3 -> 6|4 -> 5|5 -> 1|6 -> 4| -execution time of: 4.7391e-04s: Index: 3680 | Max_nodes: 53 | Active_nodes: 10 | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1|6 -> 6| -execution time of: 4.7391e-04s: Index: 2652 | Max_nodes: 68 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 2|6 -> 6| -execution time of: 4.7395e-04s: Index: 11 | Max_nodes: 61 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 6|5 -> 5|6 -> 3| -execution time of: 4.7398e-04s: Index: 3149 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 6|5 -> 5|6 -> 3| -execution time of: 4.7399e-04s: Index: 1581 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 0|3 -> 6|4 -> 4|5 -> 5|6 -> 3| -execution time of: 4.7405e-04s: Index: 1704 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5|6 -> 6| -execution time of: 4.7406e-04s: Index: 3329 | Max_nodes: 54 | Active_nodes: 12 | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 6|5 -> 1|6 -> 0| -execution time of: 4.7407e-04s: Index: 2776 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 3|1 -> 6|2 -> 0|3 -> 4|4 -> 5|5 -> 1|6 -> 2| -execution time of: 4.7427e-04s: Index: 4665 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 6|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4|6 -> 0| -execution time of: 4.7428e-04s: Index: 120 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -execution time of: 4.7430e-04s: Index: 4357 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5|6 -> 3| -execution time of: 4.7435e-04s: Index: 2442 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 1|3 -> 6|4 -> 0|5 -> 4|6 -> 5| -execution time of: 4.7436e-04s: Index: 4984 | Max_nodes: 54 | Active_nodes: 11 | 0 -> 6|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 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-> 0|3 -> 5|4 -> 4|5 -> 2|6 -> 6| -execution time of: 4.7510e-04s: Index: 2218 | Max_nodes: 55 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 6|5 -> 1|6 -> 5| -execution time of: 4.7515e-04s: Index: 3698 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 5|1 -> 0|2 -> 6|3 -> 1|4 -> 3|5 -> 2|6 -> 4| -execution time of: 4.7517e-04s: Index: 3203 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 6|5 -> 3|6 -> 0| -execution time of: 4.7523e-04s: Index: 3647 | Max_nodes: 56 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 2|3 -> 6|4 -> 4|5 -> 3|6 -> 1| -execution time of: 4.7524e-04s: Index: 1880 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0|6 -> 6| -execution time of: 4.7525e-04s: Index: 611 | Max_nodes: 71 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 1|3 -> 3|4 -> 5|5 -> 4|6 -> 2| -execution time of: 4.7525e-04s: Index: 4332 | Max_nodes: 59 | Active_nodes: 10 | 0 -> 6|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3|6 -> 5| -execution time of: 4.7528e-04s: Index: 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-execution time of: 4.7575e-04s: Index: 2079 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 2|1 -> 6|2 -> 1|3 -> 4|4 -> 3|5 -> 5|6 -> 0| -execution time of: 4.7577e-04s: Index: 1341 | Max_nodes: 73 | Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 0|3 -> 5|4 -> 3|5 -> 4|6 -> 2| -execution time of: 4.7579e-04s: Index: 4806 | Max_nodes: 67 | Active_nodes: 10 | 0 -> 6|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3|6 -> 5| -execution time of: 4.7581e-04s: Index: 2310 | Max_nodes: 62 | Active_nodes: 12 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5|6 -> 6| -execution time of: 4.7587e-04s: Index: 1456 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 6|5 -> 3|6 -> 4| -execution time of: 4.7588e-04s: Index: 3578 | Max_nodes: 69 | Active_nodes: 12 | 0 -> 4|1 -> 6|2 -> 5|3 -> 0|4 -> 2|5 -> 1|6 -> 3| -execution time of: 4.7589e-04s: Index: 4019 | Max_nodes: 54 | Active_nodes: 12 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 6|5 -> 4|6 -> 0| -execution time of: 4.7590e-04s: Index: 3903 | Max_nodes: 59 | Active_nodes: 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-> 0|3 -> 1|4 -> 6|5 -> 2|6 -> 4| -execution time of: 4.7625e-04s: Index: 1236 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3|6 -> 6| -execution time of: 4.7625e-04s: Index: 666 | Max_nodes: 61 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 3|3 -> 5|4 -> 1|5 -> 2|6 -> 4| -execution time of: 4.7625e-04s: Index: 972 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4|6 -> 6| -execution time of: 4.7625e-04s: Index: 900 | Max_nodes: 57 | Active_nodes: 12 | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3|6 -> 6| -execution time of: 4.7626e-04s: Index: 3269 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 6|5 -> 5|6 -> 2| -execution time of: 4.7626e-04s: Index: 4584 | Max_nodes: 58 | Active_nodes: 11 | 0 -> 6|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4|6 -> 5| -execution time of: 4.7631e-04s: Index: 4805 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 6|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3|6 -> 2| -execution time of: 4.7631e-04s: Index: 1018 | Max_nodes: 59 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 6|5 -> 0|6 -> 5| -execution time of: 4.7631e-04s: Index: 4426 | Max_nodes: 58 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1|6 -> 3| -execution time of: 4.7637e-04s: Index: 1802 | Max_nodes: 62 | Active_nodes: 12 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3|6 -> 6| -execution time of: 4.7642e-04s: Index: 1596 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4|6 -> 6| -execution time of: 4.7645e-04s: Index: 1859 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 6|5 -> 5|6 -> 0| -execution time of: 4.7646e-04s: Index: 2483 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 6|5 -> 4|6 -> 0| -execution time of: 4.7647e-04s: Index: 2838 | Max_nodes: 68 | Active_nodes: 11 | 0 -> 3|1 -> 6|2 -> 4|3 -> 1|4 -> 0|5 -> 2|6 -> 5| -execution time of: 4.7651e-04s: Index: 2680 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 6|5 -> 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-> 6|3 -> 0|4 -> 2|5 -> 1|6 -> 3| -execution time of: 4.7703e-04s: Index: 1570 | Max_nodes: 65 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 6|5 -> 3|6 -> 5| -execution time of: 4.7704e-04s: Index: 2163 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 6|6 -> 4| -execution time of: 4.7707e-04s: Index: 1462 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 1|3 -> 6|4 -> 5|5 -> 3|6 -> 4| -execution time of: 4.7708e-04s: Index: 2203 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 2|3 -> 6|4 -> 1|5 -> 5|6 -> 4| -execution time of: 4.7709e-04s: Index: 4037 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 6|5 -> 2|6 -> 1| -execution time of: 4.7710e-04s: Index: 2704 | Max_nodes: 58 | Active_nodes: 13 | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 6|5 -> 0|6 -> 1| -execution time of: 4.7712e-04s: Index: 4451 | Max_nodes: 69 | Active_nodes: 12 | 0 -> 6|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4|6 -> 2| -execution time of: 4.7712e-04s: Index: 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| 0 -> 6|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 3|6 -> 5| -execution time of: 4.7882e-04s: Index: 3087 | Max_nodes: 53 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 6|6 -> 0| -execution time of: 4.7882e-04s: Index: 2884 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 6|5 -> 3|6 -> 5| -execution time of: 4.7882e-04s: Index: 4564 | Max_nodes: 62 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3|6 -> 4| -execution time of: 4.7883e-04s: Index: 132 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4|6 -> 6| -execution time of: 4.7885e-04s: Index: 4765 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 6|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5|6 -> 1| -execution time of: 4.7889e-04s: Index: 4928 | Max_nodes: 61 | Active_nodes: 10 | 0 -> 6|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1|6 -> 4| -execution time of: 4.7890e-04s: Index: 4821 | Max_nodes: 70 | Active_nodes: 12 | 0 -> 6|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3|6 -> 1| -execution time of: 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-> 3|3 -> 1|4 -> 0|5 -> 4|6 -> 2| -execution time of: 4.7918e-04s: Index: 4560 | Max_nodes: 58 | Active_nodes: 11 | 0 -> 6|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4|6 -> 5| -execution time of: 4.7918e-04s: Index: 2092 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 3|3 -> 0|4 -> 5|5 -> 1|6 -> 4| -execution time of: 4.7920e-04s: Index: 1863 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 6|6 -> 0| -execution time of: 4.7921e-04s: Index: 2983 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 6|3 -> 2|4 -> 1|5 -> 5|6 -> 3| -execution time of: 4.7921e-04s: Index: 4740 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 6|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1|6 -> 5| -execution time of: 4.7922e-04s: Index: 2144 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 5|3 -> 1|4 -> 3|5 -> 0|6 -> 4| -execution time of: 4.7926e-04s: Index: 3388 | Max_nodes: 60 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 6|5 -> 2|6 -> 3| -execution time of: 4.7927e-04s: Index: 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-> 2|6 -> 6| -execution time of: 4.7936e-04s: Index: 3912 | Max_nodes: 68 | Active_nodes: 11 | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3|6 -> 6| -execution time of: 4.7936e-04s: Index: 4612 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1|6 -> 4| -execution time of: 4.7941e-04s: Index: 1291 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 4|3 -> 6|4 -> 0|5 -> 3|6 -> 2| -execution time of: 4.7952e-04s: Index: 2439 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 6|6 -> 0| -execution time of: 4.7952e-04s: Index: 4336 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2|6 -> 3| -execution time of: 4.7955e-04s: Index: 604 | Max_nodes: 67 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 1|3 -> 2|4 -> 5|5 -> 3|6 -> 4| -execution time of: 4.7959e-04s: Index: 1741 | Max_nodes: 63 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 6|6 -> 1| -execution time of: 4.7962e-04s: Index: 2029 | Max_nodes: 67 | 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-> 3|6 -> 6| -execution time of: 4.8054e-04s: Index: 2061 | Max_nodes: 69 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 0|3 -> 5|4 -> 3|5 -> 4|6 -> 1| -execution time of: 4.8055e-04s: Index: 3144 | Max_nodes: 57 | Active_nodes: 12 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5|6 -> 6| -execution time of: 4.8055e-04s: Index: 3483 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 4|1 -> 6|2 -> 0|3 -> 1|4 -> 3|5 -> 5|6 -> 2| -execution time of: 4.8056e-04s: Index: 1130 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2|6 -> 6| -execution time of: 4.8056e-04s: Index: 1459 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 1|3 -> 6|4 -> 3|5 -> 5|6 -> 4| -execution time of: 4.8056e-04s: Index: 1563 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 6|6 -> 4| -execution time of: 4.8057e-04s: Index: 257 | Max_nodes: 70 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 6|5 -> 4|6 -> 2| -execution time of: 4.8067e-04s: Index: 1695 | Max_nodes: 68 | 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-> 1|3 -> 5|4 -> 0|5 -> 4|6 -> 2| -execution time of: 4.8438e-04s: Index: 3655 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 6|6 -> 4| -execution time of: 4.8444e-04s: Index: 1565 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 6|5 -> 5|6 -> 4| -execution time of: 4.8446e-04s: Index: 4684 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 6|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2|6 -> 4| -execution time of: 4.8446e-04s: Index: 3195 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 6|6 -> 1| -execution time of: 4.8447e-04s: Index: 3857 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 6|5 -> 3|6 -> 1| -execution time of: 4.8448e-04s: Index: 2403 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 6|6 -> 4| -execution time of: 4.8449e-04s: Index: 3441 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 6|6 -> 0| -execution time of: 4.8449e-04s: Index: 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-> 4|3 -> 3|4 -> 0|5 -> 5|6 -> 2| -execution time of: 4.8566e-04s: Index: 952 | Max_nodes: 57 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 6|3 -> 4|4 -> 5|5 -> 0|6 -> 3| -execution time of: 4.8566e-04s: Index: 2636 | Max_nodes: 55 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 6|3 -> 5|4 -> 1|5 -> 0|6 -> 2| -execution time of: 4.8570e-04s: Index: 3010 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 6|5 -> 2|6 -> 5| -execution time of: 4.8571e-04s: Index: 2688 | Max_nodes: 67 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4|6 -> 6| -execution time of: 4.8576e-04s: Index: 863 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 0|3 -> 6|4 -> 5|5 -> 4|6 -> 3| -execution time of: 4.8576e-04s: Index: 3880 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 6|5 -> 0|6 -> 3| -execution time of: 4.8577e-04s: Index: 2071 | Max_nodes: 70 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 1|3 -> 3|4 -> 0|5 -> 5|6 -> 4| -execution time of: 4.8577e-04s: Index: 4480 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 6|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0|6 -> 3| -execution time of: 4.8579e-04s: Index: 2262 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 6|3 -> 2|4 -> 1|5 -> 4|6 -> 5| -execution time of: 4.8580e-04s: Index: 3101 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 6|3 -> 0|4 -> 5|5 -> 3|6 -> 2| -execution time of: 4.8581e-04s: Index: 517 | Max_nodes: 68 | Active_nodes: 12 | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 6|6 -> 3| -execution time of: 4.8583e-04s: Index: 1264 | Max_nodes: 58 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 6|5 -> 0|6 -> 2| -execution time of: 4.8583e-04s: Index: 226 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 6|3 -> 3|4 -> 5|5 -> 1|6 -> 4| -execution time of: 4.8587e-04s: Index: 2736 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 3|1 -> 5|2 -> 6|3 -> 0|4 -> 1|5 -> 2|6 -> 4| -execution time of: 4.8587e-04s: Index: 282 | Max_nodes: 62 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 2|3 -> 6|4 -> 1|5 -> 4|6 -> 5| -execution time of: 4.8596e-04s: Index: 4086 | Max_nodes: 67 | Active_nodes: 10 | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3|6 -> 6| -execution time of: 4.8596e-04s: Index: 874 | Max_nodes: 56 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 6|5 -> 0|6 -> 5| -execution time of: 4.8596e-04s: Index: 3120 | Max_nodes: 57 | Active_nodes: 12 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5|6 -> 6| -execution time of: 4.8604e-04s: Index: 1330 | Max_nodes: 69 | Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 0|3 -> 3|4 -> 5|5 -> 2|6 -> 4| -execution time of: 4.8605e-04s: Index: 3606 | Max_nodes: 58 | Active_nodes: 10 | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 4|6 -> 6| -execution time of: 4.8606e-04s: Index: 3131 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 6|5 -> 5|6 -> 1| -execution time of: 4.8607e-04s: Index: 1303 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 6|3 -> 2|4 -> 0|5 -> 4|6 -> 3| -execution time of: 4.8609e-04s: Index: 4739 | Max_nodes: 53 | 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-execution time of: 4.8633e-04s: Index: 586 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 0|1 -> 5|2 -> 6|3 -> 2|4 -> 4|5 -> 1|6 -> 3| -execution time of: 4.8634e-04s: Index: 4857 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 6|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5|6 -> 0| -execution time of: 4.8636e-04s: Index: 922 | Max_nodes: 58 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 6|5 -> 0|6 -> 4| -execution time of: 4.8636e-04s: Index: 2609 | Max_nodes: 53 | Active_nodes: 12 | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 6|5 -> 1|6 -> 0| -execution time of: 4.8638e-04s: Index: 4494 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 6|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4|6 -> 5| -execution time of: 4.8642e-04s: Index: 3795 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 6|6 -> 2| -execution time of: 4.8643e-04s: Index: 1276 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 6|5 -> 2|6 -> 3| -execution time of: 4.8645e-04s: Index: 1791 | Max_nodes: 54 | Active_nodes: 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-> 1|3 -> 4|4 -> 3|5 -> 6|6 -> 2| -execution time of: 4.8678e-04s: Index: 127 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 6|6 -> 5| -execution time of: 4.8680e-04s: Index: 2673 | Max_nodes: 56 | Active_nodes: 12 | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 6|6 -> 0| -execution time of: 4.8681e-04s: Index: 1325 | Max_nodes: 72 | Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 0|3 -> 2|4 -> 5|5 -> 4|6 -> 3| -execution time of: 4.8683e-04s: Index: 234 | Max_nodes: 56 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 6|3 -> 5|4 -> 1|5 -> 3|6 -> 4| -execution time of: 4.8683e-04s: Index: 162 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 3|3 -> 6|4 -> 1|5 -> 4|6 -> 5| -execution time of: 4.8686e-04s: Index: 1309 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 6|3 -> 3|4 -> 0|5 -> 4|6 -> 2| -execution time of: 4.8687e-04s: Index: 379 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 1|3 -> 6|4 -> 2|5 -> 5|6 -> 3| -execution time of: 4.8689e-04s: Index: 4815 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 6|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5|6 -> 1| -execution time of: 4.8693e-04s: Index: 4569 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5|6 -> 1| -execution time of: 4.8699e-04s: Index: 1423 | Max_nodes: 69 | Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 5|3 -> 2|4 -> 0|5 -> 4|6 -> 3| -execution time of: 4.8703e-04s: Index: 2741 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 3|1 -> 5|2 -> 6|3 -> 0|4 -> 4|5 -> 2|6 -> 1| -execution time of: 4.8704e-04s: Index: 823 | Max_nodes: 53 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 6|3 -> 3|4 -> 2|5 -> 5|6 -> 4| -execution time of: 4.8705e-04s: Index: 2640 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4|6 -> 6| -execution time of: 4.8706e-04s: Index: 447 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 6|6 -> 1| -execution time of: 4.8709e-04s: Index: 2865 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 3|1 -> 6|2 -> 5|3 -> 1|4 -> 2|5 -> 4|6 -> 0| -execution time of: 4.8714e-04s: Index: 3342 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 6|3 -> 1|4 -> 0|5 -> 2|6 -> 5| -execution time of: 4.8716e-04s: Index: 4969 | Max_nodes: 73 | Active_nodes: 11 | 0 -> 6|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4|6 -> 3| -execution time of: 4.8719e-04s: Index: 1737 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 6|6 -> 0| -execution time of: 4.8720e-04s: Index: 2581 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 6|6 -> 1| -execution time of: 4.8722e-04s: Index: 1490 | Max_nodes: 58 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3|6 -> 6| -execution time of: 4.8725e-04s: Index: 1869 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 2|1 -> 4|2 -> 3|3 -> 6|4 -> 1|5 -> 5|6 -> 0| -execution time of: 4.8731e-04s: Index: 138 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 1|3 -> 6|4 -> 3|5 -> 4|6 -> 5| -execution time of: 4.8733e-04s: Index: 4899 | Max_nodes: 70 | 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-execution time of: 4.8745e-04s: Index: 3725 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 6|5 -> 4|6 -> 3| -execution time of: 4.8748e-04s: Index: 1820 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 0|3 -> 6|4 -> 3|5 -> 1|6 -> 5| -execution time of: 4.8750e-04s: Index: 2164 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 6|5 -> 4|6 -> 5| -execution time of: 4.8751e-04s: Index: 4715 | Max_nodes: 53 | Active_nodes: 11 | 0 -> 6|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4|6 -> 0| -execution time of: 4.8755e-04s: Index: 2238 | Max_nodes: 58 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 4|6 -> 6| -execution time of: 4.8756e-04s: Index: 2283 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 6|6 -> 4| -execution time of: 4.8761e-04s: Index: 842 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4|6 -> 6| -execution time of: 4.8762e-04s: Index: 4974 | Max_nodes: 69 | Active_nodes: 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1|3 -> 0|4 -> 3|5 -> 4|6 -> 6| -execution time of: 4.8791e-04s: Index: 2809 | Max_nodes: 70 | Active_nodes: 12 | 0 -> 3|1 -> 6|2 -> 2|3 -> 0|4 -> 1|5 -> 5|6 -> 4| -execution time of: 4.8795e-04s: Index: 4002 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 1|3 -> 6|4 -> 0|5 -> 2|6 -> 4| -execution time of: 4.8798e-04s: Index: 1163 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 6|5 -> 3|6 -> 0| -execution time of: 4.8804e-04s: Index: 1306 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 6|3 -> 2|4 -> 4|5 -> 0|6 -> 3| -execution time of: 4.8806e-04s: Index: 2478 | Max_nodes: 68 | Active_nodes: 12 | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4|6 -> 6| -execution time of: 4.8807e-04s: Index: 1867 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 3|3 -> 6|4 -> 0|5 -> 5|6 -> 1| -execution time of: 4.8809e-04s: Index: 3293 | Max_nodes: 63 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 6|5 -> 5|6 -> 1| -execution time of: 4.8809e-04s: Index: 2744 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 3|1 -> 5|2 -> 6|3 -> 1|4 -> 2|5 -> 0|6 -> 4| -execution time of: 4.8809e-04s: Index: 3580 | Max_nodes: 68 | Active_nodes: 12 | 0 -> 4|1 -> 6|2 -> 5|3 -> 0|4 -> 3|5 -> 1|6 -> 2| -execution time of: 4.8814e-04s: Index: 246 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5|6 -> 6| -execution time of: 4.8818e-04s: Index: 3849 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 6|6 -> 1| -execution time of: 4.8819e-04s: Index: 3124 | Max_nodes: 61 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 6|5 -> 3|6 -> 5| -execution time of: 4.8824e-04s: Index: 3859 | Max_nodes: 75 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 0|3 -> 6|4 -> 1|5 -> 4|6 -> 3| -execution time of: 4.8828e-04s: Index: 490 | Max_nodes: 68 | Active_nodes: 12 | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 6|5 -> 2|6 -> 4| -execution time of: 4.8831e-04s: Index: 4335 | Max_nodes: 65 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 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-> 6|3 -> 0|4 -> 5|5 -> 2|6 -> 1| -execution time of: 4.8921e-04s: Index: 2053 | Max_nodes: 74 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 0|3 -> 4|4 -> 1|5 -> 5|6 -> 3| -execution time of: 4.8922e-04s: Index: 861 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 0|3 -> 6|4 -> 4|5 -> 5|6 -> 3| -execution time of: 4.8924e-04s: Index: 661 | Max_nodes: 65 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 3|3 -> 4|4 -> 1|5 -> 5|6 -> 2| -execution time of: 4.8929e-04s: Index: 1228 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 6|5 -> 3|6 -> 4| -execution time of: 4.8930e-04s: Index: 1285 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 6|6 -> 2| -execution time of: 4.8932e-04s: Index: 2242 | Max_nodes: 57 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 6|5 -> 1|6 -> 4| -execution time of: 4.8933e-04s: Index: 4296 | Max_nodes: 72 | Active_nodes: 11 | 0 -> 5|1 -> 6|2 -> 4|3 -> 0|4 -> 1|5 -> 2|6 -> 3| -execution time of: 4.8934e-04s: Index: 3845 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-> 4|5 -> 3|6 -> 2| -execution time of: 4.9175e-04s: Index: 2858 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 3|1 -> 6|2 -> 5|3 -> 0|4 -> 2|5 -> 1|6 -> 4| -execution time of: 4.9175e-04s: Index: 4402 | Max_nodes: 58 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1|6 -> 3| -execution time of: 4.9180e-04s: Index: 4809 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 6|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5|6 -> 1| -execution time of: 4.9183e-04s: Index: 307 | Max_nodes: 62 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 4|3 -> 6|4 -> 1|5 -> 5|6 -> 2| -execution time of: 4.9184e-04s: Index: 2957 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 6|5 -> 3|6 -> 2| -execution time of: 4.9185e-04s: Index: 3577 | Max_nodes: 76 | Active_nodes: 12 | 0 -> 4|1 -> 6|2 -> 5|3 -> 0|4 -> 1|5 -> 3|6 -> 2| -execution time of: 4.9188e-04s: Index: 1580 | Max_nodes: 65 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 0|3 -> 6|4 -> 4|5 -> 3|6 -> 5| -execution time of: 4.9196e-04s: Index: 4462 | Max_nodes: 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-> 2|3 -> 0|4 -> 3|5 -> 4|6 -> 6| -execution time of: 4.9291e-04s: Index: 964 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 6|5 -> 4|6 -> 5| -execution time of: 4.9292e-04s: Index: 370 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 6|5 -> 2|6 -> 5| -execution time of: 4.9293e-04s: Index: 55 | Max_nodes: 53 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 6|6 -> 5| -execution time of: 4.9296e-04s: Index: 250 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 6|5 -> 2|6 -> 5| -execution time of: 4.9298e-04s: Index: 4727 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 6|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2|6 -> 0| -execution time of: 4.9298e-04s: Index: 1688 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1|6 -> 6| -execution time of: 4.9299e-04s: Index: 3259 | Max_nodes: 78 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 0|3 -> 6|4 -> 1|5 -> 5|6 -> 2| -execution time of: 4.9299e-04s: Index: 3607 | 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-> 6| -execution time of: 4.9315e-04s: Index: 1394 | Max_nodes: 66 | Active_nodes: 11 | 0 -> 1|1 -> 6|2 -> 4|3 -> 0|4 -> 3|5 -> 2|6 -> 5| -execution time of: 4.9315e-04s: Index: 4085 | Max_nodes: 60 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 6|5 -> 3|6 -> 2| -execution time of: 4.9318e-04s: Index: 27 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 6|6 -> 4| -execution time of: 4.9319e-04s: Index: 49 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 6|6 -> 5| -execution time of: 4.9323e-04s: Index: 3944 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 6|3 -> 1|4 -> 3|5 -> 0|6 -> 4| -execution time of: 4.9325e-04s: Index: 3172 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 6|5 -> 1|6 -> 5| -execution time of: 4.9325e-04s: Index: 3363 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 6|6 -> 2| -execution time of: 4.9328e-04s: Index: 1038 | Max_nodes: 63 | 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-> 4|3 -> 2|4 -> 1|5 -> 6|6 -> 3| -execution time of: 4.9551e-04s: Index: 2545 | Max_nodes: 60 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 6|6 -> 5| -execution time of: 4.9555e-04s: Index: 4833 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 6|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5|6 -> 0| -execution time of: 4.9555e-04s: Index: 4927 | Max_nodes: 73 | Active_nodes: 11 | 0 -> 6|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4|6 -> 3| -execution time of: 4.9558e-04s: Index: 988 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 6|5 -> 4|6 -> 5| -execution time of: 4.9561e-04s: Index: 4183 | Max_nodes: 77 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 6|3 -> 1|4 -> 0|5 -> 3|6 -> 2| -execution time of: 4.9563e-04s: Index: 1957 | Max_nodes: 75 | Active_nodes: 13 | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 6|6 -> 3| -execution time of: 4.9564e-04s: Index: 816 | Max_nodes: 53 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 6|3 -> 2|4 -> 3|5 -> 4|6 -> 5| -execution time of: 4.9566e-04s: Index: 2173 | Max_nodes: 62 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 6|6 -> 4| -execution time of: 4.9567e-04s: Index: 1119 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 6|6 -> 0| -execution time of: 4.9578e-04s: Index: 1852 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 6|5 -> 1|6 -> 5| -execution time of: 4.9581e-04s: Index: 1186 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 6|3 -> 2|4 -> 5|5 -> 0|6 -> 3| -execution time of: 4.9581e-04s: Index: 4138 | Max_nodes: 59 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 6|5 -> 0|6 -> 3| -execution time of: 4.9586e-04s: Index: 3085 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 6|6 -> 2| -execution time of: 4.9590e-04s: Index: 882 | Max_nodes: 60 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 3|3 -> 6|4 -> 0|5 -> 4|6 -> 5| -execution time of: 4.9594e-04s: Index: 3925 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 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| 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 6|6 -> 4| -execution time of: 4.9675e-04s: Index: 1765 | Max_nodes: 63 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 6|6 -> 1| -execution time of: 4.9680e-04s: Index: 4807 | Max_nodes: 74 | Active_nodes: 12 | 0 -> 6|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5|6 -> 3| -execution time of: 4.9681e-04s: Index: 3495 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 4|1 -> 6|2 -> 0|3 -> 3|4 -> 2|5 -> 5|6 -> 1| -execution time of: 4.9683e-04s: Index: 4457 | Max_nodes: 70 | Active_nodes: 12 | 0 -> 6|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3|6 -> 2| -execution time of: 4.9685e-04s: Index: 187 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 4|3 -> 6|4 -> 1|5 -> 5|6 -> 3| -execution time of: 4.9685e-04s: Index: 4167 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 6|6 -> 0| -execution time of: 4.9689e-04s: Index: 3487 | Max_nodes: 74 | Active_nodes: 12 | 0 -> 4|1 -> 6|2 -> 0|3 -> 2|4 -> 1|5 -> 5|6 -> 3| -execution time of: 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-> 6|3 -> 3|4 -> 0|5 -> 5|6 -> 1| -execution time of: 4.9723e-04s: Index: 4339 | Max_nodes: 65 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4|6 -> 3| -execution time of: 4.9725e-04s: Index: 4573 | Max_nodes: 74 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5|6 -> 3| -execution time of: 4.9730e-04s: Index: 617 | Max_nodes: 69 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 1|3 -> 4|4 -> 5|5 -> 3|6 -> 2| -execution time of: 4.9730e-04s: Index: 1850 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1|6 -> 6| -execution time of: 4.9736e-04s: Index: 441 | Max_nodes: 66 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 6|6 -> 1| -execution time of: 4.9748e-04s: Index: 437 | Max_nodes: 70 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 6|5 -> 3|6 -> 2| -execution time of: 4.9748e-04s: Index: 1237 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 6|6 -> 3| -execution time of: 4.9751e-04s: Index: 648 | Max_nodes: 63 | Active_nodes: 10 | 0 -> 0|1 -> 6|2 -> 3|3 -> 1|4 -> 2|5 -> 4|6 -> 5| -execution time of: 4.9755e-04s: Index: 501 | Max_nodes: 72 | Active_nodes: 12 | 0 -> 0|1 -> 5|2 -> 1|3 -> 6|4 -> 3|5 -> 4|6 -> 2| -execution time of: 4.9755e-04s: Index: 445 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 6|6 -> 2| -execution time of: 4.9757e-04s: Index: 4517 | Max_nodes: 70 | Active_nodes: 12 | 0 -> 6|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3|6 -> 2| -execution time of: 4.9760e-04s: Index: 2538 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 0|3 -> 6|4 -> 1|5 -> 2|6 -> 5| -execution time of: 4.9762e-04s: Index: 4021 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 6|6 -> 1| -execution time of: 4.9766e-04s: Index: 1571 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 6|5 -> 5|6 -> 3| -execution time of: 4.9769e-04s: Index: 1763 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 6|5 -> 4|6 -> 0| -execution time of: 4.9771e-04s: Index: 4662 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3|6 -> 4| -execution time of: 4.9773e-04s: Index: 3874 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 6|5 -> 0|6 -> 4| -execution time of: 4.9775e-04s: Index: 3579 | Max_nodes: 70 | Active_nodes: 12 | 0 -> 4|1 -> 6|2 -> 5|3 -> 0|4 -> 2|5 -> 3|6 -> 1| -execution time of: 4.9777e-04s: Index: 4351 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5|6 -> 4| -execution time of: 4.9780e-04s: Index: 2056 | Max_nodes: 68 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 0|3 -> 4|4 -> 5|5 -> 1|6 -> 3| -execution time of: 4.9782e-04s: Index: 4579 | Max_nodes: 74 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4|6 -> 3| -execution time of: 4.9787e-04s: Index: 1371 | Max_nodes: 73 | Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 3|3 -> 0|4 -> 4|5 -> 5|6 -> 2| -execution time of: 4.9788e-04s: Index: 1583 | Max_nodes: 68 | 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-> 3| -execution time of: 4.9918e-04s: Index: 850 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 6|5 -> 3|6 -> 5| -execution time of: 4.9922e-04s: Index: 4563 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5|6 -> 3| -execution time of: 4.9922e-04s: Index: 4885 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 6|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5|6 -> 1| -execution time of: 4.9924e-04s: Index: 1222 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 0|3 -> 6|4 -> 4|5 -> 2|6 -> 3| -execution time of: 4.9926e-04s: Index: 623 | Max_nodes: 69 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 1|3 -> 5|4 -> 4|5 -> 3|6 -> 2| -execution time of: 4.9926e-04s: Index: 4692 | Max_nodes: 68 | Active_nodes: 11 | 0 -> 6|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2|6 -> 5| -execution time of: 4.9927e-04s: Index: 1904 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 6|3 -> 1|4 -> 3|5 -> 0|6 -> 5| -execution time of: 4.9929e-04s: Index: 3583 | Max_nodes: 76 | 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2|5 -> 6|6 -> 3| -execution time of: 5.0227e-04s: Index: 229 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 6|3 -> 4|4 -> 1|5 -> 5|6 -> 3| -execution time of: 5.0228e-04s: Index: 901 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 6|6 -> 3| -execution time of: 5.0234e-04s: Index: 965 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 6|5 -> 5|6 -> 4| -execution time of: 5.0243e-04s: Index: 201 | Max_nodes: 58 | Active_nodes: 10 | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 6|6 -> 1| -execution time of: 5.0243e-04s: Index: 4999 | Max_nodes: 76 | Active_nodes: 11 | 0 -> 6|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4|6 -> 2| -execution time of: 5.0244e-04s: Index: 3145 | Max_nodes: 58 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 6|6 -> 5| -execution time of: 5.0247e-04s: Index: 3174 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5|6 -> 6| -execution time of: 5.0248e-04s: Index: 1086 | Max_nodes: 64 | 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-execution time of: 5.0272e-04s: Index: 984 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5|6 -> 6| -execution time of: 5.0278e-04s: Index: 4107 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 6|6 -> 2| -execution time of: 5.0279e-04s: Index: 3502 | Max_nodes: 68 | Active_nodes: 12 | 0 -> 4|1 -> 6|2 -> 0|3 -> 5|4 -> 3|5 -> 1|6 -> 2| -execution time of: 5.0280e-04s: Index: 2956 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 6|5 -> 2|6 -> 3| -execution time of: 5.0281e-04s: Index: 2059 | Max_nodes: 74 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 0|3 -> 5|4 -> 1|5 -> 4|6 -> 3| -execution time of: 5.0284e-04s: Index: 4865 | Max_nodes: 50 | Active_nodes: 11 | 0 -> 6|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1|6 -> 0| -execution time of: 5.0288e-04s: Index: 1779 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 6|3 -> 0|4 -> 4|5 -> 5|6 -> 1| -execution time of: 5.0292e-04s: Index: 2541 | Max_nodes: 72 | Active_nodes: 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-> 0|3 -> 6|4 -> 3|5 -> 5|6 -> 1| -execution time of: 5.0359e-04s: Index: 1822 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 0|3 -> 6|4 -> 5|5 -> 1|6 -> 3| -execution time of: 5.0362e-04s: Index: 2646 | Max_nodes: 67 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4|6 -> 6| -execution time of: 5.0362e-04s: Index: 3096 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 6|3 -> 0|4 -> 2|5 -> 3|6 -> 5| -execution time of: 5.0368e-04s: Index: 1925 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 6|5 -> 4|6 -> 3| -execution time of: 5.0370e-04s: Index: 2773 | Max_nodes: 77 | Active_nodes: 12 | 0 -> 3|1 -> 6|2 -> 0|3 -> 4|4 -> 1|5 -> 5|6 -> 2| -execution time of: 5.0371e-04s: Index: 2137 | Max_nodes: 74 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 5|3 -> 0|4 -> 1|5 -> 4|6 -> 3| -execution time of: 5.0372e-04s: Index: 258 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 1|3 -> 6|4 -> 2|5 -> 4|6 -> 5| -execution time of: 5.0377e-04s: Index: 315 | Max_nodes: 70 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 6|6 -> 2| -execution time of: 5.0377e-04s: Index: 3327 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 6|6 -> 0| -execution time of: 5.0381e-04s: Index: 493 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 6|6 -> 3| -execution time of: 5.0384e-04s: Index: 2559 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 6|6 -> 0| -execution time of: 5.0389e-04s: Index: 725 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 6|5 -> 5|6 -> 4| -execution time of: 5.0392e-04s: Index: 1143 | Max_nodes: 56 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 6|6 -> 0| -execution time of: 5.0396e-04s: Index: 967 | Max_nodes: 65 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 6|6 -> 5| -execution time of: 5.0399e-04s: Index: 1035 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 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-execution time of: 5.0456e-04s: Index: 1204 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 6|5 -> 3|6 -> 4| -execution time of: 5.0473e-04s: Index: 3735 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 6|6 -> 2| -execution time of: 5.0474e-04s: Index: 3823 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 5|1 -> 1|2 -> 6|3 -> 2|4 -> 0|5 -> 4|6 -> 3| -execution time of: 5.0474e-04s: Index: 4156 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 6|5 -> 1|6 -> 2| -execution time of: 5.0482e-04s: Index: 505 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 6|6 -> 4| -execution time of: 5.0482e-04s: Index: 1045 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 6|6 -> 2| -execution time of: 5.0482e-04s: Index: 3601 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 6|6 -> 4| -execution time of: 5.0485e-04s: Index: 288 | Max_nodes: 62 | Active_nodes: 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-> 3|3 -> 1|4 -> 0|5 -> 5|6 -> 2| -execution time of: 5.0560e-04s: Index: 742 | Max_nodes: 56 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 2|3 -> 6|4 -> 5|5 -> 3|6 -> 4| -execution time of: 5.0564e-04s: Index: 673 | Max_nodes: 70 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 4|3 -> 1|4 -> 2|5 -> 5|6 -> 3| -execution time of: 5.0568e-04s: Index: 2426 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4|6 -> 6| -execution time of: 5.0570e-04s: Index: 2112 | Max_nodes: 68 | Active_nodes: 11 | 0 -> 2|1 -> 6|2 -> 4|3 -> 0|4 -> 1|5 -> 3|6 -> 5| -execution time of: 5.0571e-04s: Index: 1339 | Max_nodes: 72 | Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 0|3 -> 5|4 -> 2|5 -> 4|6 -> 3| -execution time of: 5.0574e-04s: Index: 1761 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 6|6 -> 0| -execution time of: 5.0581e-04s: Index: 3588 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 4|1 -> 6|2 -> 5|3 -> 2|4 -> 0|5 -> 1|6 -> 3| -execution time of: 5.0583e-04s: Index: 2354 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2|6 -> 6| -execution time of: 5.0587e-04s: Index: 1885 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 6|6 -> 1| -execution time of: 5.0590e-04s: Index: 4207 | Max_nodes: 73 | Active_nodes: 11 | 0 -> 5|1 -> 6|2 -> 0|3 -> 2|4 -> 1|5 -> 4|6 -> 3| -execution time of: 5.0594e-04s: Index: 619 | Max_nodes: 70 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 1|3 -> 5|4 -> 2|5 -> 4|6 -> 3| -execution time of: 5.0597e-04s: Index: 380 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 1|3 -> 6|4 -> 3|5 -> 2|6 -> 5| -execution time of: 5.0597e-04s: Index: 97 | Max_nodes: 59 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 6|3 -> 2|4 -> 3|5 -> 5|6 -> 4| -execution time of: 5.0599e-04s: Index: 4302 | Max_nodes: 72 | Active_nodes: 11 | 0 -> 5|1 -> 6|2 -> 4|3 -> 1|4 -> 0|5 -> 2|6 -> 3| -execution time of: 5.0607e-04s: Index: 323 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 6|5 -> 4|6 -> 1| -execution time of: 5.0611e-04s: Index: 769 | Max_nodes: 51 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 6|6 -> 5| -execution time of: 5.0613e-04s: Index: 528 | Max_nodes: 63 | Active_nodes: 10 | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4|6 -> 6| -execution time of: 5.0613e-04s: Index: 2955 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 6|6 -> 2| -execution time of: 5.0626e-04s: Index: 2117 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 4|3 -> 0|4 -> 5|5 -> 3|6 -> 1| -execution time of: 5.0628e-04s: Index: 3239 | Max_nodes: 44 | Active_nodes: 12 | 0 -> 4|1 -> 2|2 -> 6|3 -> 5|4 -> 3|5 -> 1|6 -> 0| -execution time of: 5.0633e-04s: Index: 2108 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 3|3 -> 5|4 -> 1|5 -> 0|6 -> 4| -execution time of: 5.0635e-04s: Index: 1874 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1|6 -> 6| -execution time of: 5.0636e-04s: Index: 4104 | Max_nodes: 60 | 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-execution time of: 5.0686e-04s: Index: 173 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 6|5 -> 5|6 -> 3| -execution time of: 5.0688e-04s: Index: 460 | Max_nodes: 69 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 6|3 -> 1|4 -> 5|5 -> 2|6 -> 3| -execution time of: 5.0695e-04s: Index: 3025 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 6|6 -> 5| -execution time of: 5.0696e-04s: Index: 4638 | Max_nodes: 68 | Active_nodes: 11 | 0 -> 6|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3|6 -> 5| -execution time of: 5.0696e-04s: Index: 2265 | Max_nodes: 55 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 6|3 -> 2|4 -> 4|5 -> 5|6 -> 1| -execution time of: 5.0699e-04s: Index: 2745 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 3|1 -> 5|2 -> 6|3 -> 1|4 -> 2|5 -> 4|6 -> 0| -execution time of: 5.0700e-04s: Index: 1021 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 6|6 -> 2| -execution time of: 5.0700e-04s: Index: 1801 | Max_nodes: 60 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 6|6 -> 5| -execution time of: 5.0707e-04s: Index: 2357 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 6|5 -> 4|6 -> 2| -execution time of: 5.0710e-04s: Index: 2088 | Max_nodes: 67 | Active_nodes: 11 | 0 -> 2|1 -> 6|2 -> 3|3 -> 0|4 -> 1|5 -> 4|6 -> 5| -execution time of: 5.0711e-04s: Index: 1133 | Max_nodes: 74 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 6|5 -> 5|6 -> 2| -execution time of: 5.0715e-04s: Index: 1168 | Max_nodes: 58 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 6|5 -> 0|6 -> 2| -execution time of: 5.0716e-04s: Index: 1272 | Max_nodes: 66 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 3|6 -> 6| -execution time of: 5.0716e-04s: Index: 700 | Max_nodes: 68 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 5|3 -> 1|4 -> 4|5 -> 2|6 -> 3| -execution time of: 5.0718e-04s: Index: 3222 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 6|3 -> 1|4 -> 0|5 -> 3|6 -> 5| -execution time of: 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-> 1|3 -> 5|4 -> 4|5 -> 3|6 -> 6| -execution time of: 5.0744e-04s: Index: 2715 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 6|6 -> 1| -execution time of: 5.0749e-04s: Index: 2143 | Max_nodes: 74 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 5|3 -> 1|4 -> 0|5 -> 4|6 -> 3| -execution time of: 5.0751e-04s: Index: 3274 | Max_nodes: 58 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 6|5 -> 0|6 -> 5| -execution time of: 5.0752e-04s: Index: 4363 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 4|6 -> 3| -execution time of: 5.0755e-04s: Index: 2305 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 6|6 -> 5| -execution time of: 5.0763e-04s: Index: 1278 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3|6 -> 6| -execution time of: 5.0764e-04s: Index: 1178 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 6|3 -> 0|4 -> 3|5 -> 2|6 -> 5| -execution time of: 5.0780e-04s: Index: 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-> 3|6 -> 1| -execution time of: 5.0805e-04s: Index: 156 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4|6 -> 6| -execution time of: 5.0806e-04s: Index: 312 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4|6 -> 6| -execution time of: 5.0808e-04s: Index: 2258 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 6|3 -> 1|4 -> 4|5 -> 2|6 -> 5| -execution time of: 5.0811e-04s: Index: 1447 | Max_nodes: 56 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 6|6 -> 5| -execution time of: 5.0814e-04s: Index: 1141 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 6|6 -> 2| -execution time of: 5.0814e-04s: Index: 4340 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2|6 -> 4| -execution time of: 5.0817e-04s: Index: 1723 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 1|3 -> 6|4 -> 0|5 -> 5|6 -> 4| -execution time of: 5.0818e-04s: Index: 4083 | Max_nodes: 64 | 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-execution time of: 5.0845e-04s: Index: 1453 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 6|6 -> 4| -execution time of: 5.0846e-04s: Index: 2236 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 6|5 -> 2|6 -> 4| -execution time of: 5.0846e-04s: Index: 2455 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 6|6 -> 5| -execution time of: 5.0848e-04s: Index: 555 | Max_nodes: 72 | Active_nodes: 12 | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 6|6 -> 2| -execution time of: 5.0850e-04s: Index: 4161 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 6|6 -> 0| -execution time of: 5.0851e-04s: Index: 4970 | Max_nodes: 61 | Active_nodes: 10 | 0 -> 6|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1|6 -> 4| -execution time of: 5.0855e-04s: Index: 2504 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 6|3 -> 1|4 -> 4|5 -> 0|6 -> 5| -execution time of: 5.0864e-04s: Index: 4683 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 6|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5|6 -> 2| -execution time of: 5.0879e-04s: Index: 4084 | Max_nodes: 60 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 6|5 -> 2|6 -> 3| -execution time of: 5.0882e-04s: Index: 471 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 6|3 -> 3|4 -> 2|5 -> 5|6 -> 1| -execution time of: 5.0887e-04s: Index: 4656 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3|6 -> 4| -execution time of: 5.0889e-04s: Index: 4565 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4|6 -> 3| -execution time of: 5.0890e-04s: Index: 797 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 6|5 -> 4|6 -> 3| -execution time of: 5.0891e-04s: Index: 1015 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 6|6 -> 5| -execution time of: 5.0891e-04s: Index: 3340 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 6|3 -> 0|4 -> 5|5 -> 1|6 -> 2| -execution time of: 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2|2 -> 0|3 -> 6|4 -> 1|5 -> 3|6 -> 5| -execution time of: 5.0915e-04s: Index: 892 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 6|5 -> 3|6 -> 5| -execution time of: 5.0919e-04s: Index: 129 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 6|6 -> 3| -execution time of: 5.0922e-04s: Index: 821 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 6|3 -> 2|4 -> 5|5 -> 4|6 -> 3| -execution time of: 5.0933e-04s: Index: 1786 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 6|3 -> 1|4 -> 5|5 -> 0|6 -> 4| -execution time of: 5.0934e-04s: Index: 2257 | Max_nodes: 62 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 6|3 -> 1|4 -> 2|5 -> 5|6 -> 4| -execution time of: 5.0940e-04s: Index: 3457 | Max_nodes: 77 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 6|3 -> 0|4 -> 1|5 -> 3|6 -> 2| -execution time of: 5.0940e-04s: Index: 615 | Max_nodes: 71 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 1|3 -> 4|4 -> 3|5 -> 5|6 -> 2| -execution time of: 5.0942e-04s: Index: 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-> 1|6 -> 6| -execution time of: 5.0978e-04s: Index: 3103 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 6|3 -> 2|4 -> 0|5 -> 5|6 -> 3| -execution time of: 5.0980e-04s: Index: 3730 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 6|5 -> 2|6 -> 4| -execution time of: 5.0980e-04s: Index: 2020 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 2|1 -> 5|2 -> 6|3 -> 0|4 -> 4|5 -> 1|6 -> 3| -execution time of: 5.0982e-04s: Index: 4180 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 6|3 -> 0|4 -> 3|5 -> 1|6 -> 2| -execution time of: 5.0984e-04s: Index: 2603 | Max_nodes: 57 | Active_nodes: 12 | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 6|5 -> 2|6 -> 0| -execution time of: 5.0991e-04s: Index: 2139 | Max_nodes: 69 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 5|3 -> 0|4 -> 3|5 -> 4|6 -> 1| -execution time of: 5.0995e-04s: Index: 3792 | Max_nodes: 65 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3|6 -> 6| -execution time of: 5.0996e-04s: Index: 4810 | Max_nodes: 62 | 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-> 1|3 -> 3|4 -> 0|5 -> 5|6 -> 4| -execution time of: 5.1083e-04s: Index: 1176 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 6|3 -> 0|4 -> 2|5 -> 3|6 -> 5| -execution time of: 5.1091e-04s: Index: 3216 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 6|3 -> 0|4 -> 1|5 -> 3|6 -> 5| -execution time of: 5.1094e-04s: Index: 175 | Max_nodes: 56 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 6|6 -> 5| -execution time of: 5.1094e-04s: Index: 271 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 6|6 -> 5| -execution time of: 5.1099e-04s: Index: 1717 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 6|6 -> 4| -execution time of: 5.1103e-04s: Index: 1780 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 6|3 -> 0|4 -> 5|5 -> 1|6 -> 4| -execution time of: 5.1107e-04s: Index: 2630 | Max_nodes: 60 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 6|3 -> 2|4 -> 1|5 -> 0|6 -> 5| -execution time of: 5.1111e-04s: Index: 1370 | Max_nodes: 66 | Active_nodes: 11 | 0 -> 1|1 -> 6|2 -> 3|3 -> 0|4 -> 4|5 -> 2|6 -> 5| -execution time of: 5.1113e-04s: Index: 3846 | Max_nodes: 67 | Active_nodes: 11 | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4|6 -> 6| -execution time of: 5.1114e-04s: Index: 2835 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 3|1 -> 6|2 -> 4|3 -> 0|4 -> 2|5 -> 5|6 -> 1| -execution time of: 5.1117e-04s: Index: 193 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 6|6 -> 4| -execution time of: 5.1122e-04s: Index: 4695 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 6|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5|6 -> 1| -execution time of: 5.1129e-04s: Index: 3868 | Max_nodes: 63 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 6|5 -> 3|6 -> 4| -execution time of: 5.1132e-04s: Index: 4182 | Max_nodes: 74 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 6|3 -> 1|4 -> 0|5 -> 2|6 -> 3| -execution time of: 5.1132e-04s: Index: 1927 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 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-> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 6|6 -> 5| -execution time of: 5.1235e-04s: Index: 1734 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5|6 -> 6| -execution time of: 5.1236e-04s: Index: 503 | Max_nodes: 70 | Active_nodes: 12 | 0 -> 0|1 -> 5|2 -> 1|3 -> 6|4 -> 4|5 -> 3|6 -> 2| -execution time of: 5.1236e-04s: Index: 2380 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 6|3 -> 0|4 -> 5|5 -> 2|6 -> 4| -execution time of: 5.1237e-04s: Index: 4567 | Max_nodes: 70 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5|6 -> 4| -execution time of: 5.1242e-04s: Index: 2002 | Max_nodes: 65 | Active_nodes: 13 | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 6|5 -> 0|6 -> 3| -execution time of: 5.1251e-04s: Index: 3888 | Max_nodes: 67 | Active_nodes: 11 | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4|6 -> 6| -execution time of: 5.1254e-04s: Index: 820 | Max_nodes: 56 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 6|3 -> 2|4 -> 5|5 -> 3|6 -> 4| -execution time of: 5.1263e-04s: 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Index: 1090 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 6|5 -> 2|6 -> 5| -execution time of: 5.1515e-04s: Index: 4813 | Max_nodes: 77 | Active_nodes: 12 | 0 -> 6|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5|6 -> 2| -execution time of: 5.1515e-04s: Index: 2259 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 6|3 -> 1|4 -> 4|5 -> 5|6 -> 2| -execution time of: 5.1517e-04s: Index: 4732 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 6|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1|6 -> 4| -execution time of: 5.1520e-04s: Index: 3499 | Max_nodes: 76 | Active_nodes: 12 | 0 -> 4|1 -> 6|2 -> 0|3 -> 5|4 -> 1|5 -> 3|6 -> 2| -execution time of: 5.1521e-04s: Index: 172 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 6|5 -> 3|6 -> 5| -execution time of: 5.1521e-04s: Index: 4733 | Max_nodes: 62 | Active_nodes: 12 | 0 -> 6|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4|6 -> 1| -execution time of: 5.1526e-04s: Index: 2721 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 3|1 -> 5|2 -> 4|3 -> 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-> 2| -execution time of: 5.1566e-04s: Index: 1421 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 5|3 -> 0|4 -> 4|5 -> 3|6 -> 2| -execution time of: 5.1580e-04s: Index: 2438 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0|6 -> 6| -execution time of: 5.1595e-04s: Index: 1921 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 6|6 -> 4| -execution time of: 5.1599e-04s: Index: 4632 | Max_nodes: 68 | Active_nodes: 11 | 0 -> 6|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3|6 -> 5| -execution time of: 5.1602e-04s: Index: 1538 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 6|3 -> 1|4 -> 4|5 -> 3|6 -> 5| -execution time of: 5.1607e-04s: Index: 197 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 6|5 -> 4|6 -> 3| -execution time of: 5.1618e-04s: Index: 4747 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 6|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4|6 -> 1| -execution time of: 5.1622e-04s: Index: 4495 | Max_nodes: 66 | 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2|3 -> 4|4 -> 0|5 -> 6|6 -> 5| -execution time of: 5.1753e-04s: Index: 3321 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 6|6 -> 0| -execution time of: 5.1754e-04s: Index: 4515 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 6|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5|6 -> 2| -execution time of: 5.1755e-04s: Index: 1586 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4|6 -> 6| -execution time of: 5.1755e-04s: Index: 1757 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 6|5 -> 4|6 -> 1| -execution time of: 5.1756e-04s: Index: 1037 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 6|5 -> 4|6 -> 2| -execution time of: 5.1759e-04s: Index: 3336 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 6|3 -> 0|4 -> 1|5 -> 2|6 -> 5| -execution time of: 5.1767e-04s: Index: 1843 | Max_nodes: 75 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 1|3 -> 6|4 -> 0|5 -> 5|6 -> 3| -execution time of: 5.1771e-04s: Index: 157 | 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-> 0| -execution time of: 5.1824e-04s: Index: 1656 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 6|3 -> 0|4 -> 3|5 -> 4|6 -> 5| -execution time of: 5.1834e-04s: Index: 2568 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5|6 -> 6| -execution time of: 5.1835e-04s: Index: 848 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3|6 -> 6| -execution time of: 5.1843e-04s: Index: 942 | Max_nodes: 60 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 6|3 -> 3|4 -> 0|5 -> 4|6 -> 5| -execution time of: 5.1843e-04s: Index: 3073 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 6|6 -> 3| -execution time of: 5.1844e-04s: Index: 2978 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 6|3 -> 1|4 -> 3|5 -> 2|6 -> 5| -execution time of: 5.1848e-04s: Index: 4491 | Max_nodes: 69 | Active_nodes: 12 | 0 -> 6|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5|6 -> 2| -execution time of: 5.1852e-04s: Index: 557 | Max_nodes: 70 | 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-> 5|3 -> 3|4 -> 2|5 -> 6|6 -> 0| -execution time of: 5.2017e-04s: Index: 2041 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 0|3 -> 1|4 -> 3|5 -> 5|6 -> 4| -execution time of: 5.2017e-04s: Index: 1395 | Max_nodes: 73 | Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 4|3 -> 0|4 -> 3|5 -> 5|6 -> 2| -execution time of: 5.2022e-04s: Index: 1219 | Max_nodes: 73 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 0|3 -> 6|4 -> 2|5 -> 4|6 -> 3| -execution time of: 5.2029e-04s: Index: 283 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 2|3 -> 6|4 -> 1|5 -> 5|6 -> 4| -execution time of: 5.2037e-04s: Index: 1854 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5|6 -> 6| -execution time of: 5.2046e-04s: Index: 3990 | Max_nodes: 67 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4|6 -> 6| -execution time of: 5.2055e-04s: Index: 3097 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 6|3 -> 0|4 -> 2|5 -> 5|6 -> 3| -execution time of: 5.2055e-04s: Index: 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-> 0|3 -> 2|4 -> 4|5 -> 6|6 -> 1| -execution time of: 5.2577e-04s: Index: 4603 | Max_nodes: 74 | Active_nodes: 12 | 0 -> 6|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4|6 -> 3| -execution time of: 5.2578e-04s: Index: 1101 | Max_nodes: 74 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 0|3 -> 6|4 -> 3|5 -> 5|6 -> 2| -execution time of: 5.2596e-04s: Index: 2496 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 6|3 -> 0|4 -> 1|5 -> 4|6 -> 5| -execution time of: 5.2605e-04s: Index: 997 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 6|6 -> 4| -execution time of: 5.2607e-04s: Index: 196 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 6|5 -> 3|6 -> 4| -execution time of: 5.2611e-04s: Index: 4035 | Max_nodes: 72 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 6|6 -> 1| -execution time of: 5.2621e-04s: Index: 3853 | Max_nodes: 75 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 6|6 -> 3| -execution time of: 5.2634e-04s: Index: 1999 | Max_nodes: 75 | Active_nodes: 13 | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 6|6 -> 3| -execution time of: 5.2648e-04s: Index: 2563 | Max_nodes: 78 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 1|3 -> 6|4 -> 0|5 -> 5|6 -> 2| -execution time of: 5.2657e-04s: Index: 3337 | Max_nodes: 78 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 6|3 -> 0|4 -> 1|5 -> 5|6 -> 2| -execution time of: 5.2673e-04s: Index: 3049 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 6|6 -> 5| -execution time of: 5.2674e-04s: Index: 1573 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 6|6 -> 4| -execution time of: 5.2679e-04s: Index: 1420 | Max_nodes: 70 | Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 5|3 -> 0|4 -> 4|5 -> 2|6 -> 3| -execution time of: 5.2694e-04s: Index: 3373 | Max_nodes: 78 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 6|6 -> 2| -execution time of: 5.2696e-04s: Index: 582 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 0|1 -> 5|2 -> 6|3 -> 2|4 -> 1|5 -> 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-> 4|3 -> 0|4 -> 1|5 -> 6|6 -> 2| -execution time of: 5.2939e-04s: Index: 1813 | Max_nodes: 75 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 6|6 -> 3| -execution time of: 5.2948e-04s: Index: 3298 | Max_nodes: 58 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 6|5 -> 0|6 -> 5| -execution time of: 5.2968e-04s: Index: 4755 | Max_nodes: 71 | Active_nodes: 12 | 0 -> 6|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5|6 -> 1| -execution time of: 5.2989e-04s: Index: 1612 | Max_nodes: 65 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 6|5 -> 3|6 -> 5| -execution time of: 5.3030e-04s: Index: 1899 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 6|3 -> 0|4 -> 3|5 -> 5|6 -> 1| -execution time of: 5.3030e-04s: Index: 3291 | Max_nodes: 63 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 6|6 -> 1| -execution time of: 5.3046e-04s: Index: 1633 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 6|6 -> 4| -execution time of: 5.3047e-04s: Index: 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-> 5|6 -> 4| -execution time of: 5.3505e-04s: Index: 4681 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 6|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5|6 -> 4| -execution time of: 5.3517e-04s: Index: 859 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 0|3 -> 6|4 -> 3|5 -> 5|6 -> 4| -execution time of: 5.3544e-04s: Index: 1346 | Max_nodes: 66 | Active_nodes: 11 | 0 -> 1|1 -> 6|2 -> 2|3 -> 0|4 -> 4|5 -> 3|6 -> 5| -execution time of: 5.3552e-04s: Index: 1251 | Max_nodes: 74 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 6|6 -> 2| -execution time of: 5.3563e-04s: Index: 4687 | Max_nodes: 70 | Active_nodes: 12 | 0 -> 6|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5|6 -> 4| -execution time of: 5.3582e-04s: Index: 2376 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 6|3 -> 0|4 -> 2|5 -> 4|6 -> 5| -execution time of: 5.3583e-04s: Index: 912 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4|6 -> 6| -execution time of: 5.3603e-04s: Index: 3841 | Max_nodes: 62 | 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-> 4|3 -> 1|4 -> 3|5 -> 6|6 -> 5| -execution time of: 5.5082e-04s: Index: 843 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 6|6 -> 4| -execution time of: 5.5087e-04s: Index: 4009 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 6|6 -> 4| -execution time of: 5.5120e-04s: Index: 1853 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 6|5 -> 5|6 -> 1| -execution time of: 5.5145e-04s: Index: 2293 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 6|6 -> 4| -execution time of: 5.5152e-04s: Index: 1249 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 6|6 -> 4| -execution time of: 5.5152e-04s: Index: 4087 | Max_nodes: 75 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 6|6 -> 3| -execution time of: 5.5171e-04s: Index: 1969 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 6|6 -> 4| -execution time of: 5.5196e-04s: Index: 567 | Max_nodes: 63 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 6|6 -> 1| -execution time of: 5.5206e-04s: Index: 192 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4|6 -> 6| -execution time of: 5.5210e-04s: Index: 3847 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 6|6 -> 4| -execution time of: 5.5226e-04s: Index: 337 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 6|3 -> 1|4 -> 2|5 -> 5|6 -> 4| -execution time of: 5.5231e-04s: Index: 3747 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 6|6 -> 3| -execution time of: 5.5246e-04s: Index: 1393 | Max_nodes: 72 | Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 4|3 -> 0|4 -> 2|5 -> 5|6 -> 3| -execution time of: 5.5252e-04s: Index: 4464 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 6|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4|6 -> 5| -execution time of: 5.5255e-04s: Index: 1298 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 6|3 -> 0|4 -> 3|5 -> 2|6 -> 4| -execution time of: 5.5267e-04s: Index: 1177 | Max_nodes: 73 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 6|3 -> 0|4 -> 2|5 -> 5|6 -> 3| -execution time of: 5.5278e-04s: Index: 4093 | Max_nodes: 78 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 6|6 -> 2| -execution time of: 5.5301e-04s: Index: 3889 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 6|6 -> 4| -execution time of: 5.5329e-04s: Index: 1759 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 6|6 -> 4| -execution time of: 5.5337e-04s: Index: 375 | Max_nodes: 72 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 6|6 -> 2| -execution time of: 5.5339e-04s: Index: 3289 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 6|6 -> 5| -execution time of: 5.5344e-04s: Index: 2302 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 0|3 -> 6|4 -> 5|5 -> 2|6 -> 4| -execution time of: 5.5345e-04s: Index: 3349 | Max_nodes: 72 | 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-execution time of: 5.5508e-04s: Index: 858 | Max_nodes: 65 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 0|3 -> 6|4 -> 3|5 -> 4|6 -> 5| -execution time of: 5.5509e-04s: Index: 891 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 6|6 -> 3| -execution time of: 5.5528e-04s: Index: 1129 | Max_nodes: 65 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 6|6 -> 5| -execution time of: 5.5554e-04s: Index: 1537 | Max_nodes: 60 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 6|3 -> 1|4 -> 3|5 -> 5|6 -> 4| -execution time of: 5.5559e-04s: Index: 4476 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 6|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3|6 -> 5| -execution time of: 5.5560e-04s: Index: 1897 | Max_nodes: 75 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 6|3 -> 0|4 -> 1|5 -> 5|6 -> 3| -execution time of: 5.5570e-04s: Index: 1005 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 2|3 -> 6|4 -> 4|5 -> 5|6 -> 0| -execution time of: 5.5598e-04s: Index: 1221 | Max_nodes: 74 | Active_nodes: 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-> 0|3 -> 6|4 -> 4|5 -> 1|6 -> 5| -execution time of: 5.5980e-04s: Index: 2406 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5|6 -> 6| -execution time of: 5.5993e-04s: Index: 696 | Max_nodes: 67 | Active_nodes: 11 | 0 -> 0|1 -> 6|2 -> 5|3 -> 1|4 -> 2|5 -> 3|6 -> 4| -execution time of: 5.6091e-04s: Index: 4566 | Max_nodes: 67 | Active_nodes: 11 | 0 -> 6|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4|6 -> 5| -execution time of: 5.6182e-04s: Index: 1783 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 6|3 -> 1|4 -> 0|5 -> 5|6 -> 4| -execution time of: 5.6216e-04s: Index: 2402 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4|6 -> 6| -execution time of: 5.6262e-04s: Index: 1879 | Max_nodes: 75 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 6|6 -> 3| -execution time of: 5.6357e-04s: Index: 3582 | Max_nodes: 73 | Active_nodes: 12 | 0 -> 4|1 -> 6|2 -> 5|3 -> 1|4 -> 0|5 -> 2|6 -> 3| -execution time of: 5.6357e-04s: Index: 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2|5 -> 5|6 -> 6| -execution time of: 5.6530e-04s: Index: 1060 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 6|3 -> 0|4 -> 5|5 -> 2|6 -> 4| -execution time of: 5.6542e-04s: Index: 3290 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1|6 -> 6| -execution time of: 5.6550e-04s: Index: 1207 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 6|6 -> 4| -execution time of: 5.6584e-04s: Index: 915 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 6|6 -> 3| -execution time of: 5.6596e-04s: Index: 3751 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 6|6 -> 4| -execution time of: 5.6654e-04s: Index: 1039 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 6|6 -> 4| -execution time of: 5.6667e-04s: Index: 1369 | Max_nodes: 68 | Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 3|3 -> 0|4 -> 2|5 -> 5|6 -> 4| -execution time of: 5.6770e-04s: Index: 1660 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 6|3 -> 0|4 -> 5|5 -> 3|6 -> 4| -execution time of: 5.6779e-04s: Index: 937 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 6|3 -> 0|4 -> 3|5 -> 5|6 -> 4| -execution time of: 5.6828e-04s: Index: 3968 | Max_nodes: 60 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1|6 -> 6| -execution time of: 5.6853e-04s: Index: 857 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 6|5 -> 4|6 -> 3| -execution time of: 5.6856e-04s: Index: 2307 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 6|6 -> 4| -execution time of: 5.6878e-04s: Index: 1465 | Max_nodes: 56 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 6|6 -> 5| -execution time of: 5.6880e-04s: Index: 2479 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 6|6 -> 4| -execution time of: 5.6895e-04s: Index: 1635 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 6|6 -> 3| -execution time of: 5.6935e-04s: Index: 1275 | Max_nodes: 74 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 6|6 -> 2| -execution time of: 5.6968e-04s: Index: 1210 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 6|5 -> 2|6 -> 4| -execution time of: 5.7033e-04s: Index: 1908 | Max_nodes: 61 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 6|3 -> 3|4 -> 0|5 -> 1|6 -> 5| -execution time of: 5.7040e-04s: Index: 1056 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 6|3 -> 0|4 -> 2|5 -> 4|6 -> 5| -execution time of: 5.7043e-04s: Index: 1657 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 6|3 -> 0|4 -> 3|5 -> 5|6 -> 4| -execution time of: 5.7083e-04s: Index: 1418 | Max_nodes: 69 | Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 5|3 -> 0|4 -> 3|5 -> 2|6 -> 4| -execution time of: 5.7117e-04s: Index: 3991 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 6|6 -> 4| -execution time of: 5.7167e-04s: Index: 1776 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 6|3 -> 0|4 -> 1|5 -> 4|6 -> 5| -execution time of: 5.7198e-04s: Index: 4447 | Max_nodes: 67 | Active_nodes: 12 | 0 -> 6|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5|6 -> 4| -execution time of: 5.7277e-04s: Index: 133 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 6|6 -> 4| -execution time of: 5.7290e-04s: Index: 1273 | Max_nodes: 73 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 6|6 -> 3| -execution time of: 5.7304e-04s: Index: 3677 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 6|5 -> 3|6 -> 2| -execution time of: 5.7391e-04s: Index: 883 | Max_nodes: 62 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 3|3 -> 6|4 -> 0|5 -> 5|6 -> 4| -execution time of: 5.7397e-04s: Index: 2473 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 6|6 -> 4| -execution time of: 5.7429e-04s: Index: 3567 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 4|1 -> 6|2 -> 3|3 -> 2|4 -> 1|5 -> 5|6 -> 0| -execution time of: 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-> 6|3 -> 0|4 -> 4|5 -> 5|6 -> 3| -execution time of: 5.7838e-04s: Index: 3673 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 6|6 -> 3| -execution time of: 5.7918e-04s: Index: 2834 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 3|1 -> 6|2 -> 4|3 -> 0|4 -> 2|5 -> 1|6 -> 5| -execution time of: 5.7993e-04s: Index: 1296 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 1|1 -> 5|2 -> 6|3 -> 0|4 -> 2|5 -> 3|6 -> 4| -execution time of: 5.8027e-04s: Index: 3248 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1|6 -> 6| -execution time of: 5.8146e-04s: Index: 1753 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 6|6 -> 4| -execution time of: 5.8199e-04s: Index: 4590 | Max_nodes: 67 | Active_nodes: 11 | 0 -> 6|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4|6 -> 5| -execution time of: 5.8301e-04s: Index: 2599 | Max_nodes: 78 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 6|6 -> 2| -execution time of: 5.8323e-04s: Index: 1993 | Max_nodes: 75 | Active_nodes: 13 | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 6|6 -> 3| -execution time of: 5.8366e-04s: Index: 3160 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 6|5 -> 0|6 -> 3| -execution time of: 5.8490e-04s: Index: 1873 | Max_nodes: 75 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 6|6 -> 3| -execution time of: 5.8660e-04s: Index: 2113 | Max_nodes: 74 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 4|3 -> 0|4 -> 1|5 -> 5|6 -> 3| -execution time of: 5.8709e-04s: Index: 3132 | Max_nodes: 69 | Active_nodes: 12 | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3|6 -> 6| -execution time of: 5.8857e-04s: Index: 913 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 6|6 -> 4| -execution time of: 5.8934e-04s: Index: 1903 | Max_nodes: 75 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 6|3 -> 1|4 -> 0|5 -> 5|6 -> 3| -execution time of: 5.9144e-04s: Index: 1033 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 6|6 -> 4| -execution time of: 5.9280e-04s: Index: 1155 | Max_nodes: 74 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 6|6 -> 2| -execution time of: 5.9461e-04s: Index: 4005 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 5|1 -> 3|2 -> 1|3 -> 6|4 -> 2|5 -> 4|6 -> 0| -execution time of: 5.9486e-04s: Index: 2297 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 6|5 -> 4|6 -> 2| -execution time of: 5.9498e-04s: Index: 2737 | Max_nodes: 78 | Active_nodes: 13 | 0 -> 3|1 -> 5|2 -> 6|3 -> 0|4 -> 1|5 -> 4|6 -> 2| -execution time of: 5.9840e-04s: Index: 4278 | Max_nodes: 69 | Active_nodes: 10 | 0 -> 5|1 -> 6|2 -> 3|3 -> 1|4 -> 0|5 -> 2|6 -> 4| -execution time of: 5.9965e-04s: Index: 2215 | Max_nodes: 57 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 6|6 -> 5| -execution time of: 6.0089e-04s: Index: 220 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 6|3 -> 1|4 -> 5|5 -> 3|6 -> 4| -execution time of: 6.0190e-04s: Index: 1153 | Max_nodes: 73 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 6|6 -> 3| -execution time of: 6.0353e-04s: Index: 3295 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 6|6 -> 5| -execution time of: 6.0658e-04s: Index: 2301 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 0|3 -> 6|4 -> 4|5 -> 5|6 -> 2| -execution time of: 6.1266e-04s: Index: 3408 | Max_nodes: 67 | Active_nodes: 10 | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3|6 -> 6| -execution time of: 6.1275e-04s: Index: 2309 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 6|5 -> 5|6 -> 4| -execution time of: 6.1351e-04s: Index: 939 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 6|3 -> 0|4 -> 4|5 -> 5|6 -> 3| -execution time of: 6.1383e-04s: Index: 4728 | Max_nodes: 67 | Active_nodes: 11 | 0 -> 6|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4|6 -> 5| -execution time of: 6.1531e-04s: Index: 1057 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 6|3 -> 0|4 -> 2|5 -> 5|6 -> 4| -execution time of: 6.1643e-04s: Index: 3130 | Max_nodes: 66 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 6|5 -> 1|6 -> 5| -execution time of: 6.1765e-04s: Index: 4055 | Max_nodes: 48 | Active_nodes: 12 | 0 -> 5|1 -> 3|2 -> 4|3 -> 6|4 -> 2|5 -> 1|6 -> 0| -execution time of: 6.2012e-04s: Index: 1032 | Max_nodes: 66 | Active_nodes: 12 | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4|6 -> 6| -execution time of: 6.2074e-04s: Index: 2146 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 2|1 -> 6|2 -> 5|3 -> 1|4 -> 4|5 -> 0|6 -> 3| -execution time of: 6.2285e-04s: Index: 4225 | Max_nodes: 66 | Active_nodes: 11 | 0 -> 5|1 -> 6|2 -> 1|3 -> 0|4 -> 2|5 -> 4|6 -> 3| -execution time of: 6.2442e-04s: Index: 4015 | Max_nodes: 71 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 6|6 -> 4| -execution time of: 6.2452e-04s: Index: 4201 | Max_nodes: 66 | Active_nodes: 11 | 0 -> 5|1 -> 6|2 -> 0|3 -> 1|4 -> 2|5 -> 4|6 -> 3| -execution time of: 6.2743e-04s: Index: 2299 | Max_nodes: 68 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 0|3 -> 6|4 -> 2|5 -> 5|6 -> 4| -execution time of: 6.2801e-04s: Index: 3083 | Max_nodes: 53 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 6|5 -> 3|6 -> 0| -execution time of: 6.2948e-04s: Index: 2971 | Max_nodes: 58 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 5|3 -> 6|4 -> 1|5 -> 3|6 -> 2| -execution time of: 6.3093e-04s: Index: 2328 | Max_nodes: 63 | Active_nodes: 12 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5|6 -> 6| -execution time of: 6.3583e-04s: Index: 4729 | Max_nodes: 70 | Active_nodes: 12 | 0 -> 6|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5|6 -> 4| -execution time of: 6.3646e-04s: Index: 2963 | Max_nodes: 56 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 6|5 -> 3|6 -> 1| -execution time of: 6.3682e-04s: Index: 1399 | Max_nodes: 69 | Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 4|3 -> 2|4 -> 0|5 -> 5|6 -> 3| -execution time of: 6.4287e-04s: Index: 4154 | Max_nodes: 63 | Active_nodes: 10 | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1|6 -> 6| -execution time of: 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2|2 -> 4|3 -> 1|4 -> 0|5 -> 5|6 -> 3| -execution time of: 7.2164e-04s: Index: 3740 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 5|1 -> 1|2 -> 0|3 -> 6|4 -> 3|5 -> 2|6 -> 4| -execution time of: 7.2594e-04s: Index: 3669 | Max_nodes: 56 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 3|3 -> 6|4 -> 2|5 -> 4|6 -> 1| -execution time of: 7.2678e-04s: Index: 3789 | Max_nodes: 53 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 3|3 -> 6|4 -> 2|5 -> 4|6 -> 0| -execution time of: 7.3141e-04s: Index: 4099 | Max_nodes: 77 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 0|3 -> 6|4 -> 1|5 -> 3|6 -> 2| -execution time of: 7.4718e-04s: Index: 4098 | Max_nodes: 74 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 0|3 -> 6|4 -> 1|5 -> 2|6 -> 3| -execution time of: 7.4990e-04s: Index: 4337 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 6|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3|6 -> 2| -execution time of: 7.7321e-04s: Index: 4528 | Max_nodes: 54 | Active_nodes: 12 | 0 -> 6|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0|6 -> 2| -execution time of: 8.0642e-04s: Index: 1338 | Max_nodes: 69 | Active_nodes: 12 | 0 -> 1|1 -> 6|2 -> 0|3 -> 5|4 -> 2|5 -> 3|6 -> 4| -execution time of: 8.5838e-04s: Index: 3670 | Max_nodes: 53 | Active_nodes: 12 | 0 -> 5|1 -> 0|2 -> 3|3 -> 6|4 -> 4|5 -> 1|6 -> 2| -execution time of: 8.5854e-04s: Index: 4538 | Max_nodes: 68 | Active_nodes: 12 | 0 -> 6|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2|6 -> 4| -execution time of: 9.7952e-04s: Index: 3744 | Max_nodes: 62 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4|6 -> 6| -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/grover_controls.txt b/test/BenchmarkQuasm/results/grover_controls.txt deleted file mode 100644 index bb0aa1a8..00000000 --- a/test/BenchmarkQuasm/results/grover_controls.txt +++ /dev/null @@ -1,584 +0,0 @@ -Start Simulation of grover_5__________________________________________________ - - i: 0 1 2 3 4 5 6 - 1: | | | | | | x - 2: | | h | | | | - 3: | | | h | | | - 4: | | | | h | | - 5: | | | | | h | - 6: | | | | | x | - 7: | | | x | | | - 8: | | x | | | | - 9: h | | | | | | - 10: | | t | | | | - 11: | | | t | | | - 12: t | | | | | | - 13: | | c x | | | - 14: x | | c | | | - 15: c | x | | | | - 16: | | tdg | | | | - 17: | | | tdg | | | - 18: t | | | | | | - 19: | | x c | | | - 20: | | tdg | | | | - 21: x | | c | | | - 22: c | x | | | | - 23: | | c x | | | - 24: h | | | | | | - 25: | h | | | | | - 26: t | | | | | | - 27: | | | | t | | - 28: | t | | | | | - 29: c | | | x | | - 30: | x | | c | | - 31: x c | | | | | - 32: tdg | | | | | | - 33: | | | | tdg | | - 34: | t | | | | | - 35: x | | | c | | - 36: tdg | | | | | | - 37: | x | | c | | - 38: x c | | | | | - 39: c | | | x | | - 40: | h | | | | | - 41: | t | | | | | - 42: | | | | | t | - 43: | | | | | | t - 44: | c | | | x | - 45: | | | | | c x - 46: | x | | | | c - 47: | tdg | | | | | - 48: | | | | | tdg | - 49: | | | | | | t - 50: | x | | | c | - 51: | tdg | | | | | - 52: | | | | | c x - 53: | x | | | | c - 54: | c | | | x | - 55: | h | | | | | - 56: t | | | | | | - 57: | | | | t | | - 58: | t | | | | | - 59: c | | | x | | - 60: | x | | c | | - 61: x c | | | | | - 62: tdg | | | | | | - 63: | | | | tdg | | - 64: | t | | | | | - 65: x | | | c | | - 66: tdg | | | | | | - 67: | x | | c | | - 68: x c | | | | | - 69: c | | | x | | - 70: h | | | | | | - 71: | | t | | | | - 72: | | | t | | | - 73: t | | | | | | - 74: | | c x | | | - 75: x | | c | | | - 76: c | x | | | | - 77: | | tdg | | | | - 78: | | | tdg | | | - 79: t | | | | | | - 80: | | x c | | | - 81: | | tdg | | | | - 82: x | | c | | | - 83: c | x | | | | - 84: | | c x | | | - 85: | | | | | x | - 86: | | | x | | | - 87: | | x | | | | - 88: | | h | | | | - 89: | | | h | | | - 90: | | | | h | | - 91: | | | | | h | - 92: | | x | | | | - 93: | | | x | | | - 94: | | | | x | | - 95: | | | | | x | - 96: | | t | | | | - 97: | | | t | | | - 98: t | | | | | | - 99: | | c x | | | -100: x | | c | | | -101: c | x | | | | -102: | | tdg | | | | -103: | | | tdg | | | -104: t | | | | | | -105: | | x c | | | -106: | | tdg | | | | -107: x | | c | | | -108: c | x | | | | -109: | | c x | | | -110: h | | | | | | -111: t | | | | | | -112: | | | | t | | -113: | | | | | t | -114: c | | | x | | -115: | | | | c x | -116: x | | | | c | -117: tdg | | | | | | -118: | | | | tdg | | -119: | | | | | t | -120: x | | | c | | -121: tdg | | | | | | -122: | | | | c x | -123: x | | | | c | -124: c | | | x | | -125: h | | | | | | -126: | | t | | | | -127: | | | t | | | -128: t | | | | | | -129: | | c x | | | -130: x | | c | | | -131: c | x | | | | -132: | | tdg | | | | -133: | | | tdg | | | -134: t | | | | | | -135: | | x c | | | -136: | | tdg | | | | -137: x | | c | | | -138: c | x | | | | -139: | | c x | | | -140: | | x | | | | -141: | | | x | | | -142: | | | | x | | -143: | | | | | x | -144: | | h | | | | -145: | | | h | | | -146: | | | | h | | -147: | | | | | h | -148: | | | | | x | -149: | | | x | | | -150: | | x | | | | -151: | | t | | | | -152: | | | t | | | -153: t | | | | | | -154: | | c x | | | -155: x | | c | | | -156: c | x | | | | -157: | | tdg | | | | -158: | | | tdg | | | -159: t | | | | | | -160: | | x c | | | -161: | | tdg | | | | -162: x | | c | | | -163: c | x | | | | -164: | | c x | | | -165: h | | | | | | -166: t | | | | | | -167: | | | | t | | -168: | t | | | | | -169: c | | | x | | -170: | x | | c | | -171: x c | | | | | -172: tdg | | | | | | -173: | | | | tdg | | -174: | t | | | | | -175: x | | | c | | -176: tdg | | | | | | -177: | x | | c | | -178: x c | | | | | -179: c | | | x | | -180: | h | | | | | -181: | t | | | | | -182: | | | | | t | -183: | | | | | | t -184: | c | | | x | -185: | | | | | c x -186: | x | | | | c -187: | tdg | | | | | -188: | | | | | tdg | -189: | | | | | | t -190: | x | | | c | -191: | tdg | | | | | -192: | | | | | c x -193: | x | | | | c -194: | c | | | x | -195: | h | | | | | -196: t | | | | | | -197: | | | | t | | -198: | t | | | | | -199: c | | | x | | -200: | x | | c | | -201: x c | | | | | -202: tdg | | | | | | -203: | | | | tdg | | -204: | t | | | | | -205: x | | | c | | -206: tdg | | | | | | -207: | x | | c | | -208: x c | | | | | -209: c | | | x | | -210: h | | | | | | -211: | | t | | | | -212: | | | t | | | -213: t | | | | | | -214: | | c x | | | -215: x | | c | | | -216: c | x | | | | -217: | | tdg | | | | -218: | | | tdg | | | -219: t | | | | | | -220: | | x c | | | -221: | | tdg | | | | -222: x | | c | | | -223: c | x | | | | -224: | | c x | | | -225: | | | | | x | -226: | | | x | | | -227: | | x | | | | -228: | | h | | | | -229: | | | h | | | -230: | | | | h | | -231: | | | | | h | -232: | | x | | | | -233: | | | x | | | -234: | | | | x | | -235: | | | | | x | -236: | | t | | | | -237: | | | t | | | -238: t | | | | | | -239: | | c x | | | -240: x | | c | | | -241: c | x | | | | -242: | | tdg | | | | -243: | | | tdg | | | -244: t | | | | | | -245: | | x c | | | -246: | | tdg | | | | -247: x | | c | | | -248: c | x | | | | -249: | | c x | | | -250: h | | | | | | -251: t | | | | | | -252: | | | | t | | -253: | | | | | t | -254: c | | | x | | -255: | | | | c x | -256: x | | | | c | -257: tdg | | | | | | -258: | | | | tdg | | -259: | | | | | t | -260: x | | | c | | -261: tdg | | | | | | -262: | | | | c x | -263: x | | | | c | -264: c | | | x | | -265: h | | | | | | -266: | | t | | | | -267: | | | t | | | -268: t | | | | | | -269: | | c x | | | -270: x | | c | | | -271: c | x | | | | -272: | | tdg | | | | -273: | | | tdg | | | -274: t | | | | | | -275: | | x c | | | -276: | | tdg | | | | -277: x | | c | | | -278: c | x | | | | -279: | | c x | | | -280: | | x | | | | -281: | | | x | | | -282: | | | | x | | -283: | | | | | x | -284: | | h | | | | -285: | | | h | | | -286: | | | | h | | -287: | | | | | h | -288: | | | | | x | -289: | | | x | | | -290: | | x | | | | -291: | | t | | | | -292: | | | t | | | -293: t | | | | | | -294: | | c x | | | -295: x | | c | | | -296: c | x | | | | -297: | | tdg | | | | -298: | | | tdg | | | -299: t | | | | | | -300: | | x c | | | -301: | | tdg | | | | -302: x | | c | | | -303: c | x | | | | -304: | | c x | | | -305: h | | | | | | -306: t | | | | | | -307: | | | | t | | -308: | t | | | | | -309: c | | | x | | -310: | x | | c | | -311: x c | | | | | -312: tdg | | | | | | -313: | | | | tdg | | -314: | t | | | | | -315: x | | | c | | -316: tdg | | | | | | -317: | x | | c | | -318: x c | | | | | -319: c | | | x | | -320: | h | | | | | -321: | t | | | | | -322: | | | | | t | -323: | | | | | | t -324: | c | | | x | -325: | | | | | c x -326: | x | | | | c -327: | tdg | | | | | -328: | | | | | tdg | -329: | | | | | | t -330: | x | | | c | -331: | tdg | | | | | -332: | | | | | c x -333: | x | | | | c -334: | c | | | x | -335: | h | | | | | -336: t | | | | | | -337: | | | | t | | -338: | t | | | | | -339: c | | | x | | -340: | x | | c | | -341: x c | | | | | -342: tdg | | | | | | -343: | | | | tdg | | -344: | t | | | | | -345: x | | | c | | -346: tdg | | | | | | -347: | x | | c | | -348: x c | | | | | -349: c | | | x | | -350: h | | | | | | -351: | | t | | | | -352: | | | t | | | -353: t | | | | | | -354: | | c x | | | -355: x | | c | | | -356: c | x | | | | -357: | | tdg | | | | -358: | | | tdg | | | -359: t | | | | | | -360: | | x c | | | -361: | | tdg | | | | -362: x | | c | | | -363: c | x | | | | -364: | | c x | | | -365: | | | | | x | -366: | | | x | | | -367: | | x | | | | -368: | | h | | | | -369: | | | h | | | -370: | | | | h | | -371: | | | | | h | -372: | | x | | | | -373: | | | x | | | -374: | | | | x | | -375: | | | | | x | -376: | | t | | | | -377: | | | t | | | -378: t | | | | | | -379: | | c x | | | -380: x | | c | | | -381: c | x | | | | -382: | | tdg | | | | -383: | | | tdg | | | -384: t | | | | | | -385: | | x c | | | -386: | | tdg | | | | -387: x | | c | | | -388: c | x | | | | -389: | | c x | | | -390: h | | | | | | -391: t | | | | | | -392: | | | | t | | -393: | | | | | t | -394: c | | | x | | -395: | | | | c x | -396: x | | | | c | -397: tdg | | | | | | -398: | | | | tdg | | -399: | | | | | t | -400: x | | | c | | -401: tdg | | | | | | -402: | | | | c x | -403: x | | | | c | -404: c | | | x | | -405: h | | | | | | -406: | | t | | | | -407: | | | t | | | -408: t | | | | | | -409: | | c x | | | -410: x | | c | | | -411: c | x | | | | -412: | | tdg | | | | -413: | | | tdg | | | -414: t | | | | | | -415: | | x c | | | -416: | | tdg | | | | -417: x | | c | | | -418: c | x | | | | -419: | | c x | | | -420: | | x | | | | -421: | | | x | | | -422: | | | | x | | -423: | | | | | x | -424: | | h | | | | -425: | | | h | | | -426: | | | | h | | -427: | | | | | h | -428: | | | | | x | -429: | | | x | | | -430: | | x | | | | -431: | | t | | | | -432: | | | t | | | -433: t | | | | | | -434: | | c x | | | -435: x | | c | | | -436: c | x | | | | -437: | | tdg | | | | -438: | | | tdg | | | -439: t | | | | | | -440: | | x c | | | -441: | | tdg | | | | -442: x | | c | | | -443: c | x | | | | -444: | | c x | | | -445: h | | | | | | -446: t | | | | | | -447: | | | | t | | -448: | t | | | | | -449: c | | | x | | -450: | x | | c | | -451: x c | | | | | -452: tdg | | | | | | -453: | | | | tdg | | -454: | t | | | | | -455: x | | | c | | -456: tdg | | | | | | -457: | x | | c | | -458: x c | | | | | -459: c | | | x | | -460: | h | | | | | -461: | t | | | | | -462: | | | | | t | -463: | | | | | | t -464: | c | | | x | -465: | | | | | c x -466: | x | | | | c -467: | tdg | | | | | -468: | | | | | tdg | -469: | | | | | | t -470: | x | | | c | -471: | tdg | | | | | -472: | | | | | c x -473: | x | | | | c -474: | c | | | x | -475: | h | | | | | -476: t | | | | | | -477: | | | | t | | -478: | t | | | | | -479: c | | | x | | -480: | x | | c | | -481: x c | | | | | -482: tdg | | | | | | -483: | | | | tdg | | -484: | t | | | | | -485: x | | | c | | -486: tdg | | | | | | -487: | x | | c | | -488: x c | | | | | -489: c | | | x | | -490: | h | | | | | -491: h | | | | | | -492: | | t | | | | -493: | | | t | | | -494: t | | | | | | -495: | | c x | | | -496: x | | c | | | -497: c | x | | | | -498: | | tdg | | | | -499: | | | tdg | | | -500: t | | | | | | -501: | | x c | | | -502: | | tdg | | | | -503: x | | c | | | -504: c | x | | | | -505: | | c x | | | -506: | | | | | x | -507: | | | x | | | -508: | | x | | | | -509: | | h | | | | -510: | | | h | | | -511: | | | | h | | -512: | | | | | h | -513: | | x | | | | -514: | | | x | | | -515: | | | | x | | -516: | | | | | x | -517: | | t | | | | -518: | | | t | | | -519: t | | | | | | -520: | | c x | | | -521: x | | c | | | -522: c | x | | | | -523: | | tdg | | | | -524: | | | tdg | | | -525: t | | | | | | -526: | | x c | | | -527: | | tdg | | | | -528: x | | c | | | -529: c | x | | | | -530: | | c x | | | -531: h | | | | | | -532: t | | | | | | -533: | | | | t | | -534: | | | | | t | -535: c | | | x | | -536: | | | | c x | -537: x | | | | c | -538: tdg | | | | | | -539: | | | | tdg | | -540: | | | | | t | -541: x | | | c | | -542: tdg | | | | | | -543: | | | | c x | -544: x | | | | c | -545: c | | | x | | -546: h | | | | | | -547: | | t | | | | -548: | | | t | | | -549: t | | | | | | -550: | | c x | | | -551: x | | c | | | -552: c | x | | | | -553: | | tdg | | | | -554: | | | tdg | | | -555: t | | | | | | -556: | | x c | | | -557: | | tdg | | | | -558: x | | c | | | -559: c | x | | | | -560: | | c x | | | -561: h | | | | | | -562: | | x | | | | -563: | | | x | | | -564: | | | | x | | -565: | | | | | x | -566: | | h | | | | -567: | | | h | | | -568: | | | | h | | -569: | | | | | h | - o: 0 1 2 3 4 5 6 -Q: 0 w: 4 | Q: 1 w: 6 | Q: 2 w: 3 | Q: 3 w: 6 | Q: 4 w: 8 | Q: 5 w: 8 | Q: 6 w: 7 | -Computed Permutation: 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 6|5 -> 4|6 -> 5| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Identity Duration: 4.5769e-04s............................. -Permuted Duration: 4.7602e-04s............................. -Identity active_nodes: 10 ...................................... -Permuted active_nodes: 12 ...................................... -Identity max_nodes: 54 ...................................... -Permuted max_nodes: 58 ...................................... -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/grover_gates.txt b/test/BenchmarkQuasm/results/grover_gates.txt deleted file mode 100644 index 3f7b3e5e..00000000 --- a/test/BenchmarkQuasm/results/grover_gates.txt +++ /dev/null @@ -1,583 +0,0 @@ -Start Simulation of grover_5__________________________________________________ - - i: 0 1 2 3 4 5 6 - 1: | | | | | | x - 2: | | h | | | | - 3: | | | h | | | - 4: | | | | h | | - 5: | | | | | h | - 6: | | | | | x | - 7: | | | x | | | - 8: | | x | | | | - 9: h | | | | | | - 10: | | t | | | | - 11: | | | t | | | - 12: t | | | | | | - 13: | | c x | | | - 14: x | | c | | | - 15: c | x | | | | - 16: | | tdg | | | | - 17: | | | tdg | | | - 18: t | | | | | | - 19: | | x c | | | - 20: | | tdg | | | | - 21: x | | c | | | - 22: c | x | | | | - 23: | | c x | | | - 24: h | | | | | | - 25: | h | | | | | - 26: t | | | | | | - 27: | | | | t | | - 28: | t | | | | | - 29: c | | | x | | - 30: | x | | c | | - 31: x c | | | | | - 32: tdg | | | | | | - 33: | | | | tdg | | - 34: | t | | | | | - 35: x | | | c | | - 36: tdg | | | | | | - 37: | x | | c | | - 38: x c | | | | | - 39: c | | | x | | - 40: | h | | | | | - 41: | t | | | | | - 42: | | | | | t | - 43: | | | | | | t - 44: | c | | | x | - 45: | | | | | c x - 46: | x | | | | c - 47: | tdg | | | | | - 48: | | | | | tdg | - 49: | | | | | | t - 50: | x | | | c | - 51: | tdg | | | | | - 52: | | | | | c x - 53: | x | | | | c - 54: | c | | | x | - 55: | h | | | | | - 56: t | | | | | | - 57: | | | | t | | - 58: | t | | | | | - 59: c | | | x | | - 60: | x | | c | | - 61: x c | | | | | - 62: tdg | | | | | | - 63: | | | | tdg | | - 64: | t | | | | | - 65: x | | | c | | - 66: tdg | | | | | | - 67: | x | | c | | - 68: x c | | | | | - 69: c | | | x | | - 70: h | | | | | | - 71: | | t | | | | - 72: | | | t | | | - 73: t | | | | | | - 74: | | c x | | | - 75: x | | c | | | - 76: c | x | | | | - 77: | | tdg | | | | - 78: | | | tdg | | | - 79: t | | | | | | - 80: | | x c | | | - 81: | | tdg | | | | - 82: x | | c | | | - 83: c | x | | | | - 84: | | c x | | | - 85: | | | | | x | - 86: | | | x | | | - 87: | | x | | | | - 88: | | h | | | | - 89: | | | h | | | - 90: | | | | h | | - 91: | | | | | h | - 92: | | x | | | | - 93: | | | x | | | - 94: | | | | x | | - 95: | | | | | x | - 96: | | t | | | | - 97: | | | t | | | - 98: t | | | | | | - 99: | | c x | | | -100: x | | c | | | -101: c | x | | | | -102: | | tdg | | | | -103: | | | tdg | | | -104: t | | | | | | -105: | | x c | | | -106: | | tdg | | | | -107: x | | c | | | -108: c | x | | | | -109: | | c x | | | -110: h | | | | | | -111: t | | | | | | -112: | | | | t | | -113: | | | | | t | -114: c | | | x | | -115: | | | | c x | -116: x | | | | c | -117: tdg | | | | | | -118: | | | | tdg | | -119: | | | | | t | -120: x | | | c | | -121: tdg | | | | | | -122: | | | | c x | -123: x | | | | c | -124: c | | | x | | -125: h | | | | | | -126: | | t | | | | -127: | | | t | | | -128: t | | | | | | -129: | | c x | | | -130: x | | c | | | -131: c | x | | | | -132: | | tdg | | | | -133: | | | tdg | | | -134: t | | | | | | -135: | | x c | | | -136: | | tdg | | | | -137: x | | c | | | -138: c | x | | | | -139: | | c x | | | -140: | | x | | | | -141: | | | x | | | -142: | | | | x | | -143: | | | | | x | -144: | | h | | | | -145: | | | h | | | -146: | | | | h | | -147: | | | | | h | -148: | | | | | x | -149: | | | x | | | -150: | | x | | | | -151: | | t | | | | -152: | | | t | | | -153: t | | | | | | -154: | | c x | | | -155: x | | c | | | -156: c | x | | | | -157: | | tdg | | | | -158: | | | tdg | | | -159: t | | | | | | -160: | | x c | | | -161: | | tdg | | | | -162: x | | c | | | -163: c | x | | | | -164: | | c x | | | -165: h | | | | | | -166: t | | | | | | -167: | | | | t | | -168: | t | | | | | -169: c | | | x | | -170: | x | | c | | -171: x c | | | | | -172: tdg | | | | | | -173: | | | | tdg | | -174: | t | | | | | -175: x | | | c | | -176: tdg | | | | | | -177: | x | | c | | -178: x c | | | | | -179: c | | | x | | -180: | h | | | | | -181: | t | | | | | -182: | | | | | t | -183: | | | | | | t -184: | c | | | x | -185: | | | | | c x -186: | x | | | | c -187: | tdg | | | | | -188: | | | | | tdg | -189: | | | | | | t -190: | x | | | c | -191: | tdg | | | | | -192: | | | | | c x -193: | x | | | | c -194: | c | | | x | -195: | h | | | | | -196: t | | | | | | -197: | | | | t | | -198: | t | | | | | -199: c | | | x | | -200: | x | | c | | -201: x c | | | | | -202: tdg | | | | | | -203: | | | | tdg | | -204: | t | | | | | -205: x | | | c | | -206: tdg | | | | | | -207: | x | | c | | -208: x c | | | | | -209: c | | | x | | -210: h | | | | | | -211: | | t | | | | -212: | | | t | | | -213: t | | | | | | -214: | | c x | | | -215: x | | c | | | -216: c | x | | | | -217: | | tdg | | | | -218: | | | tdg | | | -219: t | | | | | | -220: | | x c | | | -221: | | tdg | | | | -222: x | | c | | | -223: c | x | | | | -224: | | c x | | | -225: | | | | | x | -226: | | | x | | | -227: | | x | | | | -228: | | h | | | | -229: | | | h | | | -230: | | | | h | | -231: | | | | | h | -232: | | x | | | | -233: | | | x | | | -234: | | | | x | | -235: | | | | | x | -236: | | t | | | | -237: | | | t | | | -238: t | | | | | | -239: | | c x | | | -240: x | | c | | | -241: c | x | | | | -242: | | tdg | | | | -243: | | | tdg | | | -244: t | | | | | | -245: | | x c | | | -246: | | tdg | | | | -247: x | | c | | | -248: c | x | | | | -249: | | c x | | | -250: h | | | | | | -251: t | | | | | | -252: | | | | t | | -253: | | | | | t | -254: c | | | x | | -255: | | | | c x | -256: x | | | | c | -257: tdg | | | | | | -258: | | | | tdg | | -259: | | | | | t | -260: x | | | c | | -261: tdg | | | | | | -262: | | | | c x | -263: x | | | | c | -264: c | | | x | | -265: h | | | | | | -266: | | t | | | | -267: | | | t | | | -268: t | | | | | | -269: | | c x | | | -270: x | | c | | | -271: c | x | | | | -272: | | tdg | | | | -273: | | | tdg | | | -274: t | | | | | | -275: | | x c | | | -276: | | tdg | | | | -277: x | | c | | | -278: c | x | | | | -279: | | c x | | | -280: | | x | | | | -281: | | | x | | | -282: | | | | x | | -283: | | | | | x | -284: | | h | | | | -285: | | | h | | | -286: | | | | h | | -287: | | | | | h | -288: | | | | | x | -289: | | | x | | | -290: | | x | | | | -291: | | t | | | | -292: | | | t | | | -293: t | | | | | | -294: | | c x | | | -295: x | | c | | | -296: c | x | | | | -297: | | tdg | | | | -298: | | | tdg | | | -299: t | | | | | | -300: | | x c | | | -301: | | tdg | | | | -302: x | | c | | | -303: c | x | | | | -304: | | c x | | | -305: h | | | | | | -306: t | | | | | | -307: | | | | t | | -308: | t | | | | | -309: c | | | x | | -310: | x | | c | | -311: x c | | | | | -312: tdg | | | | | | -313: | | | | tdg | | -314: | t | | | | | -315: x | | | c | | -316: tdg | | | | | | -317: | x | | c | | -318: x c | | | | | -319: c | | | x | | -320: | h | | | | | -321: | t | | | | | -322: | | | | | t | -323: | | | | | | t -324: | c | | | x | -325: | | | | | c x -326: | x | | | | c -327: | tdg | | | | | -328: | | | | | tdg | -329: | | | | | | t -330: | x | | | c | -331: | tdg | | | | | -332: | | | | | c x -333: | x | | | | c -334: | c | | | x | -335: | h | | | | | -336: t | | | | | | -337: | | | | t | | -338: | t | | | | | -339: c | | | x | | -340: | x | | c | | -341: x c | | | | | -342: tdg | | | | | | -343: | | | | tdg | | -344: | t | | | | | -345: x | | | c | | -346: tdg | | | | | | -347: | x | | c | | -348: x c | | | | | -349: c | | | x | | -350: h | | | | | | -351: | | t | | | | -352: | | | t | | | -353: t | | | | | | -354: | | c x | | | -355: x | | c | | | -356: c | x | | | | -357: | | tdg | | | | -358: | | | tdg | | | -359: t | | | | | | -360: | | x c | | | -361: | | tdg | | | | -362: x | | c | | | -363: c | x | | | | -364: | | c x | | | -365: | | | | | x | -366: | | | x | | | -367: | | x | | | | -368: | | h | | | | -369: | | | h | | | -370: | | | | h | | -371: | | | | | h | -372: | | x | | | | -373: | | | x | | | -374: | | | | x | | -375: | | | | | x | -376: | | t | | | | -377: | | | t | | | -378: t | | | | | | -379: | | c x | | | -380: x | | c | | | -381: c | x | | | | -382: | | tdg | | | | -383: | | | tdg | | | -384: t | | | | | | -385: | | x c | | | -386: | | tdg | | | | -387: x | | c | | | -388: c | x | | | | -389: | | c x | | | -390: h | | | | | | -391: t | | | | | | -392: | | | | t | | -393: | | | | | t | -394: c | | | x | | -395: | | | | c x | -396: x | | | | c | -397: tdg | | | | | | -398: | | | | tdg | | -399: | | | | | t | -400: x | | | c | | -401: tdg | | | | | | -402: | | | | c x | -403: x | | | | c | -404: c | | | x | | -405: h | | | | | | -406: | | t | | | | -407: | | | t | | | -408: t | | | | | | -409: | | c x | | | -410: x | | c | | | -411: c | x | | | | -412: | | tdg | | | | -413: | | | tdg | | | -414: t | | | | | | -415: | | x c | | | -416: | | tdg | | | | -417: x | | c | | | -418: c | x | | | | -419: | | c x | | | -420: | | x | | | | -421: | | | x | | | -422: | | | | x | | -423: | | | | | x | -424: | | h | | | | -425: | | | h | | | -426: | | | | h | | -427: | | | | | h | -428: | | | | | x | -429: | | | x | | | -430: | | x | | | | -431: | | t | | | | -432: | | | t | | | -433: t | | | | | | -434: | | c x | | | -435: x | | c | | | -436: c | x | | | | -437: | | tdg | | | | -438: | | | tdg | | | -439: t | | | | | | -440: | | x c | | | -441: | | tdg | | | | -442: x | | c | | | -443: c | x | | | | -444: | | c x | | | -445: h | | | | | | -446: t | | | | | | -447: | | | | t | | -448: | t | | | | | -449: c | | | x | | -450: | x | | c | | -451: x c | | | | | -452: tdg | | | | | | -453: | | | | tdg | | -454: | t | | | | | -455: x | | | c | | -456: tdg | | | | | | -457: | x | | c | | -458: x c | | | | | -459: c | | | x | | -460: | h | | | | | -461: | t | | | | | -462: | | | | | t | -463: | | | | | | t -464: | c | | | x | -465: | | | | | c x -466: | x | | | | c -467: | tdg | | | | | -468: | | | | | tdg | -469: | | | | | | t -470: | x | | | c | -471: | tdg | | | | | -472: | | | | | c x -473: | x | | | | c -474: | c | | | x | -475: | h | | | | | -476: t | | | | | | -477: | | | | t | | -478: | t | | | | | -479: c | | | x | | -480: | x | | c | | -481: x c | | | | | -482: tdg | | | | | | -483: | | | | tdg | | -484: | t | | | | | -485: x | | | c | | -486: tdg | | | | | | -487: | x | | c | | -488: x c | | | | | -489: c | | | x | | -490: | h | | | | | -491: h | | | | | | -492: | | t | | | | -493: | | | t | | | -494: t | | | | | | -495: | | c x | | | -496: x | | c | | | -497: c | x | | | | -498: | | tdg | | | | -499: | | | tdg | | | -500: t | | | | | | -501: | | x c | | | -502: | | tdg | | | | -503: x | | c | | | -504: c | x | | | | -505: | | c x | | | -506: | | | | | x | -507: | | | x | | | -508: | | x | | | | -509: | | h | | | | -510: | | | h | | | -511: | | | | h | | -512: | | | | | h | -513: | | x | | | | -514: | | | x | | | -515: | | | | x | | -516: | | | | | x | -517: | | t | | | | -518: | | | t | | | -519: t | | | | | | -520: | | c x | | | -521: x | | c | | | -522: c | x | | | | -523: | | tdg | | | | -524: | | | tdg | | | -525: t | | | | | | -526: | | x c | | | -527: | | tdg | | | | -528: x | | c | | | -529: c | x | | | | -530: | | c x | | | -531: h | | | | | | -532: t | | | | | | -533: | | | | t | | -534: | | | | | t | -535: c | | | x | | -536: | | | | c x | -537: x | | | | c | -538: tdg | | | | | | -539: | | | | tdg | | -540: | | | | | t | -541: x | | | c | | -542: tdg | | | | | | -543: | | | | c x | -544: x | | | | c | -545: c | | | x | | -546: h | | | | | | -547: | | t | | | | -548: | | | t | | | -549: t | | | | | | -550: | | c x | | | -551: x | | c | | | -552: c | x | | | | -553: | | tdg | | | | -554: | | | tdg | | | -555: t | | | | | | -556: | | x c | | | -557: | | tdg | | | | -558: x | | c | | | -559: c | x | | | | -560: | | c x | | | -561: h | | | | | | -562: | | x | | | | -563: | | | x | | | -564: | | | | x | | -565: | | | | | x | -566: | | h | | | | -567: | | | h | | | -568: | | | | h | | -569: | | | | | h | - o: 0 1 2 3 4 5 6 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Identity Duration: 4.4451e-04s............................. -Permuted Duration: 4.4697e-04s............................. -Identity active_nodes: 10 ...................................... -Permuted active_nodes: 10 ...................................... -Identity max_nodes: 54 ...................................... -Permuted max_nodes: 54 ...................................... -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/non_empty.txt b/test/BenchmarkQuasm/results/non_empty.txt deleted file mode 100644 index e69de29b..00000000 diff --git a/test/BenchmarkQuasm/results/portfolioqaoa_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/portfolioqaoa_indep_qiskit_all.txt index 201093d8..75a91eac 100644 --- a/test/BenchmarkQuasm/results/portfolioqaoa_indep_qiskit_all.txt +++ b/test/BenchmarkQuasm/results/portfolioqaoa_indep_qiskit_all.txt @@ -32,64 +32,52 @@ Start Simulation of portfolioqaoa_indep_qiskit_3________________________________ 29: | | 5 o: 0 1 2 Total Permutations: 6 -Min time: 2.0245e-05s................. Permutation 4 : 0 -> 2|1 -> 0|2 -> 1| -Max time: 2.7245e-05s................. Permutation 1 : 0 -> 0|1 -> 2|2 -> 1| -Min active nodes: 6 nodes.................... Permutation 2 : 0 -> 1|1 -> 0|2 -> 2| -Min max nodes: 20 nodes.................... Permutation 2 : 0 -> 1|1 -> 0|2 -> 2| -Max active nodes: 12 nodes.................... Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| -Max max nodes: 25 nodes.................... Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| +Min time: 1.4831e-04s................. Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| +Max time: 1.5200e-04s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Min active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Min max nodes: 14 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max max nodes: 14 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| ________________________________________________________________________________________________ -2 permutations have 6 active nodes. +6 permutations have 3 active nodes. +Index: 5 | Max_nodes: 14 | Time: 1.4831e-04s | 0 -> 2|1 -> 1|2 -> 0| +Index: 4 | Max_nodes: 14 | Time: 1.4892e-04s | 0 -> 2|1 -> 0|2 -> 1| +Index: 1 | Max_nodes: 14 | Time: 1.5005e-04s | 0 -> 0|1 -> 2|2 -> 1| +Index: 2 | Max_nodes: 14 | Time: 1.5053e-04s | 0 -> 1|1 -> 0|2 -> 2| +Index: 3 | Max_nodes: 14 | Time: 1.5124e-04s | 0 -> 1|1 -> 2|2 -> 0| +Index: 0 | Max_nodes: 14 | Time: 1.5200e-04s | 0 -> 0|1 -> 1|2 -> 2| ........................... -Average time: 2.3005e-05s - -2 permutations have 9 active nodes. - -........................... -Average time: 2.4323e-05s - -1 permutations have 11 active nodes. - -........................... -Average time: 2.7245e-05s - -1 permutations have 12 active nodes. - -........................... -Average time: 2.1015e-05s +Average time: 1.5017e-04s ________________________________________________________________________________________________ -3 permutations have 20 max nodes. +6 permutations have 14 max nodes. +Index: 5 | Active_nodes: 3 | Time: 1.4831e-04s | 0 -> 2|1 -> 1|2 -> 0| +Index: 4 | Active_nodes: 3 | Time: 1.4892e-04s | 0 -> 2|1 -> 0|2 -> 1| +Index: 1 | Active_nodes: 3 | Time: 1.5005e-04s | 0 -> 0|1 -> 2|2 -> 1| +Index: 2 | Active_nodes: 3 | Time: 1.5053e-04s | 0 -> 1|1 -> 0|2 -> 2| +Index: 3 | Active_nodes: 3 | Time: 1.5124e-04s | 0 -> 1|1 -> 2|2 -> 0| +Index: 0 | Active_nodes: 3 | Time: 1.5200e-04s | 0 -> 0|1 -> 1|2 -> 2| ........................... -Average time: 2.2789e-05s +Average time: 1.5017e-04s -1 permutations have 23 max nodes. +________________________________________________________________________________________________ -........................... -Average time: 2.6288e-05s +execution time of: 1.4831e-04s: Index: 5 | Max_nodes: 14 | Active_nodes: 3 | 0 -> 2|1 -> 1|2 -> 0| -1 permutations have 24 max nodes. +execution time of: 1.4892e-04s: Index: 4 | Max_nodes: 14 | Active_nodes: 3 | 0 -> 2|1 -> 0|2 -> 1| -........................... -Average time: 2.7245e-05s +execution time of: 1.5005e-04s: Index: 1 | Max_nodes: 14 | Active_nodes: 3 | 0 -> 0|1 -> 2|2 -> 1| -1 permutations have 25 max nodes. +execution time of: 1.5053e-04s: Index: 2 | Max_nodes: 14 | Active_nodes: 3 | 0 -> 1|1 -> 0|2 -> 2| -........................... -Average time: 2.1015e-05s +execution time of: 1.5124e-04s: Index: 3 | Max_nodes: 14 | Active_nodes: 3 | 0 -> 1|1 -> 2|2 -> 0| -________________________________________________________________________________________________ +execution time of: 1.5200e-04s: Index: 0 | Max_nodes: 14 | Active_nodes: 3 | 0 -> 0|1 -> 1|2 -> 2| -execution time of: 2.0245e-05s: Index: 4 | Max_nodes: 20 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 1| -execution time of: 2.1015e-05s: Index: 5 | Max_nodes: 25 | Active_nodes: 12 | 0 -> 2|1 -> 1|2 -> 0| -execution time of: 2.2358e-05s: Index: 3 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 0| -execution time of: 2.5765e-05s: Index: 2 | Max_nodes: 20 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 2| -execution time of: 2.6288e-05s: Index: 0 | Max_nodes: 23 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 2| -execution time of: 2.7245e-05s: Index: 1 | Max_nodes: 24 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1| ________________________________________________________________________________________________ Start Simulation of portfolioqaoa_indep_qiskit_4__________________________________________________ @@ -141,107 +129,124 @@ Start Simulation of portfolioqaoa_indep_qiskit_4________________________________ 44:...|...|...|...7 .o:...0...1...2...3 Total Permutations: 24 -Min time: 4.3743e-05s................. Permutation 11 : 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -Max time: 6.4428e-05s................. Permutation 18 : 0 -> 3|1 -> 0|2 -> 1|3 -> 2| -Min active nodes: 11 nodes.................... Permutation 2 : 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -Min max nodes: 40 nodes.................... Permutation 2 : 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -Max active nodes: 18 nodes.................... Permutation 19 : 0 -> 3|1 -> 0|2 -> 2|3 -> 1| -Max max nodes: 46 nodes.................... Permutation 7 : 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +Min time: 2.9091e-04s................. Permutation 17 : 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +Max time: 3.1119e-04s................. Permutation 3 : 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +Min active nodes: 4 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Min max nodes: 30 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Max active nodes: 4 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Max max nodes: 30 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| ________________________________________________________________________________________________ -1 permutations have 11 active nodes. +24 permutations have 4 active nodes. +Index: 17 | Max_nodes: 30 | Time: 2.9091e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +Index: 16 | Max_nodes: 30 | Time: 2.9265e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| +Index: 21 | Max_nodes: 30 | Time: 2.9433e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| +Index: 23 | Max_nodes: 30 | Time: 2.9475e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +Index: 15 | Max_nodes: 30 | Time: 2.9515e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +Index: 14 | Max_nodes: 30 | Time: 2.9588e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +Index: 22 | Max_nodes: 30 | Time: 2.9606e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| +Index: 20 | Max_nodes: 30 | Time: 2.9704e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +Index: 10 | Max_nodes: 30 | Time: 2.9815e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +Index: 18 | Max_nodes: 30 | Time: 2.9818e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| +Index: 19 | Max_nodes: 30 | Time: 2.9819e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| +Index: 8 | Max_nodes: 30 | Time: 2.9877e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| +Index: 9 | Max_nodes: 30 | Time: 2.9924e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +Index: 12 | Max_nodes: 30 | Time: 2.9937e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +Index: 11 | Max_nodes: 30 | Time: 3.0105e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| +Index: 7 | Max_nodes: 30 | Time: 3.0173e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +Index: 13 | Max_nodes: 30 | Time: 3.0225e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +Index: 5 | Max_nodes: 30 | Time: 3.0303e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +Index: 6 | Max_nodes: 30 | Time: 3.0368e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +Index: 4 | Max_nodes: 30 | Time: 3.0588e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| +Index: 2 | Max_nodes: 30 | Time: 3.0806e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +Index: 0 | Max_nodes: 30 | Time: 3.0888e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Index: 1 | Max_nodes: 30 | Time: 3.1073e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +Index: 3 | Max_nodes: 30 | Time: 3.1119e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| + +........................... +Average time: 3.0021e-04s -........................... -Average time: 4.4423e-05s +________________________________________________________________________________________________ -9 permutations have 13 active nodes. +24 permutations have 30 max nodes. +Index: 17 | Active_nodes: 4 | Time: 2.9091e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +Index: 16 | Active_nodes: 4 | Time: 2.9265e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| +Index: 21 | Active_nodes: 4 | Time: 2.9433e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| +Index: 23 | Active_nodes: 4 | Time: 2.9475e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +Index: 15 | Active_nodes: 4 | Time: 2.9515e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +Index: 14 | Active_nodes: 4 | Time: 2.9588e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +Index: 22 | Active_nodes: 4 | Time: 2.9606e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| +Index: 20 | Active_nodes: 4 | Time: 2.9704e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +Index: 10 | Active_nodes: 4 | Time: 2.9815e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +Index: 18 | Active_nodes: 4 | Time: 2.9818e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| +Index: 19 | Active_nodes: 4 | Time: 2.9819e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| +Index: 8 | Active_nodes: 4 | Time: 2.9877e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| +Index: 9 | Active_nodes: 4 | Time: 2.9924e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +Index: 12 | Active_nodes: 4 | Time: 2.9937e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +Index: 11 | Active_nodes: 4 | Time: 3.0105e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| +Index: 7 | Active_nodes: 4 | Time: 3.0173e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +Index: 13 | Active_nodes: 4 | Time: 3.0225e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +Index: 5 | Active_nodes: 4 | Time: 3.0303e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +Index: 6 | Active_nodes: 4 | Time: 3.0368e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +Index: 4 | Active_nodes: 4 | Time: 3.0588e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| +Index: 2 | Active_nodes: 4 | Time: 3.0806e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +Index: 0 | Active_nodes: 4 | Time: 3.0888e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Index: 1 | Active_nodes: 4 | Time: 3.1073e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +Index: 3 | Active_nodes: 4 | Time: 3.1119e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| + +........................... +Average time: 3.0021e-04s -........................... -Average time: 4.6461e-05s +________________________________________________________________________________________________ -4 permutations have 14 active nodes. +execution time of: 2.9091e-04s: Index: 17 | Max_nodes: 30 | Active_nodes: 4 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -........................... -Average time: 4.5073e-05s +execution time of: 2.9265e-04s: Index: 16 | Max_nodes: 30 | Active_nodes: 4 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| -4 permutations have 15 active nodes. +execution time of: 2.9433e-04s: Index: 21 | Max_nodes: 30 | Active_nodes: 4 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| -........................... -Average time: 5.0366e-05s +execution time of: 2.9475e-04s: Index: 23 | Max_nodes: 30 | Active_nodes: 4 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -3 permutations have 16 active nodes. +execution time of: 2.9515e-04s: Index: 15 | Max_nodes: 30 | Active_nodes: 4 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -........................... -Average time: 4.6348e-05s +execution time of: 2.9588e-04s: Index: 14 | Max_nodes: 30 | Active_nodes: 4 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -2 permutations have 17 active nodes. +execution time of: 2.9606e-04s: Index: 22 | Max_nodes: 30 | Active_nodes: 4 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| -........................... -Average time: 4.6608e-05s +execution time of: 2.9704e-04s: Index: 20 | Max_nodes: 30 | Active_nodes: 4 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -1 permutations have 18 active nodes. +execution time of: 2.9815e-04s: Index: 10 | Max_nodes: 30 | Active_nodes: 4 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| -........................... -Average time: 4.5341e-05s +execution time of: 2.9818e-04s: Index: 18 | Max_nodes: 30 | Active_nodes: 4 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| -________________________________________________________________________________________________ +execution time of: 2.9819e-04s: Index: 19 | Max_nodes: 30 | Active_nodes: 4 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| -3 permutations have 40 max nodes. +execution time of: 2.9877e-04s: Index: 8 | Max_nodes: 30 | Active_nodes: 4 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| -........................... -Average time: 4.5216e-05s +execution time of: 2.9924e-04s: Index: 9 | Max_nodes: 30 | Active_nodes: 4 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -2 permutations have 41 max nodes. +execution time of: 2.9937e-04s: Index: 12 | Max_nodes: 30 | Active_nodes: 4 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -........................... -Average time: 4.5454e-05s +execution time of: 3.0105e-04s: Index: 11 | Max_nodes: 30 | Active_nodes: 4 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -6 permutations have 43 max nodes. +execution time of: 3.0173e-04s: Index: 7 | Max_nodes: 30 | Active_nodes: 4 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -........................... -Average time: 4.6839e-05s +execution time of: 3.0225e-04s: Index: 13 | Max_nodes: 30 | Active_nodes: 4 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| -7 permutations have 44 max nodes. +execution time of: 3.0303e-04s: Index: 5 | Max_nodes: 30 | Active_nodes: 4 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| -........................... -Average time: 4.6082e-05s +execution time of: 3.0368e-04s: Index: 6 | Max_nodes: 30 | Active_nodes: 4 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -3 permutations have 45 max nodes. +execution time of: 3.0588e-04s: Index: 4 | Max_nodes: 30 | Active_nodes: 4 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -........................... -Average time: 5.1746e-05s +execution time of: 3.0806e-04s: Index: 2 | Max_nodes: 30 | Active_nodes: 4 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -3 permutations have 46 max nodes. +execution time of: 3.0888e-04s: Index: 0 | Max_nodes: 30 | Active_nodes: 4 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -........................... -Average time: 4.5507e-05s +execution time of: 3.1073e-04s: Index: 1 | Max_nodes: 30 | Active_nodes: 4 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -________________________________________________________________________________________________ +execution time of: 3.1119e-04s: Index: 3 | Max_nodes: 30 | Active_nodes: 4 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -execution time of: 4.3743e-05s: Index: 11 | Max_nodes: 41 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -execution time of: 4.3903e-05s: Index: 21 | Max_nodes: 43 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| -execution time of: 4.4198e-05s: Index: 20 | Max_nodes: 44 | Active_nodes: 14 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -execution time of: 4.4423e-05s: Index: 2 | Max_nodes: 40 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -execution time of: 4.4630e-05s: Index: 15 | Max_nodes: 43 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -execution time of: 4.5023e-05s: Index: 23 | Max_nodes: 40 | Active_nodes: 14 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -execution time of: 4.5098e-05s: Index: 8 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| -execution time of: 4.5210e-05s: Index: 7 | Max_nodes: 46 | Active_nodes: 16 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -execution time of: 4.5341e-05s: Index: 19 | Max_nodes: 46 | Active_nodes: 18 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| -execution time of: 4.5398e-05s: Index: 14 | Max_nodes: 44 | Active_nodes: 14 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -execution time of: 4.5566e-05s: Index: 13 | Max_nodes: 43 | Active_nodes: 13 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| -execution time of: 4.5673e-05s: Index: 6 | Max_nodes: 44 | Active_nodes: 14 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -execution time of: 4.5713e-05s: Index: 17 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -execution time of: 4.5971e-05s: Index: 22 | Max_nodes: 46 | Active_nodes: 16 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| -execution time of: 4.6131e-05s: Index: 4 | Max_nodes: 44 | Active_nodes: 17 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -execution time of: 4.6203e-05s: Index: 10 | Max_nodes: 40 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| -execution time of: 4.6223e-05s: Index: 16 | Max_nodes: 44 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| -execution time of: 4.6458e-05s: Index: 3 | Max_nodes: 43 | Active_nodes: 13 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -execution time of: 4.7086e-05s: Index: 12 | Max_nodes: 44 | Active_nodes: 17 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -execution time of: 4.7166e-05s: Index: 1 | Max_nodes: 41 | Active_nodes: 13 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -execution time of: 4.7758e-05s: Index: 0 | Max_nodes: 43 | Active_nodes: 13 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -execution time of: 4.7863e-05s: Index: 5 | Max_nodes: 44 | Active_nodes: 16 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| -execution time of: 5.2721e-05s: Index: 9 | Max_nodes: 43 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -execution time of: 6.4428e-05s: Index: 18 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| ________________________________________________________________________________________________ Start Simulation of portfolioqaoa_indep_qiskit_5__________________________________________________ @@ -311,259 +316,508 @@ Start Simulation of portfolioqaoa_indep_qiskit_5________________________________ 62:...|...|...|...|...9 .o:...0...1...2...3...4 Total Permutations: 120 -Min time: 9.3006e-05s................. Permutation 94 : 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -Max time: 1.2235e-04s................. Permutation 11 : 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -Min active nodes: 11 nodes.................... Permutation 71 : 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -Min max nodes: 72 nodes.................... Permutation 71 : 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -Max active nodes: 24 nodes.................... Permutation 2 : 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -Max max nodes: 83 nodes.................... Permutation 2 : 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +Min time: 5.6262e-04s................. Permutation 110: 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +Max time: 6.2413e-04s................. Permutation 18 : 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +Min active nodes: 5 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Min max nodes: 62 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Max active nodes: 5 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Max max nodes: 62 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| ________________________________________________________________________________________________ -1 permutations have 11 active nodes. +120 permutations have 5 active nodes. +Index: 110 | Max_nodes: 62 | Time: 5.6262e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +Index: 92 | Max_nodes: 62 | Time: 5.6329e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +Index: 86 | Max_nodes: 62 | Time: 5.6536e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +Index: 115 | Max_nodes: 62 | Time: 5.6567e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +Index: 118 | Max_nodes: 62 | Time: 5.6575e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +Index: 94 | Max_nodes: 62 | Time: 5.6578e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +Index: 119 | Max_nodes: 62 | Time: 5.6621e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +Index: 116 | Max_nodes: 62 | Time: 5.6721e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +Index: 88 | Max_nodes: 62 | Time: 5.6750e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +Index: 89 | Max_nodes: 62 | Time: 5.6792e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +Index: 82 | Max_nodes: 62 | Time: 5.6807e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +Index: 80 | Max_nodes: 62 | Time: 5.6848e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +Index: 112 | Max_nodes: 62 | Time: 5.6890e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +Index: 70 | Max_nodes: 62 | Time: 5.6916e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +Index: 113 | Max_nodes: 62 | Time: 5.6943e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +Index: 91 | Max_nodes: 62 | Time: 5.6993e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +Index: 68 | Max_nodes: 62 | Time: 5.7046e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +Index: 117 | Max_nodes: 62 | Time: 5.7074e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +Index: 95 | Max_nodes: 62 | Time: 5.7076e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +Index: 62 | Max_nodes: 62 | Time: 5.7112e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +Index: 108 | Max_nodes: 62 | Time: 5.7131e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +Index: 103 | Max_nodes: 62 | Time: 5.7164e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +Index: 106 | Max_nodes: 62 | Time: 5.7181e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +Index: 104 | Max_nodes: 62 | Time: 5.7211e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +Index: 60 | Max_nodes: 62 | Time: 5.7273e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +Index: 71 | Max_nodes: 62 | Time: 5.7273e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +Index: 64 | Max_nodes: 62 | Time: 5.7283e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +Index: 114 | Max_nodes: 62 | Time: 5.7316e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +Index: 98 | Max_nodes: 62 | Time: 5.7336e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +Index: 79 | Max_nodes: 62 | Time: 5.7339e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +Index: 90 | Max_nodes: 62 | Time: 5.7343e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +Index: 67 | Max_nodes: 62 | Time: 5.7431e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +Index: 44 | Max_nodes: 62 | Time: 5.7442e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +Index: 58 | Max_nodes: 62 | Time: 5.7516e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +Index: 66 | Max_nodes: 62 | Time: 5.7522e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +Index: 65 | Max_nodes: 62 | Time: 5.7535e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +Index: 105 | Max_nodes: 62 | Time: 5.7536e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +Index: 102 | Max_nodes: 62 | Time: 5.7553e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +Index: 107 | Max_nodes: 62 | Time: 5.7553e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +Index: 111 | Max_nodes: 62 | Time: 5.7564e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +Index: 93 | Max_nodes: 62 | Time: 5.7604e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +Index: 38 | Max_nodes: 62 | Time: 5.7605e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +Index: 40 | Max_nodes: 62 | Time: 5.7628e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +Index: 83 | Max_nodes: 62 | Time: 5.7649e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +Index: 84 | Max_nodes: 62 | Time: 5.7667e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +Index: 78 | Max_nodes: 62 | Time: 5.7699e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +Index: 69 | Max_nodes: 62 | Time: 5.7790e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +Index: 97 | Max_nodes: 62 | Time: 5.7792e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| +Index: 55 | Max_nodes: 62 | Time: 5.7827e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +Index: 109 | Max_nodes: 62 | Time: 5.7867e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +Index: 46 | Max_nodes: 62 | Time: 5.7877e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +Index: 43 | Max_nodes: 62 | Time: 5.7888e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +Index: 81 | Max_nodes: 62 | Time: 5.7906e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +Index: 56 | Max_nodes: 62 | Time: 5.7925e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +Index: 34 | Max_nodes: 62 | Time: 5.7941e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +Index: 87 | Max_nodes: 62 | Time: 5.7963e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +Index: 35 | Max_nodes: 62 | Time: 5.8024e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +Index: 63 | Max_nodes: 62 | Time: 5.8124e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +Index: 42 | Max_nodes: 62 | Time: 5.8208e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +Index: 101 | Max_nodes: 62 | Time: 5.8267e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +Index: 59 | Max_nodes: 62 | Time: 5.8275e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +Index: 54 | Max_nodes: 62 | Time: 5.8368e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +Index: 45 | Max_nodes: 62 | Time: 5.8370e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +Index: 77 | Max_nodes: 62 | Time: 5.8373e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +Index: 32 | Max_nodes: 62 | Time: 5.8385e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +Index: 73 | Max_nodes: 62 | Time: 5.8411e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +Index: 41 | Max_nodes: 62 | Time: 5.8463e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +Index: 47 | Max_nodes: 62 | Time: 5.8564e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +Index: 53 | Max_nodes: 62 | Time: 5.8622e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +Index: 57 | Max_nodes: 62 | Time: 5.8623e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +Index: 85 | Max_nodes: 62 | Time: 5.8624e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +Index: 49 | Max_nodes: 62 | Time: 5.8625e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +Index: 39 | Max_nodes: 62 | Time: 5.8709e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +Index: 14 | Max_nodes: 62 | Time: 5.8750e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +Index: 72 | Max_nodes: 62 | Time: 5.8789e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +Index: 99 | Max_nodes: 62 | Time: 5.8797e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +Index: 37 | Max_nodes: 62 | Time: 5.8820e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +Index: 33 | Max_nodes: 62 | Time: 5.8897e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +Index: 20 | Max_nodes: 62 | Time: 5.8913e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +Index: 96 | Max_nodes: 62 | Time: 5.8926e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +Index: 16 | Max_nodes: 62 | Time: 5.8948e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +Index: 31 | Max_nodes: 62 | Time: 5.8966e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +Index: 74 | Max_nodes: 62 | Time: 5.8979e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +Index: 75 | Max_nodes: 62 | Time: 5.9004e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +Index: 50 | Max_nodes: 62 | Time: 5.9053e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +Index: 30 | Max_nodes: 62 | Time: 5.9109e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +Index: 36 | Max_nodes: 62 | Time: 5.9132e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +Index: 51 | Max_nodes: 62 | Time: 5.9261e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +Index: 48 | Max_nodes: 62 | Time: 5.9328e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +Index: 61 | Max_nodes: 62 | Time: 5.9379e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +Index: 8 | Max_nodes: 62 | Time: 5.9454e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +Index: 28 | Max_nodes: 62 | Time: 5.9509e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +Index: 22 | Max_nodes: 62 | Time: 5.9515e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +Index: 17 | Max_nodes: 62 | Time: 5.9551e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +Index: 27 | Max_nodes: 62 | Time: 5.9558e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +Index: 26 | Max_nodes: 62 | Time: 5.9651e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +Index: 19 | Max_nodes: 62 | Time: 5.9696e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +Index: 11 | Max_nodes: 62 | Time: 5.9714e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +Index: 52 | Max_nodes: 62 | Time: 5.9714e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +Index: 23 | Max_nodes: 62 | Time: 5.9729e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +Index: 13 | Max_nodes: 62 | Time: 5.9749e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +Index: 29 | Max_nodes: 62 | Time: 5.9760e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +Index: 7 | Max_nodes: 62 | Time: 5.9803e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +Index: 21 | Max_nodes: 62 | Time: 5.9814e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +Index: 15 | Max_nodes: 62 | Time: 5.9819e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +Index: 9 | Max_nodes: 62 | Time: 5.9828e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +Index: 24 | Max_nodes: 62 | Time: 5.9843e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +Index: 25 | Max_nodes: 62 | Time: 5.9895e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +Index: 100 | Max_nodes: 62 | Time: 5.9938e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +Index: 76 | Max_nodes: 62 | Time: 5.9953e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +Index: 6 | Max_nodes: 62 | Time: 6.0149e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +Index: 4 | Max_nodes: 62 | Time: 6.0168e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +Index: 12 | Max_nodes: 62 | Time: 6.0432e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +Index: 0 | Max_nodes: 62 | Time: 6.0433e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Index: 10 | Max_nodes: 62 | Time: 6.0458e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +Index: 2 | Max_nodes: 62 | Time: 6.0639e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +Index: 1 | Max_nodes: 62 | Time: 6.0952e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +Index: 5 | Max_nodes: 62 | Time: 6.1572e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +Index: 3 | Max_nodes: 62 | Time: 6.1602e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +Index: 18 | Max_nodes: 62 | Time: 6.2413e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| + +........................... +Average time: 5.8391e-04s -........................... -Average time: 9.5876e-05s +________________________________________________________________________________________________ -2 permutations have 13 active nodes. +120 permutations have 62 max nodes. +Index: 110 | Active_nodes: 5 | Time: 5.6262e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +Index: 92 | Active_nodes: 5 | Time: 5.6329e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +Index: 86 | Active_nodes: 5 | Time: 5.6536e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +Index: 115 | Active_nodes: 5 | Time: 5.6567e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +Index: 118 | Active_nodes: 5 | Time: 5.6575e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +Index: 94 | Active_nodes: 5 | Time: 5.6578e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +Index: 119 | Active_nodes: 5 | Time: 5.6621e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +Index: 116 | Active_nodes: 5 | Time: 5.6721e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +Index: 88 | Active_nodes: 5 | Time: 5.6750e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +Index: 89 | Active_nodes: 5 | Time: 5.6792e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +Index: 82 | Active_nodes: 5 | Time: 5.6807e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +Index: 80 | Active_nodes: 5 | Time: 5.6848e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +Index: 112 | Active_nodes: 5 | Time: 5.6890e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +Index: 70 | Active_nodes: 5 | Time: 5.6916e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +Index: 113 | Active_nodes: 5 | Time: 5.6943e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +Index: 91 | Active_nodes: 5 | Time: 5.6993e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +Index: 68 | Active_nodes: 5 | Time: 5.7046e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +Index: 117 | Active_nodes: 5 | Time: 5.7074e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +Index: 95 | Active_nodes: 5 | Time: 5.7076e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +Index: 62 | Active_nodes: 5 | Time: 5.7112e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +Index: 108 | Active_nodes: 5 | Time: 5.7131e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +Index: 103 | Active_nodes: 5 | Time: 5.7164e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +Index: 106 | Active_nodes: 5 | Time: 5.7181e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +Index: 104 | Active_nodes: 5 | Time: 5.7211e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +Index: 60 | Active_nodes: 5 | Time: 5.7273e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +Index: 71 | Active_nodes: 5 | Time: 5.7273e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +Index: 64 | Active_nodes: 5 | Time: 5.7283e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +Index: 114 | Active_nodes: 5 | Time: 5.7316e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +Index: 98 | Active_nodes: 5 | Time: 5.7336e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +Index: 79 | Active_nodes: 5 | Time: 5.7339e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +Index: 90 | Active_nodes: 5 | Time: 5.7343e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +Index: 67 | Active_nodes: 5 | Time: 5.7431e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +Index: 44 | Active_nodes: 5 | Time: 5.7442e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +Index: 58 | Active_nodes: 5 | Time: 5.7516e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +Index: 66 | Active_nodes: 5 | Time: 5.7522e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +Index: 65 | Active_nodes: 5 | Time: 5.7535e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +Index: 105 | Active_nodes: 5 | Time: 5.7536e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +Index: 102 | Active_nodes: 5 | Time: 5.7553e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +Index: 107 | Active_nodes: 5 | Time: 5.7553e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +Index: 111 | Active_nodes: 5 | Time: 5.7564e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +Index: 93 | Active_nodes: 5 | Time: 5.7604e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +Index: 38 | Active_nodes: 5 | Time: 5.7605e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +Index: 40 | Active_nodes: 5 | Time: 5.7628e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +Index: 83 | Active_nodes: 5 | Time: 5.7649e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +Index: 84 | Active_nodes: 5 | Time: 5.7667e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +Index: 78 | Active_nodes: 5 | Time: 5.7699e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +Index: 69 | Active_nodes: 5 | Time: 5.7790e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +Index: 97 | Active_nodes: 5 | Time: 5.7792e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| +Index: 55 | Active_nodes: 5 | Time: 5.7827e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +Index: 109 | Active_nodes: 5 | Time: 5.7867e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +Index: 46 | Active_nodes: 5 | Time: 5.7877e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +Index: 43 | Active_nodes: 5 | Time: 5.7888e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +Index: 81 | Active_nodes: 5 | Time: 5.7906e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +Index: 56 | Active_nodes: 5 | Time: 5.7925e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +Index: 34 | Active_nodes: 5 | Time: 5.7941e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +Index: 87 | Active_nodes: 5 | Time: 5.7963e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +Index: 35 | Active_nodes: 5 | Time: 5.8024e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +Index: 63 | Active_nodes: 5 | Time: 5.8124e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +Index: 42 | Active_nodes: 5 | Time: 5.8208e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +Index: 101 | Active_nodes: 5 | Time: 5.8267e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +Index: 59 | Active_nodes: 5 | Time: 5.8275e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +Index: 54 | Active_nodes: 5 | Time: 5.8368e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +Index: 45 | Active_nodes: 5 | Time: 5.8370e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +Index: 77 | Active_nodes: 5 | Time: 5.8373e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +Index: 32 | Active_nodes: 5 | Time: 5.8385e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +Index: 73 | Active_nodes: 5 | Time: 5.8411e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +Index: 41 | Active_nodes: 5 | Time: 5.8463e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +Index: 47 | Active_nodes: 5 | Time: 5.8564e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +Index: 53 | Active_nodes: 5 | Time: 5.8622e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +Index: 57 | Active_nodes: 5 | Time: 5.8623e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +Index: 85 | Active_nodes: 5 | Time: 5.8624e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +Index: 49 | Active_nodes: 5 | Time: 5.8625e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +Index: 39 | Active_nodes: 5 | Time: 5.8709e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +Index: 14 | Active_nodes: 5 | Time: 5.8750e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +Index: 72 | Active_nodes: 5 | Time: 5.8789e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +Index: 99 | Active_nodes: 5 | Time: 5.8797e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +Index: 37 | Active_nodes: 5 | Time: 5.8820e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +Index: 33 | Active_nodes: 5 | Time: 5.8897e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +Index: 20 | Active_nodes: 5 | Time: 5.8913e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +Index: 96 | Active_nodes: 5 | Time: 5.8926e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +Index: 16 | Active_nodes: 5 | Time: 5.8948e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +Index: 31 | Active_nodes: 5 | Time: 5.8966e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +Index: 74 | Active_nodes: 5 | Time: 5.8979e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +Index: 75 | Active_nodes: 5 | Time: 5.9004e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +Index: 50 | Active_nodes: 5 | Time: 5.9053e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +Index: 30 | Active_nodes: 5 | Time: 5.9109e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +Index: 36 | Active_nodes: 5 | Time: 5.9132e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +Index: 51 | Active_nodes: 5 | Time: 5.9261e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +Index: 48 | Active_nodes: 5 | Time: 5.9328e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +Index: 61 | Active_nodes: 5 | Time: 5.9379e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +Index: 8 | Active_nodes: 5 | Time: 5.9454e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +Index: 28 | Active_nodes: 5 | Time: 5.9509e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +Index: 22 | Active_nodes: 5 | Time: 5.9515e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +Index: 17 | Active_nodes: 5 | Time: 5.9551e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +Index: 27 | Active_nodes: 5 | Time: 5.9558e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +Index: 26 | Active_nodes: 5 | Time: 5.9651e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +Index: 19 | Active_nodes: 5 | Time: 5.9696e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +Index: 11 | Active_nodes: 5 | Time: 5.9714e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +Index: 52 | Active_nodes: 5 | Time: 5.9714e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +Index: 23 | Active_nodes: 5 | Time: 5.9729e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +Index: 13 | Active_nodes: 5 | Time: 5.9749e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +Index: 29 | Active_nodes: 5 | Time: 5.9760e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +Index: 7 | Active_nodes: 5 | Time: 5.9803e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +Index: 21 | Active_nodes: 5 | Time: 5.9814e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +Index: 15 | Active_nodes: 5 | Time: 5.9819e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +Index: 9 | Active_nodes: 5 | Time: 5.9828e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +Index: 24 | Active_nodes: 5 | Time: 5.9843e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +Index: 25 | Active_nodes: 5 | Time: 5.9895e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +Index: 100 | Active_nodes: 5 | Time: 5.9938e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +Index: 76 | Active_nodes: 5 | Time: 5.9953e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +Index: 6 | Active_nodes: 5 | Time: 6.0149e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +Index: 4 | Active_nodes: 5 | Time: 6.0168e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +Index: 12 | Active_nodes: 5 | Time: 6.0432e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +Index: 0 | Active_nodes: 5 | Time: 6.0433e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Index: 10 | Active_nodes: 5 | Time: 6.0458e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +Index: 2 | Active_nodes: 5 | Time: 6.0639e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +Index: 1 | Active_nodes: 5 | Time: 6.0952e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +Index: 5 | Active_nodes: 5 | Time: 6.1572e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +Index: 3 | Active_nodes: 5 | Time: 6.1602e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +Index: 18 | Active_nodes: 5 | Time: 6.2413e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| + +........................... +Average time: 5.8391e-04s -........................... -Average time: 9.9840e-05s +________________________________________________________________________________________________ -4 permutations have 14 active nodes. +execution time of: 5.6262e-04s: Index: 110 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -........................... -Average time: 9.7821e-05s +execution time of: 5.6329e-04s: Index: 92 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -9 permutations have 15 active nodes. +execution time of: 5.6536e-04s: Index: 86 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -........................... -Average time: 9.8051e-05s +execution time of: 5.6567e-04s: Index: 115 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -7 permutations have 16 active nodes. +execution time of: 5.6575e-04s: Index: 118 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -........................... -Average time: 9.8944e-05s +execution time of: 5.6578e-04s: Index: 94 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -15 permutations have 17 active nodes. +execution time of: 5.6621e-04s: Index: 119 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -........................... -Average time: 9.8844e-05s +execution time of: 5.6721e-04s: Index: 116 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -13 permutations have 18 active nodes. +execution time of: 5.6750e-04s: Index: 88 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -........................... -Average time: 9.9279e-05s +execution time of: 5.6792e-04s: Index: 89 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -10 permutations have 19 active nodes. +execution time of: 5.6807e-04s: Index: 82 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -........................... -Average time: 1.0192e-04s +execution time of: 5.6848e-04s: Index: 80 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -15 permutations have 20 active nodes. +execution time of: 5.6890e-04s: Index: 112 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -........................... -Average time: 9.9127e-05s +execution time of: 5.6916e-04s: Index: 70 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -25 permutations have 21 active nodes. +execution time of: 5.6943e-04s: Index: 113 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -........................... -Average time: 9.9726e-05s +execution time of: 5.6993e-04s: Index: 91 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -9 permutations have 22 active nodes. +execution time of: 5.7046e-04s: Index: 68 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -........................... -Average time: 1.0331e-04s +execution time of: 5.7074e-04s: Index: 117 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -5 permutations have 23 active nodes. +execution time of: 5.7076e-04s: Index: 95 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -........................... -Average time: 1.0048e-04s +execution time of: 5.7112e-04s: Index: 62 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -5 permutations have 24 active nodes. +execution time of: 5.7131e-04s: Index: 108 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -........................... -Average time: 1.0173e-04s +execution time of: 5.7164e-04s: Index: 103 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -________________________________________________________________________________________________ +execution time of: 5.7181e-04s: Index: 106 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -1 permutations have 72 max nodes. +execution time of: 5.7211e-04s: Index: 104 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -........................... -Average time: 9.5876e-05s +execution time of: 5.7273e-04s: Index: 60 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -1 permutations have 73 max nodes. +execution time of: 5.7273e-04s: Index: 71 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -........................... -Average time: 9.5176e-05s +execution time of: 5.7283e-04s: Index: 64 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -3 permutations have 74 max nodes. +execution time of: 5.7316e-04s: Index: 114 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -........................... -Average time: 9.9554e-05s +execution time of: 5.7336e-04s: Index: 98 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -9 permutations have 75 max nodes. +execution time of: 5.7339e-04s: Index: 79 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -........................... -Average time: 9.8121e-05s +execution time of: 5.7343e-04s: Index: 90 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -10 permutations have 76 max nodes. +execution time of: 5.7431e-04s: Index: 67 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -........................... -Average time: 9.9412e-05s +execution time of: 5.7442e-04s: Index: 44 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -8 permutations have 77 max nodes. +execution time of: 5.7516e-04s: Index: 58 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -........................... -Average time: 9.7567e-05s +execution time of: 5.7522e-04s: Index: 66 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -13 permutations have 78 max nodes. +execution time of: 5.7535e-04s: Index: 65 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -........................... -Average time: 1.0033e-04s +execution time of: 5.7536e-04s: Index: 105 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -24 permutations have 79 max nodes. +execution time of: 5.7553e-04s: Index: 102 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -........................... -Average time: 9.9294e-05s +execution time of: 5.7553e-04s: Index: 107 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -17 permutations have 80 max nodes. +execution time of: 5.7564e-04s: Index: 111 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -........................... -Average time: 9.9960e-05s +execution time of: 5.7604e-04s: Index: 93 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -16 permutations have 81 max nodes. +execution time of: 5.7605e-04s: Index: 38 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -........................... -Average time: 1.0221e-04s +execution time of: 5.7628e-04s: Index: 40 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -12 permutations have 82 max nodes. +execution time of: 5.7649e-04s: Index: 83 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -........................... -Average time: 9.9995e-05s +execution time of: 5.7667e-04s: Index: 84 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -6 permutations have 83 max nodes. +execution time of: 5.7699e-04s: Index: 78 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -........................... -Average time: 1.0099e-04s +execution time of: 5.7790e-04s: Index: 69 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -________________________________________________________________________________________________ +execution time of: 5.7792e-04s: Index: 97 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| + +execution time of: 5.7827e-04s: Index: 55 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| + +execution time of: 5.7867e-04s: Index: 109 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| + +execution time of: 5.7877e-04s: Index: 46 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| + +execution time of: 5.7888e-04s: Index: 43 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| + +execution time of: 5.7906e-04s: Index: 81 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| + +execution time of: 5.7925e-04s: Index: 56 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| + +execution time of: 5.7941e-04s: Index: 34 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| + +execution time of: 5.7963e-04s: Index: 87 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| + +execution time of: 5.8024e-04s: Index: 35 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| + +execution time of: 5.8124e-04s: Index: 63 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| + +execution time of: 5.8208e-04s: Index: 42 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| + +execution time of: 5.8267e-04s: Index: 101 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| + +execution time of: 5.8275e-04s: Index: 59 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| + +execution time of: 5.8368e-04s: Index: 54 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| + +execution time of: 5.8370e-04s: Index: 45 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| + +execution time of: 5.8373e-04s: Index: 77 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| + +execution time of: 5.8385e-04s: Index: 32 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| + +execution time of: 5.8411e-04s: Index: 73 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| + +execution time of: 5.8463e-04s: Index: 41 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| + +execution time of: 5.8564e-04s: Index: 47 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| + +execution time of: 5.8622e-04s: Index: 53 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| + +execution time of: 5.8623e-04s: Index: 57 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| + +execution time of: 5.8624e-04s: Index: 85 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| + +execution time of: 5.8625e-04s: Index: 49 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| + +execution time of: 5.8709e-04s: Index: 39 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| + +execution time of: 5.8750e-04s: Index: 14 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| + +execution time of: 5.8789e-04s: Index: 72 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| + +execution time of: 5.8797e-04s: Index: 99 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| + +execution time of: 5.8820e-04s: Index: 37 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| + +execution time of: 5.8897e-04s: Index: 33 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| + +execution time of: 5.8913e-04s: Index: 20 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| + +execution time of: 5.8926e-04s: Index: 96 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| + +execution time of: 5.8948e-04s: Index: 16 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| + +execution time of: 5.8966e-04s: Index: 31 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| + +execution time of: 5.8979e-04s: Index: 74 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| + +execution time of: 5.9004e-04s: Index: 75 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| + +execution time of: 5.9053e-04s: Index: 50 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| + +execution time of: 5.9109e-04s: Index: 30 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| + +execution time of: 5.9132e-04s: Index: 36 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| + +execution time of: 5.9261e-04s: Index: 51 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| + +execution time of: 5.9328e-04s: Index: 48 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| + +execution time of: 5.9379e-04s: Index: 61 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| + +execution time of: 5.9454e-04s: Index: 8 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| + +execution time of: 5.9509e-04s: Index: 28 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| + +execution time of: 5.9515e-04s: Index: 22 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| + +execution time of: 5.9551e-04s: Index: 17 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| + +execution time of: 5.9558e-04s: Index: 27 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| + +execution time of: 5.9651e-04s: Index: 26 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| + +execution time of: 5.9696e-04s: Index: 19 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| + +execution time of: 5.9714e-04s: Index: 11 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| + +execution time of: 5.9714e-04s: Index: 52 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| + +execution time of: 5.9729e-04s: Index: 23 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| + +execution time of: 5.9749e-04s: Index: 13 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| + +execution time of: 5.9760e-04s: Index: 29 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| + +execution time of: 5.9803e-04s: Index: 7 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| + +execution time of: 5.9814e-04s: Index: 21 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| + +execution time of: 5.9819e-04s: Index: 15 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| + +execution time of: 5.9828e-04s: Index: 9 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| + +execution time of: 5.9843e-04s: Index: 24 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| + +execution time of: 5.9895e-04s: Index: 25 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| + +execution time of: 5.9938e-04s: Index: 100 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| + +execution time of: 5.9953e-04s: Index: 76 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| + +execution time of: 6.0149e-04s: Index: 6 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| + +execution time of: 6.0168e-04s: Index: 4 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| + +execution time of: 6.0432e-04s: Index: 12 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| + +execution time of: 6.0433e-04s: Index: 0 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| + +execution time of: 6.0458e-04s: Index: 10 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| + +execution time of: 6.0639e-04s: Index: 2 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| + +execution time of: 6.0952e-04s: Index: 1 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| + +execution time of: 6.1572e-04s: Index: 5 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| + +execution time of: 6.1602e-04s: Index: 3 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| + +execution time of: 6.2413e-04s: Index: 18 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -execution time of: 9.3006e-05s: Index: 94 | Max_nodes: 79 | Active_nodes: 17 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -execution time of: 9.3506e-05s: Index: 78 | Max_nodes: 75 | Active_nodes: 14 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -execution time of: 9.3939e-05s: Index: 91 | Max_nodes: 74 | Active_nodes: 17 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -execution time of: 9.4286e-05s: Index: 118 | Max_nodes: 78 | Active_nodes: 18 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -execution time of: 9.4456e-05s: Index: 115 | Max_nodes: 77 | Active_nodes: 15 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -execution time of: 9.4544e-05s: Index: 106 | Max_nodes: 77 | Active_nodes: 15 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -execution time of: 9.4826e-05s: Index: 86 | Max_nodes: 80 | Active_nodes: 18 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -execution time of: 9.5176e-05s: Index: 108 | Max_nodes: 73 | Active_nodes: 15 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -execution time of: 9.5229e-05s: Index: 116 | Max_nodes: 77 | Active_nodes: 17 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -execution time of: 9.5324e-05s: Index: 112 | Max_nodes: 83 | Active_nodes: 21 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -execution time of: 9.5411e-05s: Index: 88 | Max_nodes: 76 | Active_nodes: 16 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -execution time of: 9.5551e-05s: Index: 111 | Max_nodes: 79 | Active_nodes: 19 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -execution time of: 9.5649e-05s: Index: 119 | Max_nodes: 80 | Active_nodes: 21 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -execution time of: 9.5866e-05s: Index: 105 | Max_nodes: 77 | Active_nodes: 15 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -execution time of: 9.5876e-05s: Index: 71 | Max_nodes: 72 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -execution time of: 9.6036e-05s: Index: 104 | Max_nodes: 79 | Active_nodes: 20 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -execution time of: 9.6526e-05s: Index: 68 | Max_nodes: 79 | Active_nodes: 18 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -execution time of: 9.6569e-05s: Index: 69 | Max_nodes: 76 | Active_nodes: 17 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -execution time of: 9.6593e-05s: Index: 96 | Max_nodes: 82 | Active_nodes: 20 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -execution time of: 9.6596e-05s: Index: 93 | Max_nodes: 75 | Active_nodes: 16 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -execution time of: 9.6706e-05s: Index: 95 | Max_nodes: 80 | Active_nodes: 21 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -execution time of: 9.6739e-05s: Index: 101 | Max_nodes: 76 | Active_nodes: 14 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -execution time of: 9.6761e-05s: Index: 33 | Max_nodes: 78 | Active_nodes: 17 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -execution time of: 9.6834e-05s: Index: 110 | Max_nodes: 75 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -execution time of: 9.6866e-05s: Index: 84 | Max_nodes: 79 | Active_nodes: 21 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -execution time of: 9.6969e-05s: Index: 85 | Max_nodes: 81 | Active_nodes: 20 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -execution time of: 9.7176e-05s: Index: 109 | Max_nodes: 79 | Active_nodes: 21 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -execution time of: 9.7289e-05s: Index: 102 | Max_nodes: 79 | Active_nodes: 18 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -execution time of: 9.7323e-05s: Index: 54 | Max_nodes: 75 | Active_nodes: 16 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -execution time of: 9.7364e-05s: Index: 113 | Max_nodes: 80 | Active_nodes: 22 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -execution time of: 9.7391e-05s: Index: 92 | Max_nodes: 80 | Active_nodes: 20 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -execution time of: 9.7449e-05s: Index: 89 | Max_nodes: 77 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -execution time of: 9.7624e-05s: Index: 55 | Max_nodes: 79 | Active_nodes: 17 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -execution time of: 9.7721e-05s: Index: 64 | Max_nodes: 79 | Active_nodes: 21 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -execution time of: 9.7766e-05s: Index: 99 | Max_nodes: 79 | Active_nodes: 20 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -execution time of: 9.8111e-05s: Index: 80 | Max_nodes: 82 | Active_nodes: 21 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -execution time of: 9.8261e-05s: Index: 98 | Max_nodes: 82 | Active_nodes: 21 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -execution time of: 9.8296e-05s: Index: 56 | Max_nodes: 81 | Active_nodes: 20 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -execution time of: 9.8356e-05s: Index: 62 | Max_nodes: 79 | Active_nodes: 21 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -execution time of: 9.8401e-05s: Index: 37 | Max_nodes: 76 | Active_nodes: 18 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -execution time of: 9.8566e-05s: Index: 50 | Max_nodes: 78 | Active_nodes: 18 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -execution time of: 9.8574e-05s: Index: 114 | Max_nodes: 82 | Active_nodes: 24 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -execution time of: 9.8741e-05s: Index: 44 | Max_nodes: 81 | Active_nodes: 20 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -execution time of: 9.8801e-05s: Index: 29 | Max_nodes: 76 | Active_nodes: 17 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -execution time of: 9.8871e-05s: Index: 73 | Max_nodes: 77 | Active_nodes: 18 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -execution time of: 9.8929e-05s: Index: 24 | Max_nodes: 79 | Active_nodes: 19 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -execution time of: 9.9041e-05s: Index: 58 | Max_nodes: 80 | Active_nodes: 20 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -execution time of: 9.9046e-05s: Index: 48 | Max_nodes: 76 | Active_nodes: 19 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -execution time of: 9.9146e-05s: Index: 90 | Max_nodes: 80 | Active_nodes: 19 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -execution time of: 9.9164e-05s: Index: 26 | Max_nodes: 75 | Active_nodes: 14 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -execution time of: 9.9246e-05s: Index: 45 | Max_nodes: 78 | Active_nodes: 20 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -execution time of: 9.9264e-05s: Index: 81 | Max_nodes: 78 | Active_nodes: 17 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -execution time of: 9.9274e-05s: Index: 38 | Max_nodes: 82 | Active_nodes: 23 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -execution time of: 9.9299e-05s: Index: 61 | Max_nodes: 82 | Active_nodes: 22 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -execution time of: 9.9429e-05s: Index: 34 | Max_nodes: 75 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -execution time of: 9.9519e-05s: Index: 67 | Max_nodes: 80 | Active_nodes: 22 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -execution time of: 9.9636e-05s: Index: 70 | Max_nodes: 79 | Active_nodes: 20 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -execution time of: 9.9651e-05s: Index: 25 | Max_nodes: 82 | Active_nodes: 22 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -execution time of: 9.9749e-05s: Index: 30 | Max_nodes: 82 | Active_nodes: 23 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -execution time of: 9.9766e-05s: Index: 79 | Max_nodes: 83 | Active_nodes: 24 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -execution time of: 9.9769e-05s: Index: 59 | Max_nodes: 79 | Active_nodes: 21 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -execution time of: 9.9796e-05s: Index: 40 | Max_nodes: 83 | Active_nodes: 24 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -execution time of: 9.9839e-05s: Index: 66 | Max_nodes: 78 | Active_nodes: 16 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -execution time of: 9.9841e-05s: Index: 74 | Max_nodes: 81 | Active_nodes: 20 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -execution time of: 9.9929e-05s: Index: 27 | Max_nodes: 82 | Active_nodes: 21 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -execution time of: 1.0025e-04s: Index: 65 | Max_nodes: 81 | Active_nodes: 21 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -execution time of: 1.0026e-04s: Index: 87 | Max_nodes: 78 | Active_nodes: 21 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -execution time of: 1.0026e-04s: Index: 57 | Max_nodes: 79 | Active_nodes: 17 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -execution time of: 1.0027e-04s: Index: 72 | Max_nodes: 81 | Active_nodes: 23 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -execution time of: 1.0028e-04s: Index: 82 | Max_nodes: 79 | Active_nodes: 21 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -execution time of: 1.0036e-04s: Index: 75 | Max_nodes: 79 | Active_nodes: 18 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -execution time of: 1.0048e-04s: Index: 4 | Max_nodes: 80 | Active_nodes: 18 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -execution time of: 1.0052e-04s: Index: 41 | Max_nodes: 76 | Active_nodes: 16 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -execution time of: 1.0054e-04s: Index: 22 | Max_nodes: 83 | Active_nodes: 23 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -execution time of: 1.0064e-04s: Index: 52 | Max_nodes: 81 | Active_nodes: 21 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -execution time of: 1.0067e-04s: Index: 32 | Max_nodes: 80 | Active_nodes: 21 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -execution time of: 1.0070e-04s: Index: 60 | Max_nodes: 80 | Active_nodes: 21 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -execution time of: 1.0073e-04s: Index: 16 | Max_nodes: 76 | Active_nodes: 17 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -execution time of: 1.0074e-04s: Index: 31 | Max_nodes: 80 | Active_nodes: 22 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -execution time of: 1.0075e-04s: Index: 103 | Max_nodes: 79 | Active_nodes: 21 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -execution time of: 1.0085e-04s: Index: 6 | Max_nodes: 79 | Active_nodes: 19 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -execution time of: 1.0102e-04s: Index: 15 | Max_nodes: 78 | Active_nodes: 20 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -execution time of: 1.0121e-04s: Index: 46 | Max_nodes: 78 | Active_nodes: 16 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -execution time of: 1.0131e-04s: Index: 100 | Max_nodes: 77 | Active_nodes: 15 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -execution time of: 1.0135e-04s: Index: 43 | Max_nodes: 81 | Active_nodes: 21 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -execution time of: 1.0138e-04s: Index: 28 | Max_nodes: 79 | Active_nodes: 17 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -execution time of: 1.0143e-04s: Index: 51 | Max_nodes: 75 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -execution time of: 1.0148e-04s: Index: 35 | Max_nodes: 79 | Active_nodes: 17 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -execution time of: 1.0168e-04s: Index: 117 | Max_nodes: 80 | Active_nodes: 22 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -execution time of: 1.0170e-04s: Index: 39 | Max_nodes: 76 | Active_nodes: 16 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -execution time of: 1.0177e-04s: Index: 42 | Max_nodes: 83 | Active_nodes: 24 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -execution time of: 1.0188e-04s: Index: 5 | Max_nodes: 74 | Active_nodes: 14 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -execution time of: 1.0189e-04s: Index: 63 | Max_nodes: 80 | Active_nodes: 21 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -execution time of: 1.0192e-04s: Index: 107 | Max_nodes: 82 | Active_nodes: 20 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -execution time of: 1.0197e-04s: Index: 76 | Max_nodes: 78 | Active_nodes: 18 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -execution time of: 1.0214e-04s: Index: 1 | Max_nodes: 78 | Active_nodes: 19 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -execution time of: 1.0218e-04s: Index: 14 | Max_nodes: 81 | Active_nodes: 20 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -execution time of: 1.0222e-04s: Index: 12 | Max_nodes: 82 | Active_nodes: 20 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -execution time of: 1.0237e-04s: Index: 23 | Max_nodes: 79 | Active_nodes: 17 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -execution time of: 1.0259e-04s: Index: 36 | Max_nodes: 81 | Active_nodes: 23 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -execution time of: 1.0264e-04s: Index: 10 | Max_nodes: 80 | Active_nodes: 21 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -execution time of: 1.0281e-04s: Index: 0 | Max_nodes: 77 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -execution time of: 1.0281e-04s: Index: 3 | Max_nodes: 81 | Active_nodes: 22 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -execution time of: 1.0285e-04s: Index: 17 | Max_nodes: 74 | Active_nodes: 13 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -execution time of: 1.0300e-04s: Index: 77 | Max_nodes: 81 | Active_nodes: 21 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -execution time of: 1.0326e-04s: Index: 18 | Max_nodes: 79 | Active_nodes: 18 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -execution time of: 1.0359e-04s: Index: 8 | Max_nodes: 78 | Active_nodes: 19 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -execution time of: 1.0400e-04s: Index: 9 | Max_nodes: 81 | Active_nodes: 19 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -execution time of: 1.0484e-04s: Index: 21 | Max_nodes: 80 | Active_nodes: 21 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -execution time of: 1.0603e-04s: Index: 20 | Max_nodes: 80 | Active_nodes: 18 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -execution time of: 1.0614e-04s: Index: 19 | Max_nodes: 78 | Active_nodes: 19 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -execution time of: 1.0620e-04s: Index: 49 | Max_nodes: 76 | Active_nodes: 17 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -execution time of: 1.0635e-04s: Index: 13 | Max_nodes: 82 | Active_nodes: 22 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -execution time of: 1.0873e-04s: Index: 2 | Max_nodes: 83 | Active_nodes: 24 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -execution time of: 1.0982e-04s: Index: 7 | Max_nodes: 79 | Active_nodes: 19 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -execution time of: 1.2235e-04s: Index: 11 | Max_nodes: 81 | Active_nodes: 22 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| ________________________________________________________________________________________________ Start Simulation of portfolioqaoa_indep_qiskit_6__________________________________________________ @@ -654,889 +908,2907 @@ Start Simulation of portfolioqaoa_indep_qiskit_6________________________________ 83:...|...|...|...|...|..11 .o:...0...1...2...3...4...5 Total Permutations: 720 -Min time: 2.0003e-04s................. Permutation 716: 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Max time: 4.2445e-04s................. Permutation 233: 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Min active nodes: 12 nodes.................... Permutation 330: 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Min max nodes: 137 nodes.................... Permutation 330: 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Max active nodes: 30 nodes.................... Permutation 21 : 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Max max nodes: 152 nodes.................... Permutation 21 : 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +Min time: 1.1005e-03s................. Permutation 590: 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +Max time: 1.2345e-03s................. Permutation 24 : 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +Min active nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Min max nodes: 126 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Max active nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Max max nodes: 126 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| ________________________________________________________________________________________________ -1 permutations have 12 active nodes. +720 permutations have 6 active nodes. +Index: 590 | Max_nodes: 126 | Time: 1.1005e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +Index: 714 | Max_nodes: 126 | Time: 1.1016e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +Index: 690 | Max_nodes: 126 | Time: 1.1024e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| +Index: 686 | Max_nodes: 126 | Time: 1.1031e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +Index: 680 | Max_nodes: 126 | Time: 1.1035e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| +Index: 710 | Max_nodes: 126 | Time: 1.1045e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +Index: 660 | Max_nodes: 126 | Time: 1.1051e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| +Index: 574 | Max_nodes: 126 | Time: 1.1059e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +Index: 706 | Max_nodes: 126 | Time: 1.1068e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| +Index: 476 | Max_nodes: 126 | Time: 1.1070e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +Index: 588 | Max_nodes: 126 | Time: 1.1071e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| +Index: 470 | Max_nodes: 126 | Time: 1.1074e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +Index: 702 | Max_nodes: 126 | Time: 1.1077e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| +Index: 548 | Max_nodes: 126 | Time: 1.1078e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| +Index: 564 | Max_nodes: 126 | Time: 1.1079e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +Index: 674 | Max_nodes: 126 | Time: 1.1085e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| +Index: 572 | Max_nodes: 126 | Time: 1.1091e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| +Index: 666 | Max_nodes: 126 | Time: 1.1093e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| +Index: 594 | Max_nodes: 126 | Time: 1.1097e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +Index: 454 | Max_nodes: 126 | Time: 1.1098e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +Index: 716 | Max_nodes: 126 | Time: 1.1101e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +Index: 542 | Max_nodes: 126 | Time: 1.1101e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| +Index: 586 | Max_nodes: 126 | Time: 1.1101e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| +Index: 446 | Max_nodes: 126 | Time: 1.1102e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +Index: 704 | Max_nodes: 126 | Time: 1.1104e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +Index: 668 | Max_nodes: 126 | Time: 1.1106e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| +Index: 468 | Max_nodes: 126 | Time: 1.1107e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| +Index: 692 | Max_nodes: 126 | Time: 1.1108e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +Index: 560 | Max_nodes: 126 | Time: 1.1109e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| +Index: 568 | Max_nodes: 126 | Time: 1.1113e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| +Index: 428 | Max_nodes: 126 | Time: 1.1115e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| +Index: 718 | Max_nodes: 126 | Time: 1.1118e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +Index: 638 | Max_nodes: 126 | Time: 1.1119e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| +Index: 464 | Max_nodes: 126 | Time: 1.1121e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| +Index: 541 | Max_nodes: 126 | Time: 1.1125e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| +Index: 694 | Max_nodes: 126 | Time: 1.1130e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +Index: 678 | Max_nodes: 126 | Time: 1.1130e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| +Index: 538 | Max_nodes: 126 | Time: 1.1138e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| +Index: 444 | Max_nodes: 126 | Time: 1.1138e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +Index: 698 | Max_nodes: 126 | Time: 1.1139e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| +Index: 640 | Max_nodes: 126 | Time: 1.1141e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| +Index: 452 | Max_nodes: 126 | Time: 1.1142e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| +Index: 712 | Max_nodes: 126 | Time: 1.1144e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +Index: 562 | Max_nodes: 126 | Time: 1.1144e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| +Index: 584 | Max_nodes: 126 | Time: 1.1144e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +Index: 682 | Max_nodes: 126 | Time: 1.1146e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| +Index: 708 | Max_nodes: 126 | Time: 1.1146e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| +Index: 664 | Max_nodes: 126 | Time: 1.1148e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| +Index: 478 | Max_nodes: 126 | Time: 1.1148e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +Index: 596 | Max_nodes: 126 | Time: 1.1152e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +Index: 697 | Max_nodes: 126 | Time: 1.1152e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| +Index: 592 | Max_nodes: 126 | Time: 1.1156e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +Index: 688 | Max_nodes: 126 | Time: 1.1156e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| +Index: 474 | Max_nodes: 126 | Time: 1.1156e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| +Index: 439 | Max_nodes: 126 | Time: 1.1156e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2| +Index: 544 | Max_nodes: 126 | Time: 1.1157e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| +Index: 550 | Max_nodes: 126 | Time: 1.1160e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| +Index: 302 | Max_nodes: 126 | Time: 1.1160e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| +Index: 662 | Max_nodes: 126 | Time: 1.1163e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| +Index: 566 | Max_nodes: 126 | Time: 1.1164e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +Index: 578 | Max_nodes: 126 | Time: 1.1164e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| +Index: 679 | Max_nodes: 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1.1912e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| +Index: 48 | Max_nodes: 126 | Time: 1.1912e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +Index: 64 | Max_nodes: 126 | Time: 1.1913e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| +Index: 77 | Max_nodes: 126 | Time: 1.1921e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| +Index: 36 | Max_nodes: 126 | Time: 1.1925e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +Index: 122 | Max_nodes: 126 | Time: 1.1926e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 113 | Max_nodes: 126 | Time: 1.1928e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| +Index: 72 | Max_nodes: 126 | Time: 1.1929e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +Index: 65 | Max_nodes: 126 | Time: 1.1930e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| +Index: 95 | Max_nodes: 126 | Time: 1.1932e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| +Index: 106 | Max_nodes: 126 | Time: 1.1932e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| +Index: 43 | Max_nodes: 126 | Time: 1.1934e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| +Index: 101 | Max_nodes: 126 | Time: 1.1936e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| +Index: 142 | Max_nodes: 126 | Time: 1.1936e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +Index: 129 | Max_nodes: 126 | Time: 1.1937e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +Index: 105 | Max_nodes: 126 | Time: 1.1939e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| +Index: 112 | Max_nodes: 126 | Time: 1.1939e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| +Index: 141 | Max_nodes: 126 | Time: 1.1942e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +Index: 136 | Max_nodes: 126 | Time: 1.1952e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +Index: 59 | Max_nodes: 126 | Time: 1.1954e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| +Index: 69 | Max_nodes: 126 | Time: 1.1954e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| +Index: 17 | Max_nodes: 126 | Time: 1.1956e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +Index: 53 | Max_nodes: 126 | Time: 1.1958e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +Index: 131 | Max_nodes: 126 | Time: 1.1960e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +Index: 34 | Max_nodes: 126 | Time: 1.1960e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| +Index: 127 | Max_nodes: 126 | Time: 1.1961e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +Index: 97 | Max_nodes: 126 | Time: 1.1961e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| +Index: 45 | Max_nodes: 126 | Time: 1.1965e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| +Index: 117 | Max_nodes: 126 | Time: 1.1966e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| +Index: 99 | Max_nodes: 126 | Time: 1.1967e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| +Index: 50 | Max_nodes: 126 | Time: 1.1972e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| +Index: 161 | Max_nodes: 126 | Time: 1.1974e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| +Index: 22 | Max_nodes: 126 | Time: 1.1976e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +Index: 47 | Max_nodes: 126 | Time: 1.1976e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| +Index: 9 | Max_nodes: 126 | Time: 1.1982e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +Index: 55 | Max_nodes: 126 | Time: 1.1982e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| +Index: 139 | Max_nodes: 126 | Time: 1.1990e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +Index: 130 | Max_nodes: 126 | Time: 1.1991e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +Index: 119 | Max_nodes: 126 | Time: 1.1994e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| +Index: 107 | Max_nodes: 126 | Time: 1.2003e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| +Index: 54 | Max_nodes: 126 | Time: 1.2010e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +Index: 81 | Max_nodes: 126 | Time: 1.2010e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| +Index: 8 | Max_nodes: 126 | Time: 1.2015e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +Index: 16 | Max_nodes: 126 | Time: 1.2018e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +Index: 128 | Max_nodes: 126 | Time: 1.2018e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +Index: 15 | Max_nodes: 126 | Time: 1.2026e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +Index: 21 | Max_nodes: 126 | Time: 1.2029e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +Index: 0 | Max_nodes: 126 | Time: 1.2036e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Index: 57 | Max_nodes: 126 | Time: 1.2038e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| +Index: 133 | Max_nodes: 126 | Time: 1.2042e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +Index: 30 | Max_nodes: 126 | Time: 1.2050e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +Index: 28 | Max_nodes: 126 | Time: 1.2057e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +Index: 51 | Max_nodes: 126 | Time: 1.2061e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +Index: 32 | Max_nodes: 126 | Time: 1.2061e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +Index: 52 | Max_nodes: 126 | Time: 1.2062e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| +Index: 1 | Max_nodes: 126 | Time: 1.2068e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Index: 14 | Max_nodes: 126 | Time: 1.2072e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +Index: 29 | Max_nodes: 126 | Time: 1.2072e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +Index: 35 | Max_nodes: 126 | Time: 1.2086e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| +Index: 13 | Max_nodes: 126 | Time: 1.2096e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +Index: 37 | Max_nodes: 126 | Time: 1.2096e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| +Index: 2 | Max_nodes: 126 | Time: 1.2097e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 33 | Max_nodes: 126 | Time: 1.2109e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +Index: 39 | Max_nodes: 126 | Time: 1.2116e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +Index: 121 | Max_nodes: 126 | Time: 1.2120e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Index: 26 | Max_nodes: 126 | Time: 1.2123e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +Index: 49 | Max_nodes: 126 | Time: 1.2123e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +Index: 11 | Max_nodes: 126 | Time: 1.2130e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +Index: 41 | Max_nodes: 126 | Time: 1.2132e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| +Index: 25 | Max_nodes: 126 | Time: 1.2143e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +Index: 19 | Max_nodes: 126 | Time: 1.2145e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +Index: 12 | Max_nodes: 126 | Time: 1.2160e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +Index: 27 | Max_nodes: 126 | Time: 1.2169e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +Index: 18 | Max_nodes: 126 | Time: 1.2170e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +Index: 6 | Max_nodes: 126 | Time: 1.2175e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Index: 5 | Max_nodes: 126 | Time: 1.2189e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +Index: 10 | Max_nodes: 126 | Time: 1.2197e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +Index: 125 | Max_nodes: 126 | Time: 1.2198e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +Index: 4 | Max_nodes: 126 | Time: 1.2211e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +Index: 3 | Max_nodes: 126 | Time: 1.2229e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +Index: 20 | Max_nodes: 126 | Time: 1.2230e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +Index: 23 | Max_nodes: 126 | Time: 1.2237e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +Index: 31 | Max_nodes: 126 | Time: 1.2315e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| +Index: 7 | Max_nodes: 126 | Time: 1.2327e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +Index: 24 | Max_nodes: 126 | Time: 1.2345e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| + +........................... +Average time: 1.1526e-03s -........................... -Average time: 2.0707e-04s +________________________________________________________________________________________________ -1 permutations have 13 active nodes. +720 permutations have 126 max nodes. +Index: 590 | Active_nodes: 6 | Time: 1.1005e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +Index: 714 | Active_nodes: 6 | Time: 1.1016e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +Index: 690 | Active_nodes: 6 | Time: 1.1024e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| +Index: 686 | Active_nodes: 6 | Time: 1.1031e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +Index: 680 | Active_nodes: 6 | Time: 1.1035e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| +Index: 710 | Active_nodes: 6 | Time: 1.1045e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +Index: 660 | Active_nodes: 6 | Time: 1.1051e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| +Index: 574 | Active_nodes: 6 | Time: 1.1059e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +Index: 706 | Active_nodes: 6 | Time: 1.1068e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| +Index: 476 | Active_nodes: 6 | Time: 1.1070e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +Index: 588 | Active_nodes: 6 | Time: 1.1071e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| +Index: 470 | Active_nodes: 6 | Time: 1.1074e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +Index: 702 | Active_nodes: 6 | Time: 1.1077e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| +Index: 548 | Active_nodes: 6 | Time: 1.1078e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| +Index: 564 | Active_nodes: 6 | Time: 1.1079e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +Index: 674 | Active_nodes: 6 | Time: 1.1085e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| +Index: 572 | Active_nodes: 6 | Time: 1.1091e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| +Index: 666 | Active_nodes: 6 | Time: 1.1093e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| +Index: 594 | Active_nodes: 6 | Time: 1.1097e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +Index: 454 | Active_nodes: 6 | Time: 1.1098e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +Index: 716 | Active_nodes: 6 | Time: 1.1101e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +Index: 542 | Active_nodes: 6 | Time: 1.1101e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| +Index: 586 | Active_nodes: 6 | Time: 1.1101e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| +Index: 446 | Active_nodes: 6 | Time: 1.1102e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +Index: 704 | Active_nodes: 6 | Time: 1.1104e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +Index: 668 | Active_nodes: 6 | Time: 1.1106e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| +Index: 468 | Active_nodes: 6 | Time: 1.1107e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| +Index: 692 | Active_nodes: 6 | Time: 1.1108e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +Index: 560 | Active_nodes: 6 | Time: 1.1109e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| +Index: 568 | Active_nodes: 6 | Time: 1.1113e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| +Index: 428 | Active_nodes: 6 | Time: 1.1115e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| +Index: 718 | Active_nodes: 6 | Time: 1.1118e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +Index: 638 | Active_nodes: 6 | Time: 1.1119e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| +Index: 464 | Active_nodes: 6 | Time: 1.1121e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| +Index: 541 | Active_nodes: 6 | Time: 1.1125e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| +Index: 694 | Active_nodes: 6 | Time: 1.1130e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +Index: 678 | Active_nodes: 6 | Time: 1.1130e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| +Index: 538 | Active_nodes: 6 | Time: 1.1138e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| +Index: 444 | Active_nodes: 6 | Time: 1.1138e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +Index: 698 | Active_nodes: 6 | Time: 1.1139e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| +Index: 640 | Active_nodes: 6 | Time: 1.1141e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| +Index: 452 | Active_nodes: 6 | Time: 1.1142e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| +Index: 712 | Active_nodes: 6 | Time: 1.1144e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +Index: 562 | Active_nodes: 6 | Time: 1.1144e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| +Index: 584 | Active_nodes: 6 | Time: 1.1144e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +Index: 682 | Active_nodes: 6 | Time: 1.1146e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| +Index: 708 | Active_nodes: 6 | Time: 1.1146e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| +Index: 664 | Active_nodes: 6 | Time: 1.1148e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| +Index: 478 | Active_nodes: 6 | Time: 1.1148e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +Index: 596 | Active_nodes: 6 | Time: 1.1152e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +Index: 697 | Active_nodes: 6 | Time: 1.1152e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| +Index: 592 | Active_nodes: 6 | Time: 1.1156e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +Index: 688 | Active_nodes: 6 | Time: 1.1156e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| +Index: 474 | Active_nodes: 6 | Time: 1.1156e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| +Index: 439 | Active_nodes: 6 | Time: 1.1156e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2| +Index: 544 | Active_nodes: 6 | Time: 1.1157e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| +Index: 550 | Active_nodes: 6 | Time: 1.1160e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| +Index: 302 | Active_nodes: 6 | Time: 1.1160e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| +Index: 662 | Active_nodes: 6 | Time: 1.1163e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| +Index: 566 | Active_nodes: 6 | Time: 1.1164e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +Index: 578 | Active_nodes: 6 | Time: 1.1164e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| +Index: 679 | Active_nodes: 6 | Time: 1.1164e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| +Index: 598 | Active_nodes: 6 | Time: 1.1166e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +Index: 440 | Active_nodes: 6 | Time: 1.1167e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| +Index: 546 | Active_nodes: 6 | Time: 1.1168e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| +Index: 570 | Active_nodes: 6 | Time: 1.1169e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| +Index: 709 | Active_nodes: 6 | Time: 1.1170e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| +Index: 576 | Active_nodes: 6 | Time: 1.1171e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| +Index: 438 | Active_nodes: 6 | Time: 1.1172e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| +Index: 462 | Active_nodes: 6 | Time: 1.1176e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 4| +Index: 457 | Active_nodes: 6 | Time: 1.1179e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| +Index: 448 | Active_nodes: 6 | Time: 1.1180e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| +Index: 356 | Active_nodes: 6 | Time: 1.1180e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| +Index: 654 | Active_nodes: 6 | Time: 1.1180e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4| +Index: 450 | Active_nodes: 6 | Time: 1.1182e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| +Index: 646 | Active_nodes: 6 | Time: 1.1183e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| +Index: 589 | Active_nodes: 6 | Time: 1.1187e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| +Index: 582 | Active_nodes: 6 | Time: 1.1187e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3| +Index: 685 | Active_nodes: 6 | Time: 1.1187e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| +Index: 636 | Active_nodes: 6 | Time: 1.1188e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| +Index: 536 | Active_nodes: 6 | Time: 1.1189e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| +Index: 696 | Active_nodes: 6 | Time: 1.1192e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 3| +Index: 418 | 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-> 3|3 -> 4|4 -> 5|5 -> 2| +Index: 105 | Active_nodes: 6 | Time: 1.1939e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| +Index: 112 | Active_nodes: 6 | Time: 1.1939e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| +Index: 141 | Active_nodes: 6 | Time: 1.1942e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +Index: 136 | Active_nodes: 6 | Time: 1.1952e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +Index: 59 | Active_nodes: 6 | Time: 1.1954e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| +Index: 69 | Active_nodes: 6 | Time: 1.1954e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| +Index: 17 | Active_nodes: 6 | Time: 1.1956e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +Index: 53 | Active_nodes: 6 | Time: 1.1958e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +Index: 131 | Active_nodes: 6 | Time: 1.1960e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +Index: 34 | Active_nodes: 6 | Time: 1.1960e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| +Index: 127 | Active_nodes: 6 | Time: 1.1961e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +Index: 97 | Active_nodes: 6 | Time: 1.1961e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| +Index: 45 | Active_nodes: 6 | Time: 1.1965e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| +Index: 117 | Active_nodes: 6 | Time: 1.1966e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| +Index: 99 | Active_nodes: 6 | Time: 1.1967e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| +Index: 50 | Active_nodes: 6 | Time: 1.1972e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| +Index: 161 | Active_nodes: 6 | Time: 1.1974e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| +Index: 22 | Active_nodes: 6 | Time: 1.1976e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +Index: 47 | Active_nodes: 6 | Time: 1.1976e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| +Index: 9 | Active_nodes: 6 | Time: 1.1982e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +Index: 55 | Active_nodes: 6 | Time: 1.1982e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| +Index: 139 | Active_nodes: 6 | Time: 1.1990e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +Index: 130 | Active_nodes: 6 | Time: 1.1991e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +Index: 119 | Active_nodes: 6 | Time: 1.1994e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| +Index: 107 | Active_nodes: 6 | Time: 1.2003e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| +Index: 54 | Active_nodes: 6 | Time: 1.2010e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +Index: 81 | Active_nodes: 6 | Time: 1.2010e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| +Index: 8 | Active_nodes: 6 | Time: 1.2015e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +Index: 16 | Active_nodes: 6 | Time: 1.2018e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +Index: 128 | Active_nodes: 6 | Time: 1.2018e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +Index: 15 | Active_nodes: 6 | Time: 1.2026e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +Index: 21 | Active_nodes: 6 | Time: 1.2029e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +Index: 0 | Active_nodes: 6 | Time: 1.2036e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Index: 57 | Active_nodes: 6 | Time: 1.2038e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| +Index: 133 | Active_nodes: 6 | Time: 1.2042e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +Index: 30 | Active_nodes: 6 | Time: 1.2050e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +Index: 28 | Active_nodes: 6 | Time: 1.2057e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +Index: 51 | Active_nodes: 6 | Time: 1.2061e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +Index: 32 | Active_nodes: 6 | Time: 1.2061e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +Index: 52 | Active_nodes: 6 | Time: 1.2062e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| +Index: 1 | Active_nodes: 6 | Time: 1.2068e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Index: 14 | Active_nodes: 6 | Time: 1.2072e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +Index: 29 | Active_nodes: 6 | Time: 1.2072e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +Index: 35 | Active_nodes: 6 | Time: 1.2086e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| +Index: 13 | Active_nodes: 6 | Time: 1.2096e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +Index: 37 | Active_nodes: 6 | Time: 1.2096e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| +Index: 2 | Active_nodes: 6 | Time: 1.2097e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 33 | Active_nodes: 6 | Time: 1.2109e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +Index: 39 | Active_nodes: 6 | Time: 1.2116e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +Index: 121 | Active_nodes: 6 | Time: 1.2120e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Index: 26 | Active_nodes: 6 | Time: 1.2123e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +Index: 49 | Active_nodes: 6 | Time: 1.2123e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +Index: 11 | Active_nodes: 6 | Time: 1.2130e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +Index: 41 | Active_nodes: 6 | Time: 1.2132e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| +Index: 25 | Active_nodes: 6 | Time: 1.2143e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +Index: 19 | Active_nodes: 6 | Time: 1.2145e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +Index: 12 | Active_nodes: 6 | Time: 1.2160e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +Index: 27 | Active_nodes: 6 | Time: 1.2169e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +Index: 18 | Active_nodes: 6 | Time: 1.2170e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +Index: 6 | Active_nodes: 6 | Time: 1.2175e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Index: 5 | Active_nodes: 6 | Time: 1.2189e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +Index: 10 | Active_nodes: 6 | Time: 1.2197e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +Index: 125 | Active_nodes: 6 | Time: 1.2198e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +Index: 4 | Active_nodes: 6 | Time: 1.2211e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +Index: 3 | Active_nodes: 6 | Time: 1.2229e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +Index: 20 | Active_nodes: 6 | Time: 1.2230e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +Index: 23 | Active_nodes: 6 | Time: 1.2237e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +Index: 31 | Active_nodes: 6 | Time: 1.2315e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| +Index: 7 | Active_nodes: 6 | Time: 1.2327e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +Index: 24 | Active_nodes: 6 | Time: 1.2345e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| + +........................... +Average time: 1.1526e-03s -........................... -Average time: 2.0919e-04s +________________________________________________________________________________________________ -2 permutations have 15 active nodes. +execution time of: 1.1005e-03s: Index: 590 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -........................... -Average time: 2.1309e-04s +execution time of: 1.1016e-03s: Index: 714 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -3 permutations have 16 active nodes. +execution time of: 1.1024e-03s: Index: 690 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -........................... -Average time: 2.1412e-04s +execution time of: 1.1031e-03s: Index: 686 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -2 permutations have 17 active nodes. +execution time of: 1.1035e-03s: Index: 680 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -........................... -Average time: 2.1758e-04s +execution time of: 1.1045e-03s: Index: 710 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -8 permutations have 18 active nodes. +execution time of: 1.1051e-03s: Index: 660 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -........................... -Average time: 2.1626e-04s +execution time of: 1.1059e-03s: Index: 574 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -13 permutations have 19 active nodes. +execution time of: 1.1068e-03s: Index: 706 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -........................... -Average time: 2.1812e-04s +execution time of: 1.1070e-03s: Index: 476 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -15 permutations have 20 active nodes. +execution time of: 1.1071e-03s: Index: 588 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -........................... -Average time: 2.1992e-04s +execution time of: 1.1074e-03s: Index: 470 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -24 permutations have 21 active nodes. +execution time of: 1.1077e-03s: Index: 702 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -........................... -Average time: 2.1879e-04s +execution time of: 1.1078e-03s: Index: 548 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -33 permutations have 22 active nodes. +execution time of: 1.1079e-03s: Index: 564 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -........................... -Average time: 2.1853e-04s +execution time of: 1.1085e-03s: Index: 674 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -52 permutations have 23 active nodes. +execution time of: 1.1091e-03s: Index: 572 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -........................... -Average time: 2.2132e-04s +execution time of: 1.1093e-03s: Index: 666 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -80 permutations have 24 active nodes. +execution time of: 1.1097e-03s: Index: 594 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -........................... -Average time: 2.1847e-04s +execution time of: 1.1098e-03s: Index: 454 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -83 permutations have 25 active nodes. +execution time of: 1.1101e-03s: Index: 716 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -........................... -Average time: 2.1923e-04s +execution time of: 1.1101e-03s: Index: 542 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -115 permutations have 26 active nodes. +execution time of: 1.1101e-03s: Index: 586 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -........................... -Average time: 2.1879e-04s +execution time of: 1.1102e-03s: Index: 446 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -84 permutations have 27 active nodes. +execution time of: 1.1104e-03s: Index: 704 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -........................... -Average time: 2.2019e-04s +execution time of: 1.1106e-03s: Index: 668 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -87 permutations have 28 active nodes. +execution time of: 1.1107e-03s: Index: 468 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -........................... -Average time: 2.2254e-04s +execution time of: 1.1108e-03s: Index: 692 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -81 permutations have 29 active nodes. +execution time of: 1.1109e-03s: Index: 560 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -........................... -Average time: 2.2119e-04s +execution time of: 1.1113e-03s: Index: 568 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -36 permutations have 30 active nodes. +execution time of: 1.1115e-03s: Index: 428 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -........................... -Average time: 2.2004e-04s +execution time of: 1.1118e-03s: Index: 718 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -________________________________________________________________________________________________ +execution time of: 1.1119e-03s: Index: 638 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -1 permutations have 137 max nodes. +execution time of: 1.1121e-03s: Index: 464 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -........................... -Average time: 2.0707e-04s +execution time of: 1.1125e-03s: Index: 541 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -1 permutations have 139 max nodes. +execution time of: 1.1130e-03s: Index: 694 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -........................... -Average time: 2.0919e-04s +execution time of: 1.1130e-03s: Index: 678 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -5 permutations have 140 max nodes. +execution time of: 1.1138e-03s: Index: 538 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -........................... -Average time: 2.1600e-04s +execution time of: 1.1138e-03s: Index: 444 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -8 permutations have 141 max nodes. +execution time of: 1.1139e-03s: Index: 698 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -........................... -Average time: 2.1562e-04s +execution time of: 1.1141e-03s: Index: 640 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -5 permutations have 142 max nodes. +execution time of: 1.1142e-03s: Index: 452 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -........................... -Average time: 2.1818e-04s +execution time of: 1.1144e-03s: Index: 712 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -22 permutations have 143 max nodes. +execution time of: 1.1144e-03s: Index: 562 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -........................... -Average time: 2.1920e-04s +execution time of: 1.1144e-03s: Index: 584 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -20 permutations have 144 max nodes. +execution time of: 1.1146e-03s: Index: 682 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -........................... -Average time: 2.2727e-04s +execution time of: 1.1146e-03s: Index: 708 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -41 permutations have 145 max nodes. +execution time of: 1.1148e-03s: Index: 664 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -........................... -Average time: 2.1906e-04s +execution time of: 1.1148e-03s: Index: 478 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -49 permutations have 146 max nodes. +execution time of: 1.1152e-03s: Index: 596 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -........................... -Average time: 2.1745e-04s +execution time of: 1.1152e-03s: Index: 697 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -98 permutations have 147 max nodes. +execution time of: 1.1156e-03s: Index: 592 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -........................... -Average time: 2.1939e-04s +execution time of: 1.1156e-03s: Index: 688 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -89 permutations have 148 max nodes. +execution time of: 1.1156e-03s: Index: 474 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -........................... -Average time: 2.1901e-04s +execution time of: 1.1156e-03s: Index: 439 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -81 permutations have 149 max nodes. +execution time of: 1.1157e-03s: Index: 544 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -........................... -Average time: 2.1898e-04s +execution time of: 1.1160e-03s: Index: 550 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -122 permutations have 150 max nodes. +execution time of: 1.1160e-03s: Index: 302 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -........................... -Average time: 2.1996e-04s +execution time of: 1.1163e-03s: Index: 662 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -93 permutations have 151 max nodes. +execution time of: 1.1164e-03s: Index: 566 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -........................... -Average time: 2.2201e-04s +execution time of: 1.1164e-03s: Index: 578 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -85 permutations have 152 max nodes. +execution time of: 1.1164e-03s: Index: 679 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -........................... -Average time: 2.2067e-04s +execution time of: 1.1166e-03s: Index: 598 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -________________________________________________________________________________________________ +execution time of: 1.1167e-03s: Index: 440 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| + +execution time of: 1.1168e-03s: Index: 546 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| + +execution time of: 1.1169e-03s: Index: 570 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| + +execution time of: 1.1170e-03s: Index: 709 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| + +execution time of: 1.1171e-03s: Index: 576 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| + +execution time of: 1.1172e-03s: Index: 438 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| + +execution time of: 1.1176e-03s: Index: 462 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 4| + +execution time of: 1.1179e-03s: Index: 457 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| + +execution time of: 1.1180e-03s: Index: 448 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| + +execution time of: 1.1180e-03s: Index: 356 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| + +execution time of: 1.1180e-03s: Index: 654 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4| + +execution time of: 1.1182e-03s: Index: 450 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| + +execution time of: 1.1183e-03s: Index: 646 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| + +execution time of: 1.1187e-03s: Index: 589 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| + +execution time of: 1.1187e-03s: Index: 582 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3| + +execution time of: 1.1187e-03s: Index: 685 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| + +execution time of: 1.1188e-03s: Index: 636 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| + +execution time of: 1.1189e-03s: Index: 536 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| + +execution time of: 1.1192e-03s: Index: 696 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 3| + +execution time of: 1.1194e-03s: Index: 418 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| + +execution time of: 1.1195e-03s: Index: 511 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 3| + +execution time of: 1.1198e-03s: Index: 684 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| + +execution time of: 1.1199e-03s: Index: 715 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| + +execution time of: 1.1202e-03s: Index: 463 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 2| + +execution time of: 1.1202e-03s: Index: 348 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 4| + +execution time of: 1.1203e-03s: Index: 552 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| + +execution time of: 1.1203e-03s: Index: 328 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| + +execution time of: 1.1203e-03s: Index: 658 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| + +execution time of: 1.1205e-03s: Index: 422 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| + +execution time of: 1.1205e-03s: Index: 532 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| + +execution time of: 1.1205e-03s: Index: 522 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| + +execution time of: 1.1208e-03s: Index: 326 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| + +execution time of: 1.1209e-03s: Index: 703 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| + +execution time of: 1.1210e-03s: Index: 644 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| + +execution time of: 1.1212e-03s: Index: 520 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| + +execution time of: 1.1216e-03s: Index: 580 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 2| + +execution time of: 1.1217e-03s: Index: 632 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| + +execution time of: 1.1217e-03s: Index: 469 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| + +execution time of: 1.1220e-03s: Index: 332 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| + +execution time of: 1.1221e-03s: Index: 320 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| + +execution time of: 1.1221e-03s: Index: 655 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 3| + +execution time of: 1.1224e-03s: Index: 559 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 2| + +execution time of: 1.1225e-03s: Index: 512 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| + +execution time of: 1.1227e-03s: Index: 442 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| + +execution time of: 1.1227e-03s: Index: 466 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| + +execution time of: 1.1230e-03s: Index: 524 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| + +execution time of: 1.1231e-03s: Index: 306 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| + +execution time of: 1.1232e-03s: Index: 350 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| + +execution time of: 1.1232e-03s: Index: 398 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| + +execution time of: 1.1233e-03s: Index: 420 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| + +execution time of: 1.1236e-03s: Index: 472 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| + +execution time of: 1.1237e-03s: Index: 565 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| + +execution time of: 1.1237e-03s: Index: 691 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| + +execution time of: 1.1238e-03s: Index: 583 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| + +execution time of: 1.1238e-03s: Index: 404 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| + +execution time of: 1.1240e-03s: Index: 530 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| + +execution time of: 1.1240e-03s: Index: 458 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| + +execution time of: 1.1240e-03s: Index: 354 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 3| + +execution time of: 1.1241e-03s: Index: 342 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 4| + +execution time of: 1.1243e-03s: Index: 434 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| + +execution time of: 1.1245e-03s: Index: 451 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| + +execution time of: 1.1246e-03s: Index: 642 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| + +execution time of: 1.1246e-03s: Index: 352 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| + +execution time of: 1.1247e-03s: Index: 324 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| + +execution time of: 1.1250e-03s: Index: 424 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| + +execution time of: 1.1251e-03s: Index: 518 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| + +execution time of: 1.1253e-03s: Index: 670 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| + +execution time of: 1.1253e-03s: Index: 634 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| + +execution time of: 1.1254e-03s: Index: 430 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| + +execution time of: 1.1254e-03s: Index: 626 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| + +execution time of: 1.1255e-03s: Index: 656 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| + +execution time of: 1.1256e-03s: Index: 535 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 3| + +execution time of: 1.1256e-03s: Index: 595 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| + +execution time of: 1.1258e-03s: Index: 558 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| + +execution time of: 1.1260e-03s: Index: 540 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| + +execution time of: 1.1262e-03s: Index: 637 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 2| + +execution time of: 1.1262e-03s: Index: 695 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| + +execution time of: 1.1262e-03s: Index: 528 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| + +execution time of: 1.1263e-03s: Index: 433 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 2| + +execution time of: 1.1263e-03s: Index: 571 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| + +execution time of: 1.1263e-03s: Index: 410 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| + +execution time of: 1.1264e-03s: Index: 523 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| + +execution time of: 1.1264e-03s: Index: 599 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| + +execution time of: 1.1266e-03s: Index: 336 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| + +execution time of: 1.1267e-03s: Index: 392 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| + +execution time of: 1.1271e-03s: Index: 577 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| + +execution time of: 1.1272e-03s: Index: 456 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| + +execution time of: 1.1272e-03s: Index: 649 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 3| + +execution time of: 1.1273e-03s: Index: 426 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| + +execution time of: 1.1275e-03s: Index: 416 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| + +execution time of: 1.1275e-03s: Index: 672 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| + +execution time of: 1.1277e-03s: Index: 717 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| + +execution time of: 1.1280e-03s: Index: 445 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| + +execution time of: 1.1280e-03s: Index: 661 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| + +execution time of: 1.1281e-03s: Index: 631 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 3| + +execution time of: 1.1284e-03s: Index: 676 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| + +execution time of: 1.1285e-03s: Index: 701 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| + +execution time of: 1.1286e-03s: Index: 406 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| + +execution time of: 1.1287e-03s: Index: 396 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| + +execution time of: 1.1288e-03s: Index: 358 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| + +execution time of: 1.1288e-03s: Index: 298 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| + +execution time of: 1.1290e-03s: Index: 526 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 2| + +execution time of: 1.1291e-03s: Index: 514 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| + +execution time of: 1.1291e-03s: Index: 667 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| + +execution time of: 1.1292e-03s: Index: 628 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 3| + +execution time of: 1.1294e-03s: Index: 699 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| + +execution time of: 1.1295e-03s: Index: 516 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| + +execution time of: 1.1295e-03s: Index: 652 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3| + +execution time of: 1.1295e-03s: Index: 334 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| + +execution time of: 1.1298e-03s: Index: 355 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| + +execution time of: 1.1298e-03s: Index: 650 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| + +execution time of: 1.1298e-03s: Index: 394 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| + +execution time of: 1.1299e-03s: Index: 553 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2| + +execution time of: 1.1300e-03s: Index: 455 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| + +execution time of: 1.1301e-03s: Index: 460 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 2| + +execution time of: 1.1303e-03s: Index: 554 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| + +execution time of: 1.1303e-03s: Index: 337 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| + +execution time of: 1.1303e-03s: Index: 673 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| + +execution time of: 1.1303e-03s: Index: 308 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| + +execution time of: 1.1304e-03s: Index: 338 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| + +execution time of: 1.1307e-03s: Index: 630 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| + +execution time of: 1.1308e-03s: Index: 318 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 5| + +execution time of: 1.1309e-03s: Index: 280 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| + +execution time of: 1.1311e-03s: Index: 432 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| + +execution time of: 1.1312e-03s: Index: 643 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| + +execution time of: 1.1314e-03s: Index: 575 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| + +execution time of: 1.1316e-03s: Index: 719 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| + +execution time of: 1.1316e-03s: Index: 648 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| + +execution time of: 1.1318e-03s: Index: 294 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| + +execution time of: 1.1319e-03s: Index: 581 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| + +execution time of: 1.1320e-03s: Index: 547 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| + +execution time of: 1.1322e-03s: Index: 397 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 2| + +execution time of: 1.1325e-03s: Index: 322 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| + +execution time of: 1.1325e-03s: Index: 277 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| + +execution time of: 1.1325e-03s: Index: 625 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3| + +execution time of: 1.1326e-03s: Index: 331 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1| + +execution time of: 1.1326e-03s: 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-> 5|5 -> 3| + +execution time of: 1.2230e-03s: Index: 20 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| + +execution time of: 1.2237e-03s: Index: 23 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| + +execution time of: 1.2315e-03s: Index: 31 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| + +execution time of: 1.2327e-03s: Index: 7 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| + +execution time of: 1.2345e-03s: Index: 24 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -execution time of: 2.0003e-04s: Index: 716 | Max_nodes: 150 | Active_nodes: 24 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -execution time of: 2.0042e-04s: Index: 596 | Max_nodes: 141 | Active_nodes: 21 | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -execution time of: 2.0218e-04s: Index: 478 | Max_nodes: 147 | Active_nodes: 23 | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 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-> 1|5 -> 2| -execution time of: 2.0571e-04s: Index: 686 | Max_nodes: 152 | Active_nodes: 26 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -execution time of: 2.0576e-04s: Index: 450 | Max_nodes: 150 | Active_nodes: 28 | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -execution time of: 2.0578e-04s: Index: 712 | Max_nodes: 149 | Active_nodes: 25 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -execution time of: 2.0587e-04s: Index: 592 | Max_nodes: 146 | Active_nodes: 24 | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -execution time of: 2.0625e-04s: Index: 594 | Max_nodes: 150 | Active_nodes: 24 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -execution time of: 2.0645e-04s: Index: 454 | Max_nodes: 147 | Active_nodes: 23 | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -execution time of: 2.0651e-04s: Index: 476 | Max_nodes: 152 | Active_nodes: 26 | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -execution time of: 2.0663e-04s: Index: 590 | Max_nodes: 150 | Active_nodes: 29 | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -execution time of: 2.0679e-04s: Index: 715 | Max_nodes: 150 | Active_nodes: 24 | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -execution time of: 2.0707e-04s: Index: 330 | Max_nodes: 137 | Active_nodes: 12 | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -execution time of: 2.0717e-04s: Index: 708 | Max_nodes: 150 | Active_nodes: 29 | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -execution time of: 2.0730e-04s: Index: 709 | Max_nodes: 149 | Active_nodes: 23 | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -execution time of: 2.0740e-04s: Index: 692 | Max_nodes: 150 | Active_nodes: 29 | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -execution time of: 2.0754e-04s: Index: 356 | Max_nodes: 148 | Active_nodes: 24 | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -execution time of: 2.0766e-04s: Index: 702 | Max_nodes: 149 | Active_nodes: 25 | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -execution time of: 2.0773e-04s: Index: 358 | Max_nodes: 146 | Active_nodes: 24 | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -execution time of: 2.0780e-04s: Index: 572 | Max_nodes: 143 | Active_nodes: 23 | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -execution time of: 2.0784e-04s: Index: 595 | Max_nodes: 149 | Active_nodes: 23 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -execution time of: 2.0796e-04s: Index: 583 | Max_nodes: 152 | Active_nodes: 28 | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -execution time of: 2.0814e-04s: Index: 550 | Max_nodes: 147 | Active_nodes: 24 | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -execution time of: 2.0844e-04s: Index: 442 | Max_nodes: 143 | Active_nodes: 22 | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -execution time of: 2.0845e-04s: Index: 684 | Max_nodes: 147 | Active_nodes: 26 | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -execution time of: 2.0852e-04s: Index: 719 | Max_nodes: 150 | Active_nodes: 27 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -execution time of: 2.0856e-04s: Index: 588 | Max_nodes: 144 | Active_nodes: 18 | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -execution time of: 2.0876e-04s: Index: 474 | Max_nodes: 150 | Active_nodes: 24 | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -execution time of: 2.0884e-04s: Index: 430 | Max_nodes: 146 | Active_nodes: 23 | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -execution time of: 2.0890e-04s: Index: 334 | Max_nodes: 151 | Active_nodes: 29 | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -execution time of: 2.0894e-04s: Index: 446 | Max_nodes: 149 | Active_nodes: 26 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -execution time of: 2.0894e-04s: Index: 479 | Max_nodes: 146 | Active_nodes: 24 | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -execution time of: 2.0895e-04s: Index: 664 | Max_nodes: 141 | Active_nodes: 15 | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -execution time of: 2.0895e-04s: Index: 703 | Max_nodes: 148 | Active_nodes: 26 | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -execution time of: 2.0919e-04s: Index: 328 | Max_nodes: 139 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -execution time of: 2.0922e-04s: Index: 691 | Max_nodes: 150 | Active_nodes: 28 | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -execution time of: 2.0933e-04s: Index: 680 | Max_nodes: 147 | Active_nodes: 25 | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -execution time of: 2.0935e-04s: Index: 586 | Max_nodes: 147 | Active_nodes: 26 | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -execution time of: 2.0936e-04s: Index: 332 | Max_nodes: 152 | Active_nodes: 29 | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -execution time of: 2.0937e-04s: Index: 566 | Max_nodes: 149 | Active_nodes: 27 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -execution time of: 2.0938e-04s: Index: 584 | Max_nodes: 145 | Active_nodes: 24 | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -execution time of: 2.0949e-04s: Index: 580 | Max_nodes: 148 | Active_nodes: 26 | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -execution time of: 2.0949e-04s: Index: 578 | Max_nodes: 150 | Active_nodes: 28 | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -execution time of: 2.0965e-04s: Index: 704 | Max_nodes: 146 | Active_nodes: 25 | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -execution time of: 2.0975e-04s: Index: 568 | Max_nodes: 145 | Active_nodes: 25 | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -execution time of: 2.0990e-04s: Index: 306 | Max_nodes: 144 | Active_nodes: 18 | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -execution time of: 2.0994e-04s: Index: 570 | Max_nodes: 151 | Active_nodes: 30 | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -execution time of: 2.1002e-04s: Index: 212 | Max_nodes: 143 | Active_nodes: 20 | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -execution time of: 2.1009e-04s: Index: 350 | Max_nodes: 145 | Active_nodes: 24 | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -execution time of: 2.1011e-04s: Index: 688 | Max_nodes: 149 | Active_nodes: 27 | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -execution time of: 2.1022e-04s: Index: 682 | Max_nodes: 148 | Active_nodes: 24 | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -execution time of: 2.1025e-04s: Index: 451 | Max_nodes: 151 | Active_nodes: 30 | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -execution time of: 2.1028e-04s: Index: 662 | Max_nodes: 147 | Active_nodes: 21 | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -execution time of: 2.1032e-04s: Index: 690 | Max_nodes: 148 | Active_nodes: 27 | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -execution time of: 2.1032e-04s: Index: 542 | Max_nodes: 152 | Active_nodes: 30 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -execution time of: 2.1041e-04s: Index: 426 | Max_nodes: 148 | Active_nodes: 22 | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -execution time of: 2.1046e-04s: Index: 536 | Max_nodes: 150 | Active_nodes: 24 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -execution time of: 2.1053e-04s: Index: 696 | Max_nodes: 148 | Active_nodes: 26 | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -execution time of: 2.1060e-04s: Index: 571 | Max_nodes: 149 | Active_nodes: 26 | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -execution time of: 2.1061e-04s: Index: 678 | Max_nodes: 148 | Active_nodes: 25 | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -execution time of: 2.1065e-04s: Index: 582 | Max_nodes: 150 | Active_nodes: 26 | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -execution time of: 2.1081e-04s: Index: 468 | Max_nodes: 149 | Active_nodes: 25 | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -execution time of: 2.1085e-04s: Index: 713 | Max_nodes: 145 | Active_nodes: 19 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -execution time of: 2.1090e-04s: Index: 717 | Max_nodes: 146 | Active_nodes: 20 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -execution time of: 2.1090e-04s: Index: 597 | Max_nodes: 149 | Active_nodes: 27 | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -execution time of: 2.1109e-04s: Index: 589 | Max_nodes: 147 | Active_nodes: 23 | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -execution time of: 2.1118e-04s: Index: 424 | Max_nodes: 149 | Active_nodes: 26 | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -execution time of: 2.1120e-04s: Index: 526 | Max_nodes: 144 | Active_nodes: 22 | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -execution time of: 2.1132e-04s: Index: 706 | Max_nodes: 152 | Active_nodes: 26 | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -execution time of: 2.1135e-04s: Index: 544 | Max_nodes: 147 | Active_nodes: 25 | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -execution time of: 2.1137e-04s: Index: 599 | Max_nodes: 149 | Active_nodes: 28 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -execution time of: 2.1140e-04s: Index: 324 | Max_nodes: 149 | Active_nodes: 26 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -execution time of: 2.1150e-04s: Index: 640 | Max_nodes: 144 | Active_nodes: 23 | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -execution time of: 2.1157e-04s: Index: 326 | Max_nodes: 143 | Active_nodes: 22 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -execution time of: 2.1160e-04s: Index: 444 | Max_nodes: 147 | Active_nodes: 25 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 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-> 1|5 -> 0| -execution time of: 2.1204e-04s: Index: 711 | Max_nodes: 151 | Active_nodes: 25 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -execution time of: 2.1206e-04s: Index: 472 | Max_nodes: 151 | Active_nodes: 29 | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -execution time of: 2.1207e-04s: Index: 470 | Max_nodes: 148 | Active_nodes: 28 | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -execution time of: 2.1207e-04s: Index: 152 | Max_nodes: 143 | Active_nodes: 17 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -execution time of: 2.1209e-04s: Index: 310 | Max_nodes: 146 | Active_nodes: 20 | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -execution time of: 2.1212e-04s: Index: 466 | Max_nodes: 150 | Active_nodes: 28 | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -execution time of: 2.1216e-04s: Index: 546 | Max_nodes: 147 | Active_nodes: 24 | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -execution time of: 2.1216e-04s: Index: 406 | Max_nodes: 147 | Active_nodes: 21 | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 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-execution time of: 2.2623e-04s: Index: 127 | Max_nodes: 151 | Active_nodes: 28 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -execution time of: 2.2630e-04s: Index: 279 | Max_nodes: 152 | Active_nodes: 30 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -execution time of: 2.2631e-04s: Index: 653 | Max_nodes: 151 | Active_nodes: 28 | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -execution time of: 2.2633e-04s: Index: 32 | Max_nodes: 144 | Active_nodes: 18 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -execution time of: 2.2633e-04s: Index: 62 | Max_nodes: 149 | Active_nodes: 28 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -execution time of: 2.2636e-04s: Index: 141 | Max_nodes: 148 | Active_nodes: 24 | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -execution time of: 2.2637e-04s: Index: 24 | Max_nodes: 151 | Active_nodes: 29 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -execution time of: 2.2637e-04s: Index: 26 | Max_nodes: 147 | Active_nodes: 26 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -execution time of: 2.2647e-04s: Index: 4 | Max_nodes: 151 | Active_nodes: 29 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -execution time of: 2.2647e-04s: Index: 368 | Max_nodes: 147 | Active_nodes: 24 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -execution time of: 2.2648e-04s: Index: 120 | Max_nodes: 152 | Active_nodes: 30 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -execution time of: 2.2649e-04s: Index: 395 | Max_nodes: 147 | Active_nodes: 24 | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -execution time of: 2.2650e-04s: Index: 124 | Max_nodes: 151 | Active_nodes: 26 | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -execution time of: 2.2653e-04s: Index: 250 | Max_nodes: 150 | Active_nodes: 26 | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -execution time of: 2.2671e-04s: Index: 381 | Max_nodes: 151 | Active_nodes: 29 | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -execution time of: 2.2680e-04s: Index: 657 | Max_nodes: 151 | Active_nodes: 28 | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -execution time of: 2.2684e-04s: Index: 399 | Max_nodes: 145 | Active_nodes: 25 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -execution time of: 2.2693e-04s: Index: 29 | Max_nodes: 149 | Active_nodes: 26 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -execution time of: 2.2697e-04s: Index: 261 | Max_nodes: 149 | Active_nodes: 27 | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -execution time of: 2.2715e-04s: Index: 51 | Max_nodes: 150 | Active_nodes: 27 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -execution time of: 2.2716e-04s: Index: 54 | Max_nodes: 152 | Active_nodes: 26 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -execution time of: 2.2720e-04s: Index: 225 | Max_nodes: 151 | Active_nodes: 29 | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -execution time of: 2.2724e-04s: Index: 50 | Max_nodes: 148 | Active_nodes: 26 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -execution time of: 2.2724e-04s: Index: 16 | Max_nodes: 148 | Active_nodes: 25 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -execution time of: 2.2742e-04s: Index: 102 | Max_nodes: 147 | Active_nodes: 26 | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -execution time of: 2.2748e-04s: Index: 83 | Max_nodes: 146 | Active_nodes: 23 | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -execution time of: 2.2751e-04s: Index: 273 | Max_nodes: 152 | Active_nodes: 29 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -execution time of: 2.2754e-04s: Index: 241 | Max_nodes: 151 | Active_nodes: 30 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -execution time of: 2.2763e-04s: Index: 299 | Max_nodes: 147 | Active_nodes: 26 | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -execution time of: 2.2775e-04s: Index: 275 | Max_nodes: 151 | Active_nodes: 28 | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -execution time of: 2.2779e-04s: Index: 48 | Max_nodes: 151 | Active_nodes: 29 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -execution time of: 2.2786e-04s: Index: 23 | Max_nodes: 151 | Active_nodes: 27 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -execution time of: 2.2792e-04s: Index: 49 | Max_nodes: 152 | Active_nodes: 28 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -execution time of: 2.2799e-04s: Index: 1 | Max_nodes: 150 | Active_nodes: 27 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -execution time of: 2.2801e-04s: Index: 27 | Max_nodes: 148 | Active_nodes: 27 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -execution time of: 2.2808e-04s: Index: 21 | Max_nodes: 152 | Active_nodes: 30 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -execution time of: 2.2810e-04s: Index: 401 | Max_nodes: 151 | Active_nodes: 28 | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -execution time of: 2.2813e-04s: Index: 31 | Max_nodes: 152 | Active_nodes: 29 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -execution time of: 2.2815e-04s: Index: 195 | Max_nodes: 149 | Active_nodes: 26 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -execution time of: 2.2844e-04s: Index: 243 | Max_nodes: 147 | Active_nodes: 26 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -execution time of: 2.2847e-04s: Index: 84 | Max_nodes: 150 | Active_nodes: 26 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -execution time of: 2.2864e-04s: Index: 2 | Max_nodes: 151 | Active_nodes: 29 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -execution time of: 2.2897e-04s: Index: 213 | Max_nodes: 148 | Active_nodes: 26 | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -execution time of: 2.2903e-04s: Index: 42 | Max_nodes: 149 | Active_nodes: 28 | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -execution time of: 2.2909e-04s: Index: 203 | Max_nodes: 148 | Active_nodes: 24 | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -execution time of: 2.2915e-04s: Index: 248 | Max_nodes: 149 | Active_nodes: 23 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -execution time of: 2.2938e-04s: Index: 223 | Max_nodes: 151 | Active_nodes: 28 | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -execution time of: 2.2947e-04s: Index: 255 | Max_nodes: 147 | Active_nodes: 25 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -execution time of: 2.2955e-04s: Index: 39 | Max_nodes: 150 | Active_nodes: 24 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -execution time of: 2.2964e-04s: Index: 47 | Max_nodes: 150 | Active_nodes: 27 | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -execution time of: 2.2993e-04s: Index: 363 | Max_nodes: 150 | Active_nodes: 29 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -execution time of: 2.3062e-04s: Index: 251 | Max_nodes: 152 | Active_nodes: 29 | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -execution time of: 2.3073e-04s: Index: 214 | Max_nodes: 151 | Active_nodes: 25 | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -execution time of: 2.3096e-04s: Index: 280 | Max_nodes: 150 | Active_nodes: 27 | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -execution time of: 2.3111e-04s: Index: 285 | Max_nodes: 148 | Active_nodes: 24 | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -execution time of: 2.3129e-04s: Index: 98 | Max_nodes: 150 | Active_nodes: 29 | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -execution time of: 2.3139e-04s: Index: 492 | Max_nodes: 148 | Active_nodes: 26 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -execution time of: 2.3201e-04s: Index: 74 | Max_nodes: 152 | Active_nodes: 29 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -execution time of: 2.3228e-04s: Index: 242 | Max_nodes: 146 | Active_nodes: 25 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -execution time of: 2.3250e-04s: Index: 287 | Max_nodes: 150 | Active_nodes: 27 | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -execution time of: 2.3289e-04s: Index: 103 | Max_nodes: 150 | Active_nodes: 28 | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -execution time of: 2.3420e-04s: Index: 433 | Max_nodes: 147 | Active_nodes: 24 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -execution time of: 2.3555e-04s: Index: 548 | Max_nodes: 151 | Active_nodes: 29 | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -execution time of: 2.3646e-04s: Index: 256 | Max_nodes: 151 | Active_nodes: 25 | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -execution time of: 2.3698e-04s: Index: 227 | Max_nodes: 143 | Active_nodes: 22 | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -execution time of: 2.3941e-04s: Index: 364 | Max_nodes: 151 | Active_nodes: 28 | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -execution time of: 2.4025e-04s: Index: 109 | Max_nodes: 151 | Active_nodes: 28 | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -execution time of: 2.4279e-04s: Index: 524 | Max_nodes: 151 | Active_nodes: 28 | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -execution time of: 2.4508e-04s: Index: 208 | Max_nodes: 152 | Active_nodes: 28 | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -execution time of: 2.4881e-04s: Index: 230 | Max_nodes: 150 | Active_nodes: 29 | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -execution time of: 2.4893e-04s: Index: 199 | Max_nodes: 151 | Active_nodes: 28 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -execution time of: 2.4927e-04s: Index: 210 | Max_nodes: 145 | Active_nodes: 24 | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -execution time of: 2.5078e-04s: Index: 204 | Max_nodes: 147 | Active_nodes: 26 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -execution time of: 2.5459e-04s: Index: 211 | Max_nodes: 148 | Active_nodes: 25 | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -execution time of: 2.5601e-04s: Index: 207 | Max_nodes: 143 | Active_nodes: 20 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -execution time of: 2.5854e-04s: Index: 200 | Max_nodes: 152 | Active_nodes: 28 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -execution time of: 2.6077e-04s: Index: 229 | Max_nodes: 147 | Active_nodes: 21 | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -execution time of: 2.6138e-04s: Index: 228 | Max_nodes: 150 | Active_nodes: 28 | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -execution time of: 2.6610e-04s: Index: 201 | Max_nodes: 152 | Active_nodes: 30 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -execution time of: 4.2445e-04s: Index: 233 | Max_nodes: 144 | Active_nodes: 23 | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| ________________________________________________________________________________________________ diff --git a/test/BenchmarkQuasm/results/portfolioqaoa_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/portfolioqaoa_indep_qiskit_controls.txt index cb28ccff..b5d4fc8d 100644 --- a/test/BenchmarkQuasm/results/portfolioqaoa_indep_qiskit_controls.txt +++ b/test/BenchmarkQuasm/results/portfolioqaoa_indep_qiskit_controls.txt @@ -31,15 +31,14 @@ Start Simulation of portfolioqaoa_indep_qiskit_3________________________________ 28: | 4 | 29: | | 5 o: 0 1 2 -Q: 0 w: 1 | Q: 1 w: 1 | Q: 2 w: 1 | Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 2.2108e-05s............................. -Permuted Duration: 2.0795e-05s............................. -Identity active_nodes: 10 ...................................... -Permuted active_nodes: 7 ...................................... -Identity max_nodes: 24 ...................................... -Permuted max_nodes: 21 ...................................... +Identity Duration: 1.5200e-04s............................. +Permuted Duration: 1.5393e-04s............................. +Identity active_nodes: 3 ...................................... +Permuted active_nodes: 3 ...................................... +Identity max_nodes: 14 ...................................... +Permuted max_nodes: 14 ...................................... ________________________________________________________________________________________________ Start Simulation of portfolioqaoa_indep_qiskit_4__________________________________________________ @@ -90,15 +89,14 @@ Start Simulation of portfolioqaoa_indep_qiskit_4________________________________ 43:...|...|...6...| 44:...|...|...|...7 .o:...0...1...2...3 -Q: 0 w: 1 | Q: 1 w: 1 | Q: 2 w: 1 | Q: 3 w: 1 | Computed Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Identity Duration: 4.6820e-05s............................. -Permuted Duration: 4.6858e-05s............................. -Identity active_nodes: 13 ...................................... -Permuted active_nodes: 15 ...................................... -Identity max_nodes: 41 ...................................... -Permuted max_nodes: 43 ...................................... +Identity Duration: 3.0888e-04s............................. +Permuted Duration: 3.0650e-04s............................. +Identity active_nodes: 4 ...................................... +Permuted active_nodes: 4 ...................................... +Identity max_nodes: 30 ...................................... +Permuted max_nodes: 30 ...................................... ________________________________________________________________________________________________ Start Simulation of portfolioqaoa_indep_qiskit_5__________________________________________________ @@ -167,15 +165,14 @@ Start Simulation of portfolioqaoa_indep_qiskit_5________________________________ 61:...|...|...|...8...| 62:...|...|...|...|...9 .o:...0...1...2...3...4 -Q: 0 w: 1 | Q: 1 w: 1 | Q: 2 w: 1 | Q: 3 w: 1 | Q: 4 w: 1 | Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: 9.9694e-05s............................. -Permuted Duration: 9.9767e-05s............................. -Identity active_nodes: 18 ...................................... -Permuted active_nodes: 19 ...................................... -Identity max_nodes: 77 ...................................... -Permuted max_nodes: 81 ...................................... +Identity Duration: 6.0433e-04s............................. +Permuted Duration: 6.0458e-04s............................. +Identity active_nodes: 5 ...................................... +Permuted active_nodes: 5 ...................................... +Identity max_nodes: 62 ...................................... +Permuted max_nodes: 62 ...................................... ________________________________________________________________________________________________ Start Simulation of portfolioqaoa_indep_qiskit_6__________________________________________________ @@ -265,136 +262,13 @@ Start Simulation of portfolioqaoa_indep_qiskit_6________________________________ 82:...|...|...|...|..10...| 83:...|...|...|...|...|..11 .o:...0...1...2...3...4...5 -Q: 0 w: 1 | Q: 1 w: 1 | Q: 2 w: 1 | Q: 3 w: 1 | Q: 4 w: 1 | Q: 5 w: 1 | Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Identity Duration: 2.2667e-04s............................. -Permuted Duration: 2.2423e-04s............................. -Identity active_nodes: 25 ...................................... -Permuted active_nodes: 27 ...................................... -Identity max_nodes: 146...................................... -Permuted max_nodes: 150...................................... -________________________________________________________________________________________________ - -Start Simulation of portfolioqaoa_indep_qiskit_7__________________________________________________ - -..i:...0...1...2...3...4...5...6 -..1:..u2...|...|...|...|...|...| p: (-1.3108e+00) (-3.1416e+00) -..2:...|..u2...|...|...|...|...| p: (-1.2797e+00) (-3.1416e+00) -..3:.rzz.rzz...|...|...|...|...| p: (-4.9739e+00) -..4:...|...|..u2...|...|...|...| p: (-1.3167e+00) (-3.1416e+00) -..5:.rzz...|.rzz...|...|...|...| p: (-4.9738e+00) -..6:...|.rzz.rzz...|...|...|...| p: (-4.9739e+00) -..7:...|...|...|..u2...|...|...| p: (-8.2891e-01) (-3.1416e+00) -..8:.rzz...|...|.rzz...|...|...| p: (-4.9750e+00) -..9:...|.rzz...|.rzz...|...|...| p: (-4.9719e+00) -.10:...|...|.rzz.rzz...|...|...| p: (-4.9729e+00) -.11:...|...|...|...|..u2...|...| p: (-1.3367e+00) (-3.1416e+00) -.12:.rzz...|...|...|.rzz...|...| p: (-4.9742e+00) -.13:...|.rzz...|...|.rzz...|...| p: (-4.9740e+00) -.14:...|...|.rzz...|.rzz...|...| p: (-4.9735e+00) -.15:...|...|...|.rzz.rzz...|...| p: (-4.9713e+00) -.16:...|...|...|...|...|..u2...| p: (-1.3151e+00) (-3.1416e+00) -.17:.rzz...|...|...|...|.rzz...| p: (-4.9739e+00) -.18:...|.rzz...|...|...|.rzz...| p: (-4.9739e+00) -.19:...|...|.rzz...|...|.rzz...| p: (-4.9739e+00) -.20:...|...|...|.rzz...|.rzz...| p: (-4.9752e+00) -.21:...|...|...|...|.rzz.rzz...| p: (-4.9739e+00) -.22:...|...|...|...|...|...|..u2 p: (-1.3014e+00) (-3.1416e+00) -.23:.rzz...|...|...|...|...|.rzz p: (-4.9738e+00) -.24:...u...|...|...|...|...|...| p: (2.4652e+00) (3.0479e-01) (-1.5708e+00) -.25:...|.rzz...|...|...|...|.rzz p: (-4.9738e+00) -.26:...|...u...|...|...|...|...| p: (2.4652e+00) (3.3615e-01) (-1.5708e+00) -.27:.rzz.rzz...|...|...|...|...| p: (-5.0186e+00) -.28:...|...|.rzz...|...|...|.rzz p: (-4.9738e+00) -.29:...|...|...u...|...|...|...| p: (2.4652e+00) (2.9875e-01) (-1.5708e+00) -.30:.rzz...|.rzz...|...|...|...| p: (-5.0186e+00) -.31:...|.rzz.rzz...|...|...|...| p: (-5.0187e+00) -.32:...|...|...|.rzz...|...|.rzz p: (-4.9758e+00) -.33:...|...|...|...u...|...|...| p: (2.4652e+00) (7.9098e-01) (-1.5708e+00) -.34:.rzz...|...|.rzz...|...|...| p: (-5.0198e+00) -.35:...|.rzz...|.rzz...|...|...| p: (-5.0167e+00) -.36:...|...|.rzz.rzz...|...|...| p: (-5.0177e+00) -.37:...|...|...|...|.rzz...|.rzz p: (-4.9742e+00) -.38:...|...|...|...|...u...|...| p: (2.4652e+00) (2.7866e-01) (-1.5708e+00) -.39:.rzz...|...|...|.rzz...|...| p: (-5.0190e+00) -.40:...|.rzz...|...|.rzz...|...| p: (-5.0188e+00) -.41:...|...|.rzz...|.rzz...|...| p: (-5.0183e+00) -.42:...|...|...|.rzz.rzz...|...| p: (-5.0160e+00) -.43:...|...|...|...|...|.rzz.rzz p: (-4.9739e+00) -.44:...|...|...|...|...|...u...| p: (2.4652e+00) (3.0037e-01) (-1.5708e+00) -.45:.rzz...|...|...|...|.rzz...| p: (-5.0186e+00) -.46:...|.rzz...|...|...|.rzz...| p: (-5.0187e+00) -.47:...|...|.rzz...|...|.rzz...| p: (-5.0187e+00) -.48:...|...|...|.rzz...|.rzz...| p: (-5.0199e+00) -.49:...|...|...|...|.rzz.rzz...| p: (-5.0187e+00) -.50:...|...|...|...|...|...|...u p: (2.4652e+00) (3.1427e-01) (-1.5708e+00) -.51:.rzz...|...|...|...|...|.rzz p: (-5.0186e+00) -.52:...u...|...|...|...|...|...| p: (1.5825e+00) (2.9033e+00) (-1.5708e+00) -.53:...|.rzz...|...|...|...|.rzz p: (-5.0186e+00) -.54:...|...u...|...|...|...|...| p: (1.5825e+00) (2.8724e+00) (-1.5708e+00) -.55:.rzz.rzz...|...|...|...|...| p: (4.9521e+00) -.56:...|...|.rzz...|...|...|.rzz p: (-5.0186e+00) -.57:...|...|...u...|...|...|...| p: (1.5825e+00) (2.9093e+00) (-1.5708e+00) -.58:.rzz...|.rzz...|...|...|...| p: (4.9520e+00) -.59:...|.rzz.rzz...|...|...|...| p: (4.9522e+00) -.60:...|...|...|.rzz...|...|.rzz p: (-5.0206e+00) -.61:...|...|...|...u...|...|...| p: (1.5825e+00) (2.4236e+00) (-1.5708e+00) -.62:.rzz...|...|.rzz...|...|...| p: (4.9532e+00) -.63:...|.rzz...|.rzz...|...|...| p: (4.9502e+00) -.64:...|...|.rzz.rzz...|...|...| p: (4.9512e+00) -.65:...|...|...|...|.rzz...|.rzz p: (-5.0190e+00) -.66:...|...|...|...|...u...|...| p: (1.5825e+00) (2.9291e+00) (-1.5708e+00) -.67:.rzz...|...|...|.rzz...|...| p: (4.9525e+00) -.68:...|.rzz...|...|.rzz...|...| p: (4.9523e+00) -.69:...|...|.rzz...|.rzz...|...| p: (4.9518e+00) -.70:...|...|...|.rzz.rzz...|...| p: (4.9495e+00) -.71:...|...|...|...|...|.rzz.rzz p: (-5.0187e+00) -.72:...|...|...|...|...|...u...| p: (1.5825e+00) (2.9077e+00) (-1.5708e+00) -.73:.rzz...|...|...|...|.rzz...| p: (4.9521e+00) -.74:...|.rzz...|...|...|.rzz...| p: (4.9522e+00) -.75:...|...|.rzz...|...|.rzz...| p: (4.9521e+00) -.76:...|...|...|.rzz...|.rzz...| p: (4.9534e+00) -.77:...|...|...|...|.rzz.rzz...| p: (4.9521e+00) -.78:...|...|...|...|...|...|...u p: (1.5825e+00) (2.8939e+00) (-1.5708e+00) -.79:.rzz...|...|...|...|...|.rzz p: (4.9521e+00) -.80:..rx...|...|...|...|...|...| p: (-1.1545e+01) -.81:...|.rzz...|...|...|...|.rzz p: (4.9521e+00) -.82:...|..rx...|...|...|...|...| p: (-1.1545e+01) -.83:...|...|.rzz...|...|...|.rzz p: (4.9521e+00) -.84:...|...|..rx...|...|...|...| p: (-1.1545e+01) -.85:...|...|...|.rzz...|...|.rzz p: (4.9540e+00) -.86:...|...|...|..rx...|...|...| p: (-1.1545e+01) -.87:...|...|...|...|.rzz...|.rzz p: (4.9524e+00) -.88:...|...|...|...|..rx...|...| p: (-1.1545e+01) -.89:...|...|...|...|...|.rzz.rzz p: (4.9522e+00) -.90:...|...|...|...|...|..rx...| p: (-1.1545e+01) -.91:...|...|...|...|...|...|..rx p: (-1.1545e+01) -.92:============================ -.93:...0...|...|...|...|...|...| -.94:...|...1...|...|...|...|...| -.95:...|...|...2...|...|...|...| -.96:...|...|...|...3...|...|...| -.97:...|...|...|...|...4...|...| -.98:...|...|...|...|...|...5...| -.99:...|...|...|...|...|...|...6 -100:============================ -101:...7...|...|...|...|...|...| -102:...|...8...|...|...|...|...| -103:...|...|...9...|...|...|...| -104:...|...|...|..10...|...|...| -105:...|...|...|...|..11...|...| -106:...|...|...|...|...|..12...| -107:...|...|...|...|...|...|..13 -..o:...0...1...2...3...4...5...6 -Q: 0 w: 1 | Q: 1 w: 1 | Q: 2 w: 1 | Q: 3 w: 1 | Q: 4 w: 1 | Q: 5 w: 1 | Q: 6 w: 1 | -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Identity Duration: 4.9089e-04s............................. -Permuted Duration: 5.1702e-04s............................. -Identity active_nodes: 32 ...................................... -Permuted active_nodes: 30 ...................................... -Identity max_nodes: 282...................................... -Permuted max_nodes: 277...................................... +Identity Duration: 1.2036e-03s............................. +Permuted Duration: 1.2283e-03s............................. +Identity active_nodes: 6 ...................................... +Permuted active_nodes: 6 ...................................... +Identity max_nodes: 126...................................... +Permuted max_nodes: 126...................................... ________________________________________________________________________________________________ diff --git a/test/BenchmarkQuasm/results/portfolioqaoa_indep_qiskit_gates.txt b/test/BenchmarkQuasm/results/portfolioqaoa_indep_qiskit_gates.txt deleted file mode 100644 index 1a32966e..00000000 --- a/test/BenchmarkQuasm/results/portfolioqaoa_indep_qiskit_gates.txt +++ /dev/null @@ -1,395 +0,0 @@ -Start Simulation of portfolioqaoa_indep_qiskit_3__________________________________________________ - - i: 0 1 2 - 1: u2 | | p: (-0.0866959) (-3.14159) - 2: | u2 | p: (-0.0867691) (-3.14159) - 3: rzz rzz | p: (0.0863372) - 4: | | u2 p: (-0.0866348) (-3.14159) - 5: rzz | rzz p: (0.0863159) - 6: u | | p: (2.27248) (-1.1733) (-1.5708) - 7: | rzz rzz p: (0.0863219) - 8: | u | p: (2.27248) (-1.17562) (-1.5708) - 9: rzz rzz | p: (2.73274) -10: | | u p: (2.27248) (-1.17137) (-1.5708) -11: rzz | rzz p: (2.73207) -12: u | | p: (1.61322) (1.56931) (1.5708) -13: | rzz rzz p: (2.73226) -14: | u | p: (1.61322) (1.57196) (1.5708) -15: rzz rzz | p: (-3.12711) -16: | | u p: (1.61322) (1.5671) (1.5708) -17: rzz | rzz p: (-3.12634) -18: rx | | p: (-10.0815) -19: | rzz rzz p: (-3.12656) -20: | rx | p: (-10.0815) -21: | | rx p: (-10.0815) -22:============ -23: 0 | | -24: | 1 | -25: | | 2 -26:============ -27: 3 | | -28: | 4 | -29: | | 5 - o: 0 1 2 -Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 2.4733e-05s............................. -Permuted Duration: 2.1138e-05s............................. -Identity active_nodes: 8 ...................................... -Permuted active_nodes: 10 ...................................... -Identity max_nodes: 21 ...................................... -Permuted max_nodes: 22 ...................................... -________________________________________________________________________________________________ - -Start Simulation of portfolioqaoa_indep_qiskit_4__________________________________________________ - -.i:...0...1...2...3 -.1:..u2...|...|...| p: (-7.9592e-02) (-3.1416e+00) -.2:...|..u2...|...| p: (-1.4045e-02) (-3.1416e+00) -.3:.rzz.rzz...|...| p: (7.0256e+00) -.4:...|...|..u2...| p: (-8.9335e-03) (-3.1416e+00) -.5:.rzz...|.rzz...| p: (7.0250e+00) -.6:...|.rzz.rzz...| p: (7.0255e+00) -.7:...|...|...|..u2 p: (3.7753e-02) (-3.1416e+00) -.8:.rzz...|...|.rzz p: (7.0264e+00) -.9:...u...|...|...| p: (2.8102e-01) (-1.5216e+00) (1.5708e+00) -10:...|.rzz...|.rzz p: (7.0255e+00) -11:...|...u...|...| p: (2.8102e-01) (-1.5621e+00) (1.5708e+00) -12:.rzz.rzz...|...| p: (-4.3431e+00) -13:...|...|.rzz.rzz p: (7.0262e+00) -14:...|...|...u...| p: (2.8102e-01) (-1.5653e+00) (1.5708e+00) -15:.rzz...|.rzz...| p: (-4.3427e+00) -16:...|.rzz.rzz...| p: (-4.3430e+00) -17:...|...|...|...u p: (2.8102e-01) (-1.5941e+00) (1.5708e+00) -18:.rzz...|...|.rzz p: (-4.3436e+00) -19:...u...|...|...| p: (2.5311e+00) (-1.5066e+00) (1.5708e+00) -20:...|.rzz...|.rzz p: (-4.3430e+00) -21:...|...u...|...| p: (2.5311e+00) (-1.5595e+00) (1.5708e+00) -22:.rzz.rzz...|...| p: (-5.6650e+00) -23:...|...|.rzz.rzz p: (-4.3435e+00) -24:...|...|...u...| p: (2.5311e+00) (-1.5636e+00) (1.5708e+00) -25:.rzz...|.rzz...| p: (-5.6645e+00) -26:...|.rzz.rzz...| p: (-5.6649e+00) -27:...|...|...|...u p: (2.5311e+00) (-1.6012e+00) (1.5708e+00) -28:.rzz...|...|.rzz p: (-5.6657e+00) -29:..rx...|...|...| p: (-3.1802e+00) -30:...|.rzz...|.rzz p: (-5.6649e+00) -31:...|..rx...|...| p: (-3.1802e+00) -32:...|...|.rzz.rzz p: (-5.6655e+00) -33:...|...|..rx...| p: (-3.1802e+00) -34:...|...|...|..rx p: (-3.1802e+00) -35:================ -36:...0...|...|...| -37:...|...1...|...| -38:...|...|...2...| -39:...|...|...|...3 -40:================ -41:...4...|...|...| -42:...|...5...|...| -43:...|...|...6...| -44:...|...|...|...7 -.o:...0...1...2...3 -Computed Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Identity Duration: 4.3440e-05s............................. -Permuted Duration: 4.7673e-05s............................. -Identity active_nodes: 10 ...................................... -Permuted active_nodes: 16 ...................................... -Identity max_nodes: 39 ...................................... -Permuted max_nodes: 46 ...................................... -________________________________________________________________________________________________ - -Start Simulation of portfolioqaoa_indep_qiskit_5__________________________________________________ - -.i:...0...1...2...3...4 -.1:..u2...|...|...|...| p: (4.2880e-01) (-3.1416e+00) -.2:...|..u2...|...|...| p: (4.1371e-01) (-3.1416e+00) -.3:.rzz.rzz...|...|...| p: (5.8829e+00) -.4:...|...|..u2...|...| p: (3.6509e-01) (-3.1416e+00) -.5:.rzz...|.rzz...|...| p: (5.8836e+00) -.6:...|.rzz.rzz...|...| p: (5.8832e+00) -.7:...|...|...|..u2...| p: (4.0628e-01) (-3.1416e+00) -.8:.rzz...|...|.rzz...| p: (5.8834e+00) -.9:...|.rzz...|.rzz...| p: (5.8835e+00) -10:...|...|.rzz.rzz...| p: (5.8831e+00) -11:...|...|...|...|..u2 p: (3.7748e-01) (-3.1416e+00) -12:.rzz...|...|...|.rzz p: (5.8837e+00) -13:...u...|...|...|...| p: (1.8024e+00) (-2.8489e+00) (-1.5708e+00) -14:...|.rzz...|...|.rzz p: (5.8831e+00) -15:...|...u...|...|...| p: (1.8024e+00) (-2.8603e+00) (-1.5708e+00) -16:.rzz.rzz...|...|...| p: (4.4412e+00) -17:...|...|.rzz...|.rzz p: (5.8836e+00) -18:...|...|...u...|...| p: (1.8024e+00) (-2.8970e+00) (-1.5708e+00) -19:.rzz...|.rzz...|...| p: (4.4417e+00) -20:...|.rzz.rzz...|...| p: (4.4414e+00) -21:...|...|...|.rzz.rzz p: (5.8832e+00) -22:...|...|...|...u...| p: (1.8024e+00) (-2.8659e+00) (-1.5708e+00) -23:.rzz...|...|.rzz...| p: (4.4416e+00) -24:...|.rzz...|.rzz...| p: (4.4416e+00) -25:...|...|.rzz.rzz...| p: (4.4414e+00) -26:...|...|...|...|...u p: (1.8024e+00) (-2.8876e+00) (-1.5708e+00) -27:.rzz...|...|...|.rzz p: (4.4418e+00) -28:...u...|...|...|...| p: (1.0689e+00) (-2.4699e+00) (1.5708e+00) -29:...|.rzz...|...|.rzz p: (4.4414e+00) -30:...|...u...|...|...| p: (1.0689e+00) (-2.4884e+00) (1.5708e+00) -31:.rzz.rzz...|...|...| p: (7.2173e+00) -32:...|...|.rzz...|.rzz p: (4.4417e+00) -33:...|...|...u...|...| p: (1.0689e+00) (-2.5481e+00) (1.5708e+00) -34:.rzz...|.rzz...|...| p: (7.2182e+00) -35:...|.rzz.rzz...|...| p: (7.2177e+00) -36:...|...|...|.rzz.rzz p: (4.4414e+00) -37:...|...|...|...u...| p: (1.0689e+00) (-2.4976e+00) (1.5708e+00) -38:.rzz...|...|.rzz...| p: (7.2179e+00) -39:...|.rzz...|.rzz...| p: (7.2180e+00) -40:...|...|.rzz.rzz...| p: (7.2176e+00) -41:...|...|...|...|...u p: (1.0689e+00) (-2.5329e+00) (1.5708e+00) -42:.rzz...|...|...|.rzz p: (7.2182e+00) -43:..rx...|...|...|...| p: (8.7839e+00) -44:...|.rzz...|...|.rzz p: (7.2176e+00) -45:...|..rx...|...|...| p: (8.7839e+00) -46:...|...|.rzz...|.rzz p: (7.2182e+00) -47:...|...|..rx...|...| p: (8.7839e+00) -48:...|...|...|.rzz.rzz p: (7.2176e+00) -49:...|...|...|..rx...| p: (8.7839e+00) -50:...|...|...|...|..rx p: (8.7839e+00) -51:==================== -52:...0...|...|...|...| -53:...|...1...|...|...| -54:...|...|...2...|...| -55:...|...|...|...3...| -56:...|...|...|...|...4 -57:==================== -58:...5...|...|...|...| -59:...|...6...|...|...| -60:...|...|...7...|...| -61:...|...|...|...8...| -62:...|...|...|...|...9 -.o:...0...1...2...3...4 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: 1.0116e-04s............................. -Permuted Duration: 9.8288e-05s............................. -Identity active_nodes: 17 ...................................... -Permuted active_nodes: 15 ...................................... -Identity max_nodes: 78 ...................................... -Permuted max_nodes: 76 ...................................... -________________________________________________________________________________________________ - -Start Simulation of portfolioqaoa_indep_qiskit_6__________________________________________________ - -.i:...0...1...2...3...4...5 -.1:..u2...|...|...|...|...| p: (1.1594e-02) (-3.1416e+00) -.2:...|..u2...|...|...|...| p: (-2.6131e-03) (-3.1416e+00) -.3:.rzz.rzz...|...|...|...| p: (-5.1216e+00) -.4:...|...|..u2...|...|...| p: (1.3002e-02) (-3.1416e+00) -.5:.rzz...|.rzz...|...|...| p: (-5.1216e+00) -.6:...|.rzz.rzz...|...|...| p: (-5.1202e+00) -.7:...|...|...|..u2...|...| p: (-1.7560e-02) (-3.1416e+00) -.8:.rzz...|...|.rzz...|...| p: (-5.1215e+00) -.9:...|.rzz...|.rzz...|...| p: (-5.1219e+00) -10:...|...|.rzz.rzz...|...| p: (-5.1202e+00) -11:...|...|...|...|..u2...| p: (8.8311e-03) (-3.1416e+00) -12:.rzz...|...|...|.rzz...| p: (-5.1208e+00) -13:...|.rzz...|...|.rzz...| p: (-5.1215e+00) -14:...|...|.rzz...|.rzz...| p: (-5.1211e+00) -15:...|...|...|.rzz.rzz...| p: (-5.1212e+00) -16:...|...|...|...|...|..u2 p: (4.9904e-03) (-3.1416e+00) -17:.rzz...|...|...|...|.rzz p: (-5.1212e+00) -18:...u...|...|...|...|...| p: (3.8100e-01) (-1.5727e+00) (1.5708e+00) -19:...|.rzz...|...|...|.rzz p: (-5.1211e+00) -20:...|...u...|...|...|...| p: (3.8100e-01) (-1.5704e+00) (1.5708e+00) -21:.rzz.rzz...|...|...|...| p: (8.5724e-01) -22:...|...|.rzz...|...|.rzz p: (-5.1216e+00) -23:...|...|...u...|...|...| p: (3.8100e-01) (-1.5730e+00) (1.5708e+00) -24:.rzz...|.rzz...|...|...| p: (8.5724e-01) -25:...|.rzz.rzz...|...|...| p: (8.5700e-01) -26:...|...|...|.rzz...|.rzz p: (-5.1209e+00) -27:...|...|...|...u...|...| p: (3.8100e-01) (-1.5679e+00) (1.5708e+00) -28:.rzz...|...|.rzz...|...| p: (8.5721e-01) -29:...|.rzz...|.rzz...|...| p: (8.5728e-01) -30:...|...|.rzz.rzz...|...| p: (8.5700e-01) -31:...|...|...|...|.rzz.rzz p: (-5.1212e+00) -32:...|...|...|...|...u...| p: (3.8100e-01) (-1.5723e+00) (1.5708e+00) -33:.rzz...|...|...|.rzz...| p: (8.5710e-01) -34:...|.rzz...|...|.rzz...| p: (8.5721e-01) -35:...|...|.rzz...|.rzz...| p: (8.5715e-01) -36:...|...|...|.rzz.rzz...| p: (8.5716e-01) -37:...|...|...|...|...|...u p: (3.8100e-01) (-1.5716e+00) (1.5708e+00) -38:.rzz...|...|...|...|.rzz p: (8.5717e-01) -39:...u...|...|...|...|...| p: (2.5230e+00) (1.5772e+00) (-1.5708e+00) -40:...|.rzz...|...|...|.rzz p: (8.5716e-01) -41:...|...u...|...|...|...| p: (2.5230e+00) (1.5694e+00) (-1.5708e+00) -42:.rzz.rzz...|...|...|...| p: (-2.8263e+00) -43:...|...|.rzz...|...|.rzz p: (8.5723e-01) -44:...|...|...u...|...|...| p: (2.5230e+00) (1.5780e+00) (-1.5708e+00) -45:.rzz...|.rzz...|...|...| p: (-2.8263e+00) -46:...|.rzz.rzz...|...|...| p: (-2.8255e+00) -47:...|...|...|.rzz...|.rzz p: (8.5712e-01) -48:...|...|...|...u...|...| p: (2.5230e+00) (1.5611e+00) (-1.5708e+00) -49:.rzz...|...|.rzz...|...| p: (-2.8262e+00) -50:...|.rzz...|.rzz...|...| p: (-2.8264e+00) -51:...|...|.rzz.rzz...|...| p: (-2.8255e+00) -52:...|...|...|...|.rzz.rzz p: (8.5716e-01) -53:...|...|...|...|...u...| p: (2.5230e+00) (1.5757e+00) (-1.5708e+00) -54:.rzz...|...|...|.rzz...| p: (-2.8258e+00) -55:...|.rzz...|...|.rzz...| p: (-2.8262e+00) -56:...|...|.rzz...|.rzz...| p: (-2.8260e+00) -57:...|...|...|.rzz.rzz...| p: (-2.8260e+00) -58:...|...|...|...|...|...u p: (2.5230e+00) (1.5736e+00) (-1.5708e+00) -59:.rzz...|...|...|...|.rzz p: (-2.8261e+00) -60:..rx...|...|...|...|...| p: (6.3244e+00) -61:...|.rzz...|...|...|.rzz p: (-2.8260e+00) -62:...|..rx...|...|...|...| p: (6.3244e+00) -63:...|...|.rzz...|...|.rzz p: (-2.8262e+00) -64:...|...|..rx...|...|...| p: (6.3244e+00) -65:...|...|...|.rzz...|.rzz p: (-2.8259e+00) -66:...|...|...|..rx...|...| p: (6.3244e+00) -67:...|...|...|...|.rzz.rzz p: (-2.8260e+00) -68:...|...|...|...|..rx...| p: (6.3244e+00) -69:...|...|...|...|...|..rx p: (6.3244e+00) -70:======================== -71:...0...|...|...|...|...| -72:...|...1...|...|...|...| -73:...|...|...2...|...|...| -74:...|...|...|...3...|...| -75:...|...|...|...|...4...| -76:...|...|...|...|...|...5 -77:======================== -78:...6...|...|...|...|...| -79:...|...7...|...|...|...| -80:...|...|...8...|...|...| -81:...|...|...|...9...|...| -82:...|...|...|...|..10...| -83:...|...|...|...|...|..11 -.o:...0...1...2...3...4...5 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Identity Duration: 2.2378e-04s............................. -Permuted Duration: 2.2228e-04s............................. -Identity active_nodes: 24 ...................................... -Permuted active_nodes: 22 ...................................... -Identity max_nodes: 147...................................... -Permuted max_nodes: 145...................................... -________________________________________________________________________________________________ - -Start Simulation of portfolioqaoa_indep_qiskit_7__________________________________________________ - -..i:...0...1...2...3...4...5...6 -..1:..u2...|...|...|...|...|...| p: (-1.3108e+00) (-3.1416e+00) -..2:...|..u2...|...|...|...|...| p: (-1.2797e+00) (-3.1416e+00) -..3:.rzz.rzz...|...|...|...|...| p: (-4.9739e+00) -..4:...|...|..u2...|...|...|...| p: (-1.3167e+00) (-3.1416e+00) -..5:.rzz...|.rzz...|...|...|...| p: (-4.9738e+00) -..6:...|.rzz.rzz...|...|...|...| p: (-4.9739e+00) -..7:...|...|...|..u2...|...|...| p: (-8.2891e-01) (-3.1416e+00) -..8:.rzz...|...|.rzz...|...|...| p: (-4.9750e+00) -..9:...|.rzz...|.rzz...|...|...| p: (-4.9719e+00) -.10:...|...|.rzz.rzz...|...|...| p: (-4.9729e+00) -.11:...|...|...|...|..u2...|...| p: (-1.3367e+00) (-3.1416e+00) -.12:.rzz...|...|...|.rzz...|...| p: (-4.9742e+00) -.13:...|.rzz...|...|.rzz...|...| p: (-4.9740e+00) -.14:...|...|.rzz...|.rzz...|...| p: (-4.9735e+00) -.15:...|...|...|.rzz.rzz...|...| p: (-4.9713e+00) -.16:...|...|...|...|...|..u2...| p: (-1.3151e+00) (-3.1416e+00) -.17:.rzz...|...|...|...|.rzz...| p: (-4.9739e+00) -.18:...|.rzz...|...|...|.rzz...| p: (-4.9739e+00) -.19:...|...|.rzz...|...|.rzz...| p: (-4.9739e+00) -.20:...|...|...|.rzz...|.rzz...| p: (-4.9752e+00) -.21:...|...|...|...|.rzz.rzz...| p: (-4.9739e+00) -.22:...|...|...|...|...|...|..u2 p: (-1.3014e+00) (-3.1416e+00) -.23:.rzz...|...|...|...|...|.rzz p: (-4.9738e+00) -.24:...u...|...|...|...|...|...| p: (2.4652e+00) (3.0479e-01) (-1.5708e+00) -.25:...|.rzz...|...|...|...|.rzz p: (-4.9738e+00) -.26:...|...u...|...|...|...|...| p: (2.4652e+00) (3.3615e-01) (-1.5708e+00) -.27:.rzz.rzz...|...|...|...|...| p: (-5.0186e+00) -.28:...|...|.rzz...|...|...|.rzz p: (-4.9738e+00) -.29:...|...|...u...|...|...|...| p: (2.4652e+00) (2.9875e-01) (-1.5708e+00) -.30:.rzz...|.rzz...|...|...|...| p: (-5.0186e+00) -.31:...|.rzz.rzz...|...|...|...| p: (-5.0187e+00) -.32:...|...|...|.rzz...|...|.rzz p: (-4.9758e+00) -.33:...|...|...|...u...|...|...| p: (2.4652e+00) (7.9098e-01) (-1.5708e+00) -.34:.rzz...|...|.rzz...|...|...| p: (-5.0198e+00) -.35:...|.rzz...|.rzz...|...|...| p: (-5.0167e+00) -.36:...|...|.rzz.rzz...|...|...| p: (-5.0177e+00) -.37:...|...|...|...|.rzz...|.rzz p: (-4.9742e+00) -.38:...|...|...|...|...u...|...| p: (2.4652e+00) (2.7866e-01) (-1.5708e+00) -.39:.rzz...|...|...|.rzz...|...| p: (-5.0190e+00) -.40:...|.rzz...|...|.rzz...|...| p: (-5.0188e+00) -.41:...|...|.rzz...|.rzz...|...| p: (-5.0183e+00) -.42:...|...|...|.rzz.rzz...|...| p: (-5.0160e+00) -.43:...|...|...|...|...|.rzz.rzz p: (-4.9739e+00) -.44:...|...|...|...|...|...u...| p: (2.4652e+00) (3.0037e-01) (-1.5708e+00) -.45:.rzz...|...|...|...|.rzz...| p: (-5.0186e+00) -.46:...|.rzz...|...|...|.rzz...| p: (-5.0187e+00) -.47:...|...|.rzz...|...|.rzz...| p: (-5.0187e+00) -.48:...|...|...|.rzz...|.rzz...| p: (-5.0199e+00) -.49:...|...|...|...|.rzz.rzz...| p: (-5.0187e+00) -.50:...|...|...|...|...|...|...u p: (2.4652e+00) (3.1427e-01) (-1.5708e+00) -.51:.rzz...|...|...|...|...|.rzz p: (-5.0186e+00) -.52:...u...|...|...|...|...|...| p: (1.5825e+00) (2.9033e+00) (-1.5708e+00) -.53:...|.rzz...|...|...|...|.rzz p: (-5.0186e+00) -.54:...|...u...|...|...|...|...| p: (1.5825e+00) (2.8724e+00) (-1.5708e+00) -.55:.rzz.rzz...|...|...|...|...| p: (4.9521e+00) -.56:...|...|.rzz...|...|...|.rzz p: (-5.0186e+00) -.57:...|...|...u...|...|...|...| p: (1.5825e+00) (2.9093e+00) (-1.5708e+00) -.58:.rzz...|.rzz...|...|...|...| p: (4.9520e+00) -.59:...|.rzz.rzz...|...|...|...| p: (4.9522e+00) -.60:...|...|...|.rzz...|...|.rzz p: (-5.0206e+00) -.61:...|...|...|...u...|...|...| p: (1.5825e+00) (2.4236e+00) (-1.5708e+00) -.62:.rzz...|...|.rzz...|...|...| p: (4.9532e+00) -.63:...|.rzz...|.rzz...|...|...| p: (4.9502e+00) -.64:...|...|.rzz.rzz...|...|...| p: (4.9512e+00) -.65:...|...|...|...|.rzz...|.rzz p: (-5.0190e+00) -.66:...|...|...|...|...u...|...| p: (1.5825e+00) (2.9291e+00) (-1.5708e+00) -.67:.rzz...|...|...|.rzz...|...| p: (4.9525e+00) -.68:...|.rzz...|...|.rzz...|...| p: (4.9523e+00) -.69:...|...|.rzz...|.rzz...|...| p: (4.9518e+00) -.70:...|...|...|.rzz.rzz...|...| p: (4.9495e+00) -.71:...|...|...|...|...|.rzz.rzz p: (-5.0187e+00) -.72:...|...|...|...|...|...u...| p: (1.5825e+00) (2.9077e+00) (-1.5708e+00) -.73:.rzz...|...|...|...|.rzz...| p: (4.9521e+00) -.74:...|.rzz...|...|...|.rzz...| p: (4.9522e+00) -.75:...|...|.rzz...|...|.rzz...| p: (4.9521e+00) -.76:...|...|...|.rzz...|.rzz...| p: (4.9534e+00) -.77:...|...|...|...|.rzz.rzz...| p: (4.9521e+00) -.78:...|...|...|...|...|...|...u p: (1.5825e+00) (2.8939e+00) (-1.5708e+00) -.79:.rzz...|...|...|...|...|.rzz p: (4.9521e+00) -.80:..rx...|...|...|...|...|...| p: (-1.1545e+01) -.81:...|.rzz...|...|...|...|.rzz p: (4.9521e+00) -.82:...|..rx...|...|...|...|...| p: (-1.1545e+01) -.83:...|...|.rzz...|...|...|.rzz p: (4.9521e+00) -.84:...|...|..rx...|...|...|...| p: (-1.1545e+01) -.85:...|...|...|.rzz...|...|.rzz p: (4.9540e+00) -.86:...|...|...|..rx...|...|...| p: (-1.1545e+01) -.87:...|...|...|...|.rzz...|.rzz p: (4.9524e+00) -.88:...|...|...|...|..rx...|...| p: (-1.1545e+01) -.89:...|...|...|...|...|.rzz.rzz p: (4.9522e+00) -.90:...|...|...|...|...|..rx...| p: (-1.1545e+01) -.91:...|...|...|...|...|...|..rx p: (-1.1545e+01) -.92:============================ -.93:...0...|...|...|...|...|...| -.94:...|...1...|...|...|...|...| -.95:...|...|...2...|...|...|...| -.96:...|...|...|...3...|...|...| -.97:...|...|...|...|...4...|...| -.98:...|...|...|...|...|...5...| -.99:...|...|...|...|...|...|...6 -100:============================ -101:...7...|...|...|...|...|...| -102:...|...8...|...|...|...|...| -103:...|...|...9...|...|...|...| -104:...|...|...|..10...|...|...| -105:...|...|...|...|..11...|...| -106:...|...|...|...|...|..12...| -107:...|...|...|...|...|...|..13 -..o:...0...1...2...3...4...5...6 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Identity Duration: 4.7951e-04s............................. -Permuted Duration: 4.7597e-04s............................. -Identity active_nodes: 26 ...................................... -Permuted active_nodes: 29 ...................................... -Identity max_nodes: 277...................................... -Permuted max_nodes: 279...................................... -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/portfoliovqe_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/portfoliovqe_indep_qiskit_all.txt index 932644e8..829afa7c 100644 --- a/test/BenchmarkQuasm/results/portfoliovqe_indep_qiskit_all.txt +++ b/test/BenchmarkQuasm/results/portfoliovqe_indep_qiskit_all.txt @@ -28,34 +28,52 @@ Start Simulation of portfoliovqe_indep_qiskit_3_________________________________ 25: | | 2 o: 0 1 2 Total Permutations: 6 -Min time: 1.0955e-05s................. Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| -Max time: 1.1510e-05s................. Permutation 2 : 0 -> 1|1 -> 0|2 -> 2| +Min time: 8.9452e-05s................. Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| +Max time: 9.4406e-05s................. Permutation 2 : 0 -> 1|1 -> 0|2 -> 2| Min active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Min max nodes: 21 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Min max nodes: 14 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| Max active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max max nodes: 21 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max max nodes: 14 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| ________________________________________________________________________________________________ 6 permutations have 7 active nodes. +Index: 5 | Max_nodes: 14 | Time: 8.9452e-05s | 0 -> 2|1 -> 1|2 -> 0| +Index: 3 | Max_nodes: 14 | Time: 9.1369e-05s | 0 -> 1|1 -> 2|2 -> 0| +Index: 4 | Max_nodes: 14 | Time: 9.2665e-05s | 0 -> 2|1 -> 0|2 -> 1| +Index: 1 | Max_nodes: 14 | Time: 9.2758e-05s | 0 -> 0|1 -> 2|2 -> 1| +Index: 0 | Max_nodes: 14 | Time: 9.4211e-05s | 0 -> 0|1 -> 1|2 -> 2| +Index: 2 | Max_nodes: 14 | Time: 9.4406e-05s | 0 -> 1|1 -> 0|2 -> 2| ........................... -Average time: 1.1292e-05s +Average time: 9.2477e-05s ________________________________________________________________________________________________ -6 permutations have 21 max nodes. +6 permutations have 14 max nodes. +Index: 5 | Active_nodes: 7 | Time: 8.9452e-05s | 0 -> 2|1 -> 1|2 -> 0| +Index: 3 | Active_nodes: 7 | Time: 9.1369e-05s | 0 -> 1|1 -> 2|2 -> 0| +Index: 4 | Active_nodes: 7 | Time: 9.2665e-05s | 0 -> 2|1 -> 0|2 -> 1| +Index: 1 | Active_nodes: 7 | Time: 9.2758e-05s | 0 -> 0|1 -> 2|2 -> 1| +Index: 0 | Active_nodes: 7 | Time: 9.4211e-05s | 0 -> 0|1 -> 1|2 -> 2| +Index: 2 | Active_nodes: 7 | Time: 9.4406e-05s | 0 -> 1|1 -> 0|2 -> 2| ........................... -Average time: 1.1292e-05s +Average time: 9.2477e-05s ________________________________________________________________________________________________ -execution time of: 1.0955e-05s: Index: 5 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 0| -execution time of: 1.1208e-05s: Index: 1 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 1| -execution time of: 1.1280e-05s: Index: 4 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 1| -execution time of: 1.1365e-05s: Index: 3 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 0| -execution time of: 1.1432e-05s: Index: 0 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 2| -execution time of: 1.1510e-05s: Index: 2 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 2| +execution time of: 8.9452e-05s: Index: 5 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 0| + +execution time of: 9.1369e-05s: Index: 3 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 0| + +execution time of: 9.2665e-05s: Index: 4 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 1| + +execution time of: 9.2758e-05s: Index: 1 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 1| + +execution time of: 9.4211e-05s: Index: 0 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 2| + +execution time of: 9.4406e-05s: Index: 2 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 2| + ________________________________________________________________________________________________ Start Simulation of portfoliovqe_indep_qiskit_4__________________________________________________ @@ -102,51 +120,124 @@ Start Simulation of portfoliovqe_indep_qiskit_4_________________________________ 39:...|...|...|...3 .o:...0...1...2...3 Total Permutations: 24 -Min time: 2.3328e-05s................. Permutation 1 : 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -Max time: 2.9188e-05s................. Permutation 5 : 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +Min time: 1.7308e-04s................. Permutation 23 : 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +Max time: 1.8973e-04s................. Permutation 1 : 0 -> 0|1 -> 1|2 -> 3|3 -> 2| Min active nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Min max nodes: 45 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Min max nodes: 30 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| Max active nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Max max nodes: 45 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Max max nodes: 30 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| ________________________________________________________________________________________________ 24 permutations have 15 active nodes. +Index: 23 | Max_nodes: 30 | Time: 1.7308e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +Index: 21 | Max_nodes: 30 | Time: 1.7333e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| +Index: 5 | Max_nodes: 30 | Time: 1.7461e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +Index: 22 | Max_nodes: 30 | Time: 1.7517e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| +Index: 15 | Max_nodes: 30 | Time: 1.7560e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +Index: 19 | Max_nodes: 30 | Time: 1.7571e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| +Index: 17 | Max_nodes: 30 | Time: 1.7584e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +Index: 13 | Max_nodes: 30 | Time: 1.7592e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +Index: 7 | Max_nodes: 30 | Time: 1.7676e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +Index: 11 | Max_nodes: 30 | Time: 1.7709e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| +Index: 18 | Max_nodes: 30 | Time: 1.7714e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| +Index: 12 | Max_nodes: 30 | Time: 1.7739e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +Index: 6 | Max_nodes: 30 | Time: 1.7759e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +Index: 20 | Max_nodes: 30 | Time: 1.7775e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +Index: 14 | Max_nodes: 30 | Time: 1.7814e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +Index: 16 | Max_nodes: 30 | Time: 1.7858e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| +Index: 9 | Max_nodes: 30 | Time: 1.7942e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +Index: 3 | Max_nodes: 30 | Time: 1.7971e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +Index: 4 | Max_nodes: 30 | Time: 1.8043e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| +Index: 8 | Max_nodes: 30 | Time: 1.8053e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| +Index: 10 | Max_nodes: 30 | Time: 1.8062e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +Index: 2 | Max_nodes: 30 | Time: 1.8766e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +Index: 0 | Max_nodes: 30 | Time: 1.8854e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Index: 1 | Max_nodes: 30 | Time: 1.8973e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| ........................... -Average time: 2.4540e-05s +Average time: 1.7860e-04s ________________________________________________________________________________________________ -24 permutations have 45 max nodes. +24 permutations have 30 max nodes. +Index: 23 | Active_nodes: 15 | Time: 1.7308e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +Index: 21 | Active_nodes: 15 | Time: 1.7333e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| +Index: 5 | Active_nodes: 15 | Time: 1.7461e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +Index: 22 | Active_nodes: 15 | Time: 1.7517e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| +Index: 15 | Active_nodes: 15 | Time: 1.7560e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +Index: 19 | Active_nodes: 15 | Time: 1.7571e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| +Index: 17 | Active_nodes: 15 | Time: 1.7584e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +Index: 13 | Active_nodes: 15 | Time: 1.7592e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +Index: 7 | Active_nodes: 15 | Time: 1.7676e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +Index: 11 | Active_nodes: 15 | Time: 1.7709e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| +Index: 18 | Active_nodes: 15 | Time: 1.7714e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| +Index: 12 | Active_nodes: 15 | Time: 1.7739e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +Index: 6 | Active_nodes: 15 | Time: 1.7759e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +Index: 20 | Active_nodes: 15 | Time: 1.7775e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +Index: 14 | Active_nodes: 15 | Time: 1.7814e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +Index: 16 | Active_nodes: 15 | Time: 1.7858e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| +Index: 9 | Active_nodes: 15 | Time: 1.7942e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +Index: 3 | Active_nodes: 15 | Time: 1.7971e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +Index: 4 | Active_nodes: 15 | Time: 1.8043e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| +Index: 8 | Active_nodes: 15 | Time: 1.8053e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| +Index: 10 | Active_nodes: 15 | Time: 1.8062e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +Index: 2 | Active_nodes: 15 | Time: 1.8766e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +Index: 0 | Active_nodes: 15 | Time: 1.8854e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Index: 1 | Active_nodes: 15 | Time: 1.8973e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| ........................... -Average time: 2.4540e-05s +Average time: 1.7860e-04s ________________________________________________________________________________________________ -execution time of: 2.3328e-05s: Index: 1 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -execution time of: 2.3840e-05s: Index: 7 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -execution time of: 2.3858e-05s: Index: 0 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -execution time of: 2.3978e-05s: Index: 23 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -execution time of: 2.3983e-05s: Index: 19 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| -execution time of: 2.4038e-05s: Index: 11 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -execution time of: 2.4100e-05s: Index: 17 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -execution time of: 2.4115e-05s: Index: 4 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -execution time of: 2.4173e-05s: Index: 15 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -execution time of: 2.4178e-05s: Index: 3 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -execution time of: 2.4193e-05s: Index: 22 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| -execution time of: 2.4195e-05s: Index: 12 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -execution time of: 2.4285e-05s: Index: 14 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -execution time of: 2.4308e-05s: Index: 9 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -execution time of: 2.4333e-05s: Index: 13 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| -execution time of: 2.4413e-05s: Index: 20 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -execution time of: 2.4423e-05s: Index: 8 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| -execution time of: 2.4510e-05s: Index: 16 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| -execution time of: 2.4598e-05s: Index: 2 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -execution time of: 2.4788e-05s: Index: 6 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -execution time of: 2.6013e-05s: Index: 18 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| -execution time of: 2.6025e-05s: Index: 10 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| -execution time of: 2.9188e-05s: Index: 5 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +execution time of: 1.7308e-04s: Index: 23 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| + +execution time of: 1.7333e-04s: Index: 21 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| + +execution time of: 1.7461e-04s: Index: 5 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| + +execution time of: 1.7517e-04s: Index: 22 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| + +execution time of: 1.7560e-04s: Index: 15 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| + +execution time of: 1.7571e-04s: Index: 19 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| + +execution time of: 1.7584e-04s: Index: 17 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| + +execution time of: 1.7592e-04s: Index: 13 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| + +execution time of: 1.7676e-04s: Index: 7 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| + +execution time of: 1.7709e-04s: Index: 11 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| + +execution time of: 1.7714e-04s: Index: 18 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| + +execution time of: 1.7739e-04s: Index: 12 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| + +execution time of: 1.7759e-04s: Index: 6 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| + +execution time of: 1.7775e-04s: Index: 20 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| + +execution time of: 1.7814e-04s: Index: 14 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| + +execution time of: 1.7858e-04s: Index: 16 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| + +execution time of: 1.7942e-04s: Index: 9 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| + +execution time of: 1.7971e-04s: Index: 3 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| + +execution time of: 1.8043e-04s: Index: 4 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| + +execution time of: 1.8053e-04s: Index: 8 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| + +execution time of: 1.8062e-04s: Index: 10 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| + +execution time of: 1.8766e-04s: Index: 2 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| + +execution time of: 1.8854e-04s: Index: 0 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| + +execution time of: 1.8973e-04s: Index: 1 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| + ________________________________________________________________________________________________ Start Simulation of portfoliovqe_indep_qiskit_5__________________________________________________ @@ -210,145 +301,508 @@ Start Simulation of portfoliovqe_indep_qiskit_5_________________________________ 56:...|...|...|...|...4 .o:...0...1...2...3...4 Total Permutations: 120 -Min time: 4.8010e-05s................. Permutation 29 : 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -Max time: 9.1561e-05s................. Permutation 40 : 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +Min time: 3.2721e-04s................. Permutation 101: 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +Max time: 5.3439e-04s................. Permutation 40 : 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| Min active nodes: 31 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Min max nodes: 93 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Min max nodes: 62 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| Max active nodes: 31 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Max max nodes: 93 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Max max nodes: 62 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| ________________________________________________________________________________________________ 120 permutations have 31 active nodes. +Index: 101 | Max_nodes: 62 | Time: 3.2721e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +Index: 29 | Max_nodes: 62 | Time: 3.2794e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +Index: 5 | Max_nodes: 62 | Time: 3.2810e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +Index: 25 | Max_nodes: 62 | Time: 3.2868e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +Index: 21 | Max_nodes: 62 | Time: 3.2881e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +Index: 19 | Max_nodes: 62 | Time: 3.2935e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +Index: 11 | Max_nodes: 62 | Time: 3.2946e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +Index: 24 | Max_nodes: 62 | Time: 3.2983e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +Index: 22 | Max_nodes: 62 | Time: 3.3011e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +Index: 49 | Max_nodes: 62 | Time: 3.3068e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +Index: 15 | Max_nodes: 62 | Time: 3.3072e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +Index: 9 | Max_nodes: 62 | Time: 3.3115e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +Index: 27 | Max_nodes: 62 | Time: 3.3141e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +Index: 115 | Max_nodes: 62 | Time: 3.3145e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +Index: 48 | Max_nodes: 62 | Time: 3.3157e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +Index: 53 | Max_nodes: 62 | Time: 3.3162e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +Index: 23 | Max_nodes: 62 | Time: 3.3170e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +Index: 55 | Max_nodes: 62 | Time: 3.3194e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +Index: 16 | Max_nodes: 62 | Time: 3.3204e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +Index: 18 | Max_nodes: 62 | Time: 3.3210e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +Index: 28 | Max_nodes: 62 | Time: 3.3220e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +Index: 99 | Max_nodes: 62 | Time: 3.3232e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +Index: 7 | Max_nodes: 62 | Time: 3.3279e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +Index: 6 | Max_nodes: 62 | Time: 3.3287e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +Index: 14 | Max_nodes: 62 | Time: 3.3292e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +Index: 72 | Max_nodes: 62 | Time: 3.3304e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +Index: 75 | Max_nodes: 62 | Time: 3.3336e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +Index: 13 | Max_nodes: 62 | Time: 3.3371e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +Index: 73 | Max_nodes: 62 | Time: 3.3374e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +Index: 30 | Max_nodes: 62 | Time: 3.3397e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +Index: 97 | Max_nodes: 62 | Time: 3.3399e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| +Index: 96 | Max_nodes: 62 | Time: 3.3403e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +Index: 91 | Max_nodes: 62 | Time: 3.3411e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +Index: 117 | Max_nodes: 62 | Time: 3.3494e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +Index: 54 | Max_nodes: 62 | Time: 3.3495e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +Index: 109 | Max_nodes: 62 | Time: 3.3495e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +Index: 103 | Max_nodes: 62 | Time: 3.3500e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +Index: 102 | Max_nodes: 62 | Time: 3.3509e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +Index: 12 | Max_nodes: 62 | Time: 3.3516e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +Index: 85 | Max_nodes: 62 | Time: 3.3525e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +Index: 26 | Max_nodes: 62 | Time: 3.3532e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +Index: 114 | Max_nodes: 62 | Time: 3.3539e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +Index: 8 | Max_nodes: 62 | Time: 3.3587e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +Index: 52 | Max_nodes: 62 | Time: 3.3589e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +Index: 17 | Max_nodes: 62 | Time: 3.3622e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +Index: 43 | Max_nodes: 62 | Time: 3.3627e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +Index: 20 | Max_nodes: 62 | Time: 3.3632e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +Index: 107 | Max_nodes: 62 | Time: 3.3635e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +Index: 116 | Max_nodes: 62 | Time: 3.3639e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +Index: 51 | Max_nodes: 62 | Time: 3.3655e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +Index: 10 | Max_nodes: 62 | Time: 3.3659e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +Index: 118 | Max_nodes: 62 | Time: 3.3664e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +Index: 94 | Max_nodes: 62 | Time: 3.3674e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +Index: 61 | Max_nodes: 62 | Time: 3.3674e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +Index: 93 | Max_nodes: 62 | Time: 3.3702e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +Index: 76 | Max_nodes: 62 | Time: 3.3706e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +Index: 105 | Max_nodes: 62 | Time: 3.3706e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +Index: 71 | Max_nodes: 62 | Time: 3.3706e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +Index: 100 | Max_nodes: 62 | Time: 3.3717e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +Index: 112 | Max_nodes: 62 | Time: 3.3772e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +Index: 42 | Max_nodes: 62 | Time: 3.3773e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +Index: 67 | Max_nodes: 62 | Time: 3.3796e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +Index: 113 | Max_nodes: 62 | Time: 3.3797e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +Index: 59 | Max_nodes: 62 | Time: 3.3797e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +Index: 77 | Max_nodes: 62 | Time: 3.3799e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +Index: 74 | Max_nodes: 62 | Time: 3.3809e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +Index: 98 | Max_nodes: 62 | Time: 3.3819e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +Index: 70 | Max_nodes: 62 | Time: 3.3821e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +Index: 110 | Max_nodes: 62 | Time: 3.3837e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +Index: 86 | Max_nodes: 62 | Time: 3.3848e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +Index: 83 | Max_nodes: 62 | Time: 3.3852e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +Index: 92 | Max_nodes: 62 | Time: 3.3878e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +Index: 4 | Max_nodes: 62 | Time: 3.3881e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +Index: 108 | Max_nodes: 62 | Time: 3.3887e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +Index: 45 | Max_nodes: 62 | Time: 3.3895e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +Index: 50 | Max_nodes: 62 | Time: 3.3901e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +Index: 69 | Max_nodes: 62 | Time: 3.3905e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +Index: 89 | Max_nodes: 62 | Time: 3.3958e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +Index: 111 | Max_nodes: 62 | Time: 3.3973e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +Index: 47 | Max_nodes: 62 | Time: 3.3980e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +Index: 41 | Max_nodes: 62 | Time: 3.4002e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +Index: 63 | Max_nodes: 62 | Time: 3.4025e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +Index: 1 | Max_nodes: 62 | Time: 3.4033e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +Index: 37 | Max_nodes: 62 | Time: 3.4038e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +Index: 62 | Max_nodes: 62 | Time: 3.4042e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +Index: 88 | Max_nodes: 62 | Time: 3.4053e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +Index: 39 | Max_nodes: 62 | Time: 3.4064e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +Index: 57 | Max_nodes: 62 | Time: 3.4069e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +Index: 87 | Max_nodes: 62 | Time: 3.4088e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +Index: 3 | Max_nodes: 62 | Time: 3.4095e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +Index: 81 | Max_nodes: 62 | Time: 3.4104e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +Index: 66 | Max_nodes: 62 | Time: 3.4116e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +Index: 119 | Max_nodes: 62 | Time: 3.4117e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +Index: 106 | Max_nodes: 62 | Time: 3.4127e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +Index: 90 | Max_nodes: 62 | Time: 3.4129e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +Index: 80 | Max_nodes: 62 | Time: 3.4154e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +Index: 0 | Max_nodes: 62 | Time: 3.4161e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Index: 65 | Max_nodes: 62 | Time: 3.4202e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +Index: 2 | Max_nodes: 62 | Time: 3.4213e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +Index: 38 | Max_nodes: 62 | Time: 3.4232e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +Index: 64 | Max_nodes: 62 | Time: 3.4251e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +Index: 82 | Max_nodes: 62 | Time: 3.4260e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +Index: 68 | Max_nodes: 62 | Time: 3.4265e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +Index: 56 | Max_nodes: 62 | Time: 3.4292e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +Index: 84 | Max_nodes: 62 | Time: 3.4310e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +Index: 104 | Max_nodes: 62 | Time: 3.4351e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +Index: 60 | Max_nodes: 62 | Time: 3.4474e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +Index: 79 | Max_nodes: 62 | Time: 3.4493e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +Index: 44 | Max_nodes: 62 | Time: 3.4500e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +Index: 78 | Max_nodes: 62 | Time: 3.4536e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +Index: 58 | Max_nodes: 62 | Time: 3.4614e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +Index: 36 | Max_nodes: 62 | Time: 3.4722e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +Index: 31 | Max_nodes: 62 | Time: 3.4939e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +Index: 35 | Max_nodes: 62 | Time: 3.5097e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +Index: 95 | Max_nodes: 62 | Time: 3.5265e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +Index: 34 | Max_nodes: 62 | Time: 3.5784e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +Index: 32 | Max_nodes: 62 | Time: 3.5997e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +Index: 33 | Max_nodes: 62 | Time: 3.6260e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +Index: 46 | Max_nodes: 62 | Time: 5.3317e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +Index: 40 | Max_nodes: 62 | Time: 5.3439e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| ........................... -Average time: 5.1093e-05s +Average time: 3.4116e-04s ________________________________________________________________________________________________ -120 permutations have 93 max nodes. +120 permutations have 62 max nodes. +Index: 101 | Active_nodes: 31 | Time: 3.2721e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +Index: 29 | Active_nodes: 31 | Time: 3.2794e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +Index: 5 | Active_nodes: 31 | Time: 3.2810e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +Index: 25 | Active_nodes: 31 | Time: 3.2868e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +Index: 21 | Active_nodes: 31 | Time: 3.2881e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +Index: 19 | Active_nodes: 31 | Time: 3.2935e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +Index: 11 | Active_nodes: 31 | Time: 3.2946e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +Index: 24 | Active_nodes: 31 | Time: 3.2983e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +Index: 22 | Active_nodes: 31 | Time: 3.3011e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +Index: 49 | Active_nodes: 31 | Time: 3.3068e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +Index: 15 | Active_nodes: 31 | Time: 3.3072e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +Index: 9 | Active_nodes: 31 | Time: 3.3115e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +Index: 27 | Active_nodes: 31 | Time: 3.3141e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +Index: 115 | Active_nodes: 31 | Time: 3.3145e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +Index: 48 | Active_nodes: 31 | Time: 3.3157e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +Index: 53 | Active_nodes: 31 | Time: 3.3162e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +Index: 23 | Active_nodes: 31 | Time: 3.3170e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +Index: 55 | Active_nodes: 31 | Time: 3.3194e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +Index: 16 | Active_nodes: 31 | Time: 3.3204e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +Index: 18 | Active_nodes: 31 | Time: 3.3210e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +Index: 28 | Active_nodes: 31 | Time: 3.3220e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +Index: 99 | Active_nodes: 31 | Time: 3.3232e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +Index: 7 | Active_nodes: 31 | Time: 3.3279e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +Index: 6 | Active_nodes: 31 | Time: 3.3287e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +Index: 14 | Active_nodes: 31 | Time: 3.3292e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +Index: 72 | Active_nodes: 31 | Time: 3.3304e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +Index: 75 | Active_nodes: 31 | Time: 3.3336e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +Index: 13 | Active_nodes: 31 | Time: 3.3371e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +Index: 73 | Active_nodes: 31 | Time: 3.3374e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +Index: 30 | Active_nodes: 31 | Time: 3.3397e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +Index: 97 | Active_nodes: 31 | Time: 3.3399e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| +Index: 96 | Active_nodes: 31 | Time: 3.3403e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +Index: 91 | Active_nodes: 31 | Time: 3.3411e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +Index: 117 | Active_nodes: 31 | Time: 3.3494e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +Index: 54 | Active_nodes: 31 | Time: 3.3495e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +Index: 109 | Active_nodes: 31 | Time: 3.3495e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +Index: 103 | Active_nodes: 31 | Time: 3.3500e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +Index: 102 | Active_nodes: 31 | Time: 3.3509e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +Index: 12 | Active_nodes: 31 | Time: 3.3516e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +Index: 85 | Active_nodes: 31 | Time: 3.3525e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +Index: 26 | Active_nodes: 31 | Time: 3.3532e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +Index: 114 | Active_nodes: 31 | Time: 3.3539e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +Index: 8 | Active_nodes: 31 | Time: 3.3587e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +Index: 52 | Active_nodes: 31 | Time: 3.3589e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +Index: 17 | Active_nodes: 31 | Time: 3.3622e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +Index: 43 | Active_nodes: 31 | Time: 3.3627e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +Index: 20 | Active_nodes: 31 | Time: 3.3632e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +Index: 107 | Active_nodes: 31 | Time: 3.3635e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +Index: 116 | Active_nodes: 31 | Time: 3.3639e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +Index: 51 | Active_nodes: 31 | Time: 3.3655e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +Index: 10 | Active_nodes: 31 | Time: 3.3659e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +Index: 118 | Active_nodes: 31 | Time: 3.3664e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +Index: 94 | Active_nodes: 31 | Time: 3.3674e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +Index: 61 | Active_nodes: 31 | Time: 3.3674e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +Index: 93 | Active_nodes: 31 | Time: 3.3702e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +Index: 76 | Active_nodes: 31 | Time: 3.3706e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +Index: 105 | Active_nodes: 31 | Time: 3.3706e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +Index: 71 | Active_nodes: 31 | Time: 3.3706e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +Index: 100 | Active_nodes: 31 | Time: 3.3717e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +Index: 112 | Active_nodes: 31 | Time: 3.3772e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +Index: 42 | Active_nodes: 31 | Time: 3.3773e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +Index: 67 | Active_nodes: 31 | Time: 3.3796e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +Index: 113 | Active_nodes: 31 | Time: 3.3797e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +Index: 59 | Active_nodes: 31 | Time: 3.3797e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +Index: 77 | Active_nodes: 31 | Time: 3.3799e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +Index: 74 | Active_nodes: 31 | Time: 3.3809e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +Index: 98 | Active_nodes: 31 | Time: 3.3819e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +Index: 70 | Active_nodes: 31 | Time: 3.3821e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +Index: 110 | Active_nodes: 31 | Time: 3.3837e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +Index: 86 | Active_nodes: 31 | Time: 3.3848e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +Index: 83 | Active_nodes: 31 | Time: 3.3852e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +Index: 92 | Active_nodes: 31 | Time: 3.3878e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +Index: 4 | Active_nodes: 31 | Time: 3.3881e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +Index: 108 | Active_nodes: 31 | Time: 3.3887e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +Index: 45 | Active_nodes: 31 | Time: 3.3895e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +Index: 50 | Active_nodes: 31 | Time: 3.3901e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +Index: 69 | Active_nodes: 31 | Time: 3.3905e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +Index: 89 | Active_nodes: 31 | Time: 3.3958e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +Index: 111 | Active_nodes: 31 | Time: 3.3973e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +Index: 47 | Active_nodes: 31 | Time: 3.3980e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +Index: 41 | Active_nodes: 31 | Time: 3.4002e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +Index: 63 | Active_nodes: 31 | Time: 3.4025e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +Index: 1 | Active_nodes: 31 | Time: 3.4033e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +Index: 37 | Active_nodes: 31 | Time: 3.4038e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +Index: 62 | Active_nodes: 31 | Time: 3.4042e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +Index: 88 | Active_nodes: 31 | Time: 3.4053e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +Index: 39 | Active_nodes: 31 | Time: 3.4064e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +Index: 57 | Active_nodes: 31 | Time: 3.4069e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +Index: 87 | Active_nodes: 31 | Time: 3.4088e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +Index: 3 | Active_nodes: 31 | Time: 3.4095e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +Index: 81 | Active_nodes: 31 | Time: 3.4104e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +Index: 66 | Active_nodes: 31 | Time: 3.4116e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +Index: 119 | Active_nodes: 31 | Time: 3.4117e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +Index: 106 | Active_nodes: 31 | Time: 3.4127e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +Index: 90 | Active_nodes: 31 | Time: 3.4129e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +Index: 80 | Active_nodes: 31 | Time: 3.4154e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +Index: 0 | Active_nodes: 31 | Time: 3.4161e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Index: 65 | Active_nodes: 31 | Time: 3.4202e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +Index: 2 | Active_nodes: 31 | Time: 3.4213e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +Index: 38 | Active_nodes: 31 | Time: 3.4232e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +Index: 64 | Active_nodes: 31 | Time: 3.4251e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +Index: 82 | Active_nodes: 31 | Time: 3.4260e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +Index: 68 | Active_nodes: 31 | Time: 3.4265e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +Index: 56 | Active_nodes: 31 | Time: 3.4292e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +Index: 84 | Active_nodes: 31 | Time: 3.4310e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +Index: 104 | Active_nodes: 31 | Time: 3.4351e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +Index: 60 | Active_nodes: 31 | Time: 3.4474e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +Index: 79 | Active_nodes: 31 | Time: 3.4493e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +Index: 44 | Active_nodes: 31 | Time: 3.4500e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +Index: 78 | Active_nodes: 31 | Time: 3.4536e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +Index: 58 | Active_nodes: 31 | Time: 3.4614e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +Index: 36 | Active_nodes: 31 | Time: 3.4722e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +Index: 31 | Active_nodes: 31 | Time: 3.4939e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +Index: 35 | Active_nodes: 31 | Time: 3.5097e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +Index: 95 | Active_nodes: 31 | Time: 3.5265e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +Index: 34 | Active_nodes: 31 | Time: 3.5784e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +Index: 32 | Active_nodes: 31 | Time: 3.5997e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +Index: 33 | Active_nodes: 31 | Time: 3.6260e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +Index: 46 | Active_nodes: 31 | Time: 5.3317e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +Index: 40 | Active_nodes: 31 | Time: 5.3439e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| ........................... -Average time: 5.1093e-05s +Average time: 3.4116e-04s ________________________________________________________________________________________________ -execution time of: 4.8010e-05s: Index: 29 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -execution time of: 4.8103e-05s: Index: 1 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -execution time of: 4.8203e-05s: Index: 0 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -execution time of: 4.8236e-05s: Index: 7 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -execution time of: 4.8318e-05s: Index: 25 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -execution time of: 4.8363e-05s: Index: 6 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -execution time of: 4.8421e-05s: Index: 26 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -execution time of: 4.8588e-05s: Index: 53 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -execution time of: 4.8603e-05s: Index: 48 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -execution time of: 4.8625e-05s: Index: 24 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -execution time of: 4.8643e-05s: Index: 49 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -execution time of: 4.8701e-05s: Index: 55 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -execution time of: 4.8763e-05s: Index: 28 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -execution time of: 4.8768e-05s: Index: 3 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -execution time of: 4.8805e-05s: Index: 2 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -execution time of: 4.8845e-05s: Index: 27 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -execution time of: 4.8871e-05s: Index: 9 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -execution time of: 4.8896e-05s: Index: 51 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -execution time of: 4.8906e-05s: Index: 54 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -execution time of: 4.9105e-05s: Index: 21 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -execution time of: 4.9128e-05s: Index: 30 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -execution time of: 4.9148e-05s: Index: 72 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -execution time of: 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2|2 -> 4|3 -> 1|4 -> 3| -execution time of: 4.9568e-05s: Index: 42 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -execution time of: 4.9613e-05s: Index: 101 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -execution time of: 4.9648e-05s: Index: 77 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -execution time of: 4.9678e-05s: Index: 5 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -execution time of: 4.9693e-05s: Index: 73 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -execution time of: 4.9725e-05s: Index: 96 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -execution time of: 4.9768e-05s: Index: 31 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -execution time of: 4.9903e-05s: Index: 12 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -execution time of: 4.9971e-05s: Index: 22 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -execution time of: 4.9988e-05s: Index: 100 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -execution time of: 4.9993e-05s: Index: 66 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -execution time of: 5.0056e-05s: Index: 20 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -execution time of: 5.0083e-05s: Index: 103 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -execution time of: 5.0086e-05s: Index: 102 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -execution time of: 5.0128e-05s: Index: 50 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -execution time of: 5.0206e-05s: Index: 90 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -execution time of: 5.0235e-05s: Index: 17 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -execution time of: 5.0245e-05s: Index: 16 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -execution time of: 5.0263e-05s: Index: 19 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -execution time of: 5.0266e-05s: Index: 86 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -execution time of: 5.0323e-05s: Index: 108 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -execution time of: 5.0358e-05s: Index: 91 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -execution time of: 5.0383e-05s: Index: 67 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -execution time of: 5.0406e-05s: Index: 115 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -execution time of: 5.0430e-05s: Index: 61 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -execution time of: 5.0446e-05s: Index: 81 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -execution time of: 5.0531e-05s: Index: 89 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -execution time of: 5.0570e-05s: Index: 110 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -execution time of: 5.0596e-05s: Index: 74 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -execution time of: 5.0625e-05s: Index: 62 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -execution time of: 5.0708e-05s: Index: 41 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -execution time of: 5.0763e-05s: Index: 117 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -execution time of: 5.0773e-05s: Index: 113 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -execution time of: 5.0793e-05s: Index: 105 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -execution time of: 5.0810e-05s: Index: 47 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -execution time of: 5.0818e-05s: Index: 79 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -execution time of: 5.0831e-05s: Index: 116 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -execution time of: 5.0846e-05s: Index: 37 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -execution time of: 5.0861e-05s: Index: 65 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -execution time of: 5.0873e-05s: Index: 88 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -execution time of: 5.0890e-05s: Index: 23 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -execution time of: 5.0898e-05s: Index: 93 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -execution time of: 5.0918e-05s: Index: 44 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -execution time of: 5.0918e-05s: Index: 107 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -execution time of: 5.0928e-05s: Index: 39 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -execution time of: 5.0940e-05s: Index: 83 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -execution time of: 5.0958e-05s: Index: 35 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -execution time of: 5.0976e-05s: Index: 92 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -execution time of: 5.1001e-05s: Index: 70 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -execution time of: 5.1055e-05s: Index: 18 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -execution time of: 5.1091e-05s: Index: 111 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -execution time of: 5.1096e-05s: Index: 82 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -execution time of: 5.1110e-05s: Index: 84 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -execution time of: 5.1143e-05s: Index: 34 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -execution time of: 5.1143e-05s: Index: 32 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -execution time of: 5.1151e-05s: Index: 71 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -execution time of: 5.1156e-05s: Index: 104 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -execution time of: 5.1183e-05s: Index: 69 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -execution time of: 5.1183e-05s: Index: 87 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -execution time of: 5.1211e-05s: Index: 60 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -execution time of: 5.1243e-05s: Index: 45 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -execution time of: 5.1368e-05s: Index: 56 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -execution time of: 5.1421e-05s: Index: 63 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -execution time of: 5.1423e-05s: Index: 109 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -execution time of: 5.1431e-05s: Index: 38 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -execution time of: 5.1481e-05s: Index: 36 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -execution time of: 5.1580e-05s: Index: 76 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -execution time of: 5.1630e-05s: Index: 85 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -execution time of: 5.1643e-05s: Index: 98 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -execution time of: 5.1686e-05s: Index: 106 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -execution time of: 5.1716e-05s: Index: 14 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -execution time of: 5.1726e-05s: Index: 64 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -execution time of: 5.1773e-05s: Index: 78 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -execution time of: 5.1826e-05s: Index: 59 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -execution time of: 5.2208e-05s: Index: 114 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -execution time of: 5.2288e-05s: Index: 68 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -execution time of: 5.2301e-05s: Index: 119 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -execution time of: 5.2416e-05s: Index: 80 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -execution time of: 5.2568e-05s: Index: 33 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -execution time of: 5.2698e-05s: Index: 58 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -execution time of: 5.2738e-05s: Index: 8 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -execution time of: 5.2888e-05s: Index: 94 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -execution time of: 5.3956e-05s: Index: 95 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -execution time of: 5.7401e-05s: Index: 57 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -execution time of: 8.7604e-05s: Index: 46 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -execution time of: 9.1561e-05s: Index: 40 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +execution time of: 3.2721e-04s: Index: 101 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| + +execution time of: 3.2794e-04s: Index: 29 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| + +execution time of: 3.2810e-04s: Index: 5 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| + +execution time of: 3.2868e-04s: Index: 25 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| + +execution time of: 3.2881e-04s: Index: 21 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| + +execution time of: 3.2935e-04s: Index: 19 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| + +execution time of: 3.2946e-04s: Index: 11 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| + +execution time of: 3.2983e-04s: Index: 24 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| + +execution time of: 3.3011e-04s: Index: 22 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| + +execution time of: 3.3068e-04s: Index: 49 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| + +execution time of: 3.3072e-04s: Index: 15 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| + +execution time of: 3.3115e-04s: Index: 9 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| + +execution time of: 3.3141e-04s: Index: 27 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| + +execution time of: 3.3145e-04s: Index: 115 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| + +execution time of: 3.3157e-04s: Index: 48 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| + +execution time of: 3.3162e-04s: Index: 53 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| + +execution time of: 3.3170e-04s: Index: 23 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| + +execution time of: 3.3194e-04s: Index: 55 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| + +execution time of: 3.3204e-04s: Index: 16 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| + +execution time of: 3.3210e-04s: Index: 18 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| + +execution time of: 3.3220e-04s: Index: 28 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| + +execution time of: 3.3232e-04s: Index: 99 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| + +execution time of: 3.3279e-04s: Index: 7 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| + +execution time of: 3.3287e-04s: Index: 6 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| + +execution time of: 3.3292e-04s: Index: 14 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| + +execution time of: 3.3304e-04s: Index: 72 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| + +execution time of: 3.3336e-04s: Index: 75 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| + +execution time of: 3.3371e-04s: Index: 13 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| + +execution time of: 3.3374e-04s: Index: 73 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| + +execution time of: 3.3397e-04s: Index: 30 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| + +execution time of: 3.3399e-04s: Index: 97 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| + +execution time of: 3.3403e-04s: Index: 96 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| + +execution time of: 3.3411e-04s: Index: 91 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| + +execution time of: 3.3494e-04s: Index: 117 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| + +execution time of: 3.3495e-04s: Index: 54 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| + +execution time of: 3.3495e-04s: Index: 109 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| + +execution time of: 3.3500e-04s: Index: 103 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| + +execution time of: 3.3509e-04s: Index: 102 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| + +execution time of: 3.3516e-04s: Index: 12 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| + +execution time of: 3.3525e-04s: Index: 85 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| + +execution time of: 3.3532e-04s: Index: 26 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| + +execution time of: 3.3539e-04s: Index: 114 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| + +execution time of: 3.3587e-04s: Index: 8 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| + +execution time of: 3.3589e-04s: Index: 52 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| + +execution time of: 3.3622e-04s: Index: 17 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| + +execution time of: 3.3627e-04s: Index: 43 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| + +execution time of: 3.3632e-04s: Index: 20 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| + +execution time of: 3.3635e-04s: Index: 107 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| + +execution time of: 3.3639e-04s: Index: 116 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| + +execution time of: 3.3655e-04s: Index: 51 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| + +execution time of: 3.3659e-04s: Index: 10 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| + +execution time of: 3.3664e-04s: Index: 118 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| + +execution time of: 3.3674e-04s: Index: 94 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| + +execution time of: 3.3674e-04s: Index: 61 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| + +execution time of: 3.3702e-04s: Index: 93 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| + +execution time of: 3.3706e-04s: Index: 76 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| + +execution time of: 3.3706e-04s: Index: 105 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| + +execution time of: 3.3706e-04s: Index: 71 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| + +execution time of: 3.3717e-04s: Index: 100 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| + +execution time of: 3.3772e-04s: Index: 112 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| + +execution time of: 3.3773e-04s: Index: 42 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| + +execution time of: 3.3796e-04s: Index: 67 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| + +execution time of: 3.3797e-04s: Index: 113 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| + +execution time of: 3.3797e-04s: Index: 59 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| + +execution time of: 3.3799e-04s: Index: 77 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| + +execution time of: 3.3809e-04s: Index: 74 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| + +execution time of: 3.3819e-04s: Index: 98 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| + +execution time of: 3.3821e-04s: Index: 70 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| + +execution time of: 3.3837e-04s: Index: 110 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| + +execution time of: 3.3848e-04s: Index: 86 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| + +execution time of: 3.3852e-04s: Index: 83 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| + +execution time of: 3.3878e-04s: Index: 92 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| + +execution time of: 3.3881e-04s: Index: 4 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| + +execution time of: 3.3887e-04s: Index: 108 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| + +execution time of: 3.3895e-04s: Index: 45 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| + +execution time of: 3.3901e-04s: Index: 50 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| + +execution time of: 3.3905e-04s: Index: 69 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| + +execution time of: 3.3958e-04s: Index: 89 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| + +execution time of: 3.3973e-04s: Index: 111 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| + +execution time of: 3.3980e-04s: Index: 47 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| + +execution time of: 3.4002e-04s: Index: 41 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| + +execution time of: 3.4025e-04s: Index: 63 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| + +execution time of: 3.4033e-04s: Index: 1 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| + +execution time of: 3.4038e-04s: Index: 37 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| + +execution time of: 3.4042e-04s: Index: 62 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| + +execution time of: 3.4053e-04s: Index: 88 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| + +execution time of: 3.4064e-04s: Index: 39 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| + +execution time of: 3.4069e-04s: Index: 57 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| + +execution time of: 3.4088e-04s: Index: 87 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| + +execution time of: 3.4095e-04s: Index: 3 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| + +execution time of: 3.4104e-04s: Index: 81 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| + +execution time of: 3.4116e-04s: Index: 66 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| + +execution time of: 3.4117e-04s: Index: 119 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| + +execution time of: 3.4127e-04s: Index: 106 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| + +execution time of: 3.4129e-04s: Index: 90 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| + +execution time of: 3.4154e-04s: Index: 80 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| + +execution time of: 3.4161e-04s: Index: 0 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| + +execution time of: 3.4202e-04s: Index: 65 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| + +execution time of: 3.4213e-04s: Index: 2 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| + +execution time of: 3.4232e-04s: Index: 38 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| + +execution time of: 3.4251e-04s: Index: 64 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| + +execution time of: 3.4260e-04s: Index: 82 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| + +execution time of: 3.4265e-04s: Index: 68 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| + +execution time of: 3.4292e-04s: Index: 56 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| + +execution time of: 3.4310e-04s: Index: 84 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| + +execution time of: 3.4351e-04s: Index: 104 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| + +execution time of: 3.4474e-04s: Index: 60 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| + +execution time of: 3.4493e-04s: Index: 79 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| + +execution time of: 3.4500e-04s: Index: 44 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| + +execution time of: 3.4536e-04s: Index: 78 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| + +execution time of: 3.4614e-04s: Index: 58 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| + +execution time of: 3.4722e-04s: Index: 36 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| + +execution time of: 3.4939e-04s: Index: 31 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| + +execution time of: 3.5097e-04s: Index: 35 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| + +execution time of: 3.5265e-04s: Index: 95 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| + +execution time of: 3.5784e-04s: Index: 34 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| + +execution time of: 3.5997e-04s: Index: 32 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| + +execution time of: 3.6260e-04s: Index: 33 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| + +execution time of: 5.3317e-04s: Index: 46 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| + +execution time of: 5.3439e-04s: Index: 40 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| + ________________________________________________________________________________________________ Start Simulation of portfoliovqe_indep_qiskit_6__________________________________________________ @@ -432,713 +886,2907 @@ Start Simulation of portfoliovqe_indep_qiskit_6_________________________________ 76:...|...|...|...|...|...5 .o:...0...1...2...3...4...5 Total Permutations: 720 -Min time: 9.4466e-05s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Max time: 2.1390e-04s................. Permutation 707: 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +Min time: 6.0827e-04s................. Permutation 5 : 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +Max time: 6.7328e-04s................. Permutation 656: 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| Min active nodes: 63 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Min max nodes: 189 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Min max nodes: 126 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| Max active nodes: 63 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Max max nodes: 189 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Max max nodes: 126 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| ________________________________________________________________________________________________ 720 permutations have 63 active nodes. +Index: 5 | Max_nodes: 126 | Time: 6.0827e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +Index: 29 | Max_nodes: 126 | Time: 6.0973e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +Index: 143 | Max_nodes: 126 | Time: 6.0986e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +Index: 3 | Max_nodes: 126 | Time: 6.1006e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +Index: 245 | Max_nodes: 126 | Time: 6.1012e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +Index: 123 | Max_nodes: 126 | Time: 6.1076e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +Index: 125 | Max_nodes: 126 | Time: 6.1101e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +Index: 149 | Max_nodes: 126 | Time: 6.1102e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| +Index: 53 | Max_nodes: 126 | Time: 6.1155e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +Index: 11 | Max_nodes: 126 | Time: 6.1162e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +Index: 147 | Max_nodes: 126 | Time: 6.1179e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| +Index: 9 | Max_nodes: 126 | Time: 6.1182e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +Index: 24 | Max_nodes: 126 | Time: 6.1203e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +Index: 4 | Max_nodes: 126 | Time: 6.1206e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +Index: 23 | Max_nodes: 126 | Time: 6.1225e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +Index: 131 | Max_nodes: 126 | Time: 6.1251e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +Index: 129 | Max_nodes: 126 | Time: 6.1269e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +Index: 121 | Max_nodes: 126 | Time: 6.1288e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Index: 122 | Max_nodes: 126 | Time: 6.1292e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 7 | Max_nodes: 126 | Time: 6.1336e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +Index: 13 | Max_nodes: 126 | Time: 6.1339e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +Index: 133 | Max_nodes: 126 | Time: 6.1356e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +Index: 6 | Max_nodes: 126 | Time: 6.1361e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Index: 124 | Max_nodes: 126 | Time: 6.1374e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +Index: 267 | Max_nodes: 126 | Time: 6.1374e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| +Index: 139 | Max_nodes: 126 | Time: 6.1409e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +Index: 241 | Max_nodes: 126 | Time: 6.1418e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +Index: 15 | Max_nodes: 126 | Time: 6.1460e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +Index: 137 | Max_nodes: 126 | Time: 6.1466e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +Index: 17 | Max_nodes: 126 | Time: 6.1492e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +Index: 28 | Max_nodes: 126 | Time: 6.1522e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +Index: 101 | Max_nodes: 126 | Time: 6.1588e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| +Index: 22 | Max_nodes: 126 | Time: 6.1621e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +Index: 142 | Max_nodes: 126 | Time: 6.1643e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +Index: 145 | Max_nodes: 126 | Time: 6.1646e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +Index: 25 | Max_nodes: 126 | Time: 6.1653e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +Index: 2 | Max_nodes: 126 | Time: 6.1655e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 126 | Max_nodes: 126 | Time: 6.1658e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Index: 365 | Max_nodes: 126 | Time: 6.1667e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +Index: 141 | Max_nodes: 126 | Time: 6.1674e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +Index: 140 | Max_nodes: 126 | Time: 6.1745e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +Index: 99 | Max_nodes: 126 | Time: 6.1760e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| +Index: 14 | Max_nodes: 126 | Time: 6.1767e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +Index: 16 | Max_nodes: 126 | Time: 6.1777e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +Index: 18 | Max_nodes: 126 | Time: 6.1780e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +Index: 264 | Max_nodes: 126 | Time: 6.1807e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +Index: 120 | Max_nodes: 126 | Time: 6.1819e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Index: 27 | Max_nodes: 126 | Time: 6.1827e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +Index: 49 | Max_nodes: 126 | Time: 6.1831e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +Index: 148 | Max_nodes: 126 | Time: 6.1838e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| +Index: 1 | Max_nodes: 126 | Time: 6.1846e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Index: 243 | Max_nodes: 126 | Time: 6.1851e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +Index: 128 | Max_nodes: 126 | Time: 6.1856e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +Index: 265 | Max_nodes: 126 | Time: 6.1875e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +Index: 197 | Max_nodes: 126 | Time: 6.1879e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| +Index: 240 | Max_nodes: 126 | Time: 6.1887e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +Index: 266 | Max_nodes: 126 | Time: 6.1898e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| +Index: 135 | Max_nodes: 126 | Time: 6.1901e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +Index: 26 | Max_nodes: 126 | Time: 6.1903e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +Index: 31 | Max_nodes: 126 | Time: 6.1924e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| +Index: 244 | Max_nodes: 126 | Time: 6.1940e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +Index: 30 | Max_nodes: 126 | Time: 6.1949e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +Index: 134 | Max_nodes: 126 | Time: 6.1955e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +Index: 136 | Max_nodes: 126 | Time: 6.1977e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +Index: 43 | Max_nodes: 126 | Time: 6.1991e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| +Index: 72 | Max_nodes: 126 | Time: 6.1999e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +Index: 242 | Max_nodes: 126 | Time: 6.2003e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +Index: 75 | Max_nodes: 126 | Time: 6.2021e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| +Index: 195 | Max_nodes: 126 | Time: 6.2029e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| +Index: 48 | Max_nodes: 126 | Time: 6.2033e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +Index: 132 | Max_nodes: 126 | Time: 6.2043e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +Index: 77 | Max_nodes: 126 | Time: 6.2063e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| +Index: 95 | Max_nodes: 126 | Time: 6.2088e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| +Index: 47 | Max_nodes: 126 | Time: 6.2100e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| +Index: 483 | Max_nodes: 126 | Time: 6.2102e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| +Index: 127 | Max_nodes: 126 | Time: 6.2107e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +Index: 361 | Max_nodes: 126 | Time: 6.2114e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +Index: 96 | Max_nodes: 126 | Time: 6.2132e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +Index: 20 | Max_nodes: 126 | Time: 6.2138e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +Index: 221 | Max_nodes: 126 | Time: 6.2148e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| +Index: 21 | Max_nodes: 126 | Time: 6.2150e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +Index: 247 | Max_nodes: 126 | Time: 6.2151e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| +Index: 130 | Max_nodes: 126 | Time: 6.2162e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +Index: 113 | Max_nodes: 126 | Time: 6.2173e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| +Index: 485 | Max_nodes: 126 | Time: 6.2187e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| +Index: 169 | Max_nodes: 126 | Time: 6.2193e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| +Index: 360 | Max_nodes: 126 | Time: 6.2203e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +Index: 10 | Max_nodes: 126 | Time: 6.2205e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +Index: 263 | Max_nodes: 126 | Time: 6.2210e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| +Index: 41 | Max_nodes: 126 | Time: 6.2215e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| +Index: 54 | Max_nodes: 126 | Time: 6.2218e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +Index: 90 | Max_nodes: 126 | Time: 6.2225e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| +Index: 45 | Max_nodes: 126 | Time: 6.2227e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| +Index: 109 | Max_nodes: 126 | Time: 6.2227e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| +Index: 269 | Max_nodes: 126 | Time: 6.2227e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| +Index: 268 | Max_nodes: 126 | Time: 6.2229e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| +Index: 219 | Max_nodes: 126 | Time: 6.2247e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| +Index: 144 | Max_nodes: 126 | Time: 6.2255e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +Index: 605 | Max_nodes: 126 | Time: 6.2261e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 2| +Index: 51 | Max_nodes: 126 | Time: 6.2265e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +Index: 114 | Max_nodes: 126 | Time: 6.2276e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| +Index: 481 | Max_nodes: 126 | Time: 6.2284e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 3| +Index: 146 | Max_nodes: 126 | Time: 6.2296e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| +Index: 74 | Max_nodes: 126 | Time: 6.2314e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| +Index: 603 | Max_nodes: 126 | Time: 6.2315e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2| +Index: 385 | Max_nodes: 126 | Time: 6.2333e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4| +Index: 91 | Max_nodes: 126 | Time: 6.2340e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| +Index: 258 | Max_nodes: 126 | Time: 6.2343e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| +Index: 119 | Max_nodes: 126 | Time: 6.2353e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| +Index: 98 | Max_nodes: 126 | Time: 6.2363e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| +Index: 71 | Max_nodes: 126 | Time: 6.2390e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| +Index: 55 | Max_nodes: 126 | Time: 6.2405e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| +Index: 61 | Max_nodes: 126 | Time: 6.2412e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| +Index: 253 | Max_nodes: 126 | Time: 6.2424e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| +Index: 84 | Max_nodes: 126 | Time: 6.2457e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| +Index: 70 | Max_nodes: 126 | Time: 6.2458e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| +Index: 249 | Max_nodes: 126 | Time: 6.2459e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +Index: 85 | Max_nodes: 126 | Time: 6.2466e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| +Index: 259 | Max_nodes: 126 | Time: 6.2472e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| +Index: 617 | Max_nodes: 126 | Time: 6.2497e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| +Index: 19 | Max_nodes: 126 | Time: 6.2505e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +Index: 168 | Max_nodes: 126 | Time: 6.2507e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| +Index: 36 | Max_nodes: 126 | Time: 6.2509e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +Index: 363 | Max_nodes: 126 | Time: 6.2533e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +Index: 482 | Max_nodes: 126 | Time: 6.2542e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| +Index: 487 | Max_nodes: 126 | Time: 6.2550e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3| +Index: 100 | Max_nodes: 126 | Time: 6.2556e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| +Index: 8 | Max_nodes: 126 | Time: 6.2562e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +Index: 107 | Max_nodes: 126 | Time: 6.2562e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| +Index: 606 | Max_nodes: 126 | Time: 6.2565e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4| +Index: 196 | Max_nodes: 126 | Time: 6.2570e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| +Index: 63 | Max_nodes: 126 | Time: 6.2573e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| +Index: 67 | Max_nodes: 126 | Time: 6.2583e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| +Index: 57 | Max_nodes: 126 | Time: 6.2594e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| +Index: 366 | Max_nodes: 126 | Time: 6.2597e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +Index: 252 | Max_nodes: 126 | Time: 6.2597e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +Index: 112 | Max_nodes: 126 | Time: 6.2602e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| +Index: 35 | Max_nodes: 126 | Time: 6.2604e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| +Index: 506 | Max_nodes: 126 | Time: 6.2606e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| +Index: 97 | Max_nodes: 126 | Time: 6.2617e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| +Index: 601 | Max_nodes: 126 | Time: 6.2623e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| +Index: 60 | Max_nodes: 126 | Time: 6.2628e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| +Index: 39 | Max_nodes: 126 | Time: 6.2629e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +Index: 486 | Max_nodes: 126 | Time: 6.2636e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +Index: 619 | Max_nodes: 126 | Time: 6.2644e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2| +Index: 607 | Max_nodes: 126 | Time: 6.2657e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3| +Index: 46 | Max_nodes: 126 | Time: 6.2658e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| +Index: 367 | Max_nodes: 126 | Time: 6.2661e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| +Index: 118 | Max_nodes: 126 | Time: 6.2662e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| +Index: 73 | Max_nodes: 126 | Time: 6.2676e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| +Index: 76 | Max_nodes: 126 | Time: 6.2678e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| +Index: 89 | Max_nodes: 126 | Time: 6.2679e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| +Index: 33 | Max_nodes: 126 | Time: 6.2685e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +Index: 609 | Max_nodes: 126 | Time: 6.2701e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| +Index: 629 | Max_nodes: 126 | Time: 6.2708e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| +Index: 170 | Max_nodes: 126 | Time: 6.2733e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| +Index: 251 | Max_nodes: 126 | Time: 6.2743e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| +Index: 383 | Max_nodes: 126 | Time: 6.2744e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| +Index: 364 | Max_nodes: 126 | Time: 6.2749e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| +Index: 52 | Max_nodes: 126 | Time: 6.2752e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| +Index: 379 | Max_nodes: 126 | Time: 6.2754e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| +Index: 69 | Max_nodes: 126 | Time: 6.2757e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| +Index: 78 | Max_nodes: 126 | Time: 6.2759e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +Index: 108 | Max_nodes: 126 | Time: 6.2762e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| +Index: 386 | Max_nodes: 126 | Time: 6.2765e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| +Index: 88 | Max_nodes: 126 | Time: 6.2771e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| +Index: 50 | Max_nodes: 126 | Time: 6.2779e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| +Index: 261 | Max_nodes: 126 | Time: 6.2791e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| +Index: 172 | Max_nodes: 126 | Time: 6.2797e-04s | 0 -> 1|1 -> 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-> 4|4 -> 2|5 -> 0| +Index: 563 | Max_nodes: 126 | Time: 6.5652e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| +Index: 694 | Max_nodes: 126 | Time: 6.5654e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +Index: 189 | Max_nodes: 126 | Time: 6.5655e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 0| +Index: 663 | Max_nodes: 126 | Time: 6.5663e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| +Index: 440 | Max_nodes: 126 | Time: 6.5667e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| +Index: 453 | Max_nodes: 126 | Time: 6.5675e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +Index: 687 | Max_nodes: 126 | Time: 6.5681e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +Index: 309 | Max_nodes: 126 | Time: 6.5683e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| +Index: 332 | Max_nodes: 126 | Time: 6.5684e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| +Index: 550 | Max_nodes: 126 | Time: 6.5685e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| +Index: 424 | Max_nodes: 126 | Time: 6.5698e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| +Index: 188 | Max_nodes: 126 | Time: 6.5698e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 4| +Index: 350 | Max_nodes: 126 | Time: 6.5711e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| +Index: 646 | Max_nodes: 126 | Time: 6.5713e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| +Index: 584 | Max_nodes: 126 | Time: 6.5734e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +Index: 334 | Max_nodes: 126 | Time: 6.5766e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| +Index: 404 | Max_nodes: 126 | Time: 6.5772e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| +Index: 443 | Max_nodes: 126 | Time: 6.5774e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| +Index: 231 | Max_nodes: 126 | Time: 6.5796e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| +Index: 230 | Max_nodes: 126 | Time: 6.5798e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| +Index: 452 | Max_nodes: 126 | Time: 6.5809e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| +Index: 590 | Max_nodes: 126 | Time: 6.5828e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +Index: 567 | Max_nodes: 126 | Time: 6.5830e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| +Index: 664 | Max_nodes: 126 | Time: 6.5831e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| +Index: 477 | Max_nodes: 126 | Time: 6.5841e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +Index: 429 | Max_nodes: 126 | Time: 6.5842e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| +Index: 473 | Max_nodes: 126 | Time: 6.5849e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +Index: 561 | Max_nodes: 126 | Time: 6.5852e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| +Index: 569 | Max_nodes: 126 | Time: 6.5863e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| +Index: 430 | Max_nodes: 126 | Time: 6.5878e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| +Index: 659 | Max_nodes: 126 | Time: 6.5880e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| +Index: 302 | Max_nodes: 126 | Time: 6.5885e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| +Index: 706 | Max_nodes: 126 | Time: 6.5886e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| +Index: 470 | Max_nodes: 126 | Time: 6.5912e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +Index: 695 | Max_nodes: 126 | Time: 6.5912e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +Index: 278 | Max_nodes: 126 | Time: 6.5922e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| +Index: 224 | Max_nodes: 126 | Time: 6.5923e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| +Index: 680 | Max_nodes: 126 | Time: 6.5926e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| +Index: 212 | Max_nodes: 126 | Time: 6.5928e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| +Index: 657 | Max_nodes: 126 | Time: 6.5934e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| +Index: 353 | Max_nodes: 126 | Time: 6.5935e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| +Index: 303 | Max_nodes: 126 | Time: 6.5942e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| +Index: 308 | Max_nodes: 126 | Time: 6.5945e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| +Index: 492 | Max_nodes: 126 | Time: 6.5947e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| +Index: 545 | Max_nodes: 126 | Time: 6.5956e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| +Index: 586 | Max_nodes: 126 | Time: 6.5959e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| +Index: 178 | Max_nodes: 126 | Time: 6.5963e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| +Index: 226 | Max_nodes: 126 | Time: 6.5964e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| +Index: 712 | Max_nodes: 126 | Time: 6.5966e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +Index: 670 | Max_nodes: 126 | Time: 6.5967e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| +Index: 400 | Max_nodes: 126 | Time: 6.5969e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| +Index: 326 | Max_nodes: 126 | Time: 6.5972e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| +Index: 356 | Max_nodes: 126 | Time: 6.5974e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| +Index: 328 | Max_nodes: 126 | Time: 6.5983e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| +Index: 536 | Max_nodes: 126 | Time: 6.5986e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| +Index: 471 | Max_nodes: 126 | Time: 6.5993e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +Index: 520 | Max_nodes: 126 | Time: 6.5998e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| +Index: 592 | Max_nodes: 126 | Time: 6.6000e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +Index: 572 | Max_nodes: 126 | Time: 6.6017e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| +Index: 689 | Max_nodes: 126 | Time: 6.6021e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +Index: 662 | Max_nodes: 126 | Time: 6.6024e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| +Index: 392 | Max_nodes: 126 | Time: 6.6027e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| +Index: 512 | Max_nodes: 126 | Time: 6.6028e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| +Index: 668 | Max_nodes: 126 | Time: 6.6030e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| +Index: 682 | Max_nodes: 126 | Time: 6.6034e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| +Index: 573 | Max_nodes: 126 | Time: 6.6035e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +Index: 549 | Max_nodes: 126 | Time: 6.6037e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| +Index: 160 | Max_nodes: 126 | Time: 6.6038e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| +Index: 320 | Max_nodes: 126 | Time: 6.6046e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| +Index: 692 | Max_nodes: 126 | Time: 6.6056e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +Index: 311 | Max_nodes: 126 | Time: 6.6062e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| +Index: 351 | Max_nodes: 126 | Time: 6.6069e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| +Index: 521 | Max_nodes: 126 | Time: 6.6070e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| +Index: 574 | Max_nodes: 126 | Time: 6.6074e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +Index: 394 | Max_nodes: 126 | Time: 6.6089e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| +Index: 704 | Max_nodes: 126 | Time: 6.6091e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +Index: 152 | Max_nodes: 126 | Time: 6.6094e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| +Index: 346 | Max_nodes: 126 | Time: 6.6097e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| +Index: 632 | Max_nodes: 126 | Time: 6.6105e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| +Index: 416 | Max_nodes: 126 | Time: 6.6123e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| +Index: 464 | Max_nodes: 126 | Time: 6.6124e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| +Index: 688 | Max_nodes: 126 | Time: 6.6134e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| +Index: 310 | Max_nodes: 126 | Time: 6.6149e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| +Index: 693 | Max_nodes: 126 | Time: 6.6168e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +Index: 543 | Max_nodes: 126 | Time: 6.6190e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| +Index: 406 | Max_nodes: 126 | Time: 6.6194e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| +Index: 644 | Max_nodes: 126 | Time: 6.6196e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| +Index: 296 | Max_nodes: 126 | Time: 6.6202e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| +Index: 345 | Max_nodes: 126 | Time: 6.6207e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| +Index: 183 | Max_nodes: 126 | Time: 6.6207e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| +Index: 442 | Max_nodes: 126 | Time: 6.6213e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| +Index: 422 | Max_nodes: 126 | Time: 6.6230e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| +Index: 634 | Max_nodes: 126 | Time: 6.6241e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| +Index: 658 | Max_nodes: 126 | Time: 6.6258e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| +Index: 182 | Max_nodes: 126 | Time: 6.6268e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| +Index: 575 | Max_nodes: 126 | Time: 6.6280e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +Index: 447 | Max_nodes: 126 | Time: 6.6282e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| +Index: 176 | Max_nodes: 126 | Time: 6.6305e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| +Index: 202 | Max_nodes: 126 | Time: 6.6321e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| +Index: 472 | Max_nodes: 126 | Time: 6.6337e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| +Index: 418 | Max_nodes: 126 | Time: 6.6350e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| +Index: 347 | Max_nodes: 126 | Time: 6.6362e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| +Index: 466 | Max_nodes: 126 | Time: 6.6366e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| +Index: 298 | Max_nodes: 126 | Time: 6.6380e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| +Index: 544 | Max_nodes: 126 | Time: 6.6385e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| +Index: 327 | Max_nodes: 126 | Time: 6.6399e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| +Index: 284 | Max_nodes: 126 | Time: 6.6401e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| +Index: 200 | Max_nodes: 126 | Time: 6.6401e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| +Index: 428 | Max_nodes: 126 | Time: 6.6438e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| +Index: 304 | Max_nodes: 126 | Time: 6.6442e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| +Index: 562 | Max_nodes: 126 | Time: 6.6457e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| +Index: 448 | Max_nodes: 126 | Time: 6.6479e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| +Index: 560 | Max_nodes: 126 | Time: 6.6547e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| +Index: 372 | Max_nodes: 126 | Time: 6.6579e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| +Index: 232 | Max_nodes: 126 | Time: 6.6590e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| +Index: 398 | Max_nodes: 126 | Time: 6.6608e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| +Index: 548 | Max_nodes: 126 | Time: 6.6628e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| +Index: 538 | Max_nodes: 126 | Time: 6.6689e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| +Index: 322 | Max_nodes: 126 | Time: 6.6707e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| +Index: 352 | Max_nodes: 126 | Time: 6.6737e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| +Index: 568 | Max_nodes: 126 | Time: 6.6743e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| +Index: 524 | Max_nodes: 126 | Time: 6.6760e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| +Index: 423 | Max_nodes: 126 | Time: 6.7024e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| +Index: 344 | Max_nodes: 126 | Time: 6.7059e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| +Index: 514 | Max_nodes: 126 | Time: 6.7242e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| +Index: 656 | Max_nodes: 126 | Time: 6.7328e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| ........................... -Average time: 1.0436e-04s +Average time: 6.4029e-04s ________________________________________________________________________________________________ -720 permutations have 189 max nodes. +720 permutations have 126 max nodes. +Index: 5 | Active_nodes: 63 | Time: 6.0827e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +Index: 29 | Active_nodes: 63 | Time: 6.0973e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +Index: 143 | Active_nodes: 63 | Time: 6.0986e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +Index: 3 | Active_nodes: 63 | Time: 6.1006e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +Index: 245 | Active_nodes: 63 | Time: 6.1012e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +Index: 123 | Active_nodes: 63 | Time: 6.1076e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +Index: 125 | Active_nodes: 63 | Time: 6.1101e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +Index: 149 | Active_nodes: 63 | Time: 6.1102e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| +Index: 53 | Active_nodes: 63 | Time: 6.1155e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +Index: 11 | Active_nodes: 63 | Time: 6.1162e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +Index: 147 | Active_nodes: 63 | Time: 6.1179e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| +Index: 9 | Active_nodes: 63 | Time: 6.1182e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +Index: 24 | Active_nodes: 63 | Time: 6.1203e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +Index: 4 | Active_nodes: 63 | Time: 6.1206e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +Index: 23 | Active_nodes: 63 | Time: 6.1225e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +Index: 131 | Active_nodes: 63 | Time: 6.1251e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +Index: 129 | Active_nodes: 63 | Time: 6.1269e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +Index: 121 | Active_nodes: 63 | Time: 6.1288e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Index: 122 | Active_nodes: 63 | Time: 6.1292e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 7 | Active_nodes: 63 | Time: 6.1336e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +Index: 13 | Active_nodes: 63 | Time: 6.1339e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +Index: 133 | Active_nodes: 63 | Time: 6.1356e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +Index: 6 | Active_nodes: 63 | Time: 6.1361e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Index: 124 | Active_nodes: 63 | Time: 6.1374e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +Index: 267 | Active_nodes: 63 | Time: 6.1374e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| +Index: 139 | Active_nodes: 63 | Time: 6.1409e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +Index: 241 | Active_nodes: 63 | Time: 6.1418e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +Index: 15 | Active_nodes: 63 | Time: 6.1460e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +Index: 137 | Active_nodes: 63 | Time: 6.1466e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +Index: 17 | Active_nodes: 63 | Time: 6.1492e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +Index: 28 | Active_nodes: 63 | Time: 6.1522e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +Index: 101 | Active_nodes: 63 | Time: 6.1588e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| +Index: 22 | Active_nodes: 63 | Time: 6.1621e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +Index: 142 | Active_nodes: 63 | Time: 6.1643e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +Index: 145 | Active_nodes: 63 | Time: 6.1646e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +Index: 25 | Active_nodes: 63 | Time: 6.1653e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +Index: 2 | Active_nodes: 63 | Time: 6.1655e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 126 | Active_nodes: 63 | Time: 6.1658e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Index: 365 | Active_nodes: 63 | Time: 6.1667e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +Index: 141 | Active_nodes: 63 | Time: 6.1674e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +Index: 140 | Active_nodes: 63 | Time: 6.1745e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +Index: 99 | Active_nodes: 63 | Time: 6.1760e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| +Index: 14 | Active_nodes: 63 | Time: 6.1767e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +Index: 16 | Active_nodes: 63 | Time: 6.1777e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +Index: 18 | Active_nodes: 63 | Time: 6.1780e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +Index: 264 | Active_nodes: 63 | Time: 6.1807e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +Index: 120 | Active_nodes: 63 | Time: 6.1819e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Index: 27 | Active_nodes: 63 | Time: 6.1827e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +Index: 49 | Active_nodes: 63 | Time: 6.1831e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +Index: 148 | Active_nodes: 63 | Time: 6.1838e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| +Index: 1 | Active_nodes: 63 | Time: 6.1846e-04s | 0 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63 | Time: 6.2941e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| +Index: 86 | Active_nodes: 63 | Time: 6.2949e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| +Index: 105 | Active_nodes: 63 | Time: 6.2952e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| +Index: 218 | Active_nodes: 63 | Time: 6.2953e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| +Index: 389 | Active_nodes: 63 | Time: 6.2954e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| +Index: 622 | Active_nodes: 63 | Time: 6.2963e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| +Index: 171 | Active_nodes: 63 | Time: 6.2964e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| +Index: 615 | Active_nodes: 63 | Time: 6.2965e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 1| +Index: 117 | Active_nodes: 63 | Time: 6.2969e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| +Index: 83 | Active_nodes: 63 | Time: 6.2971e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| +Index: 600 | Active_nodes: 63 | Time: 6.2983e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +Index: 115 | Active_nodes: 63 | Time: 6.2984e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| +Index: 701 | Active_nodes: 63 | Time: 6.2994e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| +Index: 497 | Active_nodes: 63 | Time: 6.2997e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 1| +Index: 312 | Active_nodes: 63 | Time: 6.3001e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| +Index: 499 | Active_nodes: 63 | Time: 6.3004e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| +Index: 59 | Active_nodes: 63 | Time: 6.3012e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| +Index: 628 | Active_nodes: 63 | Time: 6.3025e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 3| +Index: 44 | Active_nodes: 63 | Time: 6.3029e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| +Index: 173 | Active_nodes: 63 | Time: 6.3030e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| +Index: 627 | Active_nodes: 63 | Time: 6.3031e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 2| +Index: 174 | Active_nodes: 63 | Time: 6.3038e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| +Index: 697 | Active_nodes: 63 | Time: 6.3038e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| +Index: 93 | Active_nodes: 63 | Time: 6.3041e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| +Index: 502 | Active_nodes: 63 | Time: 6.3048e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| +Index: 87 | Active_nodes: 63 | Time: 6.3049e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| +Index: 507 | Active_nodes: 63 | Time: 6.3051e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 2| +Index: 611 | Active_nodes: 63 | Time: 6.3060e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 1| +Index: 408 | Active_nodes: 63 | Time: 6.3060e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| +Index: 387 | Active_nodes: 63 | Time: 6.3066e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 2| +Index: 604 | Active_nodes: 63 | Time: 6.3067e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| +Index: 581 | Active_nodes: 63 | Time: 6.3067e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| +Index: 38 | Active_nodes: 63 | Time: 6.3068e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| +Index: 649 | Active_nodes: 63 | Time: 6.3086e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 3| +Index: 493 | Active_nodes: 63 | Time: 6.3101e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2| +Index: 382 | Active_nodes: 63 | Time: 6.3105e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2| +Index: 376 | Active_nodes: 63 | Time: 6.3110e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2| +Index: 529 | Active_nodes: 63 | Time: 6.3115e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| +Index: 194 | Active_nodes: 63 | Time: 6.3119e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| +Index: 508 | Active_nodes: 63 | Time: 6.3124e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 3| +Index: 56 | Active_nodes: 63 | Time: 6.3129e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| +Index: 613 | Active_nodes: 63 | Time: 6.3132e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| 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6.3188e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| +Index: 699 | Active_nodes: 63 | Time: 6.3194e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| +Index: 461 | Active_nodes: 63 | Time: 6.3202e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 1| +Index: 673 | Active_nodes: 63 | Time: 6.3205e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| +Index: 42 | Active_nodes: 63 | Time: 6.3206e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| +Index: 503 | Active_nodes: 63 | Time: 6.3210e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1| +Index: 193 | Active_nodes: 63 | Time: 6.3220e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| +Index: 384 | Active_nodes: 63 | Time: 6.3227e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| +Index: 68 | Active_nodes: 63 | Time: 6.3247e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| +Index: 79 | Active_nodes: 63 | Time: 6.3248e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| +Index: 277 | Active_nodes: 63 | Time: 6.3261e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| +Index: 489 | Active_nodes: 63 | Time: 6.3265e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1| +Index: 291 | Active_nodes: 63 | Time: 6.3269e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| +Index: 336 | Active_nodes: 63 | Time: 6.3280e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| +Index: 509 | Active_nodes: 63 | Time: 6.3284e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 2| +Index: 248 | Active_nodes: 63 | Time: 6.3297e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +Index: 388 | Active_nodes: 63 | Time: 6.3302e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| +Index: 557 | Active_nodes: 63 | Time: 6.3312e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| +Index: 103 | Active_nodes: 63 | Time: 6.3312e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| +Index: 494 | Active_nodes: 63 | Time: 6.3318e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| +Index: 651 | Active_nodes: 63 | Time: 6.3321e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| +Index: 621 | Active_nodes: 63 | Time: 6.3322e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| +Index: 163 | Active_nodes: 63 | Time: 6.3327e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| +Index: 496 | Active_nodes: 63 | Time: 6.3329e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 2| +Index: 437 | Active_nodes: 63 | Time: 6.3339e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 1| +Index: 433 | Active_nodes: 63 | Time: 6.3343e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 2| +Index: 138 | Active_nodes: 63 | Time: 6.3343e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +Index: 577 | Active_nodes: 63 | Time: 6.3345e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| +Index: 106 | Active_nodes: 63 | Time: 6.3345e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| +Index: 555 | Active_nodes: 63 | Time: 6.3347e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| +Index: 616 | Active_nodes: 63 | Time: 6.3347e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| +Index: 283 | Active_nodes: 63 | Time: 6.3348e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| +Index: 58 | Active_nodes: 63 | Time: 6.3352e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| +Index: 270 | Active_nodes: 63 | Time: 6.3353e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| +Index: 480 | Active_nodes: 63 | Time: 6.3359e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +Index: 205 | Active_nodes: 63 | Time: 6.3361e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| +Index: 672 | Active_nodes: 63 | Time: 6.3364e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| +Index: 675 | Active_nodes: 63 | Time: 6.3365e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1| +Index: 415 | Active_nodes: 63 | Time: 6.3368e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| +Index: 528 | Active_nodes: 63 | Time: 6.3374e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| +Index: 553 | Active_nodes: 63 | Time: 6.3392e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2| +Index: 260 | Active_nodes: 63 | Time: 6.3398e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 4| +Index: 198 | Active_nodes: 63 | Time: 6.3398e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| +Index: 255 | Active_nodes: 63 | Time: 6.3401e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +Index: 534 | Active_nodes: 63 | Time: 6.3411e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5| +Index: 199 | Active_nodes: 63 | Time: 6.3427e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 3| +Index: 94 | Active_nodes: 63 | Time: 6.3428e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2| +Index: 66 | Active_nodes: 63 | Time: 6.3435e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| +Index: 64 | Active_nodes: 63 | Time: 6.3439e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| +Index: 162 | Active_nodes: 63 | Time: 6.3442e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| +Index: 459 | Active_nodes: 63 | Time: 6.3444e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 1| +Index: 234 | Active_nodes: 63 | Time: 6.3447e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 3| +Index: 319 | Active_nodes: 63 | Time: 6.3455e-04s | 0 -> 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-> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| +Index: 550 | Active_nodes: 63 | Time: 6.5685e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| +Index: 424 | Active_nodes: 63 | Time: 6.5698e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| +Index: 188 | Active_nodes: 63 | Time: 6.5698e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 4| +Index: 350 | Active_nodes: 63 | Time: 6.5711e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| +Index: 646 | Active_nodes: 63 | Time: 6.5713e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| +Index: 584 | Active_nodes: 63 | Time: 6.5734e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +Index: 334 | Active_nodes: 63 | Time: 6.5766e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| +Index: 404 | Active_nodes: 63 | Time: 6.5772e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| +Index: 443 | Active_nodes: 63 | Time: 6.5774e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| +Index: 231 | Active_nodes: 63 | Time: 6.5796e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| 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6.5878e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| +Index: 659 | Active_nodes: 63 | Time: 6.5880e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| +Index: 302 | Active_nodes: 63 | Time: 6.5885e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| +Index: 706 | Active_nodes: 63 | Time: 6.5886e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| +Index: 470 | Active_nodes: 63 | Time: 6.5912e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +Index: 695 | Active_nodes: 63 | Time: 6.5912e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +Index: 278 | Active_nodes: 63 | Time: 6.5922e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| +Index: 224 | Active_nodes: 63 | Time: 6.5923e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| +Index: 680 | Active_nodes: 63 | Time: 6.5926e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| +Index: 212 | Active_nodes: 63 | Time: 6.5928e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| +Index: 657 | Active_nodes: 63 | Time: 6.5934e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| +Index: 353 | Active_nodes: 63 | Time: 6.5935e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| +Index: 303 | Active_nodes: 63 | Time: 6.5942e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| +Index: 308 | Active_nodes: 63 | Time: 6.5945e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| +Index: 492 | Active_nodes: 63 | Time: 6.5947e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| +Index: 545 | Active_nodes: 63 | Time: 6.5956e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| +Index: 586 | Active_nodes: 63 | Time: 6.5959e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| +Index: 178 | Active_nodes: 63 | Time: 6.5963e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| +Index: 226 | Active_nodes: 63 | Time: 6.5964e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| +Index: 712 | Active_nodes: 63 | Time: 6.5966e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +Index: 670 | Active_nodes: 63 | Time: 6.5967e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| +Index: 400 | Active_nodes: 63 | Time: 6.5969e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| +Index: 326 | Active_nodes: 63 | Time: 6.5972e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| +Index: 356 | Active_nodes: 63 | Time: 6.5974e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| +Index: 328 | Active_nodes: 63 | Time: 6.5983e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| +Index: 536 | Active_nodes: 63 | Time: 6.5986e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| +Index: 471 | Active_nodes: 63 | Time: 6.5993e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +Index: 520 | Active_nodes: 63 | Time: 6.5998e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| +Index: 592 | Active_nodes: 63 | Time: 6.6000e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +Index: 572 | Active_nodes: 63 | Time: 6.6017e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| +Index: 689 | Active_nodes: 63 | Time: 6.6021e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +Index: 662 | Active_nodes: 63 | Time: 6.6024e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| +Index: 392 | Active_nodes: 63 | Time: 6.6027e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| +Index: 512 | Active_nodes: 63 | Time: 6.6028e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| +Index: 668 | Active_nodes: 63 | Time: 6.6030e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| +Index: 682 | Active_nodes: 63 | Time: 6.6034e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| +Index: 573 | Active_nodes: 63 | Time: 6.6035e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +Index: 549 | Active_nodes: 63 | Time: 6.6037e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| +Index: 160 | Active_nodes: 63 | Time: 6.6038e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| +Index: 320 | Active_nodes: 63 | Time: 6.6046e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| +Index: 692 | Active_nodes: 63 | Time: 6.6056e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +Index: 311 | Active_nodes: 63 | Time: 6.6062e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| +Index: 351 | Active_nodes: 63 | Time: 6.6069e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| +Index: 521 | Active_nodes: 63 | Time: 6.6070e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| +Index: 574 | Active_nodes: 63 | Time: 6.6074e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +Index: 394 | Active_nodes: 63 | Time: 6.6089e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| +Index: 704 | Active_nodes: 63 | Time: 6.6091e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +Index: 152 | Active_nodes: 63 | Time: 6.6094e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| +Index: 346 | Active_nodes: 63 | Time: 6.6097e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| +Index: 632 | Active_nodes: 63 | Time: 6.6105e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| +Index: 416 | Active_nodes: 63 | Time: 6.6123e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| +Index: 464 | Active_nodes: 63 | Time: 6.6124e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| +Index: 688 | Active_nodes: 63 | Time: 6.6134e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| +Index: 310 | Active_nodes: 63 | Time: 6.6149e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| +Index: 693 | Active_nodes: 63 | Time: 6.6168e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +Index: 543 | Active_nodes: 63 | Time: 6.6190e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| +Index: 406 | Active_nodes: 63 | Time: 6.6194e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| +Index: 644 | Active_nodes: 63 | Time: 6.6196e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| +Index: 296 | Active_nodes: 63 | Time: 6.6202e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| +Index: 345 | Active_nodes: 63 | Time: 6.6207e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| +Index: 183 | Active_nodes: 63 | Time: 6.6207e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| +Index: 442 | Active_nodes: 63 | Time: 6.6213e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| +Index: 422 | Active_nodes: 63 | Time: 6.6230e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| +Index: 634 | Active_nodes: 63 | Time: 6.6241e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| +Index: 658 | Active_nodes: 63 | Time: 6.6258e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| +Index: 182 | Active_nodes: 63 | Time: 6.6268e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| +Index: 575 | Active_nodes: 63 | Time: 6.6280e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +Index: 447 | Active_nodes: 63 | Time: 6.6282e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| +Index: 176 | Active_nodes: 63 | Time: 6.6305e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| +Index: 202 | Active_nodes: 63 | Time: 6.6321e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| +Index: 472 | Active_nodes: 63 | Time: 6.6337e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| +Index: 418 | Active_nodes: 63 | Time: 6.6350e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| +Index: 347 | Active_nodes: 63 | Time: 6.6362e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| +Index: 466 | Active_nodes: 63 | Time: 6.6366e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| +Index: 298 | Active_nodes: 63 | Time: 6.6380e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| +Index: 544 | Active_nodes: 63 | Time: 6.6385e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| +Index: 327 | Active_nodes: 63 | Time: 6.6399e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| +Index: 284 | Active_nodes: 63 | Time: 6.6401e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| +Index: 200 | Active_nodes: 63 | Time: 6.6401e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| +Index: 428 | Active_nodes: 63 | Time: 6.6438e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| +Index: 304 | Active_nodes: 63 | Time: 6.6442e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| +Index: 562 | Active_nodes: 63 | Time: 6.6457e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| +Index: 448 | Active_nodes: 63 | Time: 6.6479e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| +Index: 560 | Active_nodes: 63 | Time: 6.6547e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| +Index: 372 | Active_nodes: 63 | Time: 6.6579e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| +Index: 232 | Active_nodes: 63 | Time: 6.6590e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| +Index: 398 | Active_nodes: 63 | Time: 6.6608e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| +Index: 548 | Active_nodes: 63 | Time: 6.6628e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| +Index: 538 | Active_nodes: 63 | Time: 6.6689e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| +Index: 322 | Active_nodes: 63 | Time: 6.6707e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| +Index: 352 | Active_nodes: 63 | Time: 6.6737e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| +Index: 568 | Active_nodes: 63 | Time: 6.6743e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| +Index: 524 | Active_nodes: 63 | Time: 6.6760e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| +Index: 423 | Active_nodes: 63 | Time: 6.7024e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| +Index: 344 | Active_nodes: 63 | Time: 6.7059e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| +Index: 514 | Active_nodes: 63 | Time: 6.7242e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| +Index: 656 | Active_nodes: 63 | Time: 6.7328e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| ........................... -Average time: 1.0436e-04s +Average time: 6.4029e-04s ________________________________________________________________________________________________ -execution time of: 9.4466e-05s: Index: 0 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -execution time of: 9.4641e-05s: Index: 5 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -execution time of: 9.4779e-05s: Index: 27 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -execution time of: 9.4824e-05s: Index: 245 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -execution time of: 9.4851e-05s: Index: 1 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -execution time of: 9.5149e-05s: Index: 241 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -execution time of: 9.5199e-05s: Index: 24 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -execution time of: 9.5219e-05s: Index: 25 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -execution time of: 9.5911e-05s: Index: 264 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -execution time of: 9.5931e-05s: Index: 29 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -execution time of: 9.6129e-05s: Index: 267 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -execution time of: 9.6134e-05s: Index: 125 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -execution time of: 9.6326e-05s: Index: 6 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -execution time of: 9.6376e-05s: Index: 242 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -execution time of: 9.6459e-05s: Index: 28 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -execution time of: 9.6571e-05s: Index: 244 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -execution time of: 9.6681e-05s: Index: 7 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -execution time of: 9.6693e-05s: Index: 147 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -execution time of: 9.6786e-05s: Index: 122 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -execution time of: 9.6836e-05s: Index: 121 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -execution time of: 9.6884e-05s: Index: 131 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -execution time of: 9.7109e-05s: Index: 26 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -execution time of: 9.7161e-05s: Index: 15 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -execution time of: 9.7186e-05s: Index: 49 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -execution time of: 9.7291e-05s: Index: 124 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -execution time of: 9.7346e-05s: Index: 4 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -execution time of: 9.7384e-05s: Index: 360 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -execution time of: 9.7409e-05s: Index: 120 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -execution time of: 9.7419e-05s: Index: 3 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -execution time of: 9.7471e-05s: Index: 53 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -execution time of: 9.7481e-05s: Index: 361 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -execution time of: 9.7489e-05s: Index: 253 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -execution time of: 9.7491e-05s: Index: 363 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -execution time of: 9.7501e-05s: Index: 247 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -execution time of: 9.7519e-05s: Index: 2 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -execution time of: 9.7584e-05s: Index: 48 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -execution time of: 9.7711e-05s: Index: 144 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -execution time of: 9.7736e-05s: Index: 9 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -execution time of: 9.7761e-05s: Index: 385 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -execution time of: 9.7826e-05s: Index: 135 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -execution time of: 9.7834e-05s: Index: 11 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -execution time of: 9.7844e-05s: Index: 72 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -execution time of: 9.7886e-05s: Index: 141 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -execution time of: 9.7896e-05s: Index: 23 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -execution time of: 9.7941e-05s: Index: 149 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -execution time of: 9.7961e-05s: Index: 14 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -execution time of: 9.7974e-05s: Index: 365 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -execution time of: 9.8009e-05s: Index: 75 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -execution time of: 9.8033e-05s: Index: 77 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -execution time of: 9.8064e-05s: Index: 257 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -execution time of: 9.8094e-05s: Index: 169 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -execution time of: 9.8101e-05s: Index: 54 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -execution time of: 9.8119e-05s: Index: 16 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -execution time of: 9.8156e-05s: Index: 246 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -execution time of: 9.8186e-05s: Index: 51 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -execution time of: 9.8289e-05s: Index: 8 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -execution time of: 9.8319e-05s: Index: 126 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -execution time of: 9.8344e-05s: Index: 266 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -execution time of: 9.8366e-05s: Index: 168 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -execution time of: 9.8461e-05s: Index: 96 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -execution time of: 9.8511e-05s: Index: 13 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -execution time of: 9.8524e-05s: Index: 146 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -execution time of: 9.8546e-05s: Index: 265 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -execution time of: 9.8561e-05s: Index: 128 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -execution time of: 9.8589e-05s: Index: 142 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -execution time of: 9.8594e-05s: Index: 251 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -execution time of: 9.8613e-05s: Index: 129 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -execution time of: 9.8651e-05s: Index: 134 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -execution time of: 9.8718e-05s: Index: 101 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -execution time of: 9.8721e-05s: Index: 289 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -execution time of: 9.8744e-05s: Index: 263 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -execution time of: 9.8779e-05s: Index: 384 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -execution time of: 9.8784e-05s: Index: 268 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -execution time of: 9.8791e-05s: Index: 97 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -execution time of: 9.8791e-05s: Index: 22 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -execution time of: 9.8801e-05s: Index: 600 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -execution time of: 9.8934e-05s: Index: 269 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -execution time of: 9.8961e-05s: Index: 195 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -execution time of: 9.8966e-05s: Index: 252 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -execution time of: 9.8976e-05s: Index: 52 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -execution time of: 9.8996e-05s: Index: 33 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -execution time of: 9.9021e-05s: Index: 35 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -execution time of: 9.9024e-05s: Index: 76 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -execution time of: 9.9039e-05s: Index: 18 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -execution time of: 9.9059e-05s: Index: 99 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -execution time of: 9.9089e-05s: Index: 255 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -execution time of: 9.9134e-05s: Index: 409 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -execution time of: 9.9161e-05s: Index: 288 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -execution time of: 9.9201e-05s: Index: 369 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -execution time of: 9.9206e-05s: Index: 389 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -execution time of: 9.9224e-05s: Index: 411 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -execution time of: 9.9226e-05s: Index: 19 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -execution time of: 9.9251e-05s: Index: 371 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -execution time of: 9.9274e-05s: Index: 73 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -execution time of: 9.9301e-05s: Index: 277 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -execution time of: 9.9304e-05s: Index: 20 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -execution time of: 9.9314e-05s: Index: 258 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -execution time of: 9.9321e-05s: Index: 243 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -execution time of: 9.9341e-05s: Index: 21 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -execution time of: 9.9361e-05s: Index: 31 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -execution time of: 9.9381e-05s: Index: 47 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -execution time of: 9.9451e-05s: Index: 219 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -execution time of: 9.9466e-05s: Index: 483 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -execution time of: 9.9481e-05s: Index: 192 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -execution time of: 9.9489e-05s: Index: 30 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -execution time of: 9.9496e-05s: Index: 139 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -execution time of: 9.9651e-05s: Index: 249 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -execution time of: 9.9664e-05s: Index: 39 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -execution time of: 9.9704e-05s: Index: 197 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -execution time of: 9.9716e-05s: Index: 148 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -execution time of: 9.9729e-05s: Index: 55 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -execution time of: 9.9761e-05s: Index: 91 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -execution time of: 9.9769e-05s: Index: 133 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -execution time of: 9.9771e-05s: Index: 256 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -execution time of: 9.9774e-05s: Index: 98 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -execution time of: 9.9801e-05s: Index: 196 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -execution time of: 9.9821e-05s: Index: 50 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -execution time of: 9.9829e-05s: Index: 259 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -execution time of: 9.9844e-05s: Index: 291 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -execution time of: 9.9886e-05s: Index: 41 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -execution time of: 9.9969e-05s: Index: 194 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -execution time of: 9.9986e-05s: Index: 294 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -execution time of: 1.0004e-04s: Index: 235 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -execution time of: 1.0005e-04s: Index: 36 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -execution time of: 1.0007e-04s: Index: 132 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -execution time of: 1.0007e-04s: Index: 506 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -execution time of: 1.0008e-04s: Index: 171 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -execution time of: 1.0009e-04s: Index: 408 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -execution time of: 1.0012e-04s: Index: 90 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -execution time of: 1.0013e-04s: Index: 65 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -execution time of: 1.0014e-04s: Index: 293 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -execution time of: 1.0016e-04s: Index: 17 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -execution time of: 1.0017e-04s: Index: 66 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -execution time of: 1.0017e-04s: Index: 175 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -execution time of: 1.0022e-04s: Index: 367 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -execution time of: 1.0023e-04s: Index: 211 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -execution time of: 1.0030e-04s: Index: 109 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -execution time of: 1.0031e-04s: Index: 254 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -execution time of: 1.0034e-04s: Index: 387 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -execution time of: 1.0040e-04s: Index: 337 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -execution time of: 1.0043e-04s: Index: 262 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -execution time of: 1.0044e-04s: Index: 173 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -execution time of: 1.0045e-04s: Index: 59 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -execution time of: 1.0045e-04s: Index: 170 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -execution time of: 1.0053e-04s: Index: 270 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -execution time of: 1.0055e-04s: Index: 383 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -execution time of: 1.0061e-04s: Index: 60 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -execution time of: 1.0062e-04s: Index: 71 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -execution time of: 1.0063e-04s: Index: 313 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -execution time of: 1.0064e-04s: Index: 485 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -execution time of: 1.0068e-04s: Index: 12 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -execution time of: 1.0069e-04s: Index: 379 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -execution time of: 1.0071e-04s: Index: 103 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -execution time of: 1.0072e-04s: Index: 260 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -execution time of: 1.0073e-04s: Index: 391 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -execution time of: 1.0078e-04s: Index: 69 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -execution time of: 1.0080e-04s: Index: 223 | 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Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -execution time of: 1.1847e-04s: Index: 562 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -execution time of: 1.1941e-04s: Index: 143 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -execution time of: 1.1948e-04s: Index: 145 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -execution time of: 1.2000e-04s: Index: 136 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -execution time of: 1.2030e-04s: Index: 127 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -execution time of: 1.2107e-04s: Index: 140 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -execution time of: 1.2168e-04s: Index: 137 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -execution time of: 1.2212e-04s: Index: 481 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -execution time of: 1.2265e-04s: Index: 138 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -execution time of: 1.2711e-04s: Index: 546 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -execution time of: 1.2828e-04s: Index: 674 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -execution time of: 1.3126e-04s: Index: 549 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -execution time of: 1.3219e-04s: Index: 545 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -execution time of: 1.3308e-04s: Index: 154 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -execution time of: 1.6305e-04s: Index: 609 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -execution time of: 2.1077e-04s: Index: 459 | 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63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| + +execution time of: 6.5912e-04s: Index: 695 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| + +execution time of: 6.5922e-04s: Index: 278 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| + +execution time of: 6.5923e-04s: Index: 224 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| + +execution time of: 6.5926e-04s: Index: 680 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| + +execution time of: 6.5928e-04s: Index: 212 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| + +execution time of: 6.5934e-04s: Index: 657 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| + +execution time of: 6.5935e-04s: Index: 353 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| + +execution time of: 6.5942e-04s: Index: 303 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| + +execution time of: 6.5945e-04s: Index: 308 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| + +execution time of: 6.5947e-04s: Index: 492 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| + +execution time of: 6.5956e-04s: Index: 545 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| + +execution time of: 6.5959e-04s: Index: 586 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| + +execution time of: 6.5963e-04s: Index: 178 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| + +execution time of: 6.5964e-04s: Index: 226 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| + +execution time of: 6.5966e-04s: Index: 712 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| + +execution time of: 6.5967e-04s: Index: 670 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| + +execution time of: 6.5969e-04s: Index: 400 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| + +execution time of: 6.5972e-04s: Index: 326 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| + +execution time of: 6.5974e-04s: Index: 356 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| + +execution time of: 6.5983e-04s: Index: 328 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| + +execution time of: 6.5986e-04s: Index: 536 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| + +execution time of: 6.5993e-04s: Index: 471 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| + +execution time of: 6.5998e-04s: Index: 520 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| + +execution time of: 6.6000e-04s: Index: 592 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| + +execution time of: 6.6017e-04s: Index: 572 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| + +execution time of: 6.6021e-04s: Index: 689 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| + +execution time of: 6.6024e-04s: Index: 662 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| + +execution time of: 6.6027e-04s: Index: 392 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| + +execution time of: 6.6028e-04s: Index: 512 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| + +execution time of: 6.6030e-04s: Index: 668 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| + +execution time of: 6.6034e-04s: Index: 682 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| + 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-> 2|5 -> 0| + +execution time of: 6.6074e-04s: Index: 574 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| + +execution time of: 6.6089e-04s: Index: 394 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| + +execution time of: 6.6091e-04s: Index: 704 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| + +execution time of: 6.6094e-04s: Index: 152 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| + +execution time of: 6.6097e-04s: Index: 346 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| + +execution time of: 6.6105e-04s: Index: 632 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| + +execution time of: 6.6123e-04s: Index: 416 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| + +execution time of: 6.6124e-04s: Index: 464 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| + +execution time of: 6.6134e-04s: Index: 688 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| + +execution time of: 6.6149e-04s: Index: 310 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| + +execution time of: 6.6168e-04s: Index: 693 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| + +execution time of: 6.6190e-04s: Index: 543 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| + +execution time of: 6.6194e-04s: Index: 406 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| + +execution time of: 6.6196e-04s: Index: 644 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| + +execution time of: 6.6202e-04s: Index: 296 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| + +execution time of: 6.6207e-04s: Index: 345 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| + +execution time of: 6.6207e-04s: Index: 183 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| + +execution time of: 6.6213e-04s: Index: 442 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| + +execution time of: 6.6230e-04s: Index: 422 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| + +execution time of: 6.6241e-04s: Index: 634 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| + +execution time of: 6.6258e-04s: Index: 658 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| + +execution time of: 6.6268e-04s: Index: 182 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| + +execution time of: 6.6280e-04s: Index: 575 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| + +execution time of: 6.6282e-04s: Index: 447 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| + +execution time of: 6.6305e-04s: Index: 176 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| + +execution time of: 6.6321e-04s: Index: 202 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| + +execution time of: 6.6337e-04s: Index: 472 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| + +execution time of: 6.6350e-04s: Index: 418 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| + +execution time of: 6.6362e-04s: Index: 347 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| + +execution time of: 6.6366e-04s: Index: 466 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| + +execution time of: 6.6380e-04s: Index: 298 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| + +execution time of: 6.6385e-04s: Index: 544 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| + +execution time of: 6.6399e-04s: Index: 327 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| + +execution time of: 6.6401e-04s: Index: 284 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| + +execution time of: 6.6401e-04s: Index: 200 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| + +execution time of: 6.6438e-04s: Index: 428 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| + +execution time of: 6.6442e-04s: Index: 304 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| + +execution time of: 6.6457e-04s: Index: 562 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| + +execution time of: 6.6479e-04s: Index: 448 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| + +execution time of: 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b/test/BenchmarkQuasm/results/portfoliovqe_indep_qiskit_controls.txt index 66da957f..8d91a584 100644 --- a/test/BenchmarkQuasm/results/portfoliovqe_indep_qiskit_controls.txt +++ b/test/BenchmarkQuasm/results/portfoliovqe_indep_qiskit_controls.txt @@ -27,15 +27,14 @@ Start Simulation of portfoliovqe_indep_qiskit_3_________________________________ 24: | 1 | 25: | | 2 o: 0 1 2 -Q: 0 w: 4 | Q: 1 w: 3 | Q: 2 w: 1 | Computed Permutation: .........0 -> 2|1 -> 1|2 -> 0| Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 1.3025e-05s............................. -Permuted Duration: 1.1110e-05s............................. +Identity Duration: 9.4211e-05s............................. +Permuted Duration: 9.0052e-05s............................. Identity active_nodes: 7 ...................................... Permuted active_nodes: 7 ...................................... -Identity max_nodes: 21 ...................................... -Permuted max_nodes: 21 ...................................... +Identity max_nodes: 14 ...................................... +Permuted max_nodes: 14 ...................................... ________________________________________________________________________________________________ Start Simulation of portfoliovqe_indep_qiskit_4__________________________________________________ @@ -81,15 +80,14 @@ Start Simulation of portfoliovqe_indep_qiskit_4_________________________________ 38:...|...|...2...| 39:...|...|...|...3 .o:...0...1...2...3 -Q: 0 w: 5 | Q: 1 w: 4 | Q: 2 w: 3 | Q: 3 w: 1 | Computed Permutation: ..0 -> 3|1 -> 2|2 -> 1|3 -> 0| Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Identity Duration: 2.5813e-05s............................. -Permuted Duration: 2.4340e-05s............................. +Identity Duration: 1.8854e-04s............................. +Permuted Duration: 1.8358e-04s............................. Identity active_nodes: 15 ...................................... Permuted active_nodes: 15 ...................................... -Identity max_nodes: 45 ...................................... -Permuted max_nodes: 45 ...................................... +Identity max_nodes: 30 ...................................... +Permuted max_nodes: 30 ...................................... ________________________________________________________________________________________________ Start Simulation of portfoliovqe_indep_qiskit_5__________________________________________________ @@ -152,15 +150,14 @@ Start Simulation of portfoliovqe_indep_qiskit_5_________________________________ 55:...|...|...|...3...| 56:...|...|...|...|...4 .o:...0...1...2...3...4 -Q: 0 w: 6 | Q: 1 w: 5 | Q: 2 w: 4 | Q: 3 w: 3 | Q: 4 w: 1 | Computed Permutation: 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: 4.9413e-05s............................. -Permuted Duration: 5.3345e-05s............................. +Identity Duration: 3.4161e-04s............................. +Permuted Duration: 3.5481e-04s............................. Identity active_nodes: 31 ...................................... Permuted active_nodes: 31 ...................................... -Identity max_nodes: 93 ...................................... -Permuted max_nodes: 93 ...................................... +Identity max_nodes: 62 ...................................... +Permuted max_nodes: 62 ...................................... ________________________________________________________________________________________________ Start Simulation of portfoliovqe_indep_qiskit_6__________________________________________________ @@ -243,128 +240,13 @@ Start Simulation of portfoliovqe_indep_qiskit_6_________________________________ 75:...|...|...|...|...4...| 76:...|...|...|...|...|...5 .o:...0...1...2...3...4...5 -Q: 0 w: 7 | Q: 1 w: 6 | Q: 2 w: 5 | Q: 3 w: 4 | Q: 4 w: 3 | Q: 5 w: 1 | Computed Permutation: 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Identity Duration: 9.7319e-05s............................. -Permuted Duration: 1.1047e-04s............................. +Identity Duration: 6.3896e-04s............................. +Permuted Duration: 6.6722e-04s............................. Identity active_nodes: 63 ...................................... 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126...................................... ________________________________________________________________________________________________ diff --git a/test/BenchmarkQuasm/results/portfoliovqe_indep_qiskit_gates.txt b/test/BenchmarkQuasm/results/portfoliovqe_indep_qiskit_gates.txt deleted file mode 100644 index bdf01dc6..00000000 --- a/test/BenchmarkQuasm/results/portfoliovqe_indep_qiskit_gates.txt +++ /dev/null @@ -1,365 +0,0 @@ -Start Simulation of portfoliovqe_indep_qiskit_3__________________________________________________ - - i: 0 1 2 - 1: ry | | p: (4.70253) - 2: | ry | p: (0.279129) - 3: c z | - 4: | | ry p: (3.13245) - 5: c | z - 6: ry | | p: (-5.91084) - 7: | c z - 8: | ry | p: (-2.80637) - 9: c z | -10: | | ry p: (-3.66226) -11: c | z -12: ry | | p: (-0.298379) -13: | c z -14: | ry | p: (-4.13072) -15: c z | -16: | | ry p: (-1.02349) -17: c | z -18: ry | | p: (-2.80957) -19: | c z -20: | ry | p: (1.23483) -21: | | ry p: (0.152069) -22:============ -23: 0 | | -24: | 1 | -25: | | 2 - o: 0 1 2 -Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 1.1190e-05s............................. -Permuted Duration: 1.1167e-05s............................. -Identity active_nodes: 7 ...................................... -Permuted active_nodes: 7 ...................................... -Identity max_nodes: 21 ...................................... -Permuted max_nodes: 21 ...................................... -________________________________________________________________________________________________ - -Start Simulation of portfoliovqe_indep_qiskit_4__________________________________________________ - -.i:...0...1...2...3 -.1:..ry...|...|...| p: (-5.3475e+00) -.2:...|..ry...|...| p: (-2.7757e-01) -.3:...c...z...|...| -.4:...|...|..ry...| p: (4.3889e+00) -.5:...c...|...z...| -.6:...|...c...z...| -.7:...|...|...|..ry p: (4.9982e-01) -.8:...c...|...|...z -.9:..ry...|...|...| p: (-3.1597e+00) 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9.7113e-05s............................. -Identity active_nodes: 63 ...................................... -Permuted active_nodes: 63 ...................................... -Identity max_nodes: 189...................................... -Permuted max_nodes: 189...................................... -________________________________________________________________________________________________ - -Start Simulation of portfoliovqe_indep_qiskit_7__________________________________________________ - -.i:...0...1...2...3...4...5...6 -.1:..ry...|...|...|...|...|...| p: (-1.8316e+00) -.2:...|..ry...|...|...|...|...| p: (-4.0614e+00) -.3:...c...z...|...|...|...|...| -.4:...|...|..ry...|...|...|...| p: (-1.3065e-01) -.5:...c...|...z...|...|...|...| -.6:...|...c...z...|...|...|...| -.7:...|...|...|..ry...|...|...| p: (4.6182e+00) -.8:...c...|...|...z...|...|...| -.9:...|...c...|...z...|...|...| -10:...|...|...c...z...|...|...| -11:...|...|...|...|..ry...|...| p: (-2.0036e+00) 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(-5.3387e-01) -39:...c...|...|...|...z...|...| -40:...|...c...|...|...z...|...| -41:...|...|...c...|...z...|...| -42:...|...|...|...c...z...|...| -43:...|...|...|...|...|...c...z -44:...|...|...|...|...|..ry...| p: (-5.5923e+00) -45:...c...|...|...|...|...z...| -46:...|...c...|...|...|...z...| -47:...|...|...c...|...|...z...| -48:...|...|...|...c...|...z...| -49:...|...|...|...|...c...z...| -50:...|...|...|...|...|...|..ry p: (3.0318e+00) -51:...c...|...|...|...|...|...z -52:..ry...|...|...|...|...|...| p: (-5.8561e+00) -53:...|...c...|...|...|...|...z -54:...|..ry...|...|...|...|...| p: (-1.0839e+00) -55:...c...z...|...|...|...|...| -56:...|...|...c...|...|...|...z -57:...|...|..ry...|...|...|...| p: (-3.1654e+00) -58:...c...|...z...|...|...|...| -59:...|...c...z...|...|...|...| -60:...|...|...|...c...|...|...z -61:...|...|...|..ry...|...|...| p: (3.0122e+00) -62:...c...|...|...z...|...|...| -63:...|...c...|...z...|...|...| -64:...|...|...c...z...|...|...| -65:...|...|...|...|...c...|...z -66:...|...|...|...|..ry...|...| p: (-5.0871e+00) -67:...c...|...|...|...z...|...| -68:...|...c...|...|...z...|...| -69:...|...|...c...|...z...|...| -70:...|...|...|...c...z...|...| -71:...|...|...|...|...|...c...z -72:...|...|...|...|...|..ry...| p: (1.9547e+00) -73:...c...|...|...|...|...z...| -74:...|...c...|...|...|...z...| -75:...|...|...c...|...|...z...| -76:...|...|...|...c...|...z...| -77:...|...|...|...|...c...z...| -78:...|...|...|...|...|...|..ry p: (-2.9059e+00) -79:...c...|...|...|...|...|...z -80:..ry...|...|...|...|...|...| p: (-1.4758e+00) -81:...|...c...|...|...|...|...z -82:...|..ry...|...|...|...|...| p: (-2.9585e+00) -83:...|...|...c...|...|...|...z -84:...|...|..ry...|...|...|...| p: (-3.1956e+00) -85:...|...|...|...c...|...|...z -86:...|...|...|..ry...|...|...| p: (3.8606e+00) -87:...|...|...|...|...c...|...z -88:...|...|...|...|..ry...|...| p: (-5.7534e+00) -89:...|...|...|...|...|...c...z -90:...|...|...|...|...|..ry...| p: (-3.0868e+00) -91:...|...|...|...|...|...|..ry p: (-3.8108e+00) -92:============================ -93:...0...|...|...|...|...|...| -94:...|...1...|...|...|...|...| -95:...|...|...2...|...|...|...| -96:...|...|...|...3...|...|...| -97:...|...|...|...|...4...|...| -98:...|...|...|...|...|...5...| -99:...|...|...|...|...|...|...6 -.o:...0...1...2...3...4...5...6 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Identity Duration: 1.9217e-04s............................. -Permuted Duration: 1.9684e-04s............................. -Identity active_nodes: 127...................................... -Permuted active_nodes: 127...................................... -Identity max_nodes: 381...................................... -Permuted max_nodes: 381...................................... -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/qaoa_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/qaoa_indep_qiskit_all.txt index 9ec68242..e736c14b 100644 --- a/test/BenchmarkQuasm/results/qaoa_indep_qiskit_all.txt +++ b/test/BenchmarkQuasm/results/qaoa_indep_qiskit_all.txt @@ -22,34 +22,52 @@ Start Simulation of qaoa_indep_qiskit_3_________________________________________ 19: | | 2 o: 0 1 2 Total Permutations: 6 -Min time: 9.4203e-06s................. Permutation 1 : 0 -> 0|1 -> 2|2 -> 1| -Max time: 9.9452e-06s................. Permutation 4 : 0 -> 2|1 -> 0|2 -> 1| +Min time: 7.2774e-05s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max time: 7.6906e-05s................. Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| Min active nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Min max nodes: 20 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Min max nodes: 14 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| Max active nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max max nodes: 20 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max max nodes: 14 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| ________________________________________________________________________________________________ 6 permutations have 6 active nodes. +Index: 0 | Max_nodes: 14 | Time: 7.2774e-05s | 0 -> 0|1 -> 1|2 -> 2| +Index: 1 | Max_nodes: 14 | Time: 7.3270e-05s | 0 -> 0|1 -> 2|2 -> 1| +Index: 3 | Max_nodes: 14 | Time: 7.4035e-05s | 0 -> 1|1 -> 2|2 -> 0| +Index: 2 | Max_nodes: 14 | Time: 7.4663e-05s | 0 -> 1|1 -> 0|2 -> 2| +Index: 4 | Max_nodes: 14 | Time: 7.5641e-05s | 0 -> 2|1 -> 0|2 -> 1| +Index: 5 | Max_nodes: 14 | Time: 7.6906e-05s | 0 -> 2|1 -> 1|2 -> 0| ........................... -Average time: 9.6827e-06s +Average time: 7.4548e-05s ________________________________________________________________________________________________ -6 permutations have 20 max nodes. +6 permutations have 14 max nodes. +Index: 0 | Active_nodes: 6 | Time: 7.2774e-05s | 0 -> 0|1 -> 1|2 -> 2| +Index: 1 | Active_nodes: 6 | Time: 7.3270e-05s | 0 -> 0|1 -> 2|2 -> 1| +Index: 3 | Active_nodes: 6 | Time: 7.4035e-05s | 0 -> 1|1 -> 2|2 -> 0| +Index: 2 | Active_nodes: 6 | Time: 7.4663e-05s | 0 -> 1|1 -> 0|2 -> 2| +Index: 4 | Active_nodes: 6 | Time: 7.5641e-05s | 0 -> 2|1 -> 0|2 -> 1| +Index: 5 | Active_nodes: 6 | Time: 7.6906e-05s | 0 -> 2|1 -> 1|2 -> 0| ........................... -Average time: 9.6827e-06s +Average time: 7.4548e-05s ________________________________________________________________________________________________ -execution time of: 9.4203e-06s: Index: 1 | Max_nodes: 20 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 1| -execution time of: 9.5050e-06s: Index: 0 | Max_nodes: 20 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 2| -execution time of: 9.6302e-06s: Index: 5 | Max_nodes: 20 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 0| -execution time of: 9.7125e-06s: Index: 3 | Max_nodes: 20 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 0| -execution time of: 9.8827e-06s: Index: 2 | Max_nodes: 20 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 2| -execution time of: 9.9452e-06s: Index: 4 | Max_nodes: 20 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 1| +execution time of: 7.2774e-05s: Index: 0 | Max_nodes: 14 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 2| + +execution time of: 7.3270e-05s: Index: 1 | Max_nodes: 14 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 1| + +execution time of: 7.4035e-05s: Index: 3 | Max_nodes: 14 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 0| + +execution time of: 7.4663e-05s: Index: 2 | Max_nodes: 14 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 2| + +execution time of: 7.5641e-05s: Index: 4 | Max_nodes: 14 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 1| + +execution time of: 7.6906e-05s: Index: 5 | Max_nodes: 14 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 0| + ________________________________________________________________________________________________ Start Simulation of qaoa_indep_qiskit_4__________________________________________________ @@ -82,52 +100,124 @@ Start Simulation of qaoa_indep_qiskit_4_________________________________________ 25:...|...|...|...3 .o:...0...1...2...3 Total Permutations: 24 -Min time: 1.8468e-05s................. Permutation 1 : 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -Max time: 2.0778e-05s................. Permutation 18 : 0 -> 3|1 -> 0|2 -> 1|3 -> 2| +Min time: 1.2685e-04s................. Permutation 1 : 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +Max time: 1.3818e-04s................. Permutation 18 : 0 -> 3|1 -> 0|2 -> 1|3 -> 2| Min active nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Min max nodes: 45 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Min max nodes: 30 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| Max active nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Max max nodes: 45 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Max max nodes: 30 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| ________________________________________________________________________________________________ 24 permutations have 15 active nodes. +Index: 1 | Max_nodes: 30 | Time: 1.2685e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +Index: 4 | Max_nodes: 30 | Time: 1.2792e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| +Index: 0 | Max_nodes: 30 | Time: 1.2815e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Index: 8 | Max_nodes: 30 | Time: 1.3027e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| +Index: 2 | Max_nodes: 30 | Time: 1.3055e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +Index: 5 | Max_nodes: 30 | Time: 1.3110e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +Index: 3 | Max_nodes: 30 | Time: 1.3122e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +Index: 15 | Max_nodes: 30 | Time: 1.3126e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +Index: 10 | Max_nodes: 30 | Time: 1.3149e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +Index: 17 | Max_nodes: 30 | Time: 1.3179e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +Index: 21 | Max_nodes: 30 | Time: 1.3204e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| +Index: 7 | Max_nodes: 30 | Time: 1.3223e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +Index: 23 | Max_nodes: 30 | Time: 1.3284e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +Index: 6 | Max_nodes: 30 | Time: 1.3291e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +Index: 11 | Max_nodes: 30 | Time: 1.3374e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| +Index: 13 | Max_nodes: 30 | Time: 1.3400e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +Index: 16 | Max_nodes: 30 | Time: 1.3401e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| +Index: 22 | Max_nodes: 30 | Time: 1.3403e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| +Index: 12 | Max_nodes: 30 | Time: 1.3435e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +Index: 19 | Max_nodes: 30 | Time: 1.3436e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| +Index: 14 | Max_nodes: 30 | Time: 1.3508e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +Index: 20 | Max_nodes: 30 | Time: 1.3591e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +Index: 9 | Max_nodes: 30 | Time: 1.3656e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +Index: 18 | Max_nodes: 30 | Time: 1.3818e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| ........................... -Average time: 1.9753e-05s +Average time: 1.3254e-04s ________________________________________________________________________________________________ -24 permutations have 45 max nodes. +24 permutations have 30 max nodes. +Index: 1 | Active_nodes: 15 | Time: 1.2685e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +Index: 4 | Active_nodes: 15 | Time: 1.2792e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| +Index: 0 | Active_nodes: 15 | Time: 1.2815e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Index: 8 | Active_nodes: 15 | Time: 1.3027e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| +Index: 2 | Active_nodes: 15 | Time: 1.3055e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +Index: 5 | Active_nodes: 15 | Time: 1.3110e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +Index: 3 | Active_nodes: 15 | Time: 1.3122e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +Index: 15 | Active_nodes: 15 | Time: 1.3126e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +Index: 10 | Active_nodes: 15 | Time: 1.3149e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +Index: 17 | Active_nodes: 15 | Time: 1.3179e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +Index: 21 | Active_nodes: 15 | Time: 1.3204e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| +Index: 7 | Active_nodes: 15 | Time: 1.3223e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +Index: 23 | Active_nodes: 15 | Time: 1.3284e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +Index: 6 | Active_nodes: 15 | Time: 1.3291e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +Index: 11 | Active_nodes: 15 | Time: 1.3374e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| +Index: 13 | Active_nodes: 15 | Time: 1.3400e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +Index: 16 | Active_nodes: 15 | Time: 1.3401e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| +Index: 22 | Active_nodes: 15 | Time: 1.3403e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| +Index: 12 | Active_nodes: 15 | Time: 1.3435e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +Index: 19 | Active_nodes: 15 | Time: 1.3436e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| +Index: 14 | Active_nodes: 15 | Time: 1.3508e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +Index: 20 | Active_nodes: 15 | Time: 1.3591e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +Index: 9 | Active_nodes: 15 | Time: 1.3656e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +Index: 18 | Active_nodes: 15 | Time: 1.3818e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| ........................... -Average time: 1.9753e-05s +Average time: 1.3254e-04s ________________________________________________________________________________________________ -execution time of: 1.8468e-05s: Index: 1 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -execution time of: 1.8648e-05s: Index: 0 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -execution time of: 1.8880e-05s: Index: 2 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -execution time of: 1.8968e-05s: Index: 4 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -execution time of: 1.9330e-05s: Index: 10 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| -execution time of: 1.9368e-05s: Index: 8 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| -execution time of: 1.9370e-05s: Index: 7 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -execution time of: 1.9463e-05s: Index: 17 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -execution time of: 1.9485e-05s: Index: 6 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -execution time of: 1.9555e-05s: Index: 5 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| -execution time of: 1.9738e-05s: Index: 3 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -execution time of: 1.9838e-05s: Index: 22 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| -execution time of: 1.9858e-05s: Index: 23 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -execution time of: 1.9870e-05s: Index: 15 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -execution time of: 1.9920e-05s: Index: 21 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| -execution time of: 2.0113e-05s: Index: 11 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -execution time of: 2.0173e-05s: Index: 16 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| -execution time of: 2.0210e-05s: Index: 14 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -execution time of: 2.0235e-05s: Index: 13 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| -execution time of: 2.0343e-05s: Index: 19 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| -execution time of: 2.0383e-05s: Index: 9 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -execution time of: 2.0518e-05s: Index: 12 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -execution time of: 2.0568e-05s: Index: 20 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -execution time of: 2.0778e-05s: Index: 18 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| +execution time of: 1.2685e-04s: Index: 1 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| + +execution time of: 1.2792e-04s: Index: 4 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| + +execution time of: 1.2815e-04s: Index: 0 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| + +execution time of: 1.3027e-04s: Index: 8 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| + +execution time of: 1.3055e-04s: Index: 2 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| + +execution time of: 1.3110e-04s: Index: 5 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| + +execution time of: 1.3122e-04s: Index: 3 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| + +execution time of: 1.3126e-04s: Index: 15 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| + +execution time of: 1.3149e-04s: Index: 10 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| + +execution time of: 1.3179e-04s: Index: 17 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| + +execution time of: 1.3204e-04s: Index: 21 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| + +execution time of: 1.3223e-04s: Index: 7 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| + +execution time of: 1.3284e-04s: Index: 23 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| + +execution time of: 1.3291e-04s: Index: 6 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| + +execution time of: 1.3374e-04s: Index: 11 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| + +execution time of: 1.3400e-04s: Index: 13 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| + +execution time of: 1.3401e-04s: Index: 16 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| + +execution time of: 1.3403e-04s: Index: 22 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| + +execution time of: 1.3435e-04s: Index: 12 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| + +execution time of: 1.3436e-04s: Index: 19 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| + +execution time of: 1.3508e-04s: Index: 14 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| + +execution time of: 1.3591e-04s: Index: 20 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| + +execution time of: 1.3656e-04s: Index: 9 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| + +execution time of: 1.3818e-04s: Index: 18 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| + ________________________________________________________________________________________________ Start Simulation of qaoa_indep_qiskit_5__________________________________________________ @@ -166,158 +256,513 @@ Start Simulation of qaoa_indep_qiskit_5_________________________________________ 31:...|...|...|...|...4 .o:...0...1...2...3...4 Total Permutations: 120 -Min time: 2.7473e-05s................. Permutation 1 : 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -Max time: 4.1363e-05s................. Permutation 101: 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +Min time: 1.8181e-04s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Max time: 2.2403e-04s................. Permutation 97 : 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| Min active nodes: 26 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Min max nodes: 88 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Max active nodes: 28 nodes.................... Permutation 5 : 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -Max max nodes: 90 nodes.................... Permutation 5 : 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +Min max nodes: 62 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Max active nodes: 28 nodes.................... Permutation 3 : 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +Max max nodes: 62 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| ________________________________________________________________________________________________ -18 permutations have 26 active nodes. +20 permutations have 26 active nodes. +Index: 0 | Max_nodes: 62 | Time: 1.8181e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Index: 1 | Max_nodes: 62 | Time: 1.8371e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +Index: 6 | Max_nodes: 62 | Time: 1.8473e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +Index: 7 | Max_nodes: 62 | Time: 1.8517e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +Index: 2 | Max_nodes: 62 | Time: 1.8714e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +Index: 12 | Max_nodes: 62 | Time: 1.8715e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +Index: 13 | Max_nodes: 62 | Time: 1.8864e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +Index: 8 | Max_nodes: 62 | Time: 1.8959e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +Index: 4 | Max_nodes: 62 | Time: 1.8963e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +Index: 19 | Max_nodes: 62 | Time: 1.8970e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +Index: 18 | Max_nodes: 62 | Time: 1.9000e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +Index: 14 | Max_nodes: 62 | Time: 1.9173e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +Index: 22 | Max_nodes: 62 | Time: 1.9552e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +Index: 15 | Max_nodes: 62 | Time: 1.9655e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +Index: 9 | Max_nodes: 62 | Time: 1.9862e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +Index: 11 | Max_nodes: 62 | Time: 1.9995e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +Index: 21 | Max_nodes: 62 | Time: 2.0004e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +Index: 17 | Max_nodes: 62 | Time: 2.0031e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +Index: 23 | Max_nodes: 62 | Time: 2.0115e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +Index: 71 | Max_nodes: 62 | Time: 2.0376e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| ........................... -Average time: 2.9468e-05s +Average time: 1.9225e-04s -102 permutations have 28 active nodes. +100 permutations have 28 active nodes. +Index: 3 | Max_nodes: 62 | Time: 1.8812e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +Index: 5 | Max_nodes: 62 | Time: 1.8882e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +Index: 10 | Max_nodes: 62 | Time: 1.9144e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +Index: 24 | Max_nodes: 62 | Time: 1.9198e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +Index: 25 | Max_nodes: 62 | Time: 1.9318e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +Index: 26 | Max_nodes: 62 | Time: 1.9337e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +Index: 20 | Max_nodes: 62 | Time: 1.9412e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +Index: 28 | Max_nodes: 62 | Time: 1.9464e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +Index: 50 | Max_nodes: 62 | Time: 1.9657e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +Index: 48 | Max_nodes: 62 | Time: 1.9662e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +Index: 16 | Max_nodes: 62 | Time: 1.9722e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +Index: 30 | Max_nodes: 62 | Time: 1.9770e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +Index: 49 | Max_nodes: 62 | Time: 1.9795e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +Index: 27 | Max_nodes: 62 | Time: 1.9829e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +Index: 29 | Max_nodes: 62 | Time: 1.9855e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +Index: 74 | Max_nodes: 62 | Time: 1.9904e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +Index: 31 | Max_nodes: 62 | Time: 2.0042e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +Index: 56 | Max_nodes: 62 | Time: 2.0050e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +Index: 63 | Max_nodes: 62 | Time: 2.0080e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +Index: 52 | Max_nodes: 62 | Time: 2.0143e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +Index: 54 | Max_nodes: 62 | Time: 2.0152e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +Index: 76 | Max_nodes: 62 | Time: 2.0176e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +Index: 72 | Max_nodes: 62 | Time: 2.0179e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +Index: 100 | Max_nodes: 62 | Time: 2.0185e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +Index: 36 | Max_nodes: 62 | Time: 2.0200e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +Index: 96 | Max_nodes: 62 | Time: 2.0226e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +Index: 58 | Max_nodes: 62 | Time: 2.0234e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +Index: 32 | Max_nodes: 62 | Time: 2.0237e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +Index: 69 | Max_nodes: 62 | Time: 2.0252e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +Index: 55 | Max_nodes: 62 | Time: 2.0273e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +Index: 37 | Max_nodes: 62 | Time: 2.0274e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +Index: 95 | Max_nodes: 62 | Time: 2.0290e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +Index: 119 | Max_nodes: 62 | Time: 2.0320e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +Index: 80 | Max_nodes: 62 | Time: 2.0347e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +Index: 34 | Max_nodes: 62 | Time: 2.0361e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +Index: 98 | Max_nodes: 62 | Time: 2.0385e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +Index: 117 | Max_nodes: 62 | Time: 2.0397e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +Index: 89 | Max_nodes: 62 | Time: 2.0399e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +Index: 93 | Max_nodes: 62 | Time: 2.0449e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +Index: 73 | Max_nodes: 62 | Time: 2.0453e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +Index: 43 | Max_nodes: 62 | Time: 2.0454e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +Index: 111 | Max_nodes: 62 | Time: 2.0455e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +Index: 113 | Max_nodes: 62 | Time: 2.0457e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +Index: 42 | Max_nodes: 62 | Time: 2.0466e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +Index: 33 | Max_nodes: 62 | Time: 2.0502e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +Index: 39 | Max_nodes: 62 | Time: 2.0503e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +Index: 45 | Max_nodes: 62 | Time: 2.0510e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +Index: 38 | Max_nodes: 62 | Time: 2.0564e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +Index: 104 | Max_nodes: 62 | Time: 2.0571e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +Index: 65 | Max_nodes: 62 | Time: 2.0607e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +Index: 87 | Max_nodes: 62 | Time: 2.0607e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +Index: 82 | Max_nodes: 62 | Time: 2.0609e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +Index: 35 | Max_nodes: 62 | Time: 2.0618e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +Index: 78 | Max_nodes: 62 | Time: 2.0644e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +Index: 41 | Max_nodes: 62 | Time: 2.0669e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +Index: 57 | Max_nodes: 62 | Time: 2.0702e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +Index: 102 | Max_nodes: 62 | Time: 2.0724e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +Index: 83 | Max_nodes: 62 | Time: 2.0736e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +Index: 47 | Max_nodes: 62 | Time: 2.0737e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +Index: 40 | Max_nodes: 62 | Time: 2.0780e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +Index: 81 | Max_nodes: 62 | Time: 2.0782e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +Index: 106 | Max_nodes: 62 | Time: 2.0829e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +Index: 84 | Max_nodes: 62 | Time: 2.0862e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +Index: 61 | Max_nodes: 62 | Time: 2.0865e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +Index: 46 | Max_nodes: 62 | Time: 2.0871e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +Index: 62 | Max_nodes: 62 | Time: 2.0890e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +Index: 105 | Max_nodes: 62 | Time: 2.0902e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +Index: 103 | Max_nodes: 62 | Time: 2.0908e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +Index: 59 | Max_nodes: 62 | Time: 2.0927e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +Index: 107 | Max_nodes: 62 | Time: 2.0935e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +Index: 60 | Max_nodes: 62 | Time: 2.0952e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +Index: 75 | Max_nodes: 62 | Time: 2.0972e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +Index: 101 | Max_nodes: 62 | Time: 2.0990e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +Index: 99 | Max_nodes: 62 | Time: 2.0996e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +Index: 86 | Max_nodes: 62 | Time: 2.1006e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +Index: 53 | Max_nodes: 62 | Time: 2.1026e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +Index: 67 | Max_nodes: 62 | Time: 2.1028e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +Index: 44 | Max_nodes: 62 | Time: 2.1032e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +Index: 88 | Max_nodes: 62 | Time: 2.1037e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +Index: 77 | Max_nodes: 62 | Time: 2.1050e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +Index: 118 | Max_nodes: 62 | Time: 2.1071e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +Index: 94 | Max_nodes: 62 | Time: 2.1090e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +Index: 70 | Max_nodes: 62 | Time: 2.1092e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +Index: 115 | Max_nodes: 62 | Time: 2.1110e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +Index: 68 | Max_nodes: 62 | Time: 2.1128e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +Index: 66 | Max_nodes: 62 | Time: 2.1132e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +Index: 110 | Max_nodes: 62 | Time: 2.1144e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +Index: 108 | Max_nodes: 62 | Time: 2.1165e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +Index: 85 | Max_nodes: 62 | Time: 2.1183e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +Index: 109 | Max_nodes: 62 | Time: 2.1193e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +Index: 79 | Max_nodes: 62 | Time: 2.1207e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +Index: 91 | Max_nodes: 62 | Time: 2.1231e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +Index: 64 | Max_nodes: 62 | Time: 2.1233e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +Index: 90 | Max_nodes: 62 | Time: 2.1261e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +Index: 51 | Max_nodes: 62 | Time: 2.1270e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +Index: 92 | Max_nodes: 62 | Time: 2.1273e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +Index: 114 | Max_nodes: 62 | Time: 2.1315e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +Index: 112 | Max_nodes: 62 | Time: 2.1329e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +Index: 116 | Max_nodes: 62 | Time: 2.1430e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +Index: 97 | Max_nodes: 62 | Time: 2.2403e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| ........................... -Average time: 3.2593e-05s +Average time: 2.0539e-04s ________________________________________________________________________________________________ -18 permutations have 88 max nodes. +120 permutations have 62 max nodes. +Index: 0 | Active_nodes: 26 | Time: 1.8181e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Index: 1 | Active_nodes: 26 | Time: 1.8371e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +Index: 6 | Active_nodes: 26 | Time: 1.8473e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +Index: 7 | Active_nodes: 26 | Time: 1.8517e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +Index: 2 | Active_nodes: 26 | Time: 1.8714e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +Index: 12 | Active_nodes: 26 | Time: 1.8715e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +Index: 13 | Active_nodes: 26 | Time: 1.8864e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +Index: 8 | Active_nodes: 26 | Time: 1.8959e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +Index: 4 | Active_nodes: 26 | Time: 1.8963e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +Index: 19 | Active_nodes: 26 | Time: 1.8970e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +Index: 18 | Active_nodes: 26 | Time: 1.9000e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +Index: 14 | Active_nodes: 26 | Time: 1.9173e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +Index: 22 | Active_nodes: 26 | Time: 1.9552e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +Index: 15 | Active_nodes: 26 | Time: 1.9655e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +Index: 9 | Active_nodes: 26 | Time: 1.9862e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +Index: 11 | Active_nodes: 26 | Time: 1.9995e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +Index: 21 | Active_nodes: 26 | Time: 2.0004e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +Index: 17 | Active_nodes: 26 | Time: 2.0031e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +Index: 23 | Active_nodes: 26 | Time: 2.0115e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +Index: 71 | Active_nodes: 26 | Time: 2.0376e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +Index: 3 | Active_nodes: 28 | Time: 1.8812e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +Index: 5 | Active_nodes: 28 | Time: 1.8882e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +Index: 10 | Active_nodes: 28 | Time: 1.9144e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +Index: 24 | Active_nodes: 28 | Time: 1.9198e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +Index: 25 | Active_nodes: 28 | Time: 1.9318e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +Index: 26 | Active_nodes: 28 | Time: 1.9337e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +Index: 20 | Active_nodes: 28 | Time: 1.9412e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +Index: 28 | Active_nodes: 28 | Time: 1.9464e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +Index: 50 | Active_nodes: 28 | Time: 1.9657e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +Index: 48 | Active_nodes: 28 | Time: 1.9662e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +Index: 16 | Active_nodes: 28 | Time: 1.9722e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +Index: 30 | Active_nodes: 28 | Time: 1.9770e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +Index: 49 | Active_nodes: 28 | Time: 1.9795e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +Index: 27 | Active_nodes: 28 | Time: 1.9829e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +Index: 29 | Active_nodes: 28 | Time: 1.9855e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +Index: 74 | Active_nodes: 28 | Time: 1.9904e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +Index: 31 | Active_nodes: 28 | Time: 2.0042e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +Index: 56 | Active_nodes: 28 | Time: 2.0050e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +Index: 63 | Active_nodes: 28 | Time: 2.0080e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +Index: 52 | Active_nodes: 28 | Time: 2.0143e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +Index: 54 | Active_nodes: 28 | Time: 2.0152e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +Index: 76 | Active_nodes: 28 | Time: 2.0176e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +Index: 72 | Active_nodes: 28 | Time: 2.0179e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +Index: 100 | Active_nodes: 28 | Time: 2.0185e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +Index: 36 | Active_nodes: 28 | Time: 2.0200e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +Index: 96 | Active_nodes: 28 | Time: 2.0226e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +Index: 58 | Active_nodes: 28 | Time: 2.0234e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +Index: 32 | Active_nodes: 28 | Time: 2.0237e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +Index: 69 | Active_nodes: 28 | Time: 2.0252e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +Index: 55 | Active_nodes: 28 | Time: 2.0273e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +Index: 37 | Active_nodes: 28 | Time: 2.0274e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +Index: 95 | Active_nodes: 28 | Time: 2.0290e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +Index: 119 | Active_nodes: 28 | Time: 2.0320e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +Index: 80 | Active_nodes: 28 | Time: 2.0347e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +Index: 34 | Active_nodes: 28 | Time: 2.0361e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +Index: 98 | Active_nodes: 28 | Time: 2.0385e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +Index: 117 | Active_nodes: 28 | Time: 2.0397e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +Index: 89 | Active_nodes: 28 | Time: 2.0399e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +Index: 93 | Active_nodes: 28 | Time: 2.0449e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +Index: 73 | Active_nodes: 28 | Time: 2.0453e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +Index: 43 | Active_nodes: 28 | Time: 2.0454e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +Index: 111 | Active_nodes: 28 | Time: 2.0455e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +Index: 113 | Active_nodes: 28 | Time: 2.0457e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +Index: 42 | Active_nodes: 28 | Time: 2.0466e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +Index: 33 | Active_nodes: 28 | Time: 2.0502e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +Index: 39 | Active_nodes: 28 | Time: 2.0503e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +Index: 45 | Active_nodes: 28 | Time: 2.0510e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +Index: 38 | Active_nodes: 28 | Time: 2.0564e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +Index: 104 | Active_nodes: 28 | Time: 2.0571e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +Index: 65 | Active_nodes: 28 | Time: 2.0607e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +Index: 87 | Active_nodes: 28 | Time: 2.0607e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +Index: 82 | Active_nodes: 28 | Time: 2.0609e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +Index: 35 | Active_nodes: 28 | Time: 2.0618e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +Index: 78 | Active_nodes: 28 | Time: 2.0644e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +Index: 41 | Active_nodes: 28 | Time: 2.0669e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +Index: 57 | Active_nodes: 28 | Time: 2.0702e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +Index: 102 | Active_nodes: 28 | Time: 2.0724e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +Index: 83 | Active_nodes: 28 | Time: 2.0736e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +Index: 47 | Active_nodes: 28 | Time: 2.0737e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +Index: 40 | Active_nodes: 28 | Time: 2.0780e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +Index: 81 | Active_nodes: 28 | Time: 2.0782e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +Index: 106 | Active_nodes: 28 | Time: 2.0829e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +Index: 84 | Active_nodes: 28 | Time: 2.0862e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +Index: 61 | Active_nodes: 28 | Time: 2.0865e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +Index: 46 | Active_nodes: 28 | Time: 2.0871e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +Index: 62 | Active_nodes: 28 | Time: 2.0890e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +Index: 105 | Active_nodes: 28 | Time: 2.0902e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +Index: 103 | Active_nodes: 28 | Time: 2.0908e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +Index: 59 | Active_nodes: 28 | Time: 2.0927e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +Index: 107 | Active_nodes: 28 | Time: 2.0935e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +Index: 60 | Active_nodes: 28 | Time: 2.0952e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +Index: 75 | Active_nodes: 28 | Time: 2.0972e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +Index: 101 | Active_nodes: 28 | Time: 2.0990e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +Index: 99 | Active_nodes: 28 | Time: 2.0996e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +Index: 86 | Active_nodes: 28 | Time: 2.1006e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +Index: 53 | Active_nodes: 28 | Time: 2.1026e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +Index: 67 | Active_nodes: 28 | Time: 2.1028e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +Index: 44 | Active_nodes: 28 | Time: 2.1032e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +Index: 88 | Active_nodes: 28 | Time: 2.1037e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +Index: 77 | Active_nodes: 28 | Time: 2.1050e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +Index: 118 | Active_nodes: 28 | Time: 2.1071e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +Index: 94 | Active_nodes: 28 | Time: 2.1090e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +Index: 70 | Active_nodes: 28 | Time: 2.1092e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +Index: 115 | Active_nodes: 28 | Time: 2.1110e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +Index: 68 | Active_nodes: 28 | Time: 2.1128e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +Index: 66 | Active_nodes: 28 | Time: 2.1132e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +Index: 110 | Active_nodes: 28 | Time: 2.1144e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +Index: 108 | Active_nodes: 28 | Time: 2.1165e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +Index: 85 | Active_nodes: 28 | Time: 2.1183e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +Index: 109 | Active_nodes: 28 | Time: 2.1193e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +Index: 79 | Active_nodes: 28 | Time: 2.1207e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +Index: 91 | Active_nodes: 28 | Time: 2.1231e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +Index: 64 | Active_nodes: 28 | Time: 2.1233e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +Index: 90 | Active_nodes: 28 | Time: 2.1261e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +Index: 51 | Active_nodes: 28 | Time: 2.1270e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +Index: 92 | Active_nodes: 28 | Time: 2.1273e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +Index: 114 | Active_nodes: 28 | Time: 2.1315e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +Index: 112 | Active_nodes: 28 | Time: 2.1329e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +Index: 116 | Active_nodes: 28 | Time: 2.1430e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +Index: 97 | Active_nodes: 28 | Time: 2.2403e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| ........................... -Average time: 2.9468e-05s +Average time: 2.0320e-04s -102 permutations have 90 max nodes. +________________________________________________________________________________________________ -........................... -Average time: 3.2593e-05s +execution time of: 1.8181e-04s: Index: 0 | Max_nodes: 62 | Active_nodes: 26 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -________________________________________________________________________________________________ +execution time of: 1.8371e-04s: Index: 1 | Max_nodes: 62 | Active_nodes: 26 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| + +execution time of: 1.8473e-04s: Index: 6 | Max_nodes: 62 | Active_nodes: 26 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| + +execution time of: 1.8517e-04s: Index: 7 | Max_nodes: 62 | Active_nodes: 26 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| + +execution time of: 1.8714e-04s: Index: 2 | Max_nodes: 62 | Active_nodes: 26 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| + +execution time of: 1.8715e-04s: Index: 12 | Max_nodes: 62 | Active_nodes: 26 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| + +execution time of: 1.8812e-04s: Index: 3 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| + +execution time of: 1.8864e-04s: Index: 13 | Max_nodes: 62 | Active_nodes: 26 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| + +execution time of: 1.8882e-04s: Index: 5 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| + +execution time of: 1.8959e-04s: Index: 8 | Max_nodes: 62 | Active_nodes: 26 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| + +execution time of: 1.8963e-04s: Index: 4 | Max_nodes: 62 | Active_nodes: 26 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| + +execution time of: 1.8970e-04s: Index: 19 | Max_nodes: 62 | Active_nodes: 26 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| + +execution time of: 1.9000e-04s: Index: 18 | Max_nodes: 62 | Active_nodes: 26 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| + +execution time of: 1.9144e-04s: Index: 10 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| + +execution time of: 1.9173e-04s: Index: 14 | Max_nodes: 62 | Active_nodes: 26 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| + +execution time of: 1.9198e-04s: Index: 24 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| + +execution time of: 1.9318e-04s: Index: 25 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| + +execution time of: 1.9337e-04s: Index: 26 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| + +execution time of: 1.9412e-04s: Index: 20 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| + +execution time of: 1.9464e-04s: Index: 28 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| + +execution time of: 1.9552e-04s: Index: 22 | Max_nodes: 62 | Active_nodes: 26 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| + +execution time of: 1.9655e-04s: Index: 15 | Max_nodes: 62 | Active_nodes: 26 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| + +execution time of: 1.9657e-04s: Index: 50 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| + +execution time of: 1.9662e-04s: Index: 48 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| + +execution time of: 1.9722e-04s: Index: 16 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| + +execution time of: 1.9770e-04s: Index: 30 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| + +execution time of: 1.9795e-04s: Index: 49 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| + +execution time of: 1.9829e-04s: Index: 27 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| + +execution time of: 1.9855e-04s: Index: 29 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| + +execution time of: 1.9862e-04s: Index: 9 | Max_nodes: 62 | Active_nodes: 26 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| + +execution time of: 1.9904e-04s: Index: 74 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| + +execution time of: 1.9995e-04s: Index: 11 | Max_nodes: 62 | Active_nodes: 26 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| + +execution time of: 2.0004e-04s: Index: 21 | Max_nodes: 62 | Active_nodes: 26 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| + +execution time of: 2.0031e-04s: Index: 17 | Max_nodes: 62 | Active_nodes: 26 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| + +execution time of: 2.0042e-04s: Index: 31 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| + +execution time of: 2.0050e-04s: Index: 56 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| + +execution time of: 2.0080e-04s: Index: 63 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| + +execution time of: 2.0115e-04s: Index: 23 | Max_nodes: 62 | Active_nodes: 26 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| + +execution time of: 2.0143e-04s: Index: 52 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| + +execution time of: 2.0152e-04s: Index: 54 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| + +execution time of: 2.0176e-04s: Index: 76 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| + +execution time of: 2.0179e-04s: Index: 72 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| + +execution time of: 2.0185e-04s: Index: 100 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| + +execution time of: 2.0200e-04s: Index: 36 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| + +execution time of: 2.0226e-04s: Index: 96 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| + +execution time of: 2.0234e-04s: Index: 58 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| + +execution time of: 2.0237e-04s: Index: 32 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| + +execution time of: 2.0252e-04s: Index: 69 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| + +execution time of: 2.0273e-04s: Index: 55 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| + +execution time of: 2.0274e-04s: Index: 37 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| + +execution time of: 2.0290e-04s: Index: 95 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| + +execution time of: 2.0320e-04s: Index: 119 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| + +execution time of: 2.0347e-04s: Index: 80 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| + +execution time of: 2.0361e-04s: Index: 34 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| + +execution time of: 2.0376e-04s: Index: 71 | Max_nodes: 62 | Active_nodes: 26 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| + +execution time of: 2.0385e-04s: Index: 98 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| + +execution time of: 2.0397e-04s: Index: 117 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| + +execution time of: 2.0399e-04s: Index: 89 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| + +execution time of: 2.0449e-04s: Index: 93 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| + +execution time of: 2.0453e-04s: Index: 73 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| + +execution time of: 2.0454e-04s: Index: 43 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| + +execution time of: 2.0455e-04s: Index: 111 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| + +execution time of: 2.0457e-04s: Index: 113 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| + +execution time of: 2.0466e-04s: Index: 42 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| + +execution time of: 2.0502e-04s: Index: 33 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| + +execution time of: 2.0503e-04s: Index: 39 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| + +execution time of: 2.0510e-04s: Index: 45 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| + +execution time of: 2.0564e-04s: Index: 38 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| + +execution time of: 2.0571e-04s: Index: 104 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| + +execution time of: 2.0607e-04s: Index: 65 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| + +execution time of: 2.0607e-04s: Index: 87 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| + +execution time of: 2.0609e-04s: Index: 82 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| + +execution time of: 2.0618e-04s: Index: 35 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| + +execution time of: 2.0644e-04s: Index: 78 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| + +execution time of: 2.0669e-04s: Index: 41 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| + +execution time of: 2.0702e-04s: Index: 57 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| + +execution time of: 2.0724e-04s: Index: 102 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| + +execution time of: 2.0736e-04s: Index: 83 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| + +execution time of: 2.0737e-04s: Index: 47 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| + +execution time of: 2.0780e-04s: Index: 40 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| + +execution time of: 2.0782e-04s: Index: 81 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| + +execution time of: 2.0829e-04s: Index: 106 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| + +execution time of: 2.0862e-04s: Index: 84 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| + +execution time of: 2.0865e-04s: Index: 61 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| + +execution time of: 2.0871e-04s: Index: 46 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| + +execution time of: 2.0890e-04s: Index: 62 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| + +execution time of: 2.0902e-04s: Index: 105 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| + +execution time of: 2.0908e-04s: Index: 103 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| + +execution time of: 2.0927e-04s: Index: 59 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| + +execution time of: 2.0935e-04s: Index: 107 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| + +execution time of: 2.0952e-04s: Index: 60 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| + +execution time of: 2.0972e-04s: Index: 75 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| + +execution time of: 2.0990e-04s: Index: 101 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| + +execution time of: 2.0996e-04s: Index: 99 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| + +execution time of: 2.1006e-04s: Index: 86 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| + +execution time of: 2.1026e-04s: Index: 53 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| + +execution time of: 2.1028e-04s: Index: 67 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| + +execution time of: 2.1032e-04s: Index: 44 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| + +execution time of: 2.1037e-04s: Index: 88 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| + +execution time of: 2.1050e-04s: Index: 77 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| + +execution time of: 2.1071e-04s: Index: 118 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| + +execution time of: 2.1090e-04s: Index: 94 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| + +execution time of: 2.1092e-04s: Index: 70 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| + +execution time of: 2.1110e-04s: Index: 115 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| + +execution time of: 2.1128e-04s: Index: 68 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| + +execution time of: 2.1132e-04s: Index: 66 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| + +execution time of: 2.1144e-04s: Index: 110 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| + +execution time of: 2.1165e-04s: Index: 108 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| + +execution time of: 2.1183e-04s: Index: 85 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| + +execution time of: 2.1193e-04s: Index: 109 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| + +execution time of: 2.1207e-04s: Index: 79 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| + +execution time of: 2.1231e-04s: Index: 91 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| + +execution time of: 2.1233e-04s: Index: 64 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| + +execution time of: 2.1261e-04s: Index: 90 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| + +execution time of: 2.1270e-04s: Index: 51 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| + +execution time of: 2.1273e-04s: Index: 92 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| + +execution time of: 2.1315e-04s: Index: 114 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| + +execution time of: 2.1329e-04s: Index: 112 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| + +execution time of: 2.1430e-04s: Index: 116 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| + +execution time of: 2.2403e-04s: Index: 97 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -execution time of: 2.7473e-05s: Index: 1 | Max_nodes: 88 | Active_nodes: 26 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -execution time of: 2.7706e-05s: Index: 4 | Max_nodes: 88 | Active_nodes: 26 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -execution time of: 2.7800e-05s: Index: 7 | Max_nodes: 88 | Active_nodes: 26 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -execution time of: 2.7898e-05s: Index: 0 | Max_nodes: 88 | Active_nodes: 26 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -execution time of: 2.7945e-05s: Index: 6 | Max_nodes: 88 | Active_nodes: 26 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -execution time of: 2.7995e-05s: Index: 2 | Max_nodes: 88 | Active_nodes: 26 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -execution time of: 2.8655e-05s: Index: 3 | Max_nodes: 88 | Active_nodes: 26 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -execution time of: 2.8750e-05s: Index: 5 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -execution time of: 2.8863e-05s: Index: 13 | Max_nodes: 88 | Active_nodes: 26 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -execution time of: 2.8931e-05s: Index: 12 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -execution time of: 2.9215e-05s: Index: 25 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -execution time of: 2.9225e-05s: Index: 19 | Max_nodes: 88 | Active_nodes: 26 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -execution time of: 2.9276e-05s: Index: 10 | Max_nodes: 88 | Active_nodes: 26 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -execution time of: 2.9310e-05s: Index: 8 | Max_nodes: 88 | Active_nodes: 26 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -execution time of: 2.9383e-05s: Index: 26 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -execution time of: 2.9400e-05s: Index: 24 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -execution time of: 2.9578e-05s: Index: 28 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -execution time of: 2.9868e-05s: Index: 14 | Max_nodes: 88 | Active_nodes: 26 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -execution time of: 2.9940e-05s: Index: 18 | Max_nodes: 88 | Active_nodes: 26 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -execution time of: 3.0090e-05s: Index: 50 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -execution time of: 3.0215e-05s: Index: 31 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -execution time of: 3.0295e-05s: Index: 29 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -execution time of: 3.0316e-05s: Index: 30 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -execution time of: 3.0368e-05s: Index: 49 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -execution time of: 3.0553e-05s: Index: 16 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -execution time of: 3.0678e-05s: Index: 20 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -execution time of: 3.0880e-05s: Index: 27 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -execution time of: 3.0990e-05s: Index: 22 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -execution time of: 3.1016e-05s: Index: 48 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -execution time of: 3.1028e-05s: Index: 11 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -execution time of: 3.1078e-05s: Index: 15 | Max_nodes: 88 | Active_nodes: 26 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -execution time of: 3.1195e-05s: Index: 21 | Max_nodes: 88 | Active_nodes: 26 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -execution time of: 3.1205e-05s: Index: 56 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -execution time of: 3.1393e-05s: Index: 37 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -execution time of: 3.1403e-05s: Index: 9 | Max_nodes: 88 | Active_nodes: 26 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -execution time of: 3.1465e-05s: Index: 55 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -execution time of: 3.1478e-05s: Index: 43 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -execution time of: 3.1520e-05s: Index: 36 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -execution time of: 3.1581e-05s: Index: 42 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -execution time of: 3.1583e-05s: Index: 98 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -execution time of: 3.1593e-05s: Index: 58 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -execution time of: 3.1638e-05s: Index: 23 | Max_nodes: 88 | Active_nodes: 26 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -execution time of: 3.1640e-05s: Index: 52 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -execution time of: 3.1668e-05s: Index: 119 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -execution time of: 3.1681e-05s: Index: 113 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -execution time of: 3.1730e-05s: Index: 72 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -execution time of: 3.1733e-05s: Index: 32 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -execution time of: 3.1780e-05s: Index: 95 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -execution time of: 3.1795e-05s: Index: 76 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -execution time of: 3.1838e-05s: Index: 63 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -execution time of: 3.1845e-05s: Index: 65 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -execution time of: 3.1853e-05s: Index: 69 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -execution time of: 3.1975e-05s: Index: 80 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -execution time of: 3.1988e-05s: Index: 71 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -execution time of: 3.2018e-05s: Index: 117 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -execution time of: 3.2018e-05s: Index: 100 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -execution time of: 3.2075e-05s: Index: 54 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -execution time of: 3.2113e-05s: Index: 35 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -execution time of: 3.2116e-05s: Index: 38 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -execution time of: 3.2140e-05s: Index: 33 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -execution time of: 3.2158e-05s: Index: 87 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -execution time of: 3.2180e-05s: Index: 96 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -execution time of: 3.2188e-05s: Index: 74 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -execution time of: 3.2233e-05s: Index: 111 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -execution time of: 3.2238e-05s: Index: 106 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -execution time of: 3.2263e-05s: Index: 104 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -execution time of: 3.2278e-05s: Index: 89 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -execution time of: 3.2298e-05s: Index: 44 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -execution time of: 3.2325e-05s: Index: 45 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -execution time of: 3.2375e-05s: Index: 93 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -execution time of: 3.2435e-05s: Index: 78 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -execution time of: 3.2485e-05s: Index: 46 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -execution time of: 3.2625e-05s: Index: 82 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -execution time of: 3.2693e-05s: Index: 40 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -execution time of: 3.2775e-05s: Index: 41 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -execution time of: 3.2828e-05s: Index: 34 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -execution time of: 3.2953e-05s: Index: 103 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -execution time of: 3.2981e-05s: Index: 47 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -execution time of: 3.2998e-05s: Index: 102 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -execution time of: 3.3130e-05s: Index: 79 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -execution time of: 3.3140e-05s: Index: 57 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -execution time of: 3.3148e-05s: Index: 17 | Max_nodes: 88 | Active_nodes: 26 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -execution time of: 3.3203e-05s: Index: 97 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -execution time of: 3.3306e-05s: Index: 61 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -execution time of: 3.3426e-05s: Index: 62 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -execution time of: 3.3503e-05s: Index: 51 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -execution time of: 3.3518e-05s: Index: 60 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -execution time of: 3.3540e-05s: Index: 83 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -execution time of: 3.3558e-05s: Index: 110 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -execution time of: 3.3573e-05s: Index: 94 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -execution time of: 3.3646e-05s: Index: 107 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -execution time of: 3.3673e-05s: Index: 118 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -execution time of: 3.3678e-05s: Index: 112 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -execution time of: 3.3753e-05s: Index: 70 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -execution time of: 3.3793e-05s: Index: 105 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -execution time of: 3.3798e-05s: Index: 64 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -execution time of: 3.3848e-05s: Index: 39 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -execution time of: 3.3883e-05s: Index: 73 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -execution time of: 3.3898e-05s: Index: 81 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -execution time of: 3.3905e-05s: Index: 88 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -execution time of: 3.3913e-05s: Index: 68 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -execution time of: 3.3961e-05s: Index: 84 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -execution time of: 3.3988e-05s: Index: 67 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -execution time of: 3.3993e-05s: Index: 66 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -execution time of: 3.4011e-05s: Index: 99 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -execution time of: 3.4101e-05s: Index: 91 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -execution time of: 3.4120e-05s: Index: 109 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -execution time of: 3.4141e-05s: Index: 75 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -execution time of: 3.4268e-05s: Index: 92 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -execution time of: 3.4320e-05s: Index: 114 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -execution time of: 3.4325e-05s: Index: 85 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -execution time of: 3.4338e-05s: Index: 116 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -execution time of: 3.4408e-05s: Index: 77 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -execution time of: 3.4463e-05s: Index: 90 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -execution time of: 3.4543e-05s: Index: 53 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -execution time of: 3.5071e-05s: Index: 86 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -execution time of: 3.5363e-05s: Index: 108 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -execution time of: 3.6396e-05s: Index: 115 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -execution time of: 3.6780e-05s: Index: 59 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -execution time of: 4.1363e-05s: Index: 101 | Max_nodes: 90 | Active_nodes: 28 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| ________________________________________________________________________________________________ Start Simulation of qaoa_indep_qiskit_6__________________________________________________ @@ -362,730 +807,2912 @@ Start Simulation of qaoa_indep_qiskit_6_________________________________________ 37:...|...|...|...|...|...5 .o:...0...1...2...3...4...5 Total Permutations: 720 -Min time: 5.3641e-05s................. Permutation 192: 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Max time: 9.3503e-05s................. Permutation 173: 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| +Min time: 3.0767e-04s................. Permutation 192: 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| +Max time: 3.8149e-04s................. Permutation 715: 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| Min active nodes: 45 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Min max nodes: 171 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Min max nodes: 126 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| Max active nodes: 51 nodes.................... Permutation 24 : 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Max max nodes: 177 nodes.................... Permutation 24 : 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +Max max nodes: 126 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| ________________________________________________________________________________________________ 144 permutations have 45 active nodes. +Index: 339 | Max_nodes: 126 | Time: 3.3159e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 1| +Index: 315 | Max_nodes: 126 | Time: 3.3370e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| +Index: 459 | Max_nodes: 126 | Time: 3.3444e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 1| +Index: 435 | Max_nodes: 126 | Time: 3.3522e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| +Index: 291 | Max_nodes: 126 | Time: 3.3628e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| +Index: 317 | Max_nodes: 126 | Time: 3.3781e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 1| +Index: 293 | Max_nodes: 126 | Time: 3.3789e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 1| +Index: 555 | Max_nodes: 126 | Time: 3.3841e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| +Index: 341 | Max_nodes: 126 | Time: 3.3902e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| +Index: 579 | Max_nodes: 126 | Time: 3.3907e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1| +Index: 675 | Max_nodes: 126 | Time: 3.3935e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1| +Index: 699 | Max_nodes: 126 | Time: 3.3950e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| +Index: 2 | Max_nodes: 126 | Time: 3.4003e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 4 | Max_nodes: 126 | Time: 3.4112e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +Index: 0 | Max_nodes: 126 | Time: 3.4178e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Index: 1 | Max_nodes: 126 | Time: 3.4179e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Index: 6 | Max_nodes: 126 | Time: 3.4198e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Index: 10 | Max_nodes: 126 | Time: 3.4213e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +Index: 653 | Max_nodes: 126 | Time: 3.4265e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| +Index: 461 | Max_nodes: 126 | Time: 3.4276e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 1| +Index: 8 | Max_nodes: 126 | Time: 3.4278e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +Index: 533 | Max_nodes: 126 | Time: 3.4286e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 1| +Index: 345 | Max_nodes: 126 | Time: 3.4295e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| +Index: 677 | Max_nodes: 126 | Time: 3.4314e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| +Index: 581 | Max_nodes: 126 | Time: 3.4325e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| +Index: 437 | Max_nodes: 126 | Time: 3.4341e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 1| +Index: 465 | Max_nodes: 126 | Time: 3.4361e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| +Index: 441 | Max_nodes: 126 | Time: 3.4365e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| +Index: 321 | Max_nodes: 126 | Time: 3.4369e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| +Index: 651 | Max_nodes: 126 | Time: 3.4383e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| +Index: 413 | Max_nodes: 126 | Time: 3.4397e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 1| +Index: 12 | Max_nodes: 126 | Time: 3.4443e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +Index: 531 | Max_nodes: 126 | Time: 3.4452e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| +Index: 557 | Max_nodes: 126 | Time: 3.4474e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| +Index: 14 | Max_nodes: 126 | Time: 3.4490e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +Index: 701 | Max_nodes: 126 | Time: 3.4491e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| +Index: 411 | Max_nodes: 126 | Time: 3.4525e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 1| +Index: 7 | Max_nodes: 126 | Time: 3.4549e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +Index: 3 | Max_nodes: 126 | Time: 3.4567e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +Index: 13 | Max_nodes: 126 | Time: 3.4581e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +Index: 5 | Max_nodes: 126 | Time: 3.4601e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +Index: 347 | Max_nodes: 126 | Time: 3.4604e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| +Index: 297 | Max_nodes: 126 | Time: 3.4631e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| +Index: 19 | Max_nodes: 126 | Time: 3.4670e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +Index: 18 | Max_nodes: 126 | Time: 3.4676e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +Index: 20 | Max_nodes: 126 | Time: 3.4747e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +Index: 323 | Max_nodes: 126 | Time: 3.4755e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| +Index: 299 | Max_nodes: 126 | Time: 3.4781e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| +Index: 585 | Max_nodes: 126 | Time: 3.4841e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +Index: 561 | Max_nodes: 126 | Time: 3.4883e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| +Index: 705 | Max_nodes: 126 | Time: 3.5051e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +Index: 122 | Max_nodes: 126 | Time: 3.5130e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 15 | Max_nodes: 126 | Time: 3.5131e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +Index: 681 | Max_nodes: 126 | Time: 3.5159e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| +Index: 16 | Max_nodes: 126 | Time: 3.5186e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +Index: 467 | Max_nodes: 126 | Time: 3.5190e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| +Index: 419 | Max_nodes: 126 | Time: 3.5235e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| +Index: 587 | Max_nodes: 126 | Time: 3.5258e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +Index: 22 | Max_nodes: 126 | Time: 3.5266e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +Index: 443 | Max_nodes: 126 | Time: 3.5273e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| +Index: 128 | Max_nodes: 126 | Time: 3.5296e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +Index: 537 | Max_nodes: 126 | Time: 3.5308e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| +Index: 659 | Max_nodes: 126 | Time: 3.5340e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| +Index: 417 | Max_nodes: 126 | Time: 3.5361e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| +Index: 9 | Max_nodes: 126 | Time: 3.5361e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +Index: 121 | Max_nodes: 126 | Time: 3.5384e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Index: 130 | Max_nodes: 126 | Time: 3.5394e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +Index: 657 | Max_nodes: 126 | Time: 3.5403e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| +Index: 683 | Max_nodes: 126 | Time: 3.5412e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| +Index: 124 | Max_nodes: 126 | Time: 3.5415e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +Index: 21 | Max_nodes: 126 | Time: 3.5427e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +Index: 11 | Max_nodes: 126 | Time: 3.5437e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +Index: 126 | Max_nodes: 126 | Time: 3.5443e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Index: 120 | Max_nodes: 126 | Time: 3.5461e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Index: 23 | Max_nodes: 126 | Time: 3.5462e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +Index: 134 | Max_nodes: 126 | Time: 3.5527e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +Index: 539 | Max_nodes: 126 | Time: 3.5535e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| +Index: 140 | Max_nodes: 126 | Time: 3.5553e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +Index: 127 | Max_nodes: 126 | Time: 3.5573e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +Index: 563 | Max_nodes: 126 | Time: 3.5608e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| +Index: 326 | Max_nodes: 126 | Time: 3.5647e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| +Index: 446 | Max_nodes: 126 | Time: 3.5655e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +Index: 302 | Max_nodes: 126 | Time: 3.5697e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| +Index: 707 | Max_nodes: 126 | Time: 3.5701e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +Index: 17 | Max_nodes: 126 | Time: 3.5709e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +Index: 123 | Max_nodes: 126 | Time: 3.5718e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +Index: 470 | Max_nodes: 126 | Time: 3.5721e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +Index: 350 | Max_nodes: 126 | Time: 3.5757e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| +Index: 132 | Max_nodes: 126 | Time: 3.5760e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +Index: 138 | Max_nodes: 126 | Time: 3.5836e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +Index: 308 | Max_nodes: 126 | Time: 3.5848e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| +Index: 566 | Max_nodes: 126 | Time: 3.5865e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +Index: 133 | Max_nodes: 126 | Time: 3.5872e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +Index: 142 | Max_nodes: 126 | Time: 3.5884e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +Index: 324 | Max_nodes: 126 | Time: 3.5897e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| +Index: 139 | Max_nodes: 126 | Time: 3.5945e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +Index: 136 | Max_nodes: 126 | Time: 3.6027e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +Index: 444 | Max_nodes: 126 | Time: 3.6038e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +Index: 348 | Max_nodes: 126 | Time: 3.6182e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 4| +Index: 686 | Max_nodes: 126 | Time: 3.6208e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +Index: 542 | Max_nodes: 126 | Time: 3.6285e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| +Index: 710 | Max_nodes: 126 | Time: 3.6328e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +Index: 135 | Max_nodes: 126 | Time: 3.6332e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +Index: 468 | Max_nodes: 126 | Time: 3.6338e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| +Index: 306 | Max_nodes: 126 | Time: 3.6375e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| +Index: 300 | Max_nodes: 126 | Time: 3.6379e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| +Index: 356 | Max_nodes: 126 | Time: 3.6399e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| +Index: 428 | Max_nodes: 126 | Time: 3.6430e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| +Index: 332 | Max_nodes: 126 | Time: 3.6458e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| +Index: 590 | Max_nodes: 126 | Time: 3.6465e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +Index: 668 | Max_nodes: 126 | Time: 3.6482e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| +Index: 684 | Max_nodes: 126 | Time: 3.6499e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| +Index: 422 | Max_nodes: 126 | Time: 3.6524e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| +Index: 662 | Max_nodes: 126 | Time: 3.6559e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| +Index: 564 | Max_nodes: 126 | Time: 3.6567e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +Index: 708 | Max_nodes: 126 | Time: 3.6615e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| +Index: 548 | Max_nodes: 126 | Time: 3.6653e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| +Index: 137 | Max_nodes: 126 | Time: 3.6672e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +Index: 660 | Max_nodes: 126 | Time: 3.6684e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| +Index: 143 | Max_nodes: 126 | Time: 3.6707e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +Index: 354 | Max_nodes: 126 | Time: 3.6719e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 3| +Index: 131 | Max_nodes: 126 | Time: 3.6722e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +Index: 330 | Max_nodes: 126 | Time: 3.6753e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| +Index: 125 | Max_nodes: 126 | Time: 3.6788e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +Index: 129 | Max_nodes: 126 | Time: 3.6798e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +Index: 588 | Max_nodes: 126 | Time: 3.6802e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| +Index: 540 | Max_nodes: 126 | Time: 3.6817e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| +Index: 420 | Max_nodes: 126 | Time: 3.6827e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| +Index: 426 | Max_nodes: 126 | Time: 3.6898e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| +Index: 141 | Max_nodes: 126 | Time: 3.6936e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +Index: 572 | Max_nodes: 126 | Time: 3.7076e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| +Index: 666 | Max_nodes: 126 | Time: 3.7093e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| +Index: 476 | Max_nodes: 126 | Time: 3.7124e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +Index: 452 | Max_nodes: 126 | Time: 3.7140e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| +Index: 596 | Max_nodes: 126 | Time: 3.7158e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +Index: 546 | Max_nodes: 126 | Time: 3.7173e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| +Index: 716 | Max_nodes: 126 | Time: 3.7234e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +Index: 692 | Max_nodes: 126 | Time: 3.7367e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +Index: 690 | Max_nodes: 126 | Time: 3.7534e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| +Index: 714 | Max_nodes: 126 | Time: 3.7734e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +Index: 474 | Max_nodes: 126 | Time: 3.7769e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| +Index: 594 | Max_nodes: 126 | Time: 3.7787e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +Index: 570 | Max_nodes: 126 | Time: 3.7841e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| +Index: 450 | Max_nodes: 126 | Time: 3.7848e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| ........................... -Average time: 6.4996e-05s +Average time: 3.5502e-04s 576 permutations have 51 active nodes. +Index: 192 | Max_nodes: 126 | Time: 3.0767e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| +Index: 194 | Max_nodes: 126 | Time: 3.0885e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| +Index: 216 | Max_nodes: 126 | Time: 3.0980e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| +Index: 170 | Max_nodes: 126 | Time: 3.1054e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| +Index: 169 | Max_nodes: 126 | Time: 3.1174e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| +Index: 172 | Max_nodes: 126 | Time: 3.1190e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| +Index: 168 | Max_nodes: 126 | Time: 3.1223e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| +Index: 193 | Max_nodes: 126 | Time: 3.1461e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| +Index: 217 | Max_nodes: 126 | Time: 3.1481e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| +Index: 218 | Max_nodes: 126 | Time: 3.1497e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| +Index: 146 | Max_nodes: 126 | Time: 3.1612e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| +Index: 220 | Max_nodes: 126 | Time: 3.1619e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| +Index: 314 | Max_nodes: 126 | Time: 3.1637e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| +Index: 196 | Max_nodes: 126 | Time: 3.1693e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| +Index: 148 | Max_nodes: 126 | Time: 3.1713e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| +Index: 312 | Max_nodes: 126 | Time: 3.1741e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| +Index: 145 | Max_nodes: 126 | Time: 3.1780e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +Index: 144 | Max_nodes: 126 | Time: 3.1805e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +Index: 290 | Max_nodes: 126 | Time: 3.1820e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| +Index: 338 | Max_nodes: 126 | Time: 3.1842e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| +Index: 410 | Max_nodes: 126 | Time: 3.1929e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| +Index: 292 | Max_nodes: 126 | Time: 3.1932e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 4| +Index: 147 | Max_nodes: 126 | Time: 3.2073e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| +Index: 72 | Max_nodes: 126 | Time: 3.2096e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +Index: 336 | Max_nodes: 126 | Time: 3.2132e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| +Index: 434 | Max_nodes: 126 | Time: 3.2163e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| +Index: 74 | Max_nodes: 126 | Time: 3.2175e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| +Index: 458 | Max_nodes: 126 | Time: 3.2181e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| +Index: 288 | Max_nodes: 126 | Time: 3.2213e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| +Index: 50 | Max_nodes: 126 | Time: 3.2240e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| +Index: 149 | Max_nodes: 126 | Time: 3.2249e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| +Index: 337 | Max_nodes: 126 | Time: 3.2251e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| +Index: 530 | Max_nodes: 126 | Time: 3.2257e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| +Index: 313 | Max_nodes: 126 | Time: 3.2276e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3| +Index: 98 | Max_nodes: 126 | Time: 3.2298e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| +Index: 340 | Max_nodes: 126 | Time: 3.2299e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| +Index: 96 | Max_nodes: 126 | Time: 3.2304e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +Index: 412 | Max_nodes: 126 | Time: 3.2306e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4| +Index: 195 | Max_nodes: 126 | Time: 3.2308e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| +Index: 48 | Max_nodes: 126 | Time: 3.2348e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +Index: 52 | Max_nodes: 126 | Time: 3.2400e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| +Index: 316 | Max_nodes: 126 | Time: 3.2418e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| +Index: 219 | Max_nodes: 126 | Time: 3.2428e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| +Index: 49 | Max_nodes: 126 | Time: 3.2483e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +Index: 97 | Max_nodes: 126 | Time: 3.2503e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| +Index: 554 | Max_nodes: 126 | Time: 3.2522e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| +Index: 289 | Max_nodes: 126 | Time: 3.2529e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| +Index: 456 | Max_nodes: 126 | Time: 3.2555e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| +Index: 197 | Max_nodes: 126 | Time: 3.2563e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| +Index: 102 | Max_nodes: 126 | Time: 3.2563e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| +Index: 221 | Max_nodes: 126 | Time: 3.2566e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| +Index: 650 | Max_nodes: 126 | Time: 3.2571e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| +Index: 54 | Max_nodes: 126 | Time: 3.2609e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +Index: 173 | Max_nodes: 126 | Time: 3.2622e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| +Index: 432 | Max_nodes: 126 | Time: 3.2719e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| +Index: 674 | Max_nodes: 126 | Time: 3.2729e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| +Index: 652 | Max_nodes: 126 | Time: 3.2762e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3| +Index: 78 | Max_nodes: 126 | Time: 3.2772e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +Index: 552 | Max_nodes: 126 | Time: 3.2773e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| +Index: 532 | Max_nodes: 126 | Time: 3.2838e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| +Index: 578 | Max_nodes: 126 | Time: 3.2844e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| +Index: 171 | Max_nodes: 126 | Time: 3.2850e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| +Index: 55 | Max_nodes: 126 | Time: 3.2881e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| +Index: 698 | Max_nodes: 126 | Time: 3.2888e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| +Index: 386 | Max_nodes: 126 | Time: 3.2928e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| +Index: 26 | Max_nodes: 126 | Time: 3.2947e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +Index: 100 | Max_nodes: 126 | Time: 3.2952e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| +Index: 24 | Max_nodes: 126 | Time: 3.2953e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +Index: 103 | Max_nodes: 126 | Time: 3.2960e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| +Index: 76 | Max_nodes: 126 | Time: 3.2960e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| +Index: 73 | Max_nodes: 126 | Time: 3.3002e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| +Index: 264 | Max_nodes: 126 | Time: 3.3052e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +Index: 84 | Max_nodes: 126 | Time: 3.3075e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| +Index: 266 | Max_nodes: 126 | Time: 3.3106e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| +Index: 433 | Max_nodes: 126 | Time: 3.3150e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 2| +Index: 79 | Max_nodes: 126 | Time: 3.3151e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| +Index: 28 | Max_nodes: 126 | Time: 3.3158e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +Index: 388 | Max_nodes: 126 | Time: 3.3165e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| +Index: 672 | Max_nodes: 126 | Time: 3.3170e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| +Index: 27 | Max_nodes: 126 | Time: 3.3188e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +Index: 457 | Max_nodes: 126 | Time: 3.3214e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| +Index: 80 | Max_nodes: 126 | Time: 3.3216e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| +Index: 506 | Max_nodes: 126 | Time: 3.3217e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| +Index: 408 | Max_nodes: 126 | Time: 3.3224e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| +Index: 265 | Max_nodes: 126 | Time: 3.3248e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +Index: 25 | Max_nodes: 126 | Time: 3.3252e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +Index: 108 | Max_nodes: 126 | Time: 3.3291e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| +Index: 75 | Max_nodes: 126 | Time: 3.3300e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| +Index: 409 | Max_nodes: 126 | Time: 3.3303e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| +Index: 576 | Max_nodes: 126 | Time: 3.3305e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| +Index: 60 | Max_nodes: 126 | Time: 3.3307e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| +Index: 30 | Max_nodes: 126 | Time: 3.3322e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +Index: 626 | Max_nodes: 126 | Time: 3.3322e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| +Index: 56 | Max_nodes: 126 | Time: 3.3327e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| +Index: 696 | Max_nodes: 126 | Time: 3.3332e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 3| +Index: 29 | Max_nodes: 126 | Time: 3.3335e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +Index: 528 | Max_nodes: 126 | Time: 3.3355e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| +Index: 99 | Max_nodes: 126 | Time: 3.3355e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| +Index: 104 | Max_nodes: 126 | Time: 3.3363e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| +Index: 58 | Max_nodes: 126 | Time: 3.3407e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| +Index: 628 | Max_nodes: 126 | Time: 3.3429e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 3| +Index: 31 | Max_nodes: 126 | Time: 3.3479e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| +Index: 109 | Max_nodes: 126 | Time: 3.3488e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| +Index: 85 | Max_nodes: 126 | Time: 3.3494e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| +Index: 36 | Max_nodes: 126 | Time: 3.3508e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +Index: 648 | Max_nodes: 126 | Time: 3.3510e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| +Index: 268 | Max_nodes: 126 | Time: 3.3541e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| +Index: 556 | Max_nodes: 126 | Time: 3.3594e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| +Index: 673 | Max_nodes: 126 | Time: 3.3600e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| +Index: 676 | Max_nodes: 126 | Time: 3.3611e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| +Index: 508 | Max_nodes: 126 | Time: 3.3632e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 3| +Index: 649 | Max_nodes: 126 | Time: 3.3637e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 3| +Index: 66 | Max_nodes: 126 | Time: 3.3641e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| +Index: 553 | Max_nodes: 126 | Time: 3.3642e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2| +Index: 86 | Max_nodes: 126 | Time: 3.3663e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| +Index: 529 | Max_nodes: 126 | Time: 3.3663e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| +Index: 267 | Max_nodes: 126 | Time: 3.3672e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| +Index: 460 | Max_nodes: 126 | Time: 3.3701e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 2| +Index: 436 | Max_nodes: 126 | Time: 3.3722e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 2| 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+Index: 592 | Max_nodes: 126 | Time: 3.7711e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +Index: 661 | Max_nodes: 126 | Time: 3.7763e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| +Index: 454 | Max_nodes: 126 | Time: 3.7771e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +Index: 472 | Max_nodes: 126 | Time: 3.7772e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| +Index: 691 | Max_nodes: 126 | Time: 3.7773e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| +Index: 310 | Max_nodes: 126 | Time: 3.7776e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| +Index: 694 | Max_nodes: 126 | Time: 3.7799e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +Index: 511 | Max_nodes: 126 | Time: 3.7802e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 3| +Index: 598 | Max_nodes: 126 | Time: 3.7809e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +Index: 574 | Max_nodes: 126 | Time: 3.7813e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +Index: 478 | Max_nodes: 126 | Time: 3.7824e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +Index: 451 | Max_nodes: 126 | Time: 3.7902e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| +Index: 475 | Max_nodes: 126 | Time: 3.7928e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| +Index: 328 | Max_nodes: 126 | Time: 3.7953e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| +Index: 334 | Max_nodes: 126 | Time: 3.7986e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| +Index: 595 | Max_nodes: 126 | Time: 3.7992e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +Index: 718 | Max_nodes: 126 | Time: 3.8015e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +Index: 571 | Max_nodes: 126 | Time: 3.8031e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| +Index: 304 | Max_nodes: 126 | Time: 3.8040e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| +Index: 712 | Max_nodes: 126 | Time: 3.8136e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +Index: 715 | Max_nodes: 126 | Time: 3.8149e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| ........................... -Average time: 6.4644e-05s +Average time: 3.5211e-04s ________________________________________________________________________________________________ -144 permutations have 171 max nodes. +720 permutations have 126 max nodes. +Index: 339 | Active_nodes: 45 | Time: 3.3159e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 1| +Index: 315 | Active_nodes: 45 | Time: 3.3370e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| +Index: 459 | Active_nodes: 45 | Time: 3.3444e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 1| +Index: 435 | Active_nodes: 45 | Time: 3.3522e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| +Index: 291 | Active_nodes: 45 | Time: 3.3628e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| +Index: 317 | Active_nodes: 45 | Time: 3.3781e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 1| +Index: 293 | Active_nodes: 45 | Time: 3.3789e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 1| +Index: 555 | Active_nodes: 45 | Time: 3.3841e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| +Index: 341 | Active_nodes: 45 | Time: 3.3902e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| +Index: 579 | Active_nodes: 45 | Time: 3.3907e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1| +Index: 675 | Active_nodes: 45 | Time: 3.3935e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1| +Index: 699 | Active_nodes: 45 | Time: 3.3950e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| +Index: 2 | Active_nodes: 45 | Time: 3.4003e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 4 | Active_nodes: 45 | Time: 3.4112e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +Index: 0 | Active_nodes: 45 | Time: 3.4178e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Index: 1 | Active_nodes: 45 | Time: 3.4179e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Index: 6 | Active_nodes: 45 | Time: 3.4198e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Index: 10 | Active_nodes: 45 | Time: 3.4213e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +Index: 653 | Active_nodes: 45 | Time: 3.4265e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| +Index: 461 | Active_nodes: 45 | Time: 3.4276e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 1| +Index: 8 | Active_nodes: 45 | Time: 3.4278e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +Index: 533 | Active_nodes: 45 | Time: 3.4286e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 1| +Index: 345 | Active_nodes: 45 | Time: 3.4295e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| +Index: 677 | Active_nodes: 45 | Time: 3.4314e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| +Index: 581 | Active_nodes: 45 | Time: 3.4325e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| +Index: 437 | Active_nodes: 45 | Time: 3.4341e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 1| +Index: 465 | Active_nodes: 45 | Time: 3.4361e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| +Index: 441 | Active_nodes: 45 | Time: 3.4365e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| +Index: 321 | Active_nodes: 45 | Time: 3.4369e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| +Index: 651 | Active_nodes: 45 | Time: 3.4383e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| +Index: 413 | Active_nodes: 45 | Time: 3.4397e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 1| +Index: 12 | Active_nodes: 45 | Time: 3.4443e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +Index: 531 | Active_nodes: 45 | Time: 3.4452e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| +Index: 557 | Active_nodes: 45 | Time: 3.4474e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| +Index: 14 | Active_nodes: 45 | Time: 3.4490e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +Index: 701 | Active_nodes: 45 | Time: 3.4491e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| +Index: 411 | Active_nodes: 45 | Time: 3.4525e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 1| +Index: 7 | Active_nodes: 45 | Time: 3.4549e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +Index: 3 | Active_nodes: 45 | Time: 3.4567e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +Index: 13 | Active_nodes: 45 | Time: 3.4581e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +Index: 5 | Active_nodes: 45 | Time: 3.4601e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +Index: 347 | Active_nodes: 45 | Time: 3.4604e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| +Index: 297 | Active_nodes: 45 | Time: 3.4631e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| +Index: 19 | Active_nodes: 45 | Time: 3.4670e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +Index: 18 | Active_nodes: 45 | Time: 3.4676e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +Index: 20 | Active_nodes: 45 | Time: 3.4747e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +Index: 323 | Active_nodes: 45 | Time: 3.4755e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| +Index: 299 | Active_nodes: 45 | Time: 3.4781e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| +Index: 585 | Active_nodes: 45 | Time: 3.4841e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +Index: 561 | Active_nodes: 45 | Time: 3.4883e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| +Index: 705 | Active_nodes: 45 | Time: 3.5051e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +Index: 122 | Active_nodes: 45 | Time: 3.5130e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 15 | Active_nodes: 45 | Time: 3.5131e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +Index: 681 | Active_nodes: 45 | Time: 3.5159e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| +Index: 16 | Active_nodes: 45 | Time: 3.5186e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +Index: 467 | Active_nodes: 45 | Time: 3.5190e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| +Index: 419 | Active_nodes: 45 | Time: 3.5235e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| +Index: 587 | Active_nodes: 45 | Time: 3.5258e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +Index: 22 | Active_nodes: 45 | Time: 3.5266e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +Index: 443 | Active_nodes: 45 | Time: 3.5273e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| +Index: 128 | Active_nodes: 45 | Time: 3.5296e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +Index: 537 | Active_nodes: 45 | Time: 3.5308e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| +Index: 659 | Active_nodes: 45 | Time: 3.5340e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| +Index: 417 | Active_nodes: 45 | Time: 3.5361e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| +Index: 9 | Active_nodes: 45 | Time: 3.5361e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +Index: 121 | Active_nodes: 45 | Time: 3.5384e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Index: 130 | Active_nodes: 45 | Time: 3.5394e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +Index: 657 | Active_nodes: 45 | Time: 3.5403e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| +Index: 683 | Active_nodes: 45 | Time: 3.5412e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| +Index: 124 | Active_nodes: 45 | Time: 3.5415e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +Index: 21 | Active_nodes: 45 | Time: 3.5427e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +Index: 11 | Active_nodes: 45 | Time: 3.5437e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +Index: 126 | Active_nodes: 45 | Time: 3.5443e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Index: 120 | Active_nodes: 45 | Time: 3.5461e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Index: 23 | Active_nodes: 45 | Time: 3.5462e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +Index: 134 | Active_nodes: 45 | Time: 3.5527e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +Index: 539 | Active_nodes: 45 | Time: 3.5535e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| +Index: 140 | Active_nodes: 45 | Time: 3.5553e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +Index: 127 | Active_nodes: 45 | Time: 3.5573e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +Index: 563 | Active_nodes: 45 | Time: 3.5608e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| +Index: 326 | Active_nodes: 45 | Time: 3.5647e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| +Index: 446 | Active_nodes: 45 | Time: 3.5655e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +Index: 302 | Active_nodes: 45 | Time: 3.5697e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| +Index: 707 | Active_nodes: 45 | Time: 3.5701e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +Index: 17 | Active_nodes: 45 | Time: 3.5709e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +Index: 123 | Active_nodes: 45 | Time: 3.5718e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +Index: 470 | Active_nodes: 45 | Time: 3.5721e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +Index: 350 | Active_nodes: 45 | Time: 3.5757e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| +Index: 132 | Active_nodes: 45 | Time: 3.5760e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +Index: 138 | Active_nodes: 45 | Time: 3.5836e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +Index: 308 | Active_nodes: 45 | Time: 3.5848e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| +Index: 566 | Active_nodes: 45 | Time: 3.5865e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +Index: 133 | Active_nodes: 45 | Time: 3.5872e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +Index: 142 | Active_nodes: 45 | Time: 3.5884e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +Index: 324 | Active_nodes: 45 | Time: 3.5897e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| +Index: 139 | Active_nodes: 45 | Time: 3.5945e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +Index: 136 | Active_nodes: 45 | Time: 3.6027e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +Index: 444 | Active_nodes: 45 | Time: 3.6038e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +Index: 348 | Active_nodes: 45 | Time: 3.6182e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 4| +Index: 686 | Active_nodes: 45 | Time: 3.6208e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +Index: 542 | Active_nodes: 45 | Time: 3.6285e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| +Index: 710 | Active_nodes: 45 | Time: 3.6328e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +Index: 135 | Active_nodes: 45 | Time: 3.6332e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +Index: 468 | Active_nodes: 45 | Time: 3.6338e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| +Index: 306 | Active_nodes: 45 | Time: 3.6375e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| +Index: 300 | Active_nodes: 45 | Time: 3.6379e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| +Index: 356 | Active_nodes: 45 | Time: 3.6399e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| +Index: 428 | Active_nodes: 45 | Time: 3.6430e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| +Index: 332 | Active_nodes: 45 | Time: 3.6458e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| +Index: 590 | Active_nodes: 45 | Time: 3.6465e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +Index: 668 | Active_nodes: 45 | Time: 3.6482e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| +Index: 684 | Active_nodes: 45 | Time: 3.6499e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| +Index: 422 | Active_nodes: 45 | Time: 3.6524e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| +Index: 662 | Active_nodes: 45 | Time: 3.6559e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| +Index: 564 | Active_nodes: 45 | Time: 3.6567e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +Index: 708 | Active_nodes: 45 | Time: 3.6615e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| +Index: 548 | Active_nodes: 45 | Time: 3.6653e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| +Index: 137 | Active_nodes: 45 | Time: 3.6672e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +Index: 660 | Active_nodes: 45 | Time: 3.6684e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| +Index: 143 | Active_nodes: 45 | Time: 3.6707e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +Index: 354 | Active_nodes: 45 | Time: 3.6719e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 3| +Index: 131 | Active_nodes: 45 | Time: 3.6722e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +Index: 330 | Active_nodes: 45 | Time: 3.6753e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| +Index: 125 | Active_nodes: 45 | Time: 3.6788e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +Index: 129 | Active_nodes: 45 | Time: 3.6798e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +Index: 588 | Active_nodes: 45 | Time: 3.6802e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| +Index: 540 | Active_nodes: 45 | Time: 3.6817e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| +Index: 420 | Active_nodes: 45 | Time: 3.6827e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| +Index: 426 | Active_nodes: 45 | Time: 3.6898e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| +Index: 141 | Active_nodes: 45 | Time: 3.6936e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +Index: 572 | Active_nodes: 45 | Time: 3.7076e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| +Index: 666 | Active_nodes: 45 | Time: 3.7093e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| +Index: 476 | Active_nodes: 45 | Time: 3.7124e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +Index: 452 | Active_nodes: 45 | Time: 3.7140e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| +Index: 596 | Active_nodes: 45 | Time: 3.7158e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +Index: 546 | Active_nodes: 45 | Time: 3.7173e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| +Index: 716 | Active_nodes: 45 | Time: 3.7234e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +Index: 692 | Active_nodes: 45 | Time: 3.7367e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +Index: 690 | Active_nodes: 45 | Time: 3.7534e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| +Index: 714 | Active_nodes: 45 | Time: 3.7734e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +Index: 474 | Active_nodes: 45 | Time: 3.7769e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| +Index: 594 | Active_nodes: 45 | Time: 3.7787e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +Index: 570 | Active_nodes: 45 | Time: 3.7841e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| +Index: 450 | Active_nodes: 45 | Time: 3.7848e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| +Index: 192 | Active_nodes: 51 | Time: 3.0767e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| +Index: 194 | Active_nodes: 51 | Time: 3.0885e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| +Index: 216 | Active_nodes: 51 | Time: 3.0980e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| +Index: 170 | Active_nodes: 51 | Time: 3.1054e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| +Index: 169 | Active_nodes: 51 | Time: 3.1174e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| +Index: 172 | Active_nodes: 51 | Time: 3.1190e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| +Index: 168 | Active_nodes: 51 | Time: 3.1223e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| +Index: 193 | Active_nodes: 51 | Time: 3.1461e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| +Index: 217 | Active_nodes: 51 | Time: 3.1481e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| +Index: 218 | Active_nodes: 51 | Time: 3.1497e-04s | 0 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0|4 -> 4|5 -> 5| +Index: 119 | Active_nodes: 51 | Time: 3.6712e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| +Index: 65 | Active_nodes: 51 | Time: 3.6713e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| +Index: 363 | Active_nodes: 51 | Time: 3.6716e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +Index: 249 | Active_nodes: 51 | Time: 3.6719e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +Index: 233 | Active_nodes: 51 | Time: 3.6731e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| +Index: 600 | Active_nodes: 51 | Time: 3.6744e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +Index: 695 | Active_nodes: 51 | Time: 3.6747e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +Index: 479 | Active_nodes: 51 | Time: 3.6751e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +Index: 377 | Active_nodes: 51 | Time: 3.6752e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 1| +Index: 569 | Active_nodes: 51 | Time: 3.6755e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| +Index: 113 | Active_nodes: 51 | Time: 3.6766e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| +Index: 483 | Active_nodes: 51 | Time: 3.6767e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| +Index: 259 | Active_nodes: 51 | Time: 3.6779e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| +Index: 445 | Active_nodes: 51 | Time: 3.6801e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| +Index: 492 | Active_nodes: 51 | Time: 3.6810e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| +Index: 495 | Active_nodes: 51 | Time: 3.6839e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 1| +Index: 71 | Active_nodes: 51 | Time: 3.6846e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| +Index: 367 | Active_nodes: 51 | Time: 3.6858e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| +Index: 282 | Active_nodes: 51 | Time: 3.6877e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| +Index: 455 | Active_nodes: 51 | Time: 3.6882e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +Index: 601 | Active_nodes: 51 | Time: 3.6882e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| +Index: 719 | Active_nodes: 51 | Time: 3.6888e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +Index: 621 | Active_nodes: 51 | Time: 3.6889e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| +Index: 305 | Active_nodes: 51 | Time: 3.6896e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| +Index: 311 | Active_nodes: 51 | Time: 3.6900e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| +Index: 381 | Active_nodes: 51 | Time: 3.6907e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1| +Index: 373 | Active_nodes: 51 | Time: 3.6917e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 2| +Index: 325 | Active_nodes: 51 | Time: 3.6919e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1| +Index: 485 | Active_nodes: 51 | Time: 3.6935e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| +Index: 271 | Active_nodes: 51 | Time: 3.6948e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| +Index: 430 | Active_nodes: 51 | Time: 3.6950e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| +Index: 615 | Active_nodes: 51 | Time: 3.6951e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 1| +Index: 257 | Active_nodes: 51 | Time: 3.6955e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| +Index: 301 | Active_nodes: 51 | Time: 3.6957e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| +Index: 329 | Active_nodes: 51 | Time: 3.6959e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| +Index: 355 | Active_nodes: 51 | Time: 3.6960e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| +Index: 70 | Active_nodes: 51 | Time: 3.6962e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| +Index: 396 | Active_nodes: 51 | Time: 3.6968e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| +Index: 713 | Active_nodes: 51 | Time: 3.6979e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +Index: 375 | Active_nodes: 51 | Time: 3.6982e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| +Index: 331 | Active_nodes: 51 | Time: 3.6993e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1| +Index: 605 | Active_nodes: 51 | Time: 3.6994e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 2| +Index: 606 | Active_nodes: 51 | Time: 3.7001e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4| +Index: 487 | Active_nodes: 51 | Time: 3.7014e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3| +Index: 369 | Active_nodes: 51 | Time: 3.7015e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 1| +Index: 277 | Active_nodes: 51 | Time: 3.7016e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| +Index: 544 | Active_nodes: 51 | Time: 3.7017e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| +Index: 335 | Active_nodes: 51 | Time: 3.7024e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +Index: 689 | Active_nodes: 51 | Time: 3.7025e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +Index: 365 | Active_nodes: 51 | Time: 3.7025e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +Index: 424 | Active_nodes: 51 | Time: 3.7036e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| +Index: 469 | Active_nodes: 51 | Time: 3.7036e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| +Index: 664 | Active_nodes: 51 | Time: 3.7043e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| +Index: 263 | Active_nodes: 51 | Time: 3.7087e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| +Index: 516 | Active_nodes: 51 | Time: 3.7091e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| +Index: 709 | Active_nodes: 51 | Time: 3.7109e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| +Index: 685 | Active_nodes: 51 | Time: 3.7113e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| +Index: 251 | Active_nodes: 51 | Time: 3.7119e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| +Index: 670 | Active_nodes: 51 | Time: 3.7120e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| +Index: 402 | Active_nodes: 51 | Time: 3.7125e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 4| +Index: 603 | Active_nodes: 51 | Time: 3.7132e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2| +Index: 575 | Active_nodes: 51 | Time: 3.7132e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +Index: 283 | Active_nodes: 51 | Time: 3.7139e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| +Index: 390 | Active_nodes: 51 | Time: 3.7179e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| +Index: 493 | Active_nodes: 51 | Time: 3.7179e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2| +Index: 607 | Active_nodes: 51 | Time: 3.7190e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3| +Index: 378 | Active_nodes: 51 | Time: 3.7192e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 4| +Index: 630 | Active_nodes: 51 | Time: 3.7199e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| +Index: 565 | Active_nodes: 51 | Time: 3.7205e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| +Index: 498 | Active_nodes: 51 | Time: 3.7215e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| +Index: 397 | Active_nodes: 51 | Time: 3.7249e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 2| +Index: 612 | Active_nodes: 51 | Time: 3.7254e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4| +Index: 636 | Active_nodes: 51 | Time: 3.7267e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| +Index: 510 | Active_nodes: 51 | Time: 3.7276e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| +Index: 550 | Active_nodes: 51 | Time: 3.7282e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| +Index: 547 | Active_nodes: 51 | Time: 3.7295e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| +Index: 667 | Active_nodes: 51 | Time: 3.7298e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| +Index: 403 | Active_nodes: 51 | Time: 3.7305e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2| +Index: 611 | Active_nodes: 51 | Time: 3.7306e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 1| +Index: 489 | Active_nodes: 51 | Time: 3.7306e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1| +Index: 427 | Active_nodes: 51 | Time: 3.7317e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 1| +Index: 276 | Active_nodes: 51 | Time: 3.7329e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| +Index: 618 | Active_nodes: 51 | Time: 3.7330e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| +Index: 499 | Active_nodes: 51 | Time: 3.7347e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| +Index: 379 | Active_nodes: 51 | Time: 3.7353e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| +Index: 501 | Active_nodes: 51 | Time: 3.7355e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| +Index: 391 | Active_nodes: 51 | Time: 3.7359e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| +Index: 609 | Active_nodes: 51 | Time: 3.7374e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| +Index: 541 | Active_nodes: 51 | Time: 3.7383e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| +Index: 522 | Active_nodes: 51 | Time: 3.7389e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| +Index: 371 | Active_nodes: 51 | Time: 3.7394e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| +Index: 491 | Active_nodes: 51 | Time: 3.7398e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| +Index: 631 | Active_nodes: 51 | Time: 3.7404e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 3| +Index: 643 | Active_nodes: 51 | Time: 3.7406e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| +Index: 261 | Active_nodes: 51 | Time: 3.7416e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| +Index: 613 | Active_nodes: 51 | Time: 3.7425e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| +Index: 589 | Active_nodes: 51 | Time: 3.7430e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| +Index: 642 | Active_nodes: 51 | Time: 3.7433e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| +Index: 421 | Active_nodes: 51 | Time: 3.7449e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| +Index: 517 | Active_nodes: 51 | Time: 3.7475e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| +Index: 637 | Active_nodes: 51 | Time: 3.7478e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 2| +Index: 523 | Active_nodes: 51 | Time: 3.7518e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| +Index: 619 | Active_nodes: 51 | Time: 3.7551e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2| +Index: 568 | Active_nodes: 51 | Time: 3.7560e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| +Index: 688 | Active_nodes: 51 | Time: 3.7620e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| +Index: 448 | Active_nodes: 51 | Time: 3.7634e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| +Index: 358 | Active_nodes: 51 | Time: 3.7671e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| +Index: 352 | Active_nodes: 51 | Time: 3.7694e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| +Index: 592 | Active_nodes: 51 | Time: 3.7711e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +Index: 661 | Active_nodes: 51 | Time: 3.7763e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| +Index: 454 | Active_nodes: 51 | Time: 3.7771e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +Index: 472 | Active_nodes: 51 | Time: 3.7772e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| +Index: 691 | Active_nodes: 51 | Time: 3.7773e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| +Index: 310 | Active_nodes: 51 | Time: 3.7776e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| +Index: 694 | Active_nodes: 51 | Time: 3.7799e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +Index: 511 | Active_nodes: 51 | Time: 3.7802e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 3| +Index: 598 | Active_nodes: 51 | Time: 3.7809e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +Index: 574 | Active_nodes: 51 | Time: 3.7813e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +Index: 478 | Active_nodes: 51 | Time: 3.7824e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +Index: 451 | Active_nodes: 51 | Time: 3.7902e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| +Index: 475 | Active_nodes: 51 | Time: 3.7928e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| +Index: 328 | Active_nodes: 51 | Time: 3.7953e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| +Index: 334 | Active_nodes: 51 | Time: 3.7986e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| +Index: 595 | Active_nodes: 51 | Time: 3.7992e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +Index: 718 | Active_nodes: 51 | Time: 3.8015e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +Index: 571 | Active_nodes: 51 | Time: 3.8031e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| +Index: 304 | Active_nodes: 51 | Time: 3.8040e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| +Index: 712 | Active_nodes: 51 | Time: 3.8136e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +Index: 715 | Active_nodes: 51 | Time: 3.8149e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| ........................... -Average time: 6.4996e-05s +Average time: 3.5269e-04s + +________________________________________________________________________________________________ -576 permutations have 177 max nodes. +execution time of: 3.0767e-04s: Index: 192 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -........................... -Average time: 6.4644e-05s +execution time of: 3.0885e-04s: Index: 194 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -________________________________________________________________________________________________ +execution time of: 3.0980e-04s: Index: 216 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| + +execution time of: 3.1054e-04s: Index: 170 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| + +execution time of: 3.1174e-04s: Index: 169 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| + +execution time of: 3.1190e-04s: Index: 172 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| + +execution time of: 3.1223e-04s: Index: 168 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| + +execution time of: 3.1461e-04s: Index: 193 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| + +execution time of: 3.1481e-04s: Index: 217 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| + +execution time of: 3.1497e-04s: Index: 218 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| + +execution time of: 3.1612e-04s: Index: 146 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| + +execution time of: 3.1619e-04s: Index: 220 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| + +execution time of: 3.1637e-04s: Index: 314 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| + +execution time of: 3.1693e-04s: Index: 196 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| + +execution time of: 3.1713e-04s: Index: 148 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| + +execution time of: 3.1741e-04s: Index: 312 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| + +execution time of: 3.1780e-04s: Index: 145 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 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51 | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| + +execution time of: 3.7359e-04s: Index: 391 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| + +execution time of: 3.7367e-04s: Index: 692 | Max_nodes: 126 | Active_nodes: 45 | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| + +execution time of: 3.7374e-04s: Index: 609 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| + +execution time of: 3.7383e-04s: Index: 541 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| + +execution time of: 3.7389e-04s: Index: 522 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| + +execution time of: 3.7394e-04s: Index: 371 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| + +execution time of: 3.7398e-04s: Index: 491 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| + +execution time of: 3.7404e-04s: Index: 631 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 3| + +execution time of: 3.7406e-04s: Index: 643 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| + +execution time of: 3.7416e-04s: Index: 261 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| + +execution time of: 3.7425e-04s: Index: 613 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| + +execution time of: 3.7430e-04s: Index: 589 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| + +execution time of: 3.7433e-04s: Index: 642 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| + +execution time of: 3.7449e-04s: Index: 421 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| + +execution time of: 3.7475e-04s: Index: 517 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| + +execution time of: 3.7478e-04s: Index: 637 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 2| + +execution time of: 3.7518e-04s: Index: 523 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| + +execution time of: 3.7534e-04s: Index: 690 | Max_nodes: 126 | Active_nodes: 45 | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| + +execution time of: 3.7551e-04s: Index: 619 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2| + +execution time of: 3.7560e-04s: Index: 568 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| + +execution time of: 3.7620e-04s: Index: 688 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| + +execution time of: 3.7634e-04s: Index: 448 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| + +execution time of: 3.7671e-04s: Index: 358 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| + +execution time of: 3.7694e-04s: Index: 352 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| + +execution time of: 3.7711e-04s: Index: 592 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| + +execution time of: 3.7734e-04s: Index: 714 | Max_nodes: 126 | Active_nodes: 45 | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| + +execution time of: 3.7763e-04s: Index: 661 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| + +execution time of: 3.7769e-04s: Index: 474 | Max_nodes: 126 | Active_nodes: 45 | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| + +execution time of: 3.7771e-04s: Index: 454 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| + +execution time of: 3.7772e-04s: Index: 472 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| + +execution time of: 3.7773e-04s: Index: 691 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| + 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-> 1|5 -> 2| + +execution time of: 3.7848e-04s: Index: 450 | Max_nodes: 126 | Active_nodes: 45 | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| + +execution time of: 3.7902e-04s: Index: 451 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| + +execution time of: 3.7928e-04s: Index: 475 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| + +execution time of: 3.7953e-04s: Index: 328 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| + +execution time of: 3.7986e-04s: Index: 334 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| + +execution time of: 3.7992e-04s: Index: 595 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| + +execution time of: 3.8015e-04s: Index: 718 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| + +execution time of: 3.8031e-04s: Index: 571 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| + +execution time of: 3.8040e-04s: Index: 304 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| + +execution time of: 3.8136e-04s: Index: 712 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| + +execution time of: 3.8149e-04s: Index: 715 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -execution time of: 5.3641e-05s: Index: 192 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -execution time of: 5.3921e-05s: Index: 218 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -execution time of: 5.3923e-05s: Index: 194 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -execution time of: 5.3990e-05s: Index: 216 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -execution time of: 5.4315e-05s: Index: 217 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -execution time of: 5.4463e-05s: Index: 193 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -execution time of: 5.4503e-05s: Index: 169 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -execution time of: 5.4540e-05s: Index: 72 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -execution time of: 5.4821e-05s: Index: 146 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -execution time of: 5.5113e-05s: Index: 98 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -execution time of: 5.5338e-05s: Index: 220 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -execution time of: 5.5516e-05s: Index: 148 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -execution time of: 5.5560e-05s: Index: 96 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -execution time of: 5.5570e-05s: Index: 50 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -execution time of: 5.5696e-05s: Index: 97 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -execution time of: 5.5701e-05s: Index: 52 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -execution time of: 5.5786e-05s: Index: 49 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -execution time of: 5.5916e-05s: Index: 338 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -execution time of: 5.5926e-05s: Index: 314 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -execution time of: 5.5946e-05s: Index: 410 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -execution time of: 5.5981e-05s: Index: 145 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -execution time of: 5.6008e-05s: Index: 78 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -execution time of: 5.6023e-05s: Index: 73 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -execution time of: 5.6223e-05s: Index: 144 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -execution time of: 5.6248e-05s: Index: 312 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -execution time of: 5.6278e-05s: Index: 48 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -execution time of: 5.6286e-05s: Index: 149 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -execution time of: 5.6318e-05s: Index: 290 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -execution time of: 5.6343e-05s: Index: 168 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -execution time of: 5.6393e-05s: Index: 292 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -execution time of: 5.6453e-05s: Index: 337 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -execution time of: 5.6555e-05s: Index: 102 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -execution time of: 5.6598e-05s: Index: 76 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -execution time of: 5.6616e-05s: Index: 74 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -execution time of: 5.6671e-05s: Index: 100 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -execution time of: 5.6756e-05s: Index: 340 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -execution time of: 5.6761e-05s: Index: 55 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -execution time of: 5.6821e-05s: Index: 103 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -execution time of: 5.6966e-05s: Index: 530 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -execution time of: 5.6988e-05s: Index: 412 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -execution time of: 5.7048e-05s: Index: 289 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -execution time of: 5.7106e-05s: Index: 25 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -execution time of: 5.7118e-05s: Index: 195 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -execution time of: 5.7138e-05s: Index: 79 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -execution time of: 5.7233e-05s: Index: 54 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -execution time of: 5.7291e-05s: Index: 652 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -execution time of: 5.7361e-05s: Index: 313 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -execution time of: 5.7363e-05s: Index: 458 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -execution time of: 5.7378e-05s: Index: 196 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -execution time of: 5.7448e-05s: Index: 198 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -execution time of: 5.7528e-05s: Index: 532 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -execution time of: 5.7681e-05s: Index: 456 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -execution time of: 5.7861e-05s: Index: 147 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -execution time of: 5.7871e-05s: Index: 221 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -execution time of: 5.7893e-05s: Index: 29 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -execution time of: 5.7921e-05s: Index: 58 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -execution time of: 5.7936e-05s: Index: 80 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -execution time of: 5.8116e-05s: Index: 288 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -execution time of: 5.8123e-05s: Index: 84 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -execution time of: 5.8153e-05s: Index: 99 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -execution time of: 5.8168e-05s: Index: 24 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -execution time of: 5.8248e-05s: Index: 320 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -execution time of: 5.8261e-05s: Index: 28 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -execution time of: 5.8398e-05s: Index: 219 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -execution time of: 5.8421e-05s: Index: 336 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -execution time of: 5.8496e-05s: Index: 650 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -execution time of: 5.8591e-05s: Index: 56 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -execution time of: 5.8596e-05s: Index: 75 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -execution time of: 5.8633e-05s: Index: 434 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 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-> 3| -execution time of: 5.9011e-05s: Index: 316 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -execution time of: 5.9056e-05s: Index: 222 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -execution time of: 5.9063e-05s: Index: 104 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -execution time of: 5.9071e-05s: Index: 30 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -execution time of: 5.9076e-05s: Index: 60 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -execution time of: 5.9098e-05s: Index: 31 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -execution time of: 5.9108e-05s: Index: 552 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -execution time of: 5.9143e-05s: Index: 82 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 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-execution time of: 5.9748e-05s: Index: 576 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -execution time of: 5.9786e-05s: Index: 86 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -execution time of: 5.9798e-05s: Index: 658 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -execution time of: 5.9803e-05s: Index: 432 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -execution time of: 5.9816e-05s: Index: 51 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -execution time of: 5.9893e-05s: Index: 578 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -execution time of: 5.9915e-05s: Index: 698 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -execution time of: 5.9938e-05s: Index: 109 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -execution time of: 5.9948e-05s: Index: 556 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -execution time of: 5.9956e-05s: Index: 368 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -execution time of: 5.9968e-05s: Index: 464 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -execution time of: 6.0003e-05s: Index: 409 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -execution time of: 6.0011e-05s: Index: 27 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -execution time of: 6.0053e-05s: Index: 4 | Max_nodes: 171 | Active_nodes: 45 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -execution time of: 6.0061e-05s: Index: 106 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -execution time of: 6.0073e-05s: Index: 656 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| 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-execution time of: 6.8889e-05s: Index: 486 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -execution time of: 6.8891e-05s: Index: 690 | Max_nodes: 171 | Active_nodes: 45 | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -execution time of: 6.8919e-05s: Index: 569 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -execution time of: 6.8926e-05s: Index: 499 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -execution time of: 6.8941e-05s: Index: 570 | Max_nodes: 171 | Active_nodes: 45 | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -execution time of: 6.8946e-05s: Index: 310 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -execution time of: 6.8958e-05s: Index: 372 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -execution time of: 6.9006e-05s: Index: 396 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -execution time of: 6.9014e-05s: Index: 95 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -execution time of: 6.9071e-05s: Index: 606 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -execution time of: 6.9076e-05s: Index: 572 | Max_nodes: 171 | Active_nodes: 45 | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -execution time of: 6.9076e-05s: Index: 516 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -execution time of: 6.9098e-05s: Index: 487 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -execution time of: 6.9119e-05s: Index: 450 | Max_nodes: 171 | Active_nodes: 45 | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -execution time of: 6.9146e-05s: Index: 574 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -execution time of: 6.9158e-05s: Index: 501 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -execution time of: 6.9193e-05s: Index: 358 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -execution time of: 6.9218e-05s: Index: 598 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -execution time of: 6.9233e-05s: Index: 611 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -execution time of: 6.9278e-05s: Index: 618 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -execution time of: 6.9288e-05s: Index: 421 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -execution time of: 6.9298e-05s: Index: 276 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -execution time of: 6.9301e-05s: Index: 667 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -execution time of: 6.9306e-05s: Index: 403 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -execution time of: 6.9343e-05s: Index: 257 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -execution time of: 6.9371e-05s: Index: 244 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -execution time of: 6.9418e-05s: Index: 713 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -execution time of: 6.9426e-05s: Index: 613 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -execution time of: 6.9476e-05s: Index: 660 | Max_nodes: 171 | Active_nodes: 45 | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -execution time of: 6.9486e-05s: Index: 427 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -execution time of: 6.9521e-05s: Index: 334 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -execution time of: 6.9558e-05s: Index: 493 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -execution time of: 6.9561e-05s: Index: 718 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -execution time of: 6.9581e-05s: Index: 615 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -execution time of: 6.9626e-05s: Index: 155 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -execution time of: 6.9633e-05s: Index: 391 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -execution time of: 6.9636e-05s: Index: 607 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -execution time of: 6.9688e-05s: Index: 589 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -execution time of: 6.9738e-05s: Index: 568 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -execution time of: 6.9781e-05s: Index: 541 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -execution time of: 6.9781e-05s: Index: 445 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -execution time of: 6.9793e-05s: Index: 583 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -execution time of: 6.9838e-05s: Index: 472 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -execution time of: 6.9893e-05s: Index: 643 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -execution time of: 6.9936e-05s: Index: 377 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -execution time of: 6.9976e-05s: Index: 630 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -execution time of: 6.9978e-05s: Index: 522 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -execution time of: 6.9996e-05s: Index: 511 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -execution time of: 7.0026e-05s: Index: 571 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -execution time of: 7.0028e-05s: Index: 547 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -execution time of: 7.0031e-05s: Index: 600 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -execution time of: 7.0046e-05s: Index: 714 | Max_nodes: 171 | Active_nodes: 45 | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -execution time of: 7.0068e-05s: Index: 371 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -execution time of: 7.0081e-05s: Index: 113 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -execution time of: 7.0098e-05s: Index: 510 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -execution time of: 7.0121e-05s: Index: 637 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -execution time of: 7.0133e-05s: Index: 474 | Max_nodes: 171 | Active_nodes: 45 | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -execution time of: 7.0221e-05s: Index: 328 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -execution time of: 7.0263e-05s: Index: 352 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -execution time of: 7.0266e-05s: Index: 523 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -execution time of: 7.0308e-05s: Index: 162 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -execution time of: 7.0328e-05s: Index: 359 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -execution time of: 7.0341e-05s: Index: 491 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -execution time of: 7.0411e-05s: Index: 661 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -execution time of: 7.0431e-05s: Index: 251 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -execution time of: 7.0483e-05s: Index: 715 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -execution time of: 7.0533e-05s: Index: 390 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -execution time of: 7.0656e-05s: Index: 163 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -execution time of: 7.0791e-05s: Index: 71 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -execution time of: 7.0804e-05s: Index: 17 | Max_nodes: 171 | Active_nodes: 45 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -execution time of: 7.0816e-05s: Index: 709 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -execution time of: 7.0926e-05s: Index: 304 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -execution time of: 7.1021e-05s: Index: 612 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -execution time of: 7.1023e-05s: Index: 454 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -execution time of: 7.1056e-05s: Index: 263 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -execution time of: 7.1059e-05s: Index: 626 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -execution time of: 7.1123e-05s: Index: 631 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -execution time of: 7.1201e-05s: Index: 588 | Max_nodes: 171 | Active_nodes: 45 | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -execution time of: 7.1299e-05s: Index: 448 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -execution time of: 7.1356e-05s: Index: 182 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -execution time of: 7.1416e-05s: Index: 694 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -execution time of: 7.1531e-05s: Index: 517 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -execution time of: 7.1658e-05s: Index: 642 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -execution time of: 7.1751e-05s: Index: 249 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -execution time of: 7.1979e-05s: Index: 119 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -execution time of: 7.2041e-05s: Index: 475 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -execution time of: 7.2126e-05s: Index: 262 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -execution time of: 7.2206e-05s: Index: 485 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -execution time of: 7.2356e-05s: Index: 565 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -execution time of: 7.2423e-05s: Index: 712 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -execution time of: 7.2498e-05s: Index: 451 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -execution time of: 7.3161e-05s: Index: 595 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -execution time of: 7.3216e-05s: Index: 267 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -execution time of: 7.3701e-05s: Index: 272 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -execution time of: 7.3748e-05s: Index: 704 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -execution time of: 7.4256e-05s: Index: 710 | Max_nodes: 171 | Active_nodes: 45 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -execution time of: 7.4633e-05s: Index: 625 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -execution time of: 7.4669e-05s: Index: 557 | Max_nodes: 171 | Active_nodes: 45 | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -execution time of: 7.4929e-05s: Index: 594 | Max_nodes: 171 | Active_nodes: 45 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -execution time of: 7.6001e-05s: Index: 183 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -execution time of: 7.6719e-05s: Index: 259 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -execution time of: 7.7273e-05s: Index: 166 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -execution time of: 7.7606e-05s: Index: 273 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -execution time of: 7.8561e-05s: Index: 691 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -execution time of: 7.8658e-05s: Index: 275 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -execution time of: 8.0141e-05s: Index: 623 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -execution time of: 8.0733e-05s: Index: 184 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -execution time of: 8.1356e-05s: Index: 185 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -execution time of: 8.1454e-05s: Index: 270 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -execution time of: 8.5383e-05s: Index: 171 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -execution time of: 9.1131e-05s: Index: 622 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -execution time of: 9.3503e-05s: Index: 173 | Max_nodes: 177 | Active_nodes: 51 | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| ________________________________________________________________________________________________ diff --git a/test/BenchmarkQuasm/results/qaoa_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/qaoa_indep_qiskit_controls.txt index 06b8245d..1375c4e9 100644 --- a/test/BenchmarkQuasm/results/qaoa_indep_qiskit_controls.txt +++ b/test/BenchmarkQuasm/results/qaoa_indep_qiskit_controls.txt @@ -21,15 +21,14 @@ Start Simulation of qaoa_indep_qiskit_3_________________________________________ 18: | 1 | 19: | | 2 o: 0 1 2 -Q: 0 w: 1 | Q: 1 w: 1 | Q: 2 w: 1 | Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 9.3053e-06s............................. -Permuted Duration: 9.3175e-06s............................. +Identity Duration: 7.2774e-05s............................. +Permuted Duration: 7.2998e-05s............................. Identity active_nodes: 6 ...................................... Permuted active_nodes: 6 ...................................... -Identity max_nodes: 20 ...................................... -Permuted max_nodes: 20 ...................................... +Identity max_nodes: 14 ...................................... +Permuted max_nodes: 14 ...................................... ________________________________________________________________________________________________ Start Simulation of qaoa_indep_qiskit_4__________________________________________________ @@ -61,15 +60,14 @@ Start Simulation of qaoa_indep_qiskit_4_________________________________________ 24:...|...|...2...| 25:...|...|...|...3 .o:...0...1...2...3 -Q: 0 w: 1 | Q: 1 w: 1 | Q: 2 w: 1 | Q: 3 w: 1 | Computed Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Identity Duration: 1.8121e-05s............................. -Permuted Duration: 1.8100e-05s............................. +Identity Duration: 1.2815e-04s............................. +Permuted Duration: 1.2768e-04s............................. Identity active_nodes: 15 ...................................... Permuted active_nodes: 15 ...................................... -Identity max_nodes: 45 ...................................... -Permuted max_nodes: 45 ...................................... +Identity max_nodes: 30 ...................................... +Permuted max_nodes: 30 ...................................... ________________________________________________________________________________________________ Start Simulation of qaoa_indep_qiskit_5__________________________________________________ @@ -107,15 +105,14 @@ Start Simulation of qaoa_indep_qiskit_5_________________________________________ 30:...|...|...|...3...| 31:...|...|...|...|...4 .o:...0...1...2...3...4 -Q: 0 w: 1 | Q: 1 w: 1 | Q: 2 w: 1 | Q: 3 w: 1 | Q: 4 w: 1 | Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: 2.7771e-05s............................. -Permuted Duration: 2.8315e-05s............................. +Identity Duration: 1.8181e-04s............................. +Permuted Duration: 1.9560e-04s............................. Identity active_nodes: 26 ...................................... Permuted active_nodes: 26 ...................................... -Identity max_nodes: 88 ...................................... -Permuted max_nodes: 88 ...................................... +Identity max_nodes: 62 ...................................... +Permuted max_nodes: 62 ...................................... ________________________________________________________________________________________________ Start Simulation of qaoa_indep_qiskit_6__________________________________________________ @@ -159,282 +156,13 @@ Start Simulation of qaoa_indep_qiskit_6_________________________________________ 36:...|...|...|...|...4...| 37:...|...|...|...|...|...5 .o:...0...1...2...3...4...5 -Q: 0 w: 1 | Q: 1 w: 1 | Q: 2 w: 1 | Q: 3 w: 1 | Q: 4 w: 1 | Q: 5 w: 1 | Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Identity Duration: 6.1056e-05s............................. -Permuted Duration: 6.0961e-05s............................. +Identity Duration: 3.4178e-04s............................. +Permuted Duration: 3.4149e-04s............................. Identity active_nodes: 45 ...................................... Permuted active_nodes: 45 ...................................... -Identity max_nodes: 171...................................... -Permuted max_nodes: 171...................................... -________________________________________________________________________________________________ - -Start Simulation of qaoa_indep_qiskit_7__________________________________________________ - -.i:...0...1...2...3...4...5...6 -.1:...h...|...|...|...|...|...| -.2:...|...h...|...|...|...|...| -.3:...|...|...h...|...|...|...| -.4:...|.rzz.rzz...|...|...|...| p: (1.6528e+00) -.5:...|...|...|...h...|...|...| -.6:.rzz...|...|.rzz...|...|...| p: (1.6528e+00) -.7:...|...|...|...|...h...|...| -.8:...|.rzz...|...|.rzz...|...| p: (1.6528e+00) -.9:...|..rx...|...|...|...|...| p: (1.1778e+01) -10:...|...|.rzz...|.rzz...|...| p: (1.6528e+00) -11:...|...|..rx...|...|...|...| p: (1.1778e+01) -12:...|.rzz.rzz...|...|...|...| p: (3.9304e+00) -13:...|...|...|...|..rx...|...| p: (1.1778e+01) -14:...|.rzz...|...|.rzz...|...| p: (3.9304e+00) -15:...|..rx...|...|...|...|...| p: (-1.6529e+00) -16:...|...|.rzz...|.rzz...|...| p: (3.9304e+00) -17:...|...|..rx...|...|...|...| p: (-1.6529e+00) -18:...|...|...|...|..rx...|...| p: (-1.6529e+00) -19:...|...|...|...|...|...h...| -20:.rzz...|...|...|...|.rzz...| p: (1.6528e+00) -21:..rx...|...|...|...|...|...| p: (1.1778e+01) -22:...|...|...|...|...|...|...h -23:...|...|...|.rzz...|...|.rzz p: (1.6528e+00) -24:...|...|...|..rx...|...|...| p: (1.1778e+01) -25:.rzz...|...|.rzz...|...|...| p: (3.9304e+00) -26:...|...|...|...|...|.rzz.rzz p: (1.6528e+00) -27:...|...|...|...|...|..rx...| p: (1.1778e+01) -28:.rzz...|...|...|...|.rzz...| p: (3.9304e+00) -29:..rx...|...|...|...|...|...| p: (-1.6529e+00) -30:...|...|...|...|...|...|..rx p: (1.1778e+01) -31:...|...|...|.rzz...|...|.rzz p: (3.9304e+00) -32:...|...|...|..rx...|...|...| p: (-1.6529e+00) -33:...|...|...|...|...|.rzz.rzz p: (3.9304e+00) -34:...|...|...|...|...|..rx...| p: (-1.6529e+00) -35:...|...|...|...|...|...|..rx p: (-1.6529e+00) -36:============================ -37:...0...|...|...|...|...|...| -38:...|...1...|...|...|...|...| -39:...|...|...2...|...|...|...| -40:...|...|...|...3...|...|...| -41:...|...|...|...|...4...|...| -42:...|...|...|...|...|...5...| -43:...|...|...|...|...|...|...6 -.o:...0...1...2...3...4...5...6 -Q: 0 w: 1 | Q: 1 w: 1 | Q: 2 w: 1 | Q: 3 w: 1 | Q: 4 w: 1 | Q: 5 w: 1 | Q: 6 w: 1 | -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Identity Duration: 4.7608e-05s............................. -Permuted Duration: 4.7510e-05s............................. -Identity active_nodes: 51 ...................................... -Permuted active_nodes: 51 ...................................... -Identity max_nodes: 177...................................... -Permuted max_nodes: 177...................................... -________________________________________________________________________________________________ - -Start Simulation of qaoa_indep_qiskit_8__________________________________________________ - -.i:...0...1...2...3...4...5...6...7 -.1:...h...|...|...|...|...|...|...| -.2:...|...h...|...|...|...|...|...| -.3:...|...|...h...|...|...|...|...| -.4:.rzz...|.rzz...|...|...|...|...| p: (1.2897e+00) -.5:...|...|...|...h...|...|...|...| -.6:...|...|.rzz.rzz...|...|...|...| p: (1.2897e+00) -.7:...|...|..rx...|...|...|...|...| p: (-8.7800e+00) -.8:...|...|...|...|...h...|...|...| -.9:...|...|...|...|...|...h...|...| -10:...|.rzz...|...|...|.rzz...|...| p: (1.2897e+00) -11:...|...|...|...|.rzz.rzz...|...| p: (1.2897e+00) -12:...|...|...|...|...|..rx...|...| p: (-8.7800e+00) -13:...|...|...|...|...|...|...h...| -14:.rzz...|...|...|...|...|.rzz...| p: (1.2897e+00) -15:..rx...|...|...|...|...|...|...| p: (-8.7800e+00) -16:.rzz...|.rzz...|...|...|...|...| p: (-6.9280e+00) -17:...|...|...|...|.rzz...|.rzz...| p: (1.2897e+00) -18:...|...|...|...|..rx...|...|...| p: (-8.7800e+00) -19:...|...|...|...|...|...|..rx...| p: (-8.7800e+00) -20:.rzz...|...|...|...|...|.rzz...| p: (-6.9280e+00) -21:..rx...|...|...|...|...|...|...| p: (1.8524e+00) -22:...|...|...|...|...|...|...|...h -23:...|.rzz...|...|...|...|...|.rzz p: (1.2897e+00) -24:...|..rx...|...|...|...|...|...| p: (-8.7800e+00) -25:...|.rzz...|...|...|.rzz...|...| p: (-6.9280e+00) -26:...|...|...|.rzz...|...|...|.rzz p: (1.2897e+00) -27:...|...|...|..rx...|...|...|...| p: (-8.7800e+00) -28:...|...|.rzz.rzz...|...|...|...| p: (-6.9280e+00) -29:...|...|..rx...|...|...|...|...| p: (1.8524e+00) -30:...|...|...|...|.rzz.rzz...|...| p: (-6.9280e+00) -31:...|...|...|...|.rzz...|.rzz...| p: (-6.9280e+00) -32:...|...|...|...|..rx...|...|...| p: (1.8524e+00) -33:...|...|...|...|...|..rx...|...| p: (1.8524e+00) -34:...|...|...|...|...|...|..rx...| p: (1.8524e+00) -35:...|...|...|...|...|...|...|..rx p: (-8.7800e+00) -36:...|.rzz...|...|...|...|...|.rzz p: (-6.9280e+00) -37:...|..rx...|...|...|...|...|...| p: (1.8524e+00) -38:...|...|...|.rzz...|...|...|.rzz p: (-6.9280e+00) -39:...|...|...|..rx...|...|...|...| p: (1.8524e+00) -40:...|...|...|...|...|...|...|..rx p: (1.8524e+00) -41:================================ -42:...0...|...|...|...|...|...|...| -43:...|...1...|...|...|...|...|...| -44:...|...|...2...|...|...|...|...| -45:...|...|...|...3...|...|...|...| -46:...|...|...|...|...4...|...|...| -47:...|...|...|...|...|...5...|...| -48:...|...|...|...|...|...|...6...| -49:...|...|...|...|...|...|...|...7 -.o:...0...1...2...3...4...5...6...7 -Q: 0 w: 1 | Q: 1 w: 1 | Q: 2 w: 1 | Q: 3 w: 1 | Q: 4 w: 1 | Q: 5 w: 1 | Q: 6 w: 1 | Q: 7 w: 1 | -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7| -Identity Duration: 2.3512e-04s............................. -Permuted Duration: 2.3332e-04s............................. -Identity active_nodes: 168...................................... -Permuted active_nodes: 168...................................... -Identity max_nodes: 678...................................... -Permuted max_nodes: 678...................................... -________________________________________________________________________________________________ - -Start Simulation of qaoa_indep_qiskit_9__________________________________________________ - -.i:...0...1...2...3...4...5...6...7...8 -.1:...h...|...|...|...|...|...|...|...| -.2:...|...h...|...|...|...|...|...|...| -.3:...|...|...h...|...|...|...|...|...| -.4:...|...|...|...h...|...|...|...|...| -.5:...|...|...|...|...h...|...|...|...| -.6:.rzz...|...|...|.rzz...|...|...|...| p: (1.2892e+00) -.7:...|...|...|...|...|...h...|...|...| -.8:...|.rzz...|...|...|.rzz...|...|...| p: (1.2892e+00) -.9:...|...|...|.rzz...|.rzz...|...|...| p: (1.2892e+00) -10:...|...|...|...|...|..rx...|...|...| p: (3.7866e+00) -11:...|...|...|...|...|...|...h...|...| -12:...|...|.rzz...|...|...|.rzz...|...| p: (1.2892e+00) -13:...|...|...|...|.rzz...|.rzz...|...| p: (1.2892e+00) -14:...|...|...|...|..rx...|...|...|...| p: (3.7866e+00) -15:...|...|...|...|...|...|..rx...|...| p: (3.7866e+00) -16:...|...|...|...|...|...|...|...h...| -17:...|...|.rzz...|...|...|...|.rzz...| p: (1.2892e+00) -18:...|...|..rx...|...|...|...|...|...| p: (3.7866e+00) -19:...|...|.rzz...|...|...|.rzz...|...| p: (2.4971e+00) -20:...|...|...|.rzz...|...|...|.rzz...| p: (1.2892e+00) -21:...|...|...|..rx...|...|...|...|...| p: (3.7866e+00) -22:...|...|...|...|...|...|...|..rx...| p: (3.7866e+00) -23:...|...|.rzz...|...|...|...|.rzz...| p: (2.4971e+00) -24:...|...|..rx...|...|...|...|...|...| p: (-4.4316e+00) -25:...|...|...|...|...|...|...|...|...h -26:.rzz...|...|...|...|...|...|...|.rzz p: (1.2892e+00) -27:..rx...|...|...|...|...|...|...|...| p: (3.7866e+00) -28:.rzz...|...|...|.rzz...|...|...|...| p: (2.4971e+00) -29:...|.rzz...|...|...|...|...|...|.rzz p: (1.2892e+00) -30:...|..rx...|...|...|...|...|...|...| p: (3.7866e+00) -31:...|.rzz...|...|...|.rzz...|...|...| p: (2.4971e+00) -32:...|...|...|.rzz...|.rzz...|...|...| p: (2.4971e+00) -33:...|...|...|.rzz...|...|...|.rzz...| p: (2.4971e+00) -34:...|...|...|..rx...|...|...|...|...| p: (-4.4316e+00) -35:...|...|...|...|.rzz...|.rzz...|...| p: (2.4971e+00) -36:...|...|...|...|..rx...|...|...|...| p: (-4.4316e+00) -37:...|...|...|...|...|..rx...|...|...| p: (-4.4316e+00) -38:...|...|...|...|...|...|..rx...|...| p: (-4.4316e+00) -39:...|...|...|...|...|...|...|..rx...| p: (-4.4316e+00) -40:...|...|...|...|...|...|...|...|..rx p: (3.7866e+00) -41:.rzz...|...|...|...|...|...|...|.rzz p: (2.4971e+00) -42:..rx...|...|...|...|...|...|...|...| p: (-4.4316e+00) -43:...|.rzz...|...|...|...|...|...|.rzz p: (2.4971e+00) -44:...|..rx...|...|...|...|...|...|...| p: (-4.4316e+00) -45:...|...|...|...|...|...|...|...|..rx p: (-4.4316e+00) -46:==================================== -47:...0...|...|...|...|...|...|...|...| -48:...|...1...|...|...|...|...|...|...| -49:...|...|...2...|...|...|...|...|...| -50:...|...|...|...3...|...|...|...|...| -51:...|...|...|...|...4...|...|...|...| -52:...|...|...|...|...|...5...|...|...| -53:...|...|...|...|...|...|...6...|...| -54:...|...|...|...|...|...|...|...7...| -55:...|...|...|...|...|...|...|...|...8 -.o:...0...1...2...3...4...5...6...7...8 -Q: 0 w: 1 | Q: 1 w: 1 | Q: 2 w: 1 | Q: 3 w: 1 | Q: 4 w: 1 | Q: 5 w: 1 | Q: 6 w: 1 | Q: 7 w: 1 | Q: 8 w: 1 | -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8| -Identity Duration: 5.5095e-04s............................. -Permuted Duration: 9.7888e-04s............................. -Identity active_nodes: 384...................................... -Permuted active_nodes: 384...................................... -Identity max_nodes: 1406...................................... -Permuted max_nodes: 1406...................................... -________________________________________________________________________________________________ - -Start Simulation of qaoa_indep_qiskit_10__________________________________________________ - -.i:...0...1...2...3...4...5...6...7...8...9 -.1:...h...|...|...|...|...|...|...|...|...| -.2:...|...h...|...|...|...|...|...|...|...| -.3:.rzz.rzz...|...|...|...|...|...|...|...| p: (-5.6274e+00) -.4:...|...|...h...|...|...|...|...|...|...| -.5:...|...|...|...h...|...|...|...|...|...| -.6:...|.rzz...|.rzz...|...|...|...|...|...| p: (-5.6274e+00) -.7:...|..rx...|...|...|...|...|...|...|...| p: (1.8987e+00) -.8:...|...|...|...|...h...|...|...|...|...| -.9:...|...|...|.rzz.rzz...|...|...|...|...| p: (-5.6274e+00) -10:...|...|...|..rx...|...|...|...|...|...| p: (1.8987e+00) -11:...|...|...|...|...|...h...|...|...|...| -12:...|...|...|...|...|...|...h...|...|...| -13:.rzz...|...|...|...|...|.rzz...|...|...| p: (-5.6274e+00) -14:..rx...|...|...|...|...|...|...|...|...| p: (1.8987e+00) -15:.rzz.rzz...|...|...|...|...|...|...|...| p: (1.2428e+00) -16:...|.rzz...|.rzz...|...|...|...|...|...| p: (1.2428e+00) -17:...|..rx...|...|...|...|...|...|...|...| p: (-6.5587e-01) -18:...|...|.rzz...|...|...|.rzz...|...|...| p: (-5.6274e+00) -19:...|...|...|...|...|...|..rx...|...|...| p: (1.8987e+00) -20:.rzz...|...|...|...|...|.rzz...|...|...| p: (1.2428e+00) -21:..rx...|...|...|...|...|...|...|...|...| p: (-6.5587e-01) -22:...|...|...|...|...|...|...|...h...|...| -23:...|...|...|...|...|.rzz...|.rzz...|...| p: (-5.6274e+00) -24:...|...|...|...|...|...|...|...|...h...| -25:...|...|.rzz...|...|...|...|...|.rzz...| p: (-5.6274e+00) -26:...|...|..rx...|...|...|...|...|...|...| p: (1.8987e+00) -27:...|...|.rzz...|...|...|.rzz...|...|...| p: (1.2428e+00) -28:...|...|...|...|.rzz...|...|...|.rzz...| p: (-5.6274e+00) -29:...|...|...|...|..rx...|...|...|...|...| p: (1.8987e+00) -30:...|...|...|.rzz.rzz...|...|...|...|...| p: (1.2428e+00) -31:...|...|...|..rx...|...|...|...|...|...| p: (-6.5587e-01) -32:...|...|...|...|...|...|..rx...|...|...| p: (-6.5587e-01) -33:...|...|...|...|...|...|...|...|..rx...| p: (1.8987e+00) -34:...|...|.rzz...|...|...|...|...|.rzz...| p: (1.2428e+00) -35:...|...|..rx...|...|...|...|...|...|...| p: (-6.5587e-01) -36:...|...|...|...|.rzz...|...|...|.rzz...| p: (1.2428e+00) -37:...|...|...|...|..rx...|...|...|...|...| p: (-6.5587e-01) -38:...|...|...|...|...|...|...|...|..rx...| p: (-6.5587e-01) -39:...|...|...|...|...|...|...|...|...|...h -40:...|...|...|...|...|.rzz...|...|...|.rzz p: (-5.6274e+00) -41:...|...|...|...|...|..rx...|...|...|...| p: (1.8987e+00) -42:...|...|...|...|...|...|...|.rzz...|.rzz p: (-5.6274e+00) -43:...|...|...|...|...|...|...|..rx...|...| p: (1.8987e+00) -44:...|...|...|...|...|.rzz...|.rzz...|...| p: (1.2428e+00) -45:...|...|...|...|...|...|...|...|...|..rx p: (1.8987e+00) -46:...|...|...|...|...|.rzz...|...|...|.rzz p: (1.2428e+00) -47:...|...|...|...|...|..rx...|...|...|...| p: (-6.5587e-01) -48:...|...|...|...|...|...|...|.rzz...|.rzz p: (1.2428e+00) -49:...|...|...|...|...|...|...|..rx...|...| p: (-6.5587e-01) -50:...|...|...|...|...|...|...|...|...|..rx p: (-6.5587e-01) -51:======================================== -52:...0...|...|...|...|...|...|...|...|...| -53:...|...1...|...|...|...|...|...|...|...| -54:...|...|...2...|...|...|...|...|...|...| -55:...|...|...|...3...|...|...|...|...|...| -56:...|...|...|...|...4...|...|...|...|...| -57:...|...|...|...|...|...5...|...|...|...| -58:...|...|...|...|...|...|...6...|...|...| -59:...|...|...|...|...|...|...|...7...|...| -60:...|...|...|...|...|...|...|...|...8...| -61:...|...|...|...|...|...|...|...|...|...9 -.o:...0...1...2...3...4...5...6...7...8...9 -Q: 0 w: 1 | Q: 1 w: 1 | Q: 2 w: 1 | Q: 3 w: 1 | Q: 4 w: 1 | Q: 5 w: 1 | Q: 6 w: 1 | Q: 7 w: 1 | Q: 8 w: 1 | Q: 9 w: 1 | -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8|9 -> 9| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8|9 -> 9| -Identity Duration: 1.2745e-04s............................. -Permuted Duration: 1.2753e-04s............................. -Identity active_nodes: 118...................................... -Permuted active_nodes: 118...................................... -Identity max_nodes: 428...................................... -Permuted max_nodes: 428...................................... +Identity max_nodes: 126...................................... +Permuted max_nodes: 126...................................... ________________________________________________________________________________________________ diff --git a/test/BenchmarkQuasm/results/qaoa_indep_qiskit_gates.txt b/test/BenchmarkQuasm/results/qaoa_indep_qiskit_gates.txt deleted file mode 100644 index 37bd0797..00000000 --- a/test/BenchmarkQuasm/results/qaoa_indep_qiskit_gates.txt +++ /dev/null @@ -1,432 +0,0 @@ -Start Simulation of qaoa_indep_qiskit_3__________________________________________________ - - i: 0 1 2 - 1: h | | - 2: | h | - 3: rzz rzz | p: (5.09401) - 4: | | h - 5: rzz | rzz p: (5.09401) - 6: rx | | p: (-6.86031) - 7: | rzz rzz p: (5.09401) - 8: | rx | p: (-6.86031) - 9: rzz rzz | p: (-5.14152) -10: | | rx p: (-6.86031) -11: rzz | rzz p: (-5.14152) -12: rx | | p: (8.16593) -13: | rzz rzz p: (-5.14152) -14: | rx | p: (8.16593) -15: | | rx p: (8.16593) -16:============ -17: 0 | | -18: | 1 | -19: | | 2 - o: 0 1 2 -Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 9.3578e-06s............................. -Permuted Duration: 9.3000e-06s............................. -Identity active_nodes: 6 ...................................... -Permuted active_nodes: 6 ...................................... -Identity max_nodes: 20 ...................................... -Permuted max_nodes: 20 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qaoa_indep_qiskit_4__________________________________________________ - -.i:...0...1...2...3 -.1:...h...|...|...| -.2:...|...h...|...| -.3:.rzz.rzz...|...| p: (-4.7124e+00) -.4:...|...|...h...| -.5:.rzz...|.rzz...| p: (-4.7124e+00) -.6:..rx...|...|...| p: (8.6394e+00) -.7:...|...|...|...h -.8:...|.rzz...|.rzz p: (-4.7124e+00) -.9:...|..rx...|...| p: (8.6394e+00) -10:.rzz.rzz...|...| p: (7.8539e-01) -11:...|...|.rzz.rzz p: (-4.7124e+00) -12:...|...|..rx...| p: (8.6394e+00) -13:.rzz...|.rzz...| p: (7.8539e-01) -14:..rx...|...|...| p: (4.7124e+00) -15:...|...|...|..rx p: (8.6394e+00) -16:...|.rzz...|.rzz p: (7.8539e-01) -17:...|..rx...|...| p: (4.7124e+00) -18:...|...|.rzz.rzz p: (7.8539e-01) -19:...|...|..rx...| p: (4.7124e+00) -20:...|...|...|..rx p: (4.7124e+00) -21:================ -22:...0...|...|...| -23:...|...1...|...| -24:...|...|...2...| -25:...|...|...|...3 -.o:...0...1...2...3 -Computed Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Identity Duration: 1.8073e-05s............................. -Permuted Duration: 1.8067e-05s............................. -Identity active_nodes: 15 ...................................... -Permuted active_nodes: 15 ...................................... -Identity max_nodes: 45 ...................................... -Permuted max_nodes: 45 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qaoa_indep_qiskit_5__________________________________________________ - -.i:...0...1...2...3...4 -.1:...h...|...|...|...| -.2:...|...h...|...|...| -.3:.rzz.rzz...|...|...| p: (-1.9300e+00) -.4:...|...|...h...|...| -.5:.rzz...|.rzz...|...| p: (-1.9300e+00) -.6:..rx...|...|...|...| p: (-2.6436e+00) -.7:...|...|...|...h...| -.8:...|.rzz...|.rzz...| p: (-1.9300e+00) -.9:...|..rx...|...|...| p: (-2.6436e+00) -10:.rzz.rzz...|...|...| p: (-3.6397e+00) -11:...|...|...|...|...h -12:...|...|.rzz...|.rzz p: (-1.9300e+00) -13:...|...|..rx...|...| p: (-2.6436e+00) -14:.rzz...|.rzz...|...| p: (-3.6397e+00) -15:..rx...|...|...|...| p: (1.9303e+00) -16:...|...|...|.rzz.rzz p: (-1.9300e+00) -17:...|...|...|..rx...| p: (-2.6436e+00) -18:...|.rzz...|.rzz...| p: (-3.6397e+00) -19:...|..rx...|...|...| p: (1.9303e+00) -20:...|...|...|...|..rx p: (-2.6436e+00) -21:...|...|.rzz...|.rzz p: (-3.6397e+00) -22:...|...|..rx...|...| p: (1.9303e+00) -23:...|...|...|.rzz.rzz p: (-3.6397e+00) -24:...|...|...|..rx...| p: (1.9303e+00) -25:...|...|...|...|..rx p: (1.9303e+00) -26:==================== -27:...0...|...|...|...| -28:...|...1...|...|...| -29:...|...|...2...|...| -30:...|...|...|...3...| -31:...|...|...|...|...4 -.o:...0...1...2...3...4 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: 2.7100e-05s............................. -Permuted Duration: 2.7105e-05s............................. -Identity active_nodes: 26 ...................................... -Permuted active_nodes: 26 ...................................... -Identity max_nodes: 88 ...................................... -Permuted max_nodes: 88 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qaoa_indep_qiskit_6__________________________________________________ - -.i:...0...1...2...3...4...5 -.1:...h...|...|...|...|...| -.2:...|...h...|...|...|...| -.3:...|...|...h...|...|...| -.4:.rzz...|.rzz...|...|...| p: (-4.9938e+00) -.5:...|...|...|...h...|...| -.6:.rzz...|...|.rzz...|...| p: (-4.9938e+00) -.7:..rx...|...|...|...|...| p: (-2.4968e+00) -.8:...|...|...|...|...h...| -.9:...|.rzz...|...|.rzz...| p: (-4.9938e+00) -10:...|...|.rzz...|.rzz...| p: (-4.9938e+00) -11:...|...|..rx...|...|...| p: (-2.4968e+00) -12:.rzz...|.rzz...|...|...| p: (-6.4470e-01) -13:...|...|...|...|..rx...| p: (-2.4968e+00) -14:...|...|...|...|...|...h -15:...|.rzz...|...|...|.rzz p: (-4.9938e+00) -16:...|..rx...|...|...|...| p: (-2.4968e+00) -17:...|.rzz...|...|.rzz...| p: (-6.4470e-01) -18:...|...|.rzz...|.rzz...| p: (-6.4470e-01) -19:...|...|..rx...|...|...| p: (8.1352e+00) -20:...|...|...|.rzz...|.rzz p: (-4.9938e+00) -21:...|...|...|..rx...|...| p: (-2.4968e+00) -22:.rzz...|...|.rzz...|...| p: (-6.4470e-01) -23:..rx...|...|...|...|...| p: (8.1352e+00) -24:...|...|...|...|..rx...| p: (8.1352e+00) -25:...|...|...|...|...|..rx p: (-2.4968e+00) -26:...|.rzz...|...|...|.rzz p: (-6.4470e-01) -27:...|..rx...|...|...|...| p: (8.1352e+00) -28:...|...|...|.rzz...|.rzz p: (-6.4470e-01) -29:...|...|...|..rx...|...| p: (8.1352e+00) -30:...|...|...|...|...|..rx p: (8.1352e+00) -31:======================== -32:...0...|...|...|...|...| -33:...|...1...|...|...|...| -34:...|...|...2...|...|...| -35:...|...|...|...3...|...| -36:...|...|...|...|...4...| -37:...|...|...|...|...|...5 -.o:...0...1...2...3...4...5 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Identity Duration: 6.1345e-05s............................. -Permuted Duration: 6.1191e-05s............................. -Identity active_nodes: 45 ...................................... -Permuted active_nodes: 45 ...................................... -Identity max_nodes: 171...................................... -Permuted max_nodes: 171...................................... -________________________________________________________________________________________________ - -Start Simulation of qaoa_indep_qiskit_7__________________________________________________ - -.i:...0...1...2...3...4...5...6 -.1:...h...|...|...|...|...|...| -.2:...|...h...|...|...|...|...| -.3:...|...|...h...|...|...|...| -.4:...|.rzz.rzz...|...|...|...| p: (1.6528e+00) -.5:...|...|...|...h...|...|...| -.6:.rzz...|...|.rzz...|...|...| p: (1.6528e+00) -.7:...|...|...|...|...h...|...| -.8:...|.rzz...|...|.rzz...|...| p: (1.6528e+00) -.9:...|..rx...|...|...|...|...| p: (1.1778e+01) -10:...|...|.rzz...|.rzz...|...| p: (1.6528e+00) -11:...|...|..rx...|...|...|...| p: (1.1778e+01) -12:...|.rzz.rzz...|...|...|...| p: (3.9304e+00) -13:...|...|...|...|..rx...|...| p: (1.1778e+01) -14:...|.rzz...|...|.rzz...|...| p: (3.9304e+00) -15:...|..rx...|...|...|...|...| p: (-1.6529e+00) -16:...|...|.rzz...|.rzz...|...| p: (3.9304e+00) -17:...|...|..rx...|...|...|...| p: (-1.6529e+00) -18:...|...|...|...|..rx...|...| p: (-1.6529e+00) -19:...|...|...|...|...|...h...| -20:.rzz...|...|...|...|.rzz...| p: (1.6528e+00) -21:..rx...|...|...|...|...|...| p: (1.1778e+01) -22:...|...|...|...|...|...|...h -23:...|...|...|.rzz...|...|.rzz p: (1.6528e+00) -24:...|...|...|..rx...|...|...| p: (1.1778e+01) -25:.rzz...|...|.rzz...|...|...| p: (3.9304e+00) -26:...|...|...|...|...|.rzz.rzz p: (1.6528e+00) -27:...|...|...|...|...|..rx...| p: (1.1778e+01) -28:.rzz...|...|...|...|.rzz...| p: (3.9304e+00) -29:..rx...|...|...|...|...|...| p: (-1.6529e+00) -30:...|...|...|...|...|...|..rx p: (1.1778e+01) -31:...|...|...|.rzz...|...|.rzz p: (3.9304e+00) -32:...|...|...|..rx...|...|...| p: (-1.6529e+00) -33:...|...|...|...|...|.rzz.rzz p: (3.9304e+00) -34:...|...|...|...|...|..rx...| p: (-1.6529e+00) -35:...|...|...|...|...|...|..rx p: (-1.6529e+00) -36:============================ -37:...0...|...|...|...|...|...| -38:...|...1...|...|...|...|...| -39:...|...|...2...|...|...|...| -40:...|...|...|...3...|...|...| -41:...|...|...|...|...4...|...| -42:...|...|...|...|...|...5...| -43:...|...|...|...|...|...|...6 -.o:...0...1...2...3...4...5...6 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Identity Duration: 5.0145e-05s............................. -Permuted Duration: 4.7863e-05s............................. -Identity active_nodes: 51 ...................................... -Permuted active_nodes: 51 ...................................... -Identity max_nodes: 177...................................... -Permuted max_nodes: 177...................................... -________________________________________________________________________________________________ - -Start Simulation of qaoa_indep_qiskit_8__________________________________________________ - -.i:...0...1...2...3...4...5...6...7 -.1:...h...|...|...|...|...|...|...| -.2:...|...h...|...|...|...|...|...| -.3:...|...|...h...|...|...|...|...| -.4:.rzz...|.rzz...|...|...|...|...| p: (1.2897e+00) -.5:...|...|...|...h...|...|...|...| -.6:...|...|.rzz.rzz...|...|...|...| p: (1.2897e+00) -.7:...|...|..rx...|...|...|...|...| p: (-8.7800e+00) -.8:...|...|...|...|...h...|...|...| -.9:...|...|...|...|...|...h...|...| -10:...|.rzz...|...|...|.rzz...|...| p: (1.2897e+00) -11:...|...|...|...|.rzz.rzz...|...| p: (1.2897e+00) -12:...|...|...|...|...|..rx...|...| p: (-8.7800e+00) -13:...|...|...|...|...|...|...h...| -14:.rzz...|...|...|...|...|.rzz...| p: (1.2897e+00) -15:..rx...|...|...|...|...|...|...| p: (-8.7800e+00) -16:.rzz...|.rzz...|...|...|...|...| p: (-6.9280e+00) -17:...|...|...|...|.rzz...|.rzz...| p: (1.2897e+00) -18:...|...|...|...|..rx...|...|...| p: (-8.7800e+00) -19:...|...|...|...|...|...|..rx...| p: (-8.7800e+00) -20:.rzz...|...|...|...|...|.rzz...| p: (-6.9280e+00) -21:..rx...|...|...|...|...|...|...| p: (1.8524e+00) -22:...|...|...|...|...|...|...|...h -23:...|.rzz...|...|...|...|...|.rzz p: (1.2897e+00) -24:...|..rx...|...|...|...|...|...| p: (-8.7800e+00) -25:...|.rzz...|...|...|.rzz...|...| p: (-6.9280e+00) -26:...|...|...|.rzz...|...|...|.rzz p: (1.2897e+00) -27:...|...|...|..rx...|...|...|...| p: (-8.7800e+00) -28:...|...|.rzz.rzz...|...|...|...| p: (-6.9280e+00) -29:...|...|..rx...|...|...|...|...| p: (1.8524e+00) -30:...|...|...|...|.rzz.rzz...|...| p: (-6.9280e+00) -31:...|...|...|...|.rzz...|.rzz...| p: (-6.9280e+00) -32:...|...|...|...|..rx...|...|...| p: (1.8524e+00) -33:...|...|...|...|...|..rx...|...| p: (1.8524e+00) -34:...|...|...|...|...|...|..rx...| p: (1.8524e+00) -35:...|...|...|...|...|...|...|..rx p: (-8.7800e+00) -36:...|.rzz...|...|...|...|...|.rzz p: (-6.9280e+00) -37:...|..rx...|...|...|...|...|...| p: (1.8524e+00) -38:...|...|...|.rzz...|...|...|.rzz p: (-6.9280e+00) -39:...|...|...|..rx...|...|...|...| p: (1.8524e+00) -40:...|...|...|...|...|...|...|..rx p: (1.8524e+00) -41:================================ -42:...0...|...|...|...|...|...|...| -43:...|...1...|...|...|...|...|...| -44:...|...|...2...|...|...|...|...| -45:...|...|...|...3...|...|...|...| -46:...|...|...|...|...4...|...|...| -47:...|...|...|...|...|...5...|...| -48:...|...|...|...|...|...|...6...| -49:...|...|...|...|...|...|...|...7 -.o:...0...1...2...3...4...5...6...7 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7| -Identity Duration: 2.3458e-04s............................. -Permuted Duration: 2.3503e-04s............................. -Identity active_nodes: 168...................................... -Permuted active_nodes: 168...................................... -Identity max_nodes: 678...................................... -Permuted max_nodes: 678...................................... -________________________________________________________________________________________________ - -Start Simulation of qaoa_indep_qiskit_9__________________________________________________ - -.i:...0...1...2...3...4...5...6...7...8 -.1:...h...|...|...|...|...|...|...|...| -.2:...|...h...|...|...|...|...|...|...| -.3:...|...|...h...|...|...|...|...|...| -.4:...|...|...|...h...|...|...|...|...| -.5:...|...|...|...|...h...|...|...|...| -.6:.rzz...|...|...|.rzz...|...|...|...| p: (1.2892e+00) -.7:...|...|...|...|...|...h...|...|...| -.8:...|.rzz...|...|...|.rzz...|...|...| p: (1.2892e+00) -.9:...|...|...|.rzz...|.rzz...|...|...| p: (1.2892e+00) -10:...|...|...|...|...|..rx...|...|...| p: (3.7866e+00) -11:...|...|...|...|...|...|...h...|...| -12:...|...|.rzz...|...|...|.rzz...|...| p: (1.2892e+00) -13:...|...|...|...|.rzz...|.rzz...|...| p: (1.2892e+00) -14:...|...|...|...|..rx...|...|...|...| p: (3.7866e+00) -15:...|...|...|...|...|...|..rx...|...| p: (3.7866e+00) -16:...|...|...|...|...|...|...|...h...| -17:...|...|.rzz...|...|...|...|.rzz...| p: (1.2892e+00) -18:...|...|..rx...|...|...|...|...|...| p: (3.7866e+00) -19:...|...|.rzz...|...|...|.rzz...|...| p: (2.4971e+00) -20:...|...|...|.rzz...|...|...|.rzz...| p: (1.2892e+00) -21:...|...|...|..rx...|...|...|...|...| p: (3.7866e+00) -22:...|...|...|...|...|...|...|..rx...| p: (3.7866e+00) -23:...|...|.rzz...|...|...|...|.rzz...| p: (2.4971e+00) -24:...|...|..rx...|...|...|...|...|...| p: (-4.4316e+00) -25:...|...|...|...|...|...|...|...|...h -26:.rzz...|...|...|...|...|...|...|.rzz p: (1.2892e+00) -27:..rx...|...|...|...|...|...|...|...| p: (3.7866e+00) -28:.rzz...|...|...|.rzz...|...|...|...| p: (2.4971e+00) -29:...|.rzz...|...|...|...|...|...|.rzz p: (1.2892e+00) -30:...|..rx...|...|...|...|...|...|...| p: (3.7866e+00) -31:...|.rzz...|...|...|.rzz...|...|...| p: (2.4971e+00) -32:...|...|...|.rzz...|.rzz...|...|...| p: (2.4971e+00) -33:...|...|...|.rzz...|...|...|.rzz...| p: (2.4971e+00) -34:...|...|...|..rx...|...|...|...|...| p: (-4.4316e+00) -35:...|...|...|...|.rzz...|.rzz...|...| p: (2.4971e+00) -36:...|...|...|...|..rx...|...|...|...| p: (-4.4316e+00) -37:...|...|...|...|...|..rx...|...|...| p: (-4.4316e+00) -38:...|...|...|...|...|...|..rx...|...| p: (-4.4316e+00) -39:...|...|...|...|...|...|...|..rx...| p: (-4.4316e+00) -40:...|...|...|...|...|...|...|...|..rx p: (3.7866e+00) -41:.rzz...|...|...|...|...|...|...|.rzz p: (2.4971e+00) -42:..rx...|...|...|...|...|...|...|...| p: (-4.4316e+00) -43:...|.rzz...|...|...|...|...|...|.rzz p: (2.4971e+00) -44:...|..rx...|...|...|...|...|...|...| p: (-4.4316e+00) -45:...|...|...|...|...|...|...|...|..rx p: (-4.4316e+00) -46:==================================== -47:...0...|...|...|...|...|...|...|...| -48:...|...1...|...|...|...|...|...|...| -49:...|...|...2...|...|...|...|...|...| -50:...|...|...|...3...|...|...|...|...| -51:...|...|...|...|...4...|...|...|...| -52:...|...|...|...|...|...5...|...|...| -53:...|...|...|...|...|...|...6...|...| -54:...|...|...|...|...|...|...|...7...| -55:...|...|...|...|...|...|...|...|...8 -.o:...0...1...2...3...4...5...6...7...8 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8| -Identity Duration: 5.5208e-04s............................. -Permuted Duration: 9.6396e-04s............................. -Identity active_nodes: 384...................................... -Permuted active_nodes: 384...................................... -Identity max_nodes: 1406...................................... -Permuted max_nodes: 1406...................................... -________________________________________________________________________________________________ - -Start Simulation of qaoa_indep_qiskit_10__________________________________________________ - -.i:...0...1...2...3...4...5...6...7...8...9 -.1:...h...|...|...|...|...|...|...|...|...| -.2:...|...h...|...|...|...|...|...|...|...| -.3:.rzz.rzz...|...|...|...|...|...|...|...| p: (-5.6274e+00) -.4:...|...|...h...|...|...|...|...|...|...| -.5:...|...|...|...h...|...|...|...|...|...| -.6:...|.rzz...|.rzz...|...|...|...|...|...| p: (-5.6274e+00) -.7:...|..rx...|...|...|...|...|...|...|...| p: (1.8987e+00) -.8:...|...|...|...|...h...|...|...|...|...| -.9:...|...|...|.rzz.rzz...|...|...|...|...| p: (-5.6274e+00) -10:...|...|...|..rx...|...|...|...|...|...| p: (1.8987e+00) -11:...|...|...|...|...|...h...|...|...|...| -12:...|...|...|...|...|...|...h...|...|...| -13:.rzz...|...|...|...|...|.rzz...|...|...| p: (-5.6274e+00) -14:..rx...|...|...|...|...|...|...|...|...| p: (1.8987e+00) -15:.rzz.rzz...|...|...|...|...|...|...|...| p: (1.2428e+00) -16:...|.rzz...|.rzz...|...|...|...|...|...| p: (1.2428e+00) -17:...|..rx...|...|...|...|...|...|...|...| p: (-6.5587e-01) -18:...|...|.rzz...|...|...|.rzz...|...|...| p: (-5.6274e+00) -19:...|...|...|...|...|...|..rx...|...|...| p: (1.8987e+00) -20:.rzz...|...|...|...|...|.rzz...|...|...| p: (1.2428e+00) -21:..rx...|...|...|...|...|...|...|...|...| p: (-6.5587e-01) -22:...|...|...|...|...|...|...|...h...|...| -23:...|...|...|...|...|.rzz...|.rzz...|...| p: (-5.6274e+00) -24:...|...|...|...|...|...|...|...|...h...| -25:...|...|.rzz...|...|...|...|...|.rzz...| p: (-5.6274e+00) -26:...|...|..rx...|...|...|...|...|...|...| p: (1.8987e+00) -27:...|...|.rzz...|...|...|.rzz...|...|...| p: (1.2428e+00) -28:...|...|...|...|.rzz...|...|...|.rzz...| p: (-5.6274e+00) -29:...|...|...|...|..rx...|...|...|...|...| p: (1.8987e+00) -30:...|...|...|.rzz.rzz...|...|...|...|...| p: (1.2428e+00) -31:...|...|...|..rx...|...|...|...|...|...| p: (-6.5587e-01) -32:...|...|...|...|...|...|..rx...|...|...| p: (-6.5587e-01) -33:...|...|...|...|...|...|...|...|..rx...| p: (1.8987e+00) -34:...|...|.rzz...|...|...|...|...|.rzz...| p: (1.2428e+00) -35:...|...|..rx...|...|...|...|...|...|...| p: (-6.5587e-01) -36:...|...|...|...|.rzz...|...|...|.rzz...| p: (1.2428e+00) -37:...|...|...|...|..rx...|...|...|...|...| p: (-6.5587e-01) -38:...|...|...|...|...|...|...|...|..rx...| p: (-6.5587e-01) -39:...|...|...|...|...|...|...|...|...|...h -40:...|...|...|...|...|.rzz...|...|...|.rzz p: (-5.6274e+00) -41:...|...|...|...|...|..rx...|...|...|...| p: (1.8987e+00) -42:...|...|...|...|...|...|...|.rzz...|.rzz p: (-5.6274e+00) -43:...|...|...|...|...|...|...|..rx...|...| p: (1.8987e+00) -44:...|...|...|...|...|.rzz...|.rzz...|...| p: (1.2428e+00) -45:...|...|...|...|...|...|...|...|...|..rx p: (1.8987e+00) -46:...|...|...|...|...|.rzz...|...|...|.rzz p: (1.2428e+00) -47:...|...|...|...|...|..rx...|...|...|...| p: (-6.5587e-01) -48:...|...|...|...|...|...|...|.rzz...|.rzz p: (1.2428e+00) -49:...|...|...|...|...|...|...|..rx...|...| p: (-6.5587e-01) -50:...|...|...|...|...|...|...|...|...|..rx p: (-6.5587e-01) -51:======================================== -52:...0...|...|...|...|...|...|...|...|...| -53:...|...1...|...|...|...|...|...|...|...| -54:...|...|...2...|...|...|...|...|...|...| -55:...|...|...|...3...|...|...|...|...|...| -56:...|...|...|...|...4...|...|...|...|...| -57:...|...|...|...|...|...5...|...|...|...| -58:...|...|...|...|...|...|...6...|...|...| -59:...|...|...|...|...|...|...|...7...|...| -60:...|...|...|...|...|...|...|...|...8...| -61:...|...|...|...|...|...|...|...|...|...9 -.o:...0...1...2...3...4...5...6...7...8...9 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8|9 -> 9| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8|9 -> 9| -Identity Duration: 1.3733e-04s............................. -Permuted Duration: 1.3324e-04s............................. -Identity active_nodes: 118...................................... -Permuted active_nodes: 118...................................... -Identity max_nodes: 428...................................... -Permuted max_nodes: 428...................................... -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/qft_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/qft_indep_qiskit_all.txt index 139ac5fc..ac19a649 100644 --- a/test/BenchmarkQuasm/results/qft_indep_qiskit_all.txt +++ b/test/BenchmarkQuasm/results/qft_indep_qiskit_all.txt @@ -10,30 +10,36 @@ i: 0 1 7: | 3 o: 2 3 Total Permutations: 2 -Min time: 1.4175e-06s................. Permutation 0 : 0 -> 0|1 -> 1| -Max time: 1.4825e-06s................. Permutation 1 : 0 -> 1|1 -> 0| +Min time: 1.2608e-05s................. Permutation 0 : 0 -> 0|1 -> 1| +Max time: 1.3391e-05s................. Permutation 1 : 0 -> 1|1 -> 0| Min active nodes: 2 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Min max nodes: 5 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Min max nodes: 4 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| Max active nodes: 2 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Max max nodes: 5 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Max max nodes: 4 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| ________________________________________________________________________________________________ 2 permutations have 2 active nodes. +Index: 0 | Max_nodes: 4 | Time: 1.2608e-05s | 0 -> 0|1 -> 1| +Index: 1 | Max_nodes: 4 | Time: 1.3391e-05s | 0 -> 1|1 -> 0| ........................... -Average time: 1.4500e-06s +Average time: 1.3000e-05s ________________________________________________________________________________________________ -2 permutations have 5 max nodes. +2 permutations have 4 max nodes. +Index: 0 | Active_nodes: 2 | Time: 1.2608e-05s | 0 -> 0|1 -> 1| +Index: 1 | Active_nodes: 2 | Time: 1.3391e-05s | 0 -> 1|1 -> 0| ........................... -Average time: 1.4500e-06s +Average time: 1.3000e-05s ________________________________________________________________________________________________ -execution time of: 1.4175e-06s: Index: 0 | Max_nodes: 5 | Active_nodes: 2 | 0 -> 0|1 -> 1| -execution time of: 1.4825e-06s: Index: 1 | Max_nodes: 5 | Active_nodes: 2 | 0 -> 1|1 -> 0| +execution time of: 1.2608e-05s: Index: 0 | Max_nodes: 4 | Active_nodes: 2 | 0 -> 0|1 -> 1| + +execution time of: 1.3391e-05s: Index: 1 | Max_nodes: 4 | Active_nodes: 2 | 0 -> 1|1 -> 0| + ________________________________________________________________________________________________ Start Simulation of qft_indep_qiskit_3__________________________________________________ @@ -52,34 +58,52 @@ Start Simulation of qft_indep_qiskit_3__________________________________________ 11:...|...|...5 .o:...3...4...5 Total Permutations: 6 -Min time: 2.4625e-06s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max time: 3.2250e-06s................. Permutation 1 : 0 -> 0|1 -> 2|2 -> 1| +Min time: 2.2610e-05s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max time: 2.4799e-05s................. Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| Min active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Min max nodes: 8 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Min max nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| Max active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max max nodes: 8 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max max nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| ________________________________________________________________________________________________ 6 permutations have 3 active nodes. +Index: 0 | Max_nodes: 6 | Time: 2.2610e-05s | 0 -> 0|1 -> 1|2 -> 2| +Index: 1 | Max_nodes: 6 | Time: 2.3232e-05s | 0 -> 0|1 -> 2|2 -> 1| +Index: 2 | Max_nodes: 6 | Time: 2.3419e-05s | 0 -> 1|1 -> 0|2 -> 2| +Index: 4 | Max_nodes: 6 | Time: 2.4041e-05s | 0 -> 2|1 -> 0|2 -> 1| +Index: 3 | Max_nodes: 6 | Time: 2.4109e-05s | 0 -> 1|1 -> 2|2 -> 0| +Index: 5 | Max_nodes: 6 | Time: 2.4799e-05s | 0 -> 2|1 -> 1|2 -> 0| ........................... -Average time: 2.7354e-06s +Average time: 2.3702e-05s ________________________________________________________________________________________________ -6 permutations have 8 max nodes. +6 permutations have 6 max nodes. +Index: 0 | Active_nodes: 3 | Time: 2.2610e-05s | 0 -> 0|1 -> 1|2 -> 2| +Index: 1 | Active_nodes: 3 | Time: 2.3232e-05s | 0 -> 0|1 -> 2|2 -> 1| +Index: 2 | Active_nodes: 3 | Time: 2.3419e-05s | 0 -> 1|1 -> 0|2 -> 2| +Index: 4 | Active_nodes: 3 | Time: 2.4041e-05s | 0 -> 2|1 -> 0|2 -> 1| +Index: 3 | Active_nodes: 3 | Time: 2.4109e-05s | 0 -> 1|1 -> 2|2 -> 0| +Index: 5 | Active_nodes: 3 | Time: 2.4799e-05s | 0 -> 2|1 -> 1|2 -> 0| ........................... -Average time: 2.7354e-06s +Average time: 2.3702e-05s ________________________________________________________________________________________________ -execution time of: 2.4625e-06s: Index: 0 | Max_nodes: 8 | Active_nodes: 3 | 0 -> 0|1 -> 1|2 -> 2| -execution time of: 2.6600e-06s: Index: 3 | Max_nodes: 8 | Active_nodes: 3 | 0 -> 1|1 -> 2|2 -> 0| -execution time of: 2.6775e-06s: Index: 2 | Max_nodes: 8 | Active_nodes: 3 | 0 -> 1|1 -> 0|2 -> 2| -execution time of: 2.6800e-06s: Index: 4 | Max_nodes: 8 | Active_nodes: 3 | 0 -> 2|1 -> 0|2 -> 1| -execution time of: 2.7075e-06s: Index: 5 | Max_nodes: 8 | Active_nodes: 3 | 0 -> 2|1 -> 1|2 -> 0| -execution time of: 3.2250e-06s: Index: 1 | Max_nodes: 8 | Active_nodes: 3 | 0 -> 0|1 -> 2|2 -> 1| +execution time of: 2.2610e-05s: Index: 0 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 0|1 -> 1|2 -> 2| + +execution time of: 2.3232e-05s: Index: 1 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 0|1 -> 2|2 -> 1| + +execution time of: 2.3419e-05s: Index: 2 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 1|1 -> 0|2 -> 2| + +execution time of: 2.4041e-05s: Index: 4 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 2|1 -> 0|2 -> 1| + +execution time of: 2.4109e-05s: Index: 3 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 1|1 -> 2|2 -> 0| + +execution time of: 2.4799e-05s: Index: 5 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 2|1 -> 1|2 -> 0| + ________________________________________________________________________________________________ Start Simulation of qft_indep_qiskit_4__________________________________________________ @@ -104,52 +128,124 @@ Start Simulation of qft_indep_qiskit_4__________________________________________ 17:...|...|...|...7 .o:...4...5...6...7 Total Permutations: 24 -Min time: 3.9475e-06s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Max time: 6.8100e-06s................. Permutation 10 : 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +Min time: 3.5650e-05s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Max time: 4.0207e-05s................. Permutation 23 : 0 -> 3|1 -> 2|2 -> 1|3 -> 0| Min active nodes: 4 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Min max nodes: 11 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Min max nodes: 8 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| Max active nodes: 4 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Max max nodes: 11 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Max max nodes: 8 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| ________________________________________________________________________________________________ 24 permutations have 4 active nodes. +Index: 0 | Max_nodes: 8 | Time: 3.5650e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Index: 1 | Max_nodes: 8 | Time: 3.6408e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +Index: 6 | Max_nodes: 8 | Time: 3.6435e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +Index: 2 | Max_nodes: 8 | Time: 3.6869e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +Index: 3 | Max_nodes: 8 | Time: 3.7234e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +Index: 4 | Max_nodes: 8 | Time: 3.7275e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| +Index: 7 | Max_nodes: 8 | Time: 3.7374e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +Index: 12 | Max_nodes: 8 | Time: 3.7586e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +Index: 8 | Max_nodes: 8 | Time: 3.7626e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| +Index: 5 | Max_nodes: 8 | Time: 3.8128e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +Index: 18 | Max_nodes: 8 | Time: 3.8166e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| +Index: 13 | Max_nodes: 8 | Time: 3.8205e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +Index: 10 | Max_nodes: 8 | Time: 3.8241e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +Index: 14 | Max_nodes: 8 | Time: 3.8285e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +Index: 9 | Max_nodes: 8 | Time: 3.8313e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +Index: 16 | Max_nodes: 8 | Time: 3.8752e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| +Index: 11 | Max_nodes: 8 | Time: 3.8876e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| +Index: 15 | Max_nodes: 8 | Time: 3.8933e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +Index: 19 | Max_nodes: 8 | Time: 3.9194e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| +Index: 21 | Max_nodes: 8 | Time: 3.9557e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| +Index: 17 | Max_nodes: 8 | Time: 3.9573e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +Index: 22 | Max_nodes: 8 | Time: 3.9618e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| +Index: 20 | Max_nodes: 8 | Time: 4.0125e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +Index: 23 | Max_nodes: 8 | Time: 4.0207e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| ........................... -Average time: 4.4619e-06s +Average time: 3.8193e-05s ________________________________________________________________________________________________ -24 permutations have 11 max nodes. +24 permutations have 8 max nodes. +Index: 0 | Active_nodes: 4 | Time: 3.5650e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Index: 1 | Active_nodes: 4 | Time: 3.6408e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +Index: 6 | Active_nodes: 4 | Time: 3.6435e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +Index: 2 | Active_nodes: 4 | Time: 3.6869e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +Index: 3 | Active_nodes: 4 | Time: 3.7234e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +Index: 4 | Active_nodes: 4 | Time: 3.7275e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| +Index: 7 | Active_nodes: 4 | Time: 3.7374e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +Index: 12 | Active_nodes: 4 | Time: 3.7586e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +Index: 8 | Active_nodes: 4 | Time: 3.7626e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| +Index: 5 | Active_nodes: 4 | Time: 3.8128e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +Index: 18 | Active_nodes: 4 | Time: 3.8166e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| +Index: 13 | Active_nodes: 4 | Time: 3.8205e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +Index: 10 | Active_nodes: 4 | Time: 3.8241e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +Index: 14 | Active_nodes: 4 | Time: 3.8285e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +Index: 9 | Active_nodes: 4 | Time: 3.8313e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +Index: 16 | Active_nodes: 4 | Time: 3.8752e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| +Index: 11 | Active_nodes: 4 | Time: 3.8876e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| +Index: 15 | Active_nodes: 4 | Time: 3.8933e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +Index: 19 | Active_nodes: 4 | Time: 3.9194e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| +Index: 21 | Active_nodes: 4 | Time: 3.9557e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| +Index: 17 | Active_nodes: 4 | Time: 3.9573e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +Index: 22 | Active_nodes: 4 | Time: 3.9618e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| +Index: 20 | Active_nodes: 4 | Time: 4.0125e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +Index: 23 | Active_nodes: 4 | Time: 4.0207e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| ........................... -Average time: 4.4619e-06s +Average time: 3.8193e-05s ________________________________________________________________________________________________ -execution time of: 3.9475e-06s: Index: 0 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -execution time of: 3.9575e-06s: Index: 6 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -execution time of: 4.0050e-06s: Index: 2 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -execution time of: 4.0300e-06s: Index: 7 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -execution time of: 4.0400e-06s: Index: 12 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -execution time of: 4.0850e-06s: Index: 3 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -execution time of: 4.1150e-06s: Index: 8 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| -execution time of: 4.1300e-06s: Index: 14 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -execution time of: 4.1700e-06s: Index: 9 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -execution time of: 4.1800e-06s: Index: 18 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| -execution time of: 4.1875e-06s: Index: 13 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| -execution time of: 4.1925e-06s: Index: 5 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| -execution time of: 4.2175e-06s: Index: 11 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -execution time of: 4.3025e-06s: Index: 15 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -execution time of: 4.3050e-06s: Index: 19 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| -execution time of: 4.3550e-06s: Index: 20 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -execution time of: 4.4250e-06s: Index: 21 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| -execution time of: 4.4275e-06s: Index: 17 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -execution time of: 4.4603e-06s: Index: 23 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -execution time of: 4.5350e-06s: Index: 22 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| -execution time of: 4.8950e-06s: Index: 4 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -execution time of: 5.2377e-06s: Index: 1 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -execution time of: 6.0750e-06s: Index: 16 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| -execution time of: 6.8100e-06s: Index: 10 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +execution time of: 3.5650e-05s: Index: 0 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| + +execution time of: 3.6408e-05s: Index: 1 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| + +execution time of: 3.6435e-05s: Index: 6 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| + +execution time of: 3.6869e-05s: Index: 2 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| + +execution time of: 3.7234e-05s: Index: 3 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| + +execution time of: 3.7275e-05s: Index: 4 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| + +execution time of: 3.7374e-05s: Index: 7 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| + +execution time of: 3.7586e-05s: Index: 12 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| + +execution time of: 3.7626e-05s: Index: 8 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| + +execution time of: 3.8128e-05s: Index: 5 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| + +execution time of: 3.8166e-05s: Index: 18 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| + +execution time of: 3.8205e-05s: Index: 13 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| + +execution time of: 3.8241e-05s: Index: 10 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| + +execution time of: 3.8285e-05s: Index: 14 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| + +execution time of: 3.8313e-05s: Index: 9 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| + +execution time of: 3.8752e-05s: Index: 16 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| + +execution time of: 3.8876e-05s: Index: 11 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| + +execution time of: 3.8933e-05s: Index: 15 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| + +execution time of: 3.9194e-05s: Index: 19 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| + +execution time of: 3.9557e-05s: Index: 21 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| + +execution time of: 3.9573e-05s: Index: 17 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| + +execution time of: 3.9618e-05s: Index: 22 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| + +execution time of: 4.0125e-05s: Index: 20 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| + +execution time of: 4.0207e-05s: Index: 23 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| + ________________________________________________________________________________________________ Start Simulation of qft_indep_qiskit_5__________________________________________________ @@ -157,8 +253,8 @@ Start Simulation of qft_indep_qiskit_5__________________________________________ i: o: Total Permutations: 1 -Min time: 1.8250e-07s................. Permutation 0 : -Max time: 1.8250e-07s................. Permutation 0 : +Min time: 9.9624e-07s................. Permutation 0 : +Max time: 9.9624e-07s................. Permutation 0 : Min active nodes: 0 nodes.................... Permutation 0 : Min max nodes: 0 nodes.................... Permutation 0 : Max active nodes: 0 nodes.................... Permutation 0 : @@ -166,20 +262,23 @@ Max max nodes: 0 nodes.................... Permutation 0 : ________________________________________________________________________________________________ 1 permutations have 0 active nodes. +Index: 0 | Max_nodes: 0 | Time: 9.9624e-07s | ........................... -Average time: 1.8250e-07s +Average time: 9.9624e-07s ________________________________________________________________________________________________ 1 permutations have 0 max nodes. +Index: 0 | Active_nodes: 0 | Time: 9.9624e-07s | ........................... -Average time: 1.8250e-07s +Average time: 9.9624e-07s ________________________________________________________________________________________________ -execution time of: 1.8250e-07s: Index: 0 | Max_nodes: 0 | Active_nodes: 0 | +execution time of: 9.9624e-07s: Index: 0 | Max_nodes: 0 | Active_nodes: 0 | + ________________________________________________________________________________________________ Start Simulation of qft_indep_qiskit_6__________________________________________________ @@ -218,484 +317,2907 @@ Start Simulation of qft_indep_qiskit_6__________________________________________ 31:...|...|...|...|...|..11 .o:...6...7...8...9..10..11 Total Permutations: 720 -Min time: 7.9475e-06s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Max time: 1.3438e-05s................. Permutation 486: 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +Min time: 7.2375e-05s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Max time: 8.8173e-05s................. Permutation 678: 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| Min active nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Min max nodes: 17 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Min max nodes: 12 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| Max active nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Max max nodes: 17 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Max max nodes: 12 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| ________________________________________________________________________________________________ 720 permutations have 6 active nodes. +Index: 0 | Max_nodes: 12 | Time: 7.2375e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Index: 1 | Max_nodes: 12 | Time: 7.2732e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Index: 120 | Max_nodes: 12 | Time: 7.2996e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Index: 2 | Max_nodes: 12 | Time: 7.3272e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 121 | Max_nodes: 12 | Time: 7.3702e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Index: 6 | Max_nodes: 12 | Time: 7.3737e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Index: 8 | Max_nodes: 12 | Time: 7.3764e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +Index: 126 | Max_nodes: 12 | Time: 7.3789e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Index: 7 | Max_nodes: 12 | Time: 7.3826e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +Index: 122 | Max_nodes: 12 | Time: 7.3842e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 12 | Max_nodes: 12 | Time: 7.3869e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +Index: 240 | Max_nodes: 12 | Time: 7.3883e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +Index: 26 | Max_nodes: 12 | Time: 7.3905e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +Index: 3 | Max_nodes: 12 | Time: 7.3925e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +Index: 48 | Max_nodes: 12 | Time: 7.3954e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +Index: 4 | Max_nodes: 12 | Time: 7.3975e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +Index: 24 | Max_nodes: 12 | Time: 7.4091e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +Index: 25 | Max_nodes: 12 | Time: 7.4166e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +Index: 10 | Max_nodes: 12 | Time: 7.4462e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +Index: 5 | Max_nodes: 12 | Time: 7.4470e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +Index: 18 | Max_nodes: 12 | Time: 7.4502e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +Index: 27 | Max_nodes: 12 | Time: 7.4541e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +Index: 28 | Max_nodes: 12 | Time: 7.4572e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +Index: 13 | Max_nodes: 12 | Time: 7.4573e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +Index: 127 | Max_nodes: 12 | Time: 7.4586e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +Index: 9 | Max_nodes: 12 | Time: 7.4591e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +Index: 246 | Max_nodes: 12 | Time: 7.4611e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +Index: 144 | Max_nodes: 12 | Time: 7.4627e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +Index: 132 | Max_nodes: 12 | Time: 7.4629e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +Index: 145 | Max_nodes: 12 | Time: 7.4655e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +Index: 49 | Max_nodes: 12 | Time: 7.4655e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +Index: 241 | Max_nodes: 12 | Time: 7.4670e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +Index: 50 | Max_nodes: 12 | Time: 7.4707e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| +Index: 32 | Max_nodes: 12 | Time: 7.4731e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +Index: 123 | Max_nodes: 12 | Time: 7.4774e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +Index: 36 | Max_nodes: 12 | Time: 7.4776e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +Index: 150 | Max_nodes: 12 | Time: 7.4791e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| +Index: 146 | Max_nodes: 12 | Time: 7.4796e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| +Index: 54 | Max_nodes: 12 | Time: 7.4801e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +Index: 264 | Max_nodes: 12 | Time: 7.4868e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +Index: 168 | Max_nodes: 12 | Time: 7.4903e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| +Index: 14 | Max_nodes: 12 | Time: 7.4950e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +Index: 124 | Max_nodes: 12 | Time: 7.5002e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +Index: 31 | Max_nodes: 12 | Time: 7.5224e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| +Index: 42 | Max_nodes: 12 | Time: 7.5272e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| +Index: 72 | Max_nodes: 12 | Time: 7.5282e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +Index: 20 | Max_nodes: 12 | Time: 7.5327e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +Index: 129 | Max_nodes: 12 | Time: 7.5345e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +Index: 51 | Max_nodes: 12 | Time: 7.5347e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +Index: 244 | Max_nodes: 12 | Time: 7.5367e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +Index: 242 | Max_nodes: 12 | Time: 7.5389e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +Index: 29 | Max_nodes: 12 | Time: 7.5399e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +Index: 128 | Max_nodes: 12 | Time: 7.5405e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +Index: 34 | Max_nodes: 12 | Time: 7.5411e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| +Index: 16 | Max_nodes: 12 | Time: 7.5417e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +Index: 138 | Max_nodes: 12 | Time: 7.5428e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +Index: 133 | Max_nodes: 12 | Time: 7.5433e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +Index: 148 | Max_nodes: 12 | Time: 7.5446e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| +Index: 130 | Max_nodes: 12 | Time: 7.5448e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +Index: 55 | Max_nodes: 12 | Time: 7.5469e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| +Index: 134 | Max_nodes: 12 | Time: 7.5472e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +Index: 52 | Max_nodes: 12 | Time: 7.5472e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| +Index: 248 | Max_nodes: 12 | Time: 7.5479e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +Index: 243 | Max_nodes: 12 | Time: 7.5479e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +Index: 38 | Max_nodes: 12 | Time: 7.5505e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| +Index: 480 | Max_nodes: 12 | Time: 7.5510e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +Index: 156 | Max_nodes: 12 | Time: 7.5513e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| +Index: 366 | Max_nodes: 12 | Time: 7.5535e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +Index: 33 | Max_nodes: 12 | Time: 7.5535e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +Index: 170 | Max_nodes: 12 | Time: 7.5543e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| +Index: 56 | Max_nodes: 12 | Time: 7.5557e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| +Index: 74 | Max_nodes: 12 | Time: 7.5570e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| +Index: 362 | Max_nodes: 12 | Time: 7.5585e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| +Index: 30 | Max_nodes: 12 | Time: 7.5585e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +Index: 151 | Max_nodes: 12 | Time: 7.5605e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| +Index: 192 | Max_nodes: 12 | Time: 7.5613e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| +Index: 265 | Max_nodes: 12 | Time: 7.5618e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +Index: 169 | Max_nodes: 12 | Time: 7.5634e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| +Index: 270 | Max_nodes: 12 | Time: 7.5639e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| +Index: 15 | Max_nodes: 12 | Time: 7.5730e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +Index: 247 | Max_nodes: 12 | Time: 7.5735e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| +Index: 96 | Max_nodes: 12 | Time: 7.5738e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +Index: 19 | Max_nodes: 12 | Time: 7.5795e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +Index: 288 | Max_nodes: 12 | Time: 7.5795e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| +Index: 252 | Max_nodes: 12 | Time: 7.5796e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +Index: 152 | Max_nodes: 12 | Time: 7.5823e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| +Index: 78 | Max_nodes: 12 | Time: 7.5886e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +Index: 73 | Max_nodes: 12 | Time: 7.5991e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| +Index: 266 | Max_nodes: 12 | Time: 7.6020e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| +Index: 361 | Max_nodes: 12 | Time: 7.6029e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +Index: 37 | Max_nodes: 12 | Time: 7.6060e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| +Index: 174 | Max_nodes: 12 | Time: 7.6063e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| +Index: 22 | Max_nodes: 12 | Time: 7.6065e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +Index: 40 | Max_nodes: 12 | Time: 7.6101e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| +Index: 154 | Max_nodes: 12 | Time: 7.6119e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| +Index: 136 | Max_nodes: 12 | Time: 7.6131e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +Index: 98 | Max_nodes: 12 | Time: 7.6150e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| +Index: 11 | Max_nodes: 12 | Time: 7.6175e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +Index: 149 | Max_nodes: 12 | Time: 7.6187e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| +Index: 35 | Max_nodes: 12 | Time: 7.6192e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| +Index: 157 | Max_nodes: 12 | Time: 7.6195e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| +Index: 131 | Max_nodes: 12 | Time: 7.6203e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +Index: 249 | Max_nodes: 12 | Time: 7.6214e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +Index: 43 | Max_nodes: 12 | Time: 7.6215e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| +Index: 39 | Max_nodes: 12 | Time: 7.6215e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +Index: 172 | Max_nodes: 12 | Time: 7.6220e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| +Index: 250 | Max_nodes: 12 | Time: 7.6223e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| +Index: 486 | Max_nodes: 12 | Time: 7.6227e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +Index: 97 | Max_nodes: 12 | Time: 7.6229e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| +Index: 162 | Max_nodes: 12 | Time: 7.6230e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| +Index: 58 | Max_nodes: 12 | Time: 7.6233e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| +Index: 139 | Max_nodes: 12 | Time: 7.6235e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +Index: 102 | Max_nodes: 12 | Time: 7.6247e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| +Index: 312 | Max_nodes: 12 | Time: 7.6250e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| +Index: 66 | Max_nodes: 12 | Time: 7.6255e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| +Index: 61 | Max_nodes: 12 | Time: 7.6271e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| +Index: 384 | Max_nodes: 12 | Time: 7.6271e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| +Index: 53 | Max_nodes: 12 | Time: 7.6275e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +Index: 171 | Max_nodes: 12 | Time: 7.6279e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| +Index: 253 | Max_nodes: 12 | Time: 7.6287e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| +Index: 271 | Max_nodes: 12 | Time: 7.6289e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| +Index: 193 | Max_nodes: 12 | Time: 7.6307e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| +Index: 194 | Max_nodes: 12 | Time: 7.6320e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| +Index: 57 | Max_nodes: 12 | Time: 7.6332e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| +Index: 268 | Max_nodes: 12 | Time: 7.6351e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| +Index: 176 | Max_nodes: 12 | Time: 7.6355e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| +Index: 390 | Max_nodes: 12 | Time: 7.6359e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| +Index: 79 | Max_nodes: 12 | Time: 7.6362e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| +Index: 385 | Max_nodes: 12 | Time: 7.6369e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4| +Index: 254 | Max_nodes: 12 | Time: 7.6371e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| +Index: 289 | Max_nodes: 12 | Time: 7.6376e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| +Index: 363 | Max_nodes: 12 | Time: 7.6377e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +Index: 44 | Max_nodes: 12 | Time: 7.6399e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| +Index: 175 | Max_nodes: 12 | Time: 7.6402e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| +Index: 153 | Max_nodes: 12 | Time: 7.6422e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +Index: 135 | Max_nodes: 12 | Time: 7.6425e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +Index: 180 | Max_nodes: 12 | Time: 7.6439e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| +Index: 294 | Max_nodes: 12 | Time: 7.6439e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| +Index: 267 | Max_nodes: 12 | Time: 7.6442e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| +Index: 276 | Max_nodes: 12 | Time: 7.6445e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| +Index: 368 | Max_nodes: 12 | Time: 7.6455e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| +Index: 482 | Max_nodes: 12 | Time: 7.6477e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| +Index: 80 | Max_nodes: 12 | Time: 7.6480e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| +Index: 408 | Max_nodes: 12 | Time: 7.6495e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| +Index: 372 | Max_nodes: 12 | Time: 7.6504e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| +Index: 125 | Max_nodes: 12 | Time: 7.6524e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +Index: 21 | Max_nodes: 12 | Time: 7.6550e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +Index: 84 | Max_nodes: 12 | Time: 7.6559e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| +Index: 360 | Max_nodes: 12 | Time: 7.6561e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +Index: 272 | Max_nodes: 12 | Time: 7.6574e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| +Index: 504 | Max_nodes: 12 | Time: 7.6619e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 5| +Index: 245 | Max_nodes: 12 | Time: 7.6675e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +Index: 160 | Max_nodes: 12 | Time: 7.6683e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| +Index: 75 | Max_nodes: 12 | Time: 7.6748e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| +Index: 17 | Max_nodes: 12 | Time: 7.6775e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +Index: 290 | Max_nodes: 12 | Time: 7.6784e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| +Index: 364 | Max_nodes: 12 | Time: 7.6786e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| +Index: 600 | Max_nodes: 12 | Time: 7.6788e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +Index: 62 | Max_nodes: 12 | Time: 7.6823e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| +Index: 158 | Max_nodes: 12 | Time: 7.6838e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| +Index: 60 | Max_nodes: 12 | Time: 7.6875e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| +Index: 100 | Max_nodes: 12 | Time: 7.6905e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| +Index: 41 | Max_nodes: 12 | Time: 7.6909e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| +Index: 367 | Max_nodes: 12 | Time: 7.6911e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| +Index: 386 | Max_nodes: 12 | Time: 7.6953e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| +Index: 273 | Max_nodes: 12 | Time: 7.6974e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +Index: 159 | Max_nodes: 12 | Time: 7.6976e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| +Index: 199 | Max_nodes: 12 | Time: 7.7000e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 3| +Index: 59 | Max_nodes: 12 | Time: 7.7000e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| +Index: 258 | Max_nodes: 12 | Time: 7.7012e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| +Index: 23 | Max_nodes: 12 | Time: 7.7014e-05s | 0 -> 0|1 -> 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-> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| +Index: 639 | Max_nodes: 12 | Time: 8.0608e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| +Index: 588 | Max_nodes: 12 | Time: 8.0616e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| +Index: 623 | Max_nodes: 12 | Time: 8.0618e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| +Index: 443 | Max_nodes: 12 | Time: 8.0620e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| +Index: 472 | Max_nodes: 12 | Time: 8.0641e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| +Index: 550 | Max_nodes: 12 | Time: 8.0686e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| +Index: 467 | Max_nodes: 12 | Time: 8.0712e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| +Index: 407 | Max_nodes: 12 | Time: 8.0748e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| +Index: 699 | Max_nodes: 12 | Time: 8.0754e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| +Index: 353 | Max_nodes: 12 | Time: 8.0755e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| +Index: 571 | Max_nodes: 12 | Time: 8.0759e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| +Index: 358 | Max_nodes: 12 | Time: 8.0766e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| +Index: 594 | Max_nodes: 12 | Time: 8.0811e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +Index: 454 | Max_nodes: 12 | Time: 8.0812e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +Index: 700 | Max_nodes: 12 | Time: 8.0827e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 2| +Index: 677 | Max_nodes: 12 | Time: 8.0852e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| +Index: 466 | Max_nodes: 12 | Time: 8.0858e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| +Index: 703 | Max_nodes: 12 | Time: 8.0863e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| +Index: 324 | Max_nodes: 12 | Time: 8.0865e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| +Index: 568 | Max_nodes: 12 | Time: 8.0867e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| +Index: 658 | Max_nodes: 12 | Time: 8.0893e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| +Index: 469 | Max_nodes: 12 | Time: 8.0905e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| +Index: 645 | Max_nodes: 12 | Time: 8.0905e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| +Index: 545 | Max_nodes: 12 | Time: 8.0911e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| +Index: 682 | Max_nodes: 12 | Time: 8.0914e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| +Index: 704 | Max_nodes: 12 | Time: 8.0915e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +Index: 664 | Max_nodes: 12 | Time: 8.0918e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| +Index: 586 | Max_nodes: 12 | Time: 8.0919e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| +Index: 572 | Max_nodes: 12 | Time: 8.0928e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| +Index: 646 | Max_nodes: 12 | Time: 8.0936e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| +Index: 475 | Max_nodes: 12 | Time: 8.0941e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| +Index: 476 | Max_nodes: 12 | Time: 8.0942e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +Index: 581 | Max_nodes: 12 | Time: 8.0943e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| +Index: 590 | Max_nodes: 12 | Time: 8.0964e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +Index: 690 | Max_nodes: 12 | Time: 8.0978e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| +Index: 663 | Max_nodes: 12 | Time: 8.0978e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| +Index: 708 | Max_nodes: 12 | Time: 8.0987e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| +Index: 659 | Max_nodes: 12 | Time: 8.1004e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| +Index: 641 | Max_nodes: 12 | Time: 8.1011e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| +Index: 563 | Max_nodes: 12 | Time: 8.1013e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| +Index: 685 | Max_nodes: 12 | Time: 8.1014e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| +Index: 668 | Max_nodes: 12 | Time: 8.1022e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| +Index: 449 | Max_nodes: 12 | Time: 8.1026e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| +Index: 335 | Max_nodes: 12 | Time: 8.1037e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +Index: 681 | Max_nodes: 12 | Time: 8.1041e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| +Index: 549 | Max_nodes: 12 | Time: 8.1041e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| +Index: 357 | Max_nodes: 12 | Time: 8.1055e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| +Index: 471 | Max_nodes: 12 | Time: 8.1135e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +Index: 539 | Max_nodes: 12 | Time: 8.1164e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| +Index: 635 | Max_nodes: 12 | Time: 8.1188e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| +Index: 556 | Max_nodes: 12 | Time: 8.1215e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| +Index: 667 | Max_nodes: 12 | Time: 8.1232e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| +Index: 655 | Max_nodes: 12 | Time: 8.1363e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 3| +Index: 477 | Max_nodes: 12 | Time: 8.1389e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +Index: 706 | Max_nodes: 12 | Time: 8.1390e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| +Index: 609 | Max_nodes: 12 | Time: 8.1402e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| +Index: 714 | Max_nodes: 12 | Time: 8.1411e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +Index: 359 | Max_nodes: 12 | Time: 8.1421e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +Index: 691 | Max_nodes: 12 | Time: 8.1505e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| +Index: 647 | Max_nodes: 12 | Time: 8.1510e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 0| +Index: 239 | Max_nodes: 12 | Time: 8.1511e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| +Index: 585 | Max_nodes: 12 | Time: 8.1540e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +Index: 632 | Max_nodes: 12 | Time: 8.1563e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| +Index: 596 | Max_nodes: 12 | Time: 8.1613e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +Index: 587 | Max_nodes: 12 | Time: 8.1614e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +Index: 589 | Max_nodes: 12 | Time: 8.1636e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| +Index: 709 | Max_nodes: 12 | Time: 8.1648e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| +Index: 574 | Max_nodes: 12 | Time: 8.1671e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +Index: 473 | Max_nodes: 12 | Time: 8.1733e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +Index: 551 | Max_nodes: 12 | Time: 8.1747e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +Index: 665 | Max_nodes: 12 | Time: 8.1754e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| +Index: 478 | Max_nodes: 12 | Time: 8.1759e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +Index: 502 | Max_nodes: 12 | Time: 8.1760e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| +Index: 595 | Max_nodes: 12 | Time: 8.1767e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +Index: 688 | Max_nodes: 12 | Time: 8.1769e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| +Index: 687 | Max_nodes: 12 | Time: 8.1777e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +Index: 692 | Max_nodes: 12 | Time: 8.1779e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +Index: 591 | Max_nodes: 12 | Time: 8.1789e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| +Index: 569 | Max_nodes: 12 | Time: 8.1798e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| +Index: 669 | Max_nodes: 12 | Time: 8.1844e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| +Index: 573 | Max_nodes: 12 | Time: 8.1854e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +Index: 710 | Max_nodes: 12 | Time: 8.1870e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +Index: 686 | Max_nodes: 12 | Time: 8.1950e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +Index: 567 | Max_nodes: 12 | Time: 8.1962e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| +Index: 333 | Max_nodes: 12 | Time: 8.1980e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| +Index: 617 | Max_nodes: 12 | Time: 8.1985e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| +Index: 670 | Max_nodes: 12 | Time: 8.2078e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| +Index: 707 | Max_nodes: 12 | Time: 8.2090e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +Index: 479 | Max_nodes: 12 | Time: 8.2100e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +Index: 597 | Max_nodes: 12 | Time: 8.2300e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +Index: 683 | Max_nodes: 12 | Time: 8.2308e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| +Index: 712 | Max_nodes: 12 | Time: 8.2317e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +Index: 694 | Max_nodes: 12 | Time: 8.2337e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +Index: 575 | Max_nodes: 12 | Time: 8.2343e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +Index: 716 | Max_nodes: 12 | Time: 8.2350e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +Index: 593 | Max_nodes: 12 | Time: 8.2356e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +Index: 693 | Max_nodes: 12 | Time: 8.2393e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +Index: 592 | Max_nodes: 12 | Time: 8.2399e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +Index: 598 | Max_nodes: 12 | Time: 8.2428e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +Index: 705 | Max_nodes: 12 | Time: 8.2448e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +Index: 711 | Max_nodes: 12 | Time: 8.2541e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| +Index: 715 | Max_nodes: 12 | Time: 8.2572e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +Index: 179 | Max_nodes: 12 | Time: 8.2599e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| +Index: 653 | Max_nodes: 12 | Time: 8.2673e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| +Index: 662 | Max_nodes: 12 | Time: 8.2715e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| +Index: 689 | Max_nodes: 12 | Time: 8.2735e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +Index: 453 | Max_nodes: 12 | Time: 8.2819e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +Index: 718 | Max_nodes: 12 | Time: 8.2866e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +Index: 717 | Max_nodes: 12 | Time: 8.2998e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +Index: 695 | Max_nodes: 12 | Time: 8.3126e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +Index: 527 | Max_nodes: 12 | Time: 8.3395e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| +Index: 713 | Max_nodes: 12 | Time: 8.3481e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +Index: 599 | Max_nodes: 12 | Time: 8.3783e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +Index: 719 | Max_nodes: 12 | Time: 8.3785e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +Index: 701 | Max_nodes: 12 | Time: 8.3826e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| +Index: 671 | Max_nodes: 12 | Time: 8.4044e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +Index: 455 | Max_nodes: 12 | Time: 8.4087e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +Index: 431 | Max_nodes: 12 | Time: 8.4919e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| +Index: 678 | Max_nodes: 12 | Time: 8.8173e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| ........................... -Average time: 8.7609e-06s +Average time: 7.8494e-05s ________________________________________________________________________________________________ -720 permutations have 17 max nodes. +720 permutations have 12 max nodes. +Index: 0 | Active_nodes: 6 | Time: 7.2375e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Index: 1 | Active_nodes: 6 | Time: 7.2732e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Index: 120 | Active_nodes: 6 | Time: 7.2996e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Index: 2 | Active_nodes: 6 | Time: 7.3272e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 121 | Active_nodes: 6 | Time: 7.3702e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Index: 6 | Active_nodes: 6 | Time: 7.3737e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Index: 8 | Active_nodes: 6 | Time: 7.3764e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +Index: 126 | Active_nodes: 6 | Time: 7.3789e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Index: 7 | Active_nodes: 6 | Time: 7.3826e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +Index: 122 | Active_nodes: 6 | Time: 7.3842e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 12 | Active_nodes: 6 | Time: 7.3869e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +Index: 240 | Active_nodes: 6 | Time: 7.3883e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +Index: 26 | Active_nodes: 6 | Time: 7.3905e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +Index: 3 | Active_nodes: 6 | Time: 7.3925e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +Index: 48 | Active_nodes: 6 | Time: 7.3954e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +Index: 4 | Active_nodes: 6 | Time: 7.3975e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +Index: 24 | Active_nodes: 6 | Time: 7.4091e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +Index: 25 | Active_nodes: 6 | Time: 7.4166e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +Index: 10 | Active_nodes: 6 | Time: 7.4462e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +Index: 5 | Active_nodes: 6 | Time: 7.4470e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +Index: 18 | Active_nodes: 6 | Time: 7.4502e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +Index: 27 | Active_nodes: 6 | Time: 7.4541e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +Index: 28 | Active_nodes: 6 | Time: 7.4572e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +Index: 13 | Active_nodes: 6 | Time: 7.4573e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +Index: 127 | Active_nodes: 6 | Time: 7.4586e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +Index: 9 | Active_nodes: 6 | Time: 7.4591e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +Index: 246 | Active_nodes: 6 | Time: 7.4611e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +Index: 144 | Active_nodes: 6 | Time: 7.4627e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +Index: 132 | Active_nodes: 6 | Time: 7.4629e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +Index: 145 | Active_nodes: 6 | Time: 7.4655e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +Index: 49 | Active_nodes: 6 | Time: 7.4655e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +Index: 241 | Active_nodes: 6 | Time: 7.4670e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +Index: 50 | Active_nodes: 6 | Time: 7.4707e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| +Index: 32 | Active_nodes: 6 | Time: 7.4731e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +Index: 123 | Active_nodes: 6 | Time: 7.4774e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +Index: 36 | Active_nodes: 6 | Time: 7.4776e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +Index: 150 | Active_nodes: 6 | Time: 7.4791e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| +Index: 146 | Active_nodes: 6 | Time: 7.4796e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| +Index: 54 | Active_nodes: 6 | Time: 7.4801e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +Index: 264 | Active_nodes: 6 | Time: 7.4868e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +Index: 168 | Active_nodes: 6 | Time: 7.4903e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| +Index: 14 | Active_nodes: 6 | Time: 7.4950e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +Index: 124 | Active_nodes: 6 | Time: 7.5002e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +Index: 31 | Active_nodes: 6 | Time: 7.5224e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| +Index: 42 | Active_nodes: 6 | Time: 7.5272e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| +Index: 72 | Active_nodes: 6 | Time: 7.5282e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +Index: 20 | Active_nodes: 6 | Time: 7.5327e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +Index: 129 | Active_nodes: 6 | Time: 7.5345e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +Index: 51 | Active_nodes: 6 | Time: 7.5347e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +Index: 244 | Active_nodes: 6 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4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| +Index: 659 | Active_nodes: 6 | Time: 8.1004e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| +Index: 641 | Active_nodes: 6 | Time: 8.1011e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| +Index: 563 | Active_nodes: 6 | Time: 8.1013e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| +Index: 685 | Active_nodes: 6 | Time: 8.1014e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| +Index: 668 | Active_nodes: 6 | Time: 8.1022e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| +Index: 449 | Active_nodes: 6 | Time: 8.1026e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| +Index: 335 | Active_nodes: 6 | Time: 8.1037e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +Index: 681 | Active_nodes: 6 | Time: 8.1041e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| +Index: 549 | Active_nodes: 6 | Time: 8.1041e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| +Index: 357 | Active_nodes: 6 | Time: 8.1055e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| +Index: 471 | 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5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +Index: 691 | Active_nodes: 6 | Time: 8.1505e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| +Index: 647 | Active_nodes: 6 | Time: 8.1510e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 0| +Index: 239 | Active_nodes: 6 | Time: 8.1511e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| +Index: 585 | Active_nodes: 6 | Time: 8.1540e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +Index: 632 | Active_nodes: 6 | Time: 8.1563e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| +Index: 596 | Active_nodes: 6 | Time: 8.1613e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +Index: 587 | Active_nodes: 6 | Time: 8.1614e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +Index: 589 | Active_nodes: 6 | Time: 8.1636e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| +Index: 709 | Active_nodes: 6 | Time: 8.1648e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| +Index: 574 | Active_nodes: 6 | Time: 8.1671e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +Index: 473 | Active_nodes: 6 | Time: 8.1733e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +Index: 551 | Active_nodes: 6 | Time: 8.1747e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +Index: 665 | Active_nodes: 6 | Time: 8.1754e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| +Index: 478 | Active_nodes: 6 | Time: 8.1759e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +Index: 502 | Active_nodes: 6 | Time: 8.1760e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| +Index: 595 | Active_nodes: 6 | Time: 8.1767e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +Index: 688 | Active_nodes: 6 | Time: 8.1769e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| +Index: 687 | Active_nodes: 6 | Time: 8.1777e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +Index: 692 | Active_nodes: 6 | Time: 8.1779e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +Index: 591 | Active_nodes: 6 | Time: 8.1789e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| +Index: 569 | Active_nodes: 6 | Time: 8.1798e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| +Index: 669 | Active_nodes: 6 | Time: 8.1844e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| +Index: 573 | Active_nodes: 6 | Time: 8.1854e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +Index: 710 | Active_nodes: 6 | Time: 8.1870e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +Index: 686 | Active_nodes: 6 | Time: 8.1950e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +Index: 567 | Active_nodes: 6 | Time: 8.1962e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| +Index: 333 | Active_nodes: 6 | Time: 8.1980e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| +Index: 617 | Active_nodes: 6 | Time: 8.1985e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| +Index: 670 | Active_nodes: 6 | Time: 8.2078e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| +Index: 707 | Active_nodes: 6 | Time: 8.2090e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +Index: 479 | Active_nodes: 6 | Time: 8.2100e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +Index: 597 | Active_nodes: 6 | Time: 8.2300e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +Index: 683 | Active_nodes: 6 | Time: 8.2308e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| +Index: 712 | Active_nodes: 6 | Time: 8.2317e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +Index: 694 | Active_nodes: 6 | Time: 8.2337e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +Index: 575 | Active_nodes: 6 | Time: 8.2343e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +Index: 716 | Active_nodes: 6 | Time: 8.2350e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +Index: 593 | Active_nodes: 6 | Time: 8.2356e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +Index: 693 | Active_nodes: 6 | Time: 8.2393e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +Index: 592 | Active_nodes: 6 | Time: 8.2399e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +Index: 598 | Active_nodes: 6 | Time: 8.2428e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +Index: 705 | Active_nodes: 6 | Time: 8.2448e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +Index: 711 | Active_nodes: 6 | Time: 8.2541e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| +Index: 715 | Active_nodes: 6 | Time: 8.2572e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +Index: 179 | Active_nodes: 6 | Time: 8.2599e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| +Index: 653 | Active_nodes: 6 | Time: 8.2673e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| +Index: 662 | Active_nodes: 6 | Time: 8.2715e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| +Index: 689 | Active_nodes: 6 | Time: 8.2735e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +Index: 453 | Active_nodes: 6 | Time: 8.2819e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +Index: 718 | Active_nodes: 6 | Time: 8.2866e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +Index: 717 | Active_nodes: 6 | Time: 8.2998e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +Index: 695 | Active_nodes: 6 | Time: 8.3126e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +Index: 527 | Active_nodes: 6 | Time: 8.3395e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| +Index: 713 | Active_nodes: 6 | Time: 8.3481e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +Index: 599 | Active_nodes: 6 | Time: 8.3783e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +Index: 719 | Active_nodes: 6 | Time: 8.3785e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +Index: 701 | Active_nodes: 6 | Time: 8.3826e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| +Index: 671 | Active_nodes: 6 | Time: 8.4044e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +Index: 455 | Active_nodes: 6 | Time: 8.4087e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +Index: 431 | Active_nodes: 6 | Time: 8.4919e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| +Index: 678 | Active_nodes: 6 | Time: 8.8173e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| ........................... -Average time: 8.7609e-06s +Average time: 7.8494e-05s ________________________________________________________________________________________________ -execution time of: 7.9475e-06s: Index: 0 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -execution time of: 8.0202e-06s: Index: 1 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -execution time of: 8.0300e-06s: Index: 122 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -execution time of: 8.0425e-06s: Index: 3 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -execution time of: 8.0428e-06s: Index: 6 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -execution time of: 8.0550e-06s: Index: 30 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -execution time of: 8.0653e-06s: Index: 2 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -execution time of: 8.0775e-06s: Index: 4 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -execution time of: 8.0802e-06s: Index: 26 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -execution time of: 8.0925e-06s: Index: 28 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -execution time of: 8.0950e-06s: Index: 121 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -execution time of: 8.1200e-06s: Index: 120 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -execution time of: 8.1303e-06s: Index: 36 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -execution time of: 8.1350e-06s: Index: 27 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -execution time of: 8.1375e-06s: Index: 25 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -execution time of: 8.1427e-06s: Index: 126 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -execution time of: 8.1450e-06s: Index: 49 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -execution time of: 8.1452e-06s: Index: 8 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -execution time of: 8.1500e-06s: Index: 132 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -execution time of: 8.1528e-06s: Index: 5 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -execution time of: 8.1552e-06s: Index: 48 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -execution time of: 8.1603e-06s: Index: 72 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -execution time of: 8.1650e-06s: Index: 360 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -execution time of: 8.1675e-06s: Index: 12 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -execution time of: 8.1725e-06s: Index: 29 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -execution time of: 8.1728e-06s: Index: 54 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -execution time of: 8.1750e-06s: Index: 50 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -execution time of: 8.1775e-06s: Index: 31 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -execution time of: 8.1828e-06s: Index: 384 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -execution time of: 8.1852e-06s: Index: 242 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -execution time of: 8.1925e-06s: Index: 124 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -execution time of: 8.2028e-06s: Index: 18 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 5|3 -> 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-execution time of: 8.2427e-06s: Index: 266 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -execution time of: 8.2450e-06s: Index: 52 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -execution time of: 8.2500e-06s: Index: 386 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -execution time of: 8.2575e-06s: Index: 22 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -execution time of: 8.2578e-06s: Index: 33 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -execution time of: 8.2775e-06s: Index: 366 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -execution time of: 8.2827e-06s: Index: 244 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -execution time of: 8.2850e-06s: Index: 35 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -execution time of: 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Index: 142 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -execution time of: 1.1365e-05s: Index: 433 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -execution time of: 1.1372e-05s: Index: 165 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -execution time of: 1.1545e-05s: Index: 476 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -execution time of: 1.1815e-05s: Index: 475 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -execution time of: 1.1975e-05s: Index: 501 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -execution time of: 1.2075e-05s: Index: 495 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -execution time of: 1.2100e-05s: Index: 432 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -execution time of: 1.2893e-05s: Index: 498 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -execution time of: 1.3193e-05s: Index: 506 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -execution time of: 1.3438e-05s: Index: 486 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +execution time of: 7.2375e-05s: Index: 0 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| + +execution time of: 7.2732e-05s: Index: 1 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| + +execution time of: 7.2996e-05s: Index: 120 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| + +execution time of: 7.3272e-05s: Index: 2 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| + +execution time of: 7.3702e-05s: Index: 121 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| + +execution time of: 7.3737e-05s: Index: 6 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| + +execution time of: 7.3764e-05s: Index: 8 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| + +execution time of: 7.3789e-05s: Index: 126 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| + +execution time of: 7.3826e-05s: Index: 7 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| + +execution time of: 7.3842e-05s: Index: 122 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| + +execution time of: 7.3869e-05s: Index: 12 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| + +execution time of: 7.3883e-05s: Index: 240 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| + +execution time of: 7.3905e-05s: Index: 26 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| + +execution time of: 7.3925e-05s: Index: 3 | Max_nodes: 12 | 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Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| + +execution time of: 8.4919e-05s: Index: 431 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| + +execution time of: 8.8173e-05s: Index: 678 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| + ________________________________________________________________________________________________ diff --git a/test/BenchmarkQuasm/results/qft_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/qft_indep_qiskit_controls.txt index e017688c..145b3028 100644 --- a/test/BenchmarkQuasm/results/qft_indep_qiskit_controls.txt +++ b/test/BenchmarkQuasm/results/qft_indep_qiskit_controls.txt @@ -9,15 +9,14 @@ i: 0 1 6: 2 | 7: | 3 o: 2 3 -Q: 0 w: 1 | Q: 1 w: 3 | Computed Permutation: ................0 -> 0|1 -> 1| Original Permutation: ................0 -> 0|1 -> 1| -Identity Duration: 1.9150e-06s............................. -Permuted Duration: 1.3927e-06s............................. +Identity Duration: 1.2608e-05s............................. +Permuted Duration: 1.2636e-05s............................. Identity active_nodes: 2 ...................................... Permuted active_nodes: 2 ...................................... -Identity max_nodes: 5 ...................................... -Permuted max_nodes: 5 ...................................... +Identity max_nodes: 4 ...................................... +Permuted max_nodes: 4 ...................................... ________________________________________________________________________________________________ Start Simulation of qft_indep_qiskit_3__________________________________________________ @@ -35,15 +34,14 @@ Start Simulation of qft_indep_qiskit_3__________________________________________ 10:...|...4...| 11:...|...|...5 .o:...3...4...5 -Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 3.9125e-06s............................. -Permuted Duration: 3.2600e-06s............................. +Identity Duration: 2.2610e-05s............................. +Permuted Duration: 2.2483e-05s............................. Identity active_nodes: 3 ...................................... Permuted active_nodes: 3 ...................................... -Identity max_nodes: 8 ...................................... -Permuted max_nodes: 8 ...................................... +Identity max_nodes: 6 ...................................... +Permuted max_nodes: 6 ...................................... ________________________________________________________________________________________________ Start Simulation of qft_indep_qiskit_4__________________________________________________ @@ -67,26 +65,24 @@ Start Simulation of qft_indep_qiskit_4__________________________________________ 16:...|...|...6...| 17:...|...|...|...7 .o:...4...5...6...7 -Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | Q: 3 w: 5 | Computed Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Identity Duration: 5.0150e-06s............................. -Permuted Duration: 3.8975e-06s............................. +Identity Duration: 3.5650e-05s............................. +Permuted Duration: 3.5636e-05s............................. Identity active_nodes: 4 ...................................... Permuted active_nodes: 4 ...................................... -Identity max_nodes: 11 ...................................... -Permuted max_nodes: 11 ...................................... +Identity max_nodes: 8 ...................................... +Permuted max_nodes: 8 ...................................... ________________________________________________________________________________________________ Start Simulation of qft_indep_qiskit_5__________________________________________________ i: o: - Computed Permutation: .............................. Original Permutation: .............................. -Identity Duration: 1.3250e-07s............................. -Permuted Duration: 1.3500e-07s............................. +Identity Duration: 9.9624e-07s............................. +Permuted Duration: 9.9891e-07s............................. Identity active_nodes: 0 ...................................... Permuted active_nodes: 0 ...................................... Identity max_nodes: 0 ...................................... @@ -128,292 +124,13 @@ Start Simulation of qft_indep_qiskit_6__________________________________________ 30:...|...|...|...|..10...| 31:...|...|...|...|...|..11 .o:...6...7...8...9..10..11 -Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | Q: 3 w: 5 | Q: 4 w: 6 | Q: 5 w: 7 | Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Identity Duration: 9.9675e-06s............................. -Permuted Duration: 8.2827e-06s............................. +Identity Duration: 7.2375e-05s............................. +Permuted Duration: 7.2080e-05s............................. Identity active_nodes: 6 ...................................... Permuted active_nodes: 6 ...................................... -Identity max_nodes: 17 ...................................... -Permuted max_nodes: 17 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qft_indep_qiskit_7__________________________________________________ - -.i:...0...1...2...3...4...5...6 -.1:...|...|...|...|...|...|...h -.2:...|...|...|...|...|...s...c -.3:...|...|...|...|...|...h...| -.4:...|...|...|...|...t...|...c -.5:...|...|...|...|...s...c...| -.6:...|...|...|...|...h...|...| -.7:...|...|...|...p...|...|...c p: (3.9270e-01) -.8:...|...|...|...t...|...c...| -.9:...|...|...|...s...c...|...| -10:...|...|...|...h...|...|...| -11:...|...|...p...|...|...|...c p: (1.9635e-01) -12:...|...|...p...|...|...c...| p: (3.9270e-01) -13:...|...|...t...|...c...|...| -14:...|...|...s...c...|...|...| -15:...|...|...h...|...|...|...| -16:...|...p...|...|...|...|...c p: (9.8175e-02) -17:...|...p...|...|...|...c...| p: (1.9635e-01) -18:...|...p...|...|...c...|...| p: (3.9270e-01) -19:...|...t...|...c...|...|...| -20:...|...s...c...|...|...|...| -21:...|...h...|...|...|...|...| -22:...p...|...|...|...|...|...c p: (4.9087e-02) -23:...p...|...|...|...|...c...| p: (9.8175e-02) -24:...p...|...|...|...c...|...| p: (1.9635e-01) -25:...p...|...|...c...|...|...| p: (3.9270e-01) -26:...t...|...c...|...|...|...| -27:...s...c...|...|...|...|...| -28:...h...|...|...|...|...|...| -29:..sw...|...|...|...|...|..sw -30:...|..sw...|...|...|..sw...| -31:...|...|..sw...|..sw...|...| -32:============================ -33:...7...|...|...|...|...|...| -34:...|...8...|...|...|...|...| -35:...|...|...9...|...|...|...| -36:...|...|...|..10...|...|...| -37:...|...|...|...|..11...|...| -38:...|...|...|...|...|..12...| -39:...|...|...|...|...|...|..13 -.o:...7...8...9..10..11..12..13 -Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | Q: 3 w: 5 | Q: 4 w: 6 | Q: 5 w: 7 | Q: 6 w: 8 | -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Identity Duration: 1.2525e-05s............................. -Permuted Duration: 1.1405e-05s............................. -Identity active_nodes: 7 ...................................... -Permuted active_nodes: 7 ...................................... -Identity max_nodes: 20 ...................................... -Permuted max_nodes: 20 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qft_indep_qiskit_8__________________________________________________ - -.i:...0...1...2...3...4...5...6...7 -.1:...|...|...|...|...|...|...|...h -.2:...|...|...|...|...|...|...s...c -.3:...|...|...|...|...|...|...h...| -.4:...|...|...|...|...|...t...|...c -.5:...|...|...|...|...|...s...c...| -.6:...|...|...|...|...|...h...|...| -.7:...|...|...|...|...p...|...|...c p: (3.9270e-01) -.8:...|...|...|...|...t...|...c...| -.9:...|...|...|...|...s...c...|...| -10:...|...|...|...|...h...|...|...| -11:...|...|...|...p...|...|...|...c p: (1.9635e-01) -12:...|...|...|...p...|...|...c...| p: (3.9270e-01) -13:...|...|...|...t...|...c...|...| -14:...|...|...|...s...c...|...|...| -15:...|...|...|...h...|...|...|...| -16:...|...|...p...|...|...|...|...c p: (9.8175e-02) -17:...|...|...p...|...|...|...c...| p: (1.9635e-01) -18:...|...|...p...|...|...c...|...| p: (3.9270e-01) -19:...|...|...t...|...c...|...|...| -20:...|...|...s...c...|...|...|...| -21:...|...|...h...|...|...|...|...| -22:...|...p...|...|...|...|...|...c p: (4.9087e-02) -23:...|...p...|...|...|...|...c...| p: (9.8175e-02) -24:...|...p...|...|...|...c...|...| p: (1.9635e-01) -25:...|...p...|...|...c...|...|...| p: (3.9270e-01) -26:...|...t...|...c...|...|...|...| -27:...|...s...c...|...|...|...|...| -28:...|...h...|...|...|...|...|...| -29:...p...|...|...|...|...|...|...c p: (2.4544e-02) -30:...p...|...|...|...|...|...c...| p: (4.9087e-02) -31:...p...|...|...|...|...c...|...| p: (9.8175e-02) -32:...p...|...|...|...c...|...|...| p: (1.9635e-01) -33:...p...|...|...c...|...|...|...| p: (3.9270e-01) -34:...t...|...c...|...|...|...|...| -35:...s...c...|...|...|...|...|...| -36:...h...|...|...|...|...|...|...| -37:..sw...|...|...|...|...|...|..sw -38:...|..sw...|...|...|...|..sw...| -39:...|...|..sw...|...|..sw...|...| -40:...|...|...|..sw..sw...|...|...| -41:================================ -42:...8...|...|...|...|...|...|...| -43:...|...9...|...|...|...|...|...| -44:...|...|..10...|...|...|...|...| -45:...|...|...|..11...|...|...|...| -46:...|...|...|...|..12...|...|...| -47:...|...|...|...|...|..13...|...| -48:...|...|...|...|...|...|..14...| -49:...|...|...|...|...|...|...|..15 -.o:...8...9..10..11..12..13..14..15 -Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | Q: 3 w: 5 | Q: 4 w: 6 | Q: 5 w: 7 | Q: 6 w: 8 | Q: 7 w: 9 | -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7| -Identity Duration: 1.6430e-05s............................. -Permuted Duration: 1.4253e-05s............................. -Identity active_nodes: 8 ...................................... -Permuted active_nodes: 8 ...................................... -Identity max_nodes: 23 ...................................... -Permuted max_nodes: 23 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qft_indep_qiskit_9__________________________________________________ - -.i:...0...1...2...3...4...5...6...7...8 -.1:...|...|...|...|...|...|...|...|...h -.2:...|...|...|...|...|...|...|...s...c -.3:...|...|...|...|...|...|...|...h...| -.4:...|...|...|...|...|...|...t...|...c -.5:...|...|...|...|...|...|...s...c...| -.6:...|...|...|...|...|...|...h...|...| -.7:...|...|...|...|...|...p...|...|...c p: (3.9270e-01) -.8:...|...|...|...|...|...t...|...c...| -.9:...|...|...|...|...|...s...c...|...| -10:...|...|...|...|...|...h...|...|...| -11:...|...|...|...|...p...|...|...|...c p: (1.9635e-01) -12:...|...|...|...|...p...|...|...c...| p: (3.9270e-01) -13:...|...|...|...|...t...|...c...|...| -14:...|...|...|...|...s...c...|...|...| -15:...|...|...|...|...h...|...|...|...| -16:...|...|...|...p...|...|...|...|...c p: (9.8175e-02) -17:...|...|...|...p...|...|...|...c...| p: (1.9635e-01) -18:...|...|...|...p...|...|...c...|...| p: (3.9270e-01) -19:...|...|...|...t...|...c...|...|...| -20:...|...|...|...s...c...|...|...|...| -21:...|...|...|...h...|...|...|...|...| -22:...|...|...p...|...|...|...|...|...c p: (4.9087e-02) -23:...|...|...p...|...|...|...|...c...| p: (9.8175e-02) -24:...|...|...p...|...|...|...c...|...| p: (1.9635e-01) -25:...|...|...p...|...|...c...|...|...| p: (3.9270e-01) -26:...|...|...t...|...c...|...|...|...| -27:...|...|...s...c...|...|...|...|...| -28:...|...|...h...|...|...|...|...|...| -29:...|...p...|...|...|...|...|...|...c p: (2.4544e-02) -30:...|...p...|...|...|...|...|...c...| p: (4.9087e-02) -31:...|...p...|...|...|...|...c...|...| p: (9.8175e-02) -32:...|...p...|...|...|...c...|...|...| p: (1.9635e-01) -33:...|...p...|...|...c...|...|...|...| p: (3.9270e-01) -34:...|...t...|...c...|...|...|...|...| -35:...|...s...c...|...|...|...|...|...| -36:...|...h...|...|...|...|...|...|...| -37:...p...|...|...|...|...|...|...|...c p: (1.2272e-02) -38:...p...|...|...|...|...|...|...c...| p: (2.4544e-02) -39:...p...|...|...|...|...|...c...|...| p: (4.9087e-02) -40:...p...|...|...|...|...c...|...|...| p: (9.8175e-02) -41:...p...|...|...|...c...|...|...|...| p: (1.9635e-01) -42:...p...|...|...c...|...|...|...|...| p: (3.9270e-01) -43:...t...|...c...|...|...|...|...|...| -44:...s...c...|...|...|...|...|...|...| -45:...h...|...|...|...|...|...|...|...| -46:..sw...|...|...|...|...|...|...|..sw -47:...|..sw...|...|...|...|...|..sw...| -48:...|...|..sw...|...|...|..sw...|...| -49:...|...|...|..sw...|..sw...|...|...| -50:==================================== -51:...9...|...|...|...|...|...|...|...| -52:...|..10...|...|...|...|...|...|...| -53:...|...|..11...|...|...|...|...|...| -54:...|...|...|..12...|...|...|...|...| -55:...|...|...|...|..13...|...|...|...| -56:...|...|...|...|...|..14...|...|...| -57:...|...|...|...|...|...|..15...|...| -58:...|...|...|...|...|...|...|..16...| -59:...|...|...|...|...|...|...|...|..17 -.o:...9..10..11..12..13..14..15..16..17 -Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | Q: 3 w: 5 | Q: 4 w: 6 | Q: 5 w: 7 | Q: 6 w: 8 | Q: 7 w: 9 | Q: 8 w: 10 | -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8| -Identity Duration: 1.9040e-05s............................. -Permuted Duration: 1.6868e-05s............................. -Identity active_nodes: 9 ...................................... -Permuted active_nodes: 9 ...................................... -Identity max_nodes: 26 ...................................... -Permuted max_nodes: 26 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qft_indep_qiskit_10__________________________________________________ - -.i:...0...1...2...3...4...5...6...7...8...9 -.1:...|...|...|...|...|...|...|...|...|...h -.2:...|...|...|...|...|...|...|...|...s...c -.3:...|...|...|...|...|...|...|...|...h...| -.4:...|...|...|...|...|...|...|...t...|...c -.5:...|...|...|...|...|...|...|...s...c...| -.6:...|...|...|...|...|...|...|...h...|...| -.7:...|...|...|...|...|...|...p...|...|...c p: (3.9270e-01) -.8:...|...|...|...|...|...|...t...|...c...| -.9:...|...|...|...|...|...|...s...c...|...| -10:...|...|...|...|...|...|...h...|...|...| -11:...|...|...|...|...|...p...|...|...|...c p: (1.9635e-01) -12:...|...|...|...|...|...p...|...|...c...| p: (3.9270e-01) -13:...|...|...|...|...|...t...|...c...|...| -14:...|...|...|...|...|...s...c...|...|...| -15:...|...|...|...|...|...h...|...|...|...| -16:...|...|...|...|...p...|...|...|...|...c p: (9.8175e-02) -17:...|...|...|...|...p...|...|...|...c...| p: (1.9635e-01) -18:...|...|...|...|...p...|...|...c...|...| p: (3.9270e-01) -19:...|...|...|...|...t...|...c...|...|...| -20:...|...|...|...|...s...c...|...|...|...| -21:...|...|...|...|...h...|...|...|...|...| -22:...|...|...|...p...|...|...|...|...|...c p: (4.9087e-02) -23:...|...|...|...p...|...|...|...|...c...| p: (9.8175e-02) -24:...|...|...|...p...|...|...|...c...|...| p: (1.9635e-01) -25:...|...|...|...p...|...|...c...|...|...| p: (3.9270e-01) -26:...|...|...|...t...|...c...|...|...|...| -27:...|...|...|...s...c...|...|...|...|...| -28:...|...|...|...h...|...|...|...|...|...| -29:...|...|...p...|...|...|...|...|...|...c p: (2.4544e-02) -30:...|...|...p...|...|...|...|...|...c...| p: (4.9087e-02) -31:...|...|...p...|...|...|...|...c...|...| p: (9.8175e-02) -32:...|...|...p...|...|...|...c...|...|...| p: (1.9635e-01) -33:...|...|...p...|...|...c...|...|...|...| p: (3.9270e-01) -34:...|...|...t...|...c...|...|...|...|...| -35:...|...|...s...c...|...|...|...|...|...| -36:...|...|...h...|...|...|...|...|...|...| -37:...|...p...|...|...|...|...|...|...|...c p: (1.2272e-02) -38:...|...p...|...|...|...|...|...|...c...| p: (2.4544e-02) -39:...|...p...|...|...|...|...|...c...|...| p: (4.9087e-02) -40:...|...p...|...|...|...|...c...|...|...| p: (9.8175e-02) -41:...|...p...|...|...|...c...|...|...|...| p: (1.9635e-01) -42:...|...p...|...|...c...|...|...|...|...| p: (3.9270e-01) -43:...|...t...|...c...|...|...|...|...|...| -44:...|...s...c...|...|...|...|...|...|...| -45:...|...h...|...|...|...|...|...|...|...| -46:...p...|...|...|...|...|...|...|...|...c p: (6.1359e-03) -47:...p...|...|...|...|...|...|...|...c...| p: (1.2272e-02) -48:...p...|...|...|...|...|...|...c...|...| p: (2.4544e-02) -49:...p...|...|...|...|...|...c...|...|...| p: (4.9087e-02) -50:...p...|...|...|...|...c...|...|...|...| p: (9.8175e-02) -51:...p...|...|...|...c...|...|...|...|...| p: (1.9635e-01) -52:...p...|...|...c...|...|...|...|...|...| p: (3.9270e-01) -53:...t...|...c...|...|...|...|...|...|...| -54:...s...c...|...|...|...|...|...|...|...| -55:...h...|...|...|...|...|...|...|...|...| -56:..sw...|...|...|...|...|...|...|...|..sw -57:...|..sw...|...|...|...|...|...|..sw...| -58:...|...|..sw...|...|...|...|..sw...|...| -59:...|...|...|..sw...|...|..sw...|...|...| -60:...|...|...|...|..sw..sw...|...|...|...| -61:======================================== -62:..10...|...|...|...|...|...|...|...|...| -63:...|..11...|...|...|...|...|...|...|...| -64:...|...|..12...|...|...|...|...|...|...| -65:...|...|...|..13...|...|...|...|...|...| -66:...|...|...|...|..14...|...|...|...|...| -67:...|...|...|...|...|..15...|...|...|...| -68:...|...|...|...|...|...|..16...|...|...| -69:...|...|...|...|...|...|...|..17...|...| -70:...|...|...|...|...|...|...|...|..18...| -71:...|...|...|...|...|...|...|...|...|..19 -.o:..10..11..12..13..14..15..16..17..18..19 -Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | Q: 3 w: 5 | Q: 4 w: 6 | Q: 5 w: 7 | Q: 6 w: 8 | Q: 7 w: 9 | Q: 8 w: 10 | Q: 9 w: 11 | -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8|9 -> 9| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8|9 -> 9| -Identity Duration: 2.3321e-05s............................. -Permuted Duration: 2.0643e-05s............................. -Identity active_nodes: 10 ...................................... -Permuted active_nodes: 10 ...................................... -Identity max_nodes: 29 ...................................... -Permuted max_nodes: 29 ...................................... +Identity max_nodes: 12 ...................................... +Permuted max_nodes: 12 ...................................... ________________________________________________________________________________________________ diff --git a/test/BenchmarkQuasm/results/qft_indep_qiskit_gates.txt b/test/BenchmarkQuasm/results/qft_indep_qiskit_gates.txt deleted file mode 100644 index 4553a6d3..00000000 --- a/test/BenchmarkQuasm/results/qft_indep_qiskit_gates.txt +++ /dev/null @@ -1,410 +0,0 @@ -Start Simulation of qft_indep_qiskit_2__________________________________________________ - -i: 0 1 -1: | h -2: s c -3: h | -4: sw sw -5:======== -6: 2 | -7: | 3 -o: 2 3 -Computed Permutation: ................0 -> 0|1 -> 1| -Original Permutation: ................0 -> 0|1 -> 1| -Identity Duration: 2.7225e-06s............................. -Permuted Duration: 1.6475e-06s............................. -Identity active_nodes: 2 ...................................... -Permuted active_nodes: 2 ...................................... -Identity max_nodes: 5 ...................................... -Permuted max_nodes: 5 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qft_indep_qiskit_3__________________________________________________ - -.i:...0...1...2 -.1:...|...|...h -.2:...|...s...c -.3:...|...h...| -.4:...t...|...c -.5:...s...c...| -.6:...h...|...| -.7:..sw...|..sw -.8:============ -.9:...3...|...| -10:...|...4...| -11:...|...|...5 -.o:...3...4...5 -Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 2.9475e-06s............................. -Permuted Duration: 2.4075e-06s............................. -Identity active_nodes: 3 ...................................... -Permuted active_nodes: 3 ...................................... -Identity max_nodes: 8 ...................................... -Permuted max_nodes: 8 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qft_indep_qiskit_4__________________________________________________ - -.i:...0...1...2...3 -.1:...|...|...|...h -.2:...|...|...s...c -.3:...|...|...h...| -.4:...|...t...|...c -.5:...|...s...c...| -.6:...|...h...|...| -.7:...p...|...|...c p: (3.9270e-01) -.8:...t...|...c...| -.9:...s...c...|...| -10:...h...|...|...| -11:..sw...|...|..sw -12:...|..sw..sw...| -13:================ -14:...4...|...|...| -15:...|...5...|...| -16:...|...|...6...| -17:...|...|...|...7 -.o:...4...5...6...7 -Computed Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Identity Duration: 6.6475e-06s............................. -Permuted Duration: 5.1625e-06s............................. -Identity active_nodes: 4 ...................................... -Permuted active_nodes: 4 ...................................... -Identity max_nodes: 11 ...................................... -Permuted max_nodes: 11 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qft_indep_qiskit_5__________________________________________________ - -i: -o: -Computed Permutation: .............................. -Original Permutation: .............................. -Identity Duration: 1.4500e-07s............................. -Permuted Duration: 1.4500e-07s............................. -Identity active_nodes: 0 ...................................... -Permuted active_nodes: 0 ...................................... -Identity max_nodes: 0 ...................................... -Permuted max_nodes: 0 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qft_indep_qiskit_6__________________________________________________ - -.i:...0...1...2...3...4...5 -.1:...|...|...|...|...|...h -.2:...|...|...|...|...s...c -.3:...|...|...|...|...h...| -.4:...|...|...|...t...|...c -.5:...|...|...|...s...c...| -.6:...|...|...|...h...|...| -.7:...|...|...p...|...|...c p: (3.9270e-01) -.8:...|...|...t...|...c...| -.9:...|...|...s...c...|...| -10:...|...|...h...|...|...| -11:...|...p...|...|...|...c p: (1.9635e-01) -12:...|...p...|...|...c...| p: (3.9270e-01) -13:...|...t...|...c...|...| -14:...|...s...c...|...|...| -15:...|...h...|...|...|...| -16:...p...|...|...|...|...c p: (9.8175e-02) -17:...p...|...|...|...c...| p: (1.9635e-01) -18:...p...|...|...c...|...| p: (3.9270e-01) -19:...t...|...c...|...|...| -20:...s...c...|...|...|...| -21:...h...|...|...|...|...| -22:..sw...|...|...|...|..sw -23:...|..sw...|...|..sw...| -24:...|...|..sw..sw...|...| -25:======================== -26:...6...|...|...|...|...| -27:...|...7...|...|...|...| -28:...|...|...8...|...|...| -29:...|...|...|...9...|...| -30:...|...|...|...|..10...| -31:...|...|...|...|...|..11 -.o:...6...7...8...9..10..11 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Identity Duration: 1.2783e-05s............................. -Permuted Duration: 1.0360e-05s............................. -Identity active_nodes: 6 ...................................... -Permuted active_nodes: 6 ...................................... -Identity max_nodes: 17 ...................................... -Permuted max_nodes: 17 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qft_indep_qiskit_7__________________________________________________ - -.i:...0...1...2...3...4...5...6 -.1:...|...|...|...|...|...|...h -.2:...|...|...|...|...|...s...c -.3:...|...|...|...|...|...h...| -.4:...|...|...|...|...t...|...c -.5:...|...|...|...|...s...c...| -.6:...|...|...|...|...h...|...| -.7:...|...|...|...p...|...|...c p: (3.9270e-01) -.8:...|...|...|...t...|...c...| -.9:...|...|...|...s...c...|...| -10:...|...|...|...h...|...|...| -11:...|...|...p...|...|...|...c p: (1.9635e-01) -12:...|...|...p...|...|...c...| p: (3.9270e-01) -13:...|...|...t...|...c...|...| -14:...|...|...s...c...|...|...| -15:...|...|...h...|...|...|...| -16:...|...p...|...|...|...|...c p: (9.8175e-02) -17:...|...p...|...|...|...c...| p: (1.9635e-01) -18:...|...p...|...|...c...|...| p: (3.9270e-01) -19:...|...t...|...c...|...|...| -20:...|...s...c...|...|...|...| -21:...|...h...|...|...|...|...| -22:...p...|...|...|...|...|...c p: (4.9087e-02) -23:...p...|...|...|...|...c...| p: (9.8175e-02) -24:...p...|...|...|...c...|...| p: (1.9635e-01) -25:...p...|...|...c...|...|...| p: (3.9270e-01) -26:...t...|...c...|...|...|...| -27:...s...c...|...|...|...|...| -28:...h...|...|...|...|...|...| -29:..sw...|...|...|...|...|..sw -30:...|..sw...|...|...|..sw...| -31:...|...|..sw...|..sw...|...| -32:============================ -33:...7...|...|...|...|...|...| -34:...|...8...|...|...|...|...| -35:...|...|...9...|...|...|...| -36:...|...|...|..10...|...|...| -37:...|...|...|...|..11...|...| -38:...|...|...|...|...|..12...| -39:...|...|...|...|...|...|..13 -.o:...7...8...9..10..11..12..13 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Identity Duration: 1.5870e-05s............................. -Permuted Duration: 1.5275e-05s............................. -Identity active_nodes: 7 ...................................... -Permuted active_nodes: 7 ...................................... -Identity max_nodes: 20 ...................................... -Permuted max_nodes: 20 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qft_indep_qiskit_8__________________________________________________ - -.i:...0...1...2...3...4...5...6...7 -.1:...|...|...|...|...|...|...|...h -.2:...|...|...|...|...|...|...s...c -.3:...|...|...|...|...|...|...h...| -.4:...|...|...|...|...|...t...|...c -.5:...|...|...|...|...|...s...c...| -.6:...|...|...|...|...|...h...|...| -.7:...|...|...|...|...p...|...|...c p: (3.9270e-01) -.8:...|...|...|...|...t...|...c...| -.9:...|...|...|...|...s...c...|...| -10:...|...|...|...|...h...|...|...| -11:...|...|...|...p...|...|...|...c p: (1.9635e-01) -12:...|...|...|...p...|...|...c...| p: (3.9270e-01) -13:...|...|...|...t...|...c...|...| -14:...|...|...|...s...c...|...|...| -15:...|...|...|...h...|...|...|...| -16:...|...|...p...|...|...|...|...c p: (9.8175e-02) -17:...|...|...p...|...|...|...c...| p: (1.9635e-01) -18:...|...|...p...|...|...c...|...| p: (3.9270e-01) -19:...|...|...t...|...c...|...|...| -20:...|...|...s...c...|...|...|...| -21:...|...|...h...|...|...|...|...| -22:...|...p...|...|...|...|...|...c p: (4.9087e-02) -23:...|...p...|...|...|...|...c...| p: (9.8175e-02) -24:...|...p...|...|...|...c...|...| p: (1.9635e-01) -25:...|...p...|...|...c...|...|...| p: (3.9270e-01) -26:...|...t...|...c...|...|...|...| -27:...|...s...c...|...|...|...|...| -28:...|...h...|...|...|...|...|...| -29:...p...|...|...|...|...|...|...c p: (2.4544e-02) -30:...p...|...|...|...|...|...c...| p: (4.9087e-02) -31:...p...|...|...|...|...c...|...| p: (9.8175e-02) -32:...p...|...|...|...c...|...|...| p: (1.9635e-01) -33:...p...|...|...c...|...|...|...| p: (3.9270e-01) -34:...t...|...c...|...|...|...|...| -35:...s...c...|...|...|...|...|...| -36:...h...|...|...|...|...|...|...| -37:..sw...|...|...|...|...|...|..sw -38:...|..sw...|...|...|...|..sw...| -39:...|...|..sw...|...|..sw...|...| -40:...|...|...|..sw..sw...|...|...| -41:================================ -42:...8...|...|...|...|...|...|...| -43:...|...9...|...|...|...|...|...| -44:...|...|..10...|...|...|...|...| -45:...|...|...|..11...|...|...|...| -46:...|...|...|...|..12...|...|...| -47:...|...|...|...|...|..13...|...| -48:...|...|...|...|...|...|..14...| -49:...|...|...|...|...|...|...|..15 -.o:...8...9..10..11..12..13..14..15 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7| -Identity Duration: 1.5685e-05s............................. -Permuted Duration: 1.3463e-05s............................. -Identity active_nodes: 8 ...................................... -Permuted active_nodes: 8 ...................................... -Identity max_nodes: 23 ...................................... -Permuted max_nodes: 23 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qft_indep_qiskit_9__________________________________________________ - -.i:...0...1...2...3...4...5...6...7...8 -.1:...|...|...|...|...|...|...|...|...h -.2:...|...|...|...|...|...|...|...s...c -.3:...|...|...|...|...|...|...|...h...| -.4:...|...|...|...|...|...|...t...|...c -.5:...|...|...|...|...|...|...s...c...| -.6:...|...|...|...|...|...|...h...|...| -.7:...|...|...|...|...|...p...|...|...c p: (3.9270e-01) -.8:...|...|...|...|...|...t...|...c...| -.9:...|...|...|...|...|...s...c...|...| -10:...|...|...|...|...|...h...|...|...| -11:...|...|...|...|...p...|...|...|...c p: (1.9635e-01) -12:...|...|...|...|...p...|...|...c...| p: (3.9270e-01) -13:...|...|...|...|...t...|...c...|...| -14:...|...|...|...|...s...c...|...|...| -15:...|...|...|...|...h...|...|...|...| -16:...|...|...|...p...|...|...|...|...c p: (9.8175e-02) -17:...|...|...|...p...|...|...|...c...| p: (1.9635e-01) -18:...|...|...|...p...|...|...c...|...| p: (3.9270e-01) -19:...|...|...|...t...|...c...|...|...| -20:...|...|...|...s...c...|...|...|...| -21:...|...|...|...h...|...|...|...|...| -22:...|...|...p...|...|...|...|...|...c p: (4.9087e-02) -23:...|...|...p...|...|...|...|...c...| p: (9.8175e-02) -24:...|...|...p...|...|...|...c...|...| p: (1.9635e-01) -25:...|...|...p...|...|...c...|...|...| p: (3.9270e-01) -26:...|...|...t...|...c...|...|...|...| -27:...|...|...s...c...|...|...|...|...| -28:...|...|...h...|...|...|...|...|...| -29:...|...p...|...|...|...|...|...|...c p: (2.4544e-02) -30:...|...p...|...|...|...|...|...c...| p: (4.9087e-02) -31:...|...p...|...|...|...|...c...|...| p: (9.8175e-02) -32:...|...p...|...|...|...c...|...|...| p: (1.9635e-01) -33:...|...p...|...|...c...|...|...|...| p: (3.9270e-01) -34:...|...t...|...c...|...|...|...|...| -35:...|...s...c...|...|...|...|...|...| -36:...|...h...|...|...|...|...|...|...| -37:...p...|...|...|...|...|...|...|...c p: (1.2272e-02) -38:...p...|...|...|...|...|...|...c...| p: (2.4544e-02) -39:...p...|...|...|...|...|...c...|...| p: (4.9087e-02) -40:...p...|...|...|...|...c...|...|...| p: (9.8175e-02) -41:...p...|...|...|...c...|...|...|...| p: (1.9635e-01) -42:...p...|...|...c...|...|...|...|...| p: (3.9270e-01) -43:...t...|...c...|...|...|...|...|...| -44:...s...c...|...|...|...|...|...|...| -45:...h...|...|...|...|...|...|...|...| -46:..sw...|...|...|...|...|...|...|..sw -47:...|..sw...|...|...|...|...|..sw...| -48:...|...|..sw...|...|...|..sw...|...| -49:...|...|...|..sw...|..sw...|...|...| -50:==================================== -51:...9...|...|...|...|...|...|...|...| -52:...|..10...|...|...|...|...|...|...| -53:...|...|..11...|...|...|...|...|...| -54:...|...|...|..12...|...|...|...|...| -55:...|...|...|...|..13...|...|...|...| -56:...|...|...|...|...|..14...|...|...| -57:...|...|...|...|...|...|..15...|...| -58:...|...|...|...|...|...|...|..16...| -59:...|...|...|...|...|...|...|...|..17 -.o:...9..10..11..12..13..14..15..16..17 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8| -Identity Duration: 1.9118e-05s............................. -Permuted Duration: 1.6962e-05s............................. -Identity active_nodes: 9 ...................................... -Permuted active_nodes: 9 ...................................... -Identity max_nodes: 26 ...................................... -Permuted max_nodes: 26 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qft_indep_qiskit_10__________________________________________________ - -.i:...0...1...2...3...4...5...6...7...8...9 -.1:...|...|...|...|...|...|...|...|...|...h -.2:...|...|...|...|...|...|...|...|...s...c -.3:...|...|...|...|...|...|...|...|...h...| -.4:...|...|...|...|...|...|...|...t...|...c -.5:...|...|...|...|...|...|...|...s...c...| -.6:...|...|...|...|...|...|...|...h...|...| -.7:...|...|...|...|...|...|...p...|...|...c p: (3.9270e-01) -.8:...|...|...|...|...|...|...t...|...c...| -.9:...|...|...|...|...|...|...s...c...|...| -10:...|...|...|...|...|...|...h...|...|...| -11:...|...|...|...|...|...p...|...|...|...c p: (1.9635e-01) -12:...|...|...|...|...|...p...|...|...c...| p: (3.9270e-01) -13:...|...|...|...|...|...t...|...c...|...| -14:...|...|...|...|...|...s...c...|...|...| -15:...|...|...|...|...|...h...|...|...|...| -16:...|...|...|...|...p...|...|...|...|...c p: (9.8175e-02) -17:...|...|...|...|...p...|...|...|...c...| p: (1.9635e-01) -18:...|...|...|...|...p...|...|...c...|...| p: (3.9270e-01) -19:...|...|...|...|...t...|...c...|...|...| -20:...|...|...|...|...s...c...|...|...|...| -21:...|...|...|...|...h...|...|...|...|...| -22:...|...|...|...p...|...|...|...|...|...c p: (4.9087e-02) -23:...|...|...|...p...|...|...|...|...c...| p: (9.8175e-02) -24:...|...|...|...p...|...|...|...c...|...| p: (1.9635e-01) -25:...|...|...|...p...|...|...c...|...|...| p: (3.9270e-01) -26:...|...|...|...t...|...c...|...|...|...| -27:...|...|...|...s...c...|...|...|...|...| -28:...|...|...|...h...|...|...|...|...|...| -29:...|...|...p...|...|...|...|...|...|...c p: (2.4544e-02) -30:...|...|...p...|...|...|...|...|...c...| p: (4.9087e-02) -31:...|...|...p...|...|...|...|...c...|...| p: (9.8175e-02) -32:...|...|...p...|...|...|...c...|...|...| p: (1.9635e-01) -33:...|...|...p...|...|...c...|...|...|...| p: (3.9270e-01) -34:...|...|...t...|...c...|...|...|...|...| -35:...|...|...s...c...|...|...|...|...|...| -36:...|...|...h...|...|...|...|...|...|...| -37:...|...p...|...|...|...|...|...|...|...c p: (1.2272e-02) -38:...|...p...|...|...|...|...|...|...c...| p: (2.4544e-02) -39:...|...p...|...|...|...|...|...c...|...| p: (4.9087e-02) -40:...|...p...|...|...|...|...c...|...|...| p: (9.8175e-02) -41:...|...p...|...|...|...c...|...|...|...| p: (1.9635e-01) -42:...|...p...|...|...c...|...|...|...|...| p: (3.9270e-01) -43:...|...t...|...c...|...|...|...|...|...| -44:...|...s...c...|...|...|...|...|...|...| -45:...|...h...|...|...|...|...|...|...|...| -46:...p...|...|...|...|...|...|...|...|...c p: (6.1359e-03) -47:...p...|...|...|...|...|...|...|...c...| p: (1.2272e-02) -48:...p...|...|...|...|...|...|...c...|...| p: (2.4544e-02) -49:...p...|...|...|...|...|...c...|...|...| p: (4.9087e-02) -50:...p...|...|...|...|...c...|...|...|...| p: (9.8175e-02) -51:...p...|...|...|...c...|...|...|...|...| p: (1.9635e-01) -52:...p...|...|...c...|...|...|...|...|...| p: (3.9270e-01) -53:...t...|...c...|...|...|...|...|...|...| -54:...s...c...|...|...|...|...|...|...|...| -55:...h...|...|...|...|...|...|...|...|...| -56:..sw...|...|...|...|...|...|...|...|..sw -57:...|..sw...|...|...|...|...|...|..sw...| -58:...|...|..sw...|...|...|...|..sw...|...| -59:...|...|...|..sw...|...|..sw...|...|...| -60:...|...|...|...|..sw..sw...|...|...|...| -61:======================================== -62:..10...|...|...|...|...|...|...|...|...| -63:...|..11...|...|...|...|...|...|...|...| -64:...|...|..12...|...|...|...|...|...|...| -65:...|...|...|..13...|...|...|...|...|...| -66:...|...|...|...|..14...|...|...|...|...| -67:...|...|...|...|...|..15...|...|...|...| -68:...|...|...|...|...|...|..16...|...|...| -69:...|...|...|...|...|...|...|..17...|...| -70:...|...|...|...|...|...|...|...|..18...| -71:...|...|...|...|...|...|...|...|...|..19 -.o:..10..11..12..13..14..15..16..17..18..19 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8|9 -> 9| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8|9 -> 9| -Identity Duration: 2.3380e-05s............................. -Permuted Duration: 2.0776e-05s............................. -Identity active_nodes: 10 ...................................... -Permuted active_nodes: 10 ...................................... -Identity max_nodes: 29 ...................................... -Permuted max_nodes: 29 ...................................... -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/qftentangled_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/qftentangled_indep_qiskit_all.txt index 9689a958..2df6f3ca 100644 --- a/test/BenchmarkQuasm/results/qftentangled_indep_qiskit_all.txt +++ b/test/BenchmarkQuasm/results/qftentangled_indep_qiskit_all.txt @@ -12,30 +12,36 @@ i: 0 1 9: | 1 o: 0 1 Total Permutations: 2 -Min time: 2.0775e-06s................. Permutation 0 : 0 -> 0|1 -> 1| -Max time: 2.4952e-06s................. Permutation 1 : 0 -> 1|1 -> 0| +Min time: 1.9264e-05s................. Permutation 0 : 0 -> 0|1 -> 1| +Max time: 2.2178e-05s................. Permutation 1 : 0 -> 1|1 -> 0| Min active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Min max nodes: 8 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Min max nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| Max active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Max max nodes: 8 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Max max nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| ________________________________________________________________________________________________ 2 permutations have 3 active nodes. +Index: 0 | Max_nodes: 6 | Time: 1.9264e-05s | 0 -> 0|1 -> 1| +Index: 1 | Max_nodes: 6 | Time: 2.2178e-05s | 0 -> 1|1 -> 0| ........................... -Average time: 2.2864e-06s +Average time: 2.0721e-05s ________________________________________________________________________________________________ -2 permutations have 8 max nodes. +2 permutations have 6 max nodes. +Index: 0 | Active_nodes: 3 | Time: 1.9264e-05s | 0 -> 0|1 -> 1| +Index: 1 | Active_nodes: 3 | Time: 2.2178e-05s | 0 -> 1|1 -> 0| ........................... -Average time: 2.2864e-06s +Average time: 2.0721e-05s ________________________________________________________________________________________________ -execution time of: 2.0775e-06s: Index: 0 | Max_nodes: 8 | Active_nodes: 3 | 0 -> 0|1 -> 1| -execution time of: 2.4952e-06s: Index: 1 | Max_nodes: 8 | Active_nodes: 3 | 0 -> 1|1 -> 0| +execution time of: 1.9264e-05s: Index: 0 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 0|1 -> 1| + +execution time of: 2.2178e-05s: Index: 1 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 1|1 -> 0| + ________________________________________________________________________________________________ Start Simulation of qftentangled_indep_qiskit_3__________________________________________________ @@ -57,39 +63,57 @@ Start Simulation of qftentangled_indep_qiskit_3_________________________________ 14:...|...|...2 .o:...0...1...2 Total Permutations: 6 -Min time: 4.0752e-06s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max time: 4.7875e-06s................. Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| +Min time: 3.5137e-05s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max time: 4.1006e-05s................. Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| Min active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Min max nodes: 16 nodes.................... Permutation 2 : 0 -> 1|1 -> 0|2 -> 2| +Min max nodes: 12 nodes.................... Permutation 2 : 0 -> 1|1 -> 0|2 -> 2| Max active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max max nodes: 19 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max max nodes: 14 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| ________________________________________________________________________________________________ 6 permutations have 7 active nodes. +Index: 2 | Max_nodes: 12 | Time: 3.6871e-05s | 0 -> 1|1 -> 0|2 -> 2| +Index: 4 | Max_nodes: 12 | Time: 3.7925e-05s | 0 -> 2|1 -> 0|2 -> 1| +Index: 3 | Max_nodes: 12 | Time: 3.8557e-05s | 0 -> 1|1 -> 2|2 -> 0| +Index: 5 | Max_nodes: 12 | Time: 4.1006e-05s | 0 -> 2|1 -> 1|2 -> 0| +Index: 0 | Max_nodes: 14 | Time: 3.5137e-05s | 0 -> 0|1 -> 1|2 -> 2| +Index: 1 | Max_nodes: 14 | Time: 3.8253e-05s | 0 -> 0|1 -> 2|2 -> 1| ........................... -Average time: 4.3934e-06s +Average time: 3.7958e-05s ________________________________________________________________________________________________ -4 permutations have 16 max nodes. +4 permutations have 12 max nodes. +Index: 2 | Active_nodes: 7 | Time: 3.6871e-05s | 0 -> 1|1 -> 0|2 -> 2| +Index: 4 | Active_nodes: 7 | Time: 3.7925e-05s | 0 -> 2|1 -> 0|2 -> 1| +Index: 3 | Active_nodes: 7 | Time: 3.8557e-05s | 0 -> 1|1 -> 2|2 -> 0| +Index: 5 | Active_nodes: 7 | Time: 4.1006e-05s | 0 -> 2|1 -> 1|2 -> 0| ........................... -Average time: 4.4757e-06s +Average time: 3.8590e-05s -2 permutations have 19 max nodes. +2 permutations have 14 max nodes. +Index: 0 | Active_nodes: 7 | Time: 3.5137e-05s | 0 -> 0|1 -> 1|2 -> 2| +Index: 1 | Active_nodes: 7 | Time: 3.8253e-05s | 0 -> 0|1 -> 2|2 -> 1| ........................... -Average time: 4.2289e-06s +Average time: 3.6695e-05s ________________________________________________________________________________________________ -execution time of: 4.0752e-06s: Index: 0 | Max_nodes: 19 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 2| -execution time of: 4.3078e-06s: Index: 2 | Max_nodes: 16 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 2| -execution time of: 4.3250e-06s: Index: 4 | Max_nodes: 16 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 1| -execution time of: 4.3825e-06s: Index: 1 | Max_nodes: 19 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 1| -execution time of: 4.4825e-06s: Index: 3 | Max_nodes: 16 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 0| -execution time of: 4.7875e-06s: Index: 5 | Max_nodes: 16 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 0| +execution time of: 3.5137e-05s: Index: 0 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 2| + +execution time of: 3.6871e-05s: Index: 2 | Max_nodes: 12 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 2| + +execution time of: 3.7925e-05s: Index: 4 | Max_nodes: 12 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 1| + +execution time of: 3.8253e-05s: Index: 1 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 1| + +execution time of: 3.8557e-05s: Index: 3 | Max_nodes: 12 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 0| + +execution time of: 4.1006e-05s: Index: 5 | Max_nodes: 12 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 0| + ________________________________________________________________________________________________ Start Simulation of qftentangled_indep_qiskit_4__________________________________________________ @@ -118,61 +142,134 @@ Start Simulation of qftentangled_indep_qiskit_4_________________________________ 21:...|...|...|...3 .o:...0...1...2...3 Total Permutations: 24 -Min time: 6.8550e-06s................. Permutation 12 : 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -Max time: 8.2727e-06s................. Permutation 5 : 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +Min time: 5.8074e-05s................. Permutation 12 : 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +Max time: 6.6383e-05s................. Permutation 5 : 0 -> 0|1 -> 3|2 -> 2|3 -> 1| Min active nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Min max nodes: 28 nodes.................... Permutation 12 : 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +Min max nodes: 22 nodes.................... Permutation 12 : 0 -> 2|1 -> 0|2 -> 1|3 -> 3| Max active nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Max max nodes: 41 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Max max nodes: 30 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| ________________________________________________________________________________________________ 24 permutations have 15 active nodes. +Index: 12 | Max_nodes: 22 | Time: 5.8074e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +Index: 18 | Max_nodes: 22 | Time: 5.8690e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| +Index: 16 | Max_nodes: 22 | Time: 6.0731e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| +Index: 14 | Max_nodes: 22 | Time: 6.0950e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +Index: 13 | Max_nodes: 22 | Time: 6.1605e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +Index: 20 | Max_nodes: 22 | Time: 6.1620e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +Index: 19 | Max_nodes: 22 | Time: 6.1809e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| +Index: 22 | Max_nodes: 22 | Time: 6.3000e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| +Index: 21 | Max_nodes: 22 | Time: 6.3390e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| +Index: 15 | Max_nodes: 22 | Time: 6.3507e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +Index: 17 | Max_nodes: 22 | Time: 6.4617e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +Index: 23 | Max_nodes: 22 | Time: 6.6287e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +Index: 8 | Max_nodes: 24 | Time: 5.9997e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| +Index: 6 | Max_nodes: 24 | Time: 6.0101e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +Index: 10 | Max_nodes: 24 | Time: 6.1021e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +Index: 9 | Max_nodes: 24 | Time: 6.2185e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +Index: 7 | Max_nodes: 24 | Time: 6.2924e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +Index: 11 | Max_nodes: 24 | Time: 6.4985e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| +Index: 0 | Max_nodes: 30 | Time: 6.0953e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Index: 2 | Max_nodes: 30 | Time: 6.2433e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +Index: 4 | Max_nodes: 30 | Time: 6.3540e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| +Index: 1 | Max_nodes: 30 | Time: 6.3872e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +Index: 3 | Max_nodes: 30 | Time: 6.4466e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +Index: 5 | Max_nodes: 30 | Time: 6.6383e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| ........................... -Average time: 7.4542e-06s +Average time: 6.2381e-05s ________________________________________________________________________________________________ -12 permutations have 28 max nodes. +12 permutations have 22 max nodes. +Index: 12 | Active_nodes: 15 | Time: 5.8074e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +Index: 18 | Active_nodes: 15 | Time: 5.8690e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| +Index: 16 | Active_nodes: 15 | Time: 6.0731e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| +Index: 14 | Active_nodes: 15 | Time: 6.0950e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +Index: 13 | Active_nodes: 15 | Time: 6.1605e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +Index: 20 | Active_nodes: 15 | Time: 6.1620e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +Index: 19 | Active_nodes: 15 | Time: 6.1809e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| +Index: 22 | Active_nodes: 15 | Time: 6.3000e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| +Index: 21 | Active_nodes: 15 | Time: 6.3390e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| +Index: 15 | Active_nodes: 15 | Time: 6.3507e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +Index: 17 | Active_nodes: 15 | Time: 6.4617e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +Index: 23 | Active_nodes: 15 | Time: 6.6287e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| ........................... -Average time: 7.3730e-06s +Average time: 6.2023e-05s -6 permutations have 32 max nodes. +6 permutations have 24 max nodes. +Index: 8 | Active_nodes: 15 | Time: 5.9997e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| +Index: 6 | Active_nodes: 15 | Time: 6.0101e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +Index: 10 | Active_nodes: 15 | Time: 6.1021e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +Index: 9 | Active_nodes: 15 | Time: 6.2185e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +Index: 7 | Active_nodes: 15 | Time: 6.2924e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +Index: 11 | Active_nodes: 15 | Time: 6.4985e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| ........................... -Average time: 7.3613e-06s +Average time: 6.1869e-05s -6 permutations have 41 max nodes. +6 permutations have 30 max nodes. +Index: 0 | Active_nodes: 15 | Time: 6.0953e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Index: 2 | Active_nodes: 15 | Time: 6.2433e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +Index: 4 | Active_nodes: 15 | Time: 6.3540e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| +Index: 1 | Active_nodes: 15 | Time: 6.3872e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +Index: 3 | Active_nodes: 15 | Time: 6.4466e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +Index: 5 | Active_nodes: 15 | Time: 6.6383e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| ........................... -Average time: 7.7097e-06s +Average time: 6.3608e-05s ________________________________________________________________________________________________ -execution time of: 6.8550e-06s: Index: 12 | Max_nodes: 28 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -execution time of: 6.8952e-06s: Index: 18 | Max_nodes: 28 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| -execution time of: 7.1200e-06s: Index: 8 | Max_nodes: 32 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| -execution time of: 7.1425e-06s: Index: 16 | Max_nodes: 28 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| -execution time of: 7.1550e-06s: Index: 6 | Max_nodes: 32 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -execution time of: 7.1825e-06s: Index: 14 | Max_nodes: 28 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -execution time of: 7.2478e-06s: Index: 19 | Max_nodes: 28 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| -execution time of: 7.2725e-06s: Index: 10 | Max_nodes: 32 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| -execution time of: 7.2850e-06s: Index: 13 | Max_nodes: 28 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| -execution time of: 7.3775e-06s: Index: 9 | Max_nodes: 32 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -execution time of: 7.3950e-06s: Index: 0 | Max_nodes: 41 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -execution time of: 7.4302e-06s: Index: 2 | Max_nodes: 41 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -execution time of: 7.4775e-06s: Index: 22 | Max_nodes: 28 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| -execution time of: 7.5250e-06s: Index: 17 | Max_nodes: 28 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -execution time of: 7.5377e-06s: Index: 15 | Max_nodes: 28 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -execution time of: 7.5500e-06s: Index: 7 | Max_nodes: 32 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -execution time of: 7.5850e-06s: Index: 4 | Max_nodes: 41 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -execution time of: 7.6925e-06s: Index: 11 | Max_nodes: 32 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -execution time of: 7.7450e-06s: Index: 1 | Max_nodes: 41 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -execution time of: 7.7875e-06s: Index: 23 | Max_nodes: 28 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -execution time of: 7.8300e-06s: Index: 3 | Max_nodes: 41 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -execution time of: 7.9903e-06s: Index: 20 | Max_nodes: 28 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -execution time of: 8.2727e-06s: Index: 5 | Max_nodes: 41 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +execution time of: 5.8074e-05s: Index: 12 | Max_nodes: 22 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| + +execution time of: 5.8690e-05s: Index: 18 | Max_nodes: 22 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| + +execution time of: 5.9997e-05s: Index: 8 | Max_nodes: 24 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| + +execution time of: 6.0101e-05s: Index: 6 | Max_nodes: 24 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| + +execution time of: 6.0731e-05s: Index: 16 | Max_nodes: 22 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| + +execution time of: 6.0950e-05s: Index: 14 | Max_nodes: 22 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| + +execution time of: 6.0953e-05s: Index: 0 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| + +execution time of: 6.1021e-05s: Index: 10 | Max_nodes: 24 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| + +execution time of: 6.1605e-05s: Index: 13 | Max_nodes: 22 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| + +execution time of: 6.1620e-05s: Index: 20 | Max_nodes: 22 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| + +execution time of: 6.1809e-05s: Index: 19 | Max_nodes: 22 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| + +execution time of: 6.2185e-05s: Index: 9 | Max_nodes: 24 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| + +execution time of: 6.2433e-05s: Index: 2 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| + +execution time of: 6.2924e-05s: Index: 7 | Max_nodes: 24 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| + +execution time of: 6.3000e-05s: Index: 22 | Max_nodes: 22 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| + +execution time of: 6.3390e-05s: Index: 21 | Max_nodes: 22 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| + +execution time of: 6.3507e-05s: Index: 15 | Max_nodes: 22 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| + +execution time of: 6.3540e-05s: Index: 4 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| + +execution time of: 6.3872e-05s: Index: 1 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| + +execution time of: 6.4466e-05s: Index: 3 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| + +execution time of: 6.4617e-05s: Index: 17 | Max_nodes: 22 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| + +execution time of: 6.4985e-05s: Index: 11 | Max_nodes: 24 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| + +execution time of: 6.6287e-05s: Index: 23 | Max_nodes: 22 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| + +execution time of: 6.6383e-05s: Index: 5 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| + ________________________________________________________________________________________________ Start Simulation of qftentangled_indep_qiskit_5__________________________________________________ @@ -208,159 +305,523 @@ Start Simulation of qftentangled_indep_qiskit_5_________________________________ 28:...|...|...|...|...4 .o:...0...1...2...3...4 Total Permutations: 120 -Min time: 1.0142e-05s................. Permutation 72 : 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -Max time: 1.7410e-05s................. Permutation 83 : 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +Min time: 8.4647e-05s................. Permutation 72 : 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +Max time: 1.0999e-04s................. Permutation 5 : 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| Min active nodes: 31 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Min max nodes: 48 nodes.................... Permutation 72 : 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +Min max nodes: 40 nodes.................... Permutation 72 : 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| Max active nodes: 31 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Max max nodes: 85 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Max max nodes: 62 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| ________________________________________________________________________________________________ 120 permutations have 31 active nodes. +Index: 72 | Max_nodes: 40 | Time: 8.4647e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +Index: 96 | Max_nodes: 40 | Time: 8.5306e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +Index: 78 | Max_nodes: 40 | Time: 8.7118e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +Index: 102 | Max_nodes: 40 | Time: 8.7397e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +Index: 73 | Max_nodes: 40 | Time: 8.7959e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +Index: 97 | Max_nodes: 40 | Time: 8.8289e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| +Index: 108 | Max_nodes: 40 | Time: 8.8448e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +Index: 84 | Max_nodes: 40 | Time: 8.8550e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +Index: 104 | Max_nodes: 40 | Time: 8.8643e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +Index: 76 | Max_nodes: 40 | Time: 8.8779e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +Index: 90 | Max_nodes: 40 | Time: 8.8847e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +Index: 80 | Max_nodes: 40 | Time: 8.8999e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +Index: 99 | Max_nodes: 40 | Time: 8.9053e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +Index: 74 | Max_nodes: 40 | Time: 8.9409e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +Index: 100 | Max_nodes: 40 | Time: 8.9427e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +Index: 75 | Max_nodes: 40 | Time: 8.9454e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +Index: 98 | Max_nodes: 40 | Time: 8.9503e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +Index: 106 | Max_nodes: 40 | Time: 8.9974e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +Index: 105 | Max_nodes: 40 | Time: 9.0584e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +Index: 82 | Max_nodes: 40 | Time: 9.0620e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +Index: 114 | Max_nodes: 40 | Time: 9.0649e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +Index: 103 | Max_nodes: 40 | Time: 9.0835e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +Index: 92 | Max_nodes: 40 | Time: 9.0927e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +Index: 79 | Max_nodes: 40 | Time: 9.0939e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +Index: 81 | Max_nodes: 40 | Time: 9.0987e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +Index: 91 | Max_nodes: 40 | Time: 9.1175e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +Index: 112 | Max_nodes: 40 | Time: 9.1476e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +Index: 101 | Max_nodes: 40 | Time: 9.1600e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +Index: 88 | Max_nodes: 40 | Time: 9.1802e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +Index: 77 | Max_nodes: 40 | Time: 9.2079e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +Index: 94 | Max_nodes: 40 | Time: 9.2293e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +Index: 115 | Max_nodes: 40 | Time: 9.2942e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +Index: 93 | Max_nodes: 40 | Time: 9.3152e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +Index: 86 | Max_nodes: 40 | Time: 9.3305e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +Index: 111 | Max_nodes: 40 | Time: 9.3398e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +Index: 116 | Max_nodes: 40 | Time: 9.3400e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +Index: 107 | Max_nodes: 40 | Time: 9.3425e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +Index: 110 | Max_nodes: 40 | Time: 9.3579e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +Index: 109 | Max_nodes: 40 | Time: 9.4153e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +Index: 118 | Max_nodes: 40 | Time: 9.4245e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +Index: 113 | Max_nodes: 40 | Time: 9.4464e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +Index: 83 | Max_nodes: 40 | Time: 9.4547e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +Index: 89 | Max_nodes: 40 | Time: 9.4577e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +Index: 117 | Max_nodes: 40 | Time: 9.4647e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +Index: 87 | Max_nodes: 40 | Time: 9.4703e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +Index: 85 | Max_nodes: 40 | Time: 9.4749e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +Index: 95 | Max_nodes: 40 | Time: 9.4977e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +Index: 119 | Max_nodes: 40 | Time: 9.8217e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +Index: 48 | Max_nodes: 42 | Time: 8.9185e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +Index: 60 | Max_nodes: 42 | Time: 9.0717e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +Index: 62 | Max_nodes: 42 | Time: 9.1062e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +Index: 66 | Max_nodes: 42 | Time: 9.1079e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +Index: 68 | Max_nodes: 42 | Time: 9.1627e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +Index: 54 | Max_nodes: 42 | Time: 9.1886e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +Index: 64 | Max_nodes: 42 | Time: 9.2021e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +Index: 56 | Max_nodes: 42 | Time: 9.2450e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +Index: 61 | Max_nodes: 42 | Time: 9.2822e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +Index: 50 | Max_nodes: 42 | Time: 9.2860e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +Index: 58 | Max_nodes: 42 | Time: 9.2879e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +Index: 67 | Max_nodes: 42 | Time: 9.2885e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +Index: 49 | Max_nodes: 42 | Time: 9.3055e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +Index: 51 | Max_nodes: 42 | Time: 9.3424e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +Index: 70 | Max_nodes: 42 | Time: 9.3558e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +Index: 52 | Max_nodes: 42 | Time: 9.3603e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +Index: 69 | Max_nodes: 42 | Time: 9.3665e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +Index: 63 | Max_nodes: 42 | Time: 9.4000e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +Index: 57 | Max_nodes: 42 | Time: 9.4609e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +Index: 65 | Max_nodes: 42 | Time: 9.4610e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +Index: 55 | Max_nodes: 42 | Time: 9.4908e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +Index: 71 | Max_nodes: 42 | Time: 9.6317e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +Index: 59 | Max_nodes: 42 | Time: 9.6733e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +Index: 53 | Max_nodes: 42 | Time: 9.7565e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +Index: 36 | Max_nodes: 48 | Time: 9.2342e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +Index: 42 | Max_nodes: 48 | Time: 9.3755e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +Index: 32 | Max_nodes: 48 | Time: 9.4440e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +Index: 40 | Max_nodes: 48 | Time: 9.5210e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +Index: 34 | Max_nodes: 48 | Time: 9.5454e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +Index: 38 | Max_nodes: 48 | Time: 9.5519e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +Index: 30 | Max_nodes: 48 | Time: 9.6007e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +Index: 43 | Max_nodes: 48 | Time: 9.6384e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +Index: 37 | Max_nodes: 48 | Time: 9.6707e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +Index: 44 | Max_nodes: 48 | Time: 9.6984e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +Index: 33 | Max_nodes: 48 | Time: 9.7015e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +Index: 24 | Max_nodes: 48 | Time: 9.7151e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +Index: 31 | Max_nodes: 48 | Time: 9.7833e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +Index: 45 | Max_nodes: 48 | Time: 9.8174e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +Index: 46 | Max_nodes: 48 | Time: 9.8298e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +Index: 39 | Max_nodes: 48 | Time: 9.8446e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +Index: 41 | Max_nodes: 48 | Time: 9.9062e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +Index: 26 | Max_nodes: 48 | Time: 9.9322e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +Index: 35 | Max_nodes: 48 | Time: 9.9461e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +Index: 25 | Max_nodes: 48 | Time: 1.0026e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +Index: 28 | Max_nodes: 48 | Time: 1.0043e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +Index: 27 | Max_nodes: 48 | Time: 1.0060e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +Index: 47 | Max_nodes: 48 | Time: 1.0091e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +Index: 29 | Max_nodes: 48 | Time: 1.0307e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +Index: 12 | Max_nodes: 62 | Time: 1.0142e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +Index: 18 | Max_nodes: 62 | Time: 1.0174e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +Index: 8 | Max_nodes: 62 | Time: 1.0311e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +Index: 16 | Max_nodes: 62 | Time: 1.0360e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +Index: 10 | Max_nodes: 62 | Time: 1.0370e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +Index: 13 | Max_nodes: 62 | Time: 1.0432e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +Index: 0 | Max_nodes: 62 | Time: 1.0447e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Index: 6 | Max_nodes: 62 | Time: 1.0453e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +Index: 19 | Max_nodes: 62 | Time: 1.0505e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +Index: 9 | Max_nodes: 62 | Time: 1.0509e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +Index: 7 | Max_nodes: 62 | Time: 1.0567e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +Index: 15 | Max_nodes: 62 | Time: 1.0595e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +Index: 21 | Max_nodes: 62 | Time: 1.0596e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +Index: 2 | Max_nodes: 62 | Time: 1.0610e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +Index: 20 | Max_nodes: 62 | Time: 1.0635e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +Index: 22 | Max_nodes: 62 | Time: 1.0656e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +Index: 4 | Max_nodes: 62 | Time: 1.0671e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +Index: 14 | Max_nodes: 62 | Time: 1.0675e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +Index: 17 | Max_nodes: 62 | Time: 1.0696e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +Index: 1 | Max_nodes: 62 | Time: 1.0701e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +Index: 3 | Max_nodes: 62 | Time: 1.0712e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +Index: 11 | Max_nodes: 62 | Time: 1.0728e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +Index: 23 | Max_nodes: 62 | Time: 1.0896e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +Index: 5 | Max_nodes: 62 | Time: 1.0999e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| ........................... -Average time: 1.1894e-05s +Average time: 9.5775e-05s ________________________________________________________________________________________________ -48 permutations have 48 max nodes. +48 permutations have 40 max nodes. +Index: 72 | Active_nodes: 31 | Time: 8.4647e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +Index: 96 | Active_nodes: 31 | Time: 8.5306e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +Index: 78 | Active_nodes: 31 | Time: 8.7118e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +Index: 102 | Active_nodes: 31 | Time: 8.7397e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +Index: 73 | Active_nodes: 31 | Time: 8.7959e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +Index: 97 | Active_nodes: 31 | Time: 8.8289e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| +Index: 108 | Active_nodes: 31 | Time: 8.8448e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +Index: 84 | Active_nodes: 31 | Time: 8.8550e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +Index: 104 | Active_nodes: 31 | Time: 8.8643e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +Index: 76 | Active_nodes: 31 | Time: 8.8779e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +Index: 90 | Active_nodes: 31 | Time: 8.8847e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +Index: 80 | Active_nodes: 31 | Time: 8.8999e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +Index: 99 | Active_nodes: 31 | Time: 8.9053e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +Index: 74 | Active_nodes: 31 | Time: 8.9409e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +Index: 100 | Active_nodes: 31 | Time: 8.9427e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +Index: 75 | Active_nodes: 31 | Time: 8.9454e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +Index: 98 | Active_nodes: 31 | Time: 8.9503e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +Index: 106 | Active_nodes: 31 | Time: 8.9974e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +Index: 105 | Active_nodes: 31 | Time: 9.0584e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +Index: 82 | Active_nodes: 31 | Time: 9.0620e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +Index: 114 | Active_nodes: 31 | Time: 9.0649e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +Index: 103 | Active_nodes: 31 | Time: 9.0835e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +Index: 92 | Active_nodes: 31 | Time: 9.0927e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +Index: 79 | Active_nodes: 31 | Time: 9.0939e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +Index: 81 | Active_nodes: 31 | Time: 9.0987e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +Index: 91 | Active_nodes: 31 | Time: 9.1175e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +Index: 112 | Active_nodes: 31 | Time: 9.1476e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +Index: 101 | Active_nodes: 31 | Time: 9.1600e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +Index: 88 | Active_nodes: 31 | Time: 9.1802e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +Index: 77 | Active_nodes: 31 | Time: 9.2079e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +Index: 94 | Active_nodes: 31 | Time: 9.2293e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +Index: 115 | Active_nodes: 31 | Time: 9.2942e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +Index: 93 | Active_nodes: 31 | Time: 9.3152e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +Index: 86 | Active_nodes: 31 | Time: 9.3305e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +Index: 111 | Active_nodes: 31 | Time: 9.3398e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +Index: 116 | Active_nodes: 31 | Time: 9.3400e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +Index: 107 | Active_nodes: 31 | Time: 9.3425e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +Index: 110 | Active_nodes: 31 | Time: 9.3579e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +Index: 109 | Active_nodes: 31 | Time: 9.4153e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +Index: 118 | Active_nodes: 31 | Time: 9.4245e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +Index: 113 | Active_nodes: 31 | Time: 9.4464e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +Index: 83 | Active_nodes: 31 | Time: 9.4547e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +Index: 89 | Active_nodes: 31 | Time: 9.4577e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +Index: 117 | Active_nodes: 31 | Time: 9.4647e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +Index: 87 | Active_nodes: 31 | Time: 9.4703e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +Index: 85 | Active_nodes: 31 | Time: 9.4749e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +Index: 95 | Active_nodes: 31 | Time: 9.4977e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +Index: 119 | Active_nodes: 31 | Time: 9.8217e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| ........................... -Average time: 1.1225e-05s - -24 permutations have 52 max nodes. +Average time: 9.1213e-05s + +24 permutations have 42 max nodes. +Index: 48 | Active_nodes: 31 | Time: 8.9185e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +Index: 60 | Active_nodes: 31 | Time: 9.0717e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +Index: 62 | Active_nodes: 31 | Time: 9.1062e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +Index: 66 | Active_nodes: 31 | Time: 9.1079e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +Index: 68 | Active_nodes: 31 | Time: 9.1627e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +Index: 54 | Active_nodes: 31 | Time: 9.1886e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +Index: 64 | Active_nodes: 31 | Time: 9.2021e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +Index: 56 | Active_nodes: 31 | Time: 9.2450e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +Index: 61 | Active_nodes: 31 | Time: 9.2822e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +Index: 50 | Active_nodes: 31 | Time: 9.2860e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +Index: 58 | Active_nodes: 31 | Time: 9.2879e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +Index: 67 | Active_nodes: 31 | Time: 9.2885e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +Index: 49 | Active_nodes: 31 | Time: 9.3055e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +Index: 51 | Active_nodes: 31 | Time: 9.3424e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +Index: 70 | Active_nodes: 31 | Time: 9.3558e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +Index: 52 | Active_nodes: 31 | Time: 9.3603e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +Index: 69 | Active_nodes: 31 | Time: 9.3665e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +Index: 63 | Active_nodes: 31 | Time: 9.4000e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +Index: 57 | Active_nodes: 31 | Time: 9.4609e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +Index: 65 | Active_nodes: 31 | Time: 9.4610e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +Index: 55 | Active_nodes: 31 | Time: 9.4908e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +Index: 71 | Active_nodes: 31 | Time: 9.6317e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +Index: 59 | Active_nodes: 31 | Time: 9.6733e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +Index: 53 | Active_nodes: 31 | Time: 9.7565e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| ........................... -Average time: 1.1453e-05s - -24 permutations have 64 max nodes. +Average time: 9.3230e-05s + +24 permutations have 48 max nodes. +Index: 36 | Active_nodes: 31 | Time: 9.2342e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +Index: 42 | Active_nodes: 31 | Time: 9.3755e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +Index: 32 | Active_nodes: 31 | Time: 9.4440e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +Index: 40 | Active_nodes: 31 | Time: 9.5210e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +Index: 34 | Active_nodes: 31 | Time: 9.5454e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +Index: 38 | Active_nodes: 31 | Time: 9.5519e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +Index: 30 | Active_nodes: 31 | Time: 9.6007e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +Index: 43 | Active_nodes: 31 | Time: 9.6384e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +Index: 37 | Active_nodes: 31 | Time: 9.6707e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +Index: 44 | Active_nodes: 31 | Time: 9.6984e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +Index: 33 | Active_nodes: 31 | Time: 9.7015e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +Index: 24 | Active_nodes: 31 | Time: 9.7151e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +Index: 31 | Active_nodes: 31 | Time: 9.7833e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +Index: 45 | Active_nodes: 31 | Time: 9.8174e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +Index: 46 | Active_nodes: 31 | Time: 9.8298e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +Index: 39 | Active_nodes: 31 | Time: 9.8446e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +Index: 41 | Active_nodes: 31 | Time: 9.9062e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +Index: 26 | Active_nodes: 31 | Time: 9.9322e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +Index: 35 | Active_nodes: 31 | Time: 9.9461e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +Index: 25 | Active_nodes: 31 | Time: 1.0026e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +Index: 28 | Active_nodes: 31 | Time: 1.0043e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +Index: 27 | Active_nodes: 31 | Time: 1.0060e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +Index: 47 | Active_nodes: 31 | Time: 1.0091e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +Index: 29 | Active_nodes: 31 | Time: 1.0307e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| ........................... -Average time: 1.2218e-05s - -24 permutations have 85 max nodes. +Average time: 9.7618e-05s + +24 permutations have 62 max nodes. +Index: 12 | Active_nodes: 31 | Time: 1.0142e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +Index: 18 | Active_nodes: 31 | Time: 1.0174e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +Index: 8 | Active_nodes: 31 | Time: 1.0311e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +Index: 16 | Active_nodes: 31 | Time: 1.0360e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +Index: 10 | Active_nodes: 31 | Time: 1.0370e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +Index: 13 | Active_nodes: 31 | Time: 1.0432e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +Index: 0 | Active_nodes: 31 | Time: 1.0447e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Index: 6 | Active_nodes: 31 | Time: 1.0453e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +Index: 19 | Active_nodes: 31 | Time: 1.0505e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +Index: 9 | Active_nodes: 31 | Time: 1.0509e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +Index: 7 | Active_nodes: 31 | Time: 1.0567e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +Index: 15 | Active_nodes: 31 | Time: 1.0595e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +Index: 21 | Active_nodes: 31 | Time: 1.0596e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +Index: 2 | Active_nodes: 31 | Time: 1.0610e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +Index: 20 | Active_nodes: 31 | Time: 1.0635e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +Index: 22 | Active_nodes: 31 | Time: 1.0656e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +Index: 4 | Active_nodes: 31 | Time: 1.0671e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +Index: 14 | Active_nodes: 31 | Time: 1.0675e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +Index: 17 | Active_nodes: 31 | Time: 1.0696e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +Index: 1 | Active_nodes: 31 | Time: 1.0701e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +Index: 3 | Active_nodes: 31 | Time: 1.0712e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +Index: 11 | Active_nodes: 31 | Time: 1.0728e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +Index: 23 | Active_nodes: 31 | Time: 1.0896e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +Index: 5 | Active_nodes: 31 | Time: 1.0999e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| ........................... -Average time: 1.3349e-05s +Average time: 1.0560e-04s ________________________________________________________________________________________________ -execution time of: 1.0142e-05s: Index: 72 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -execution time of: 1.0275e-05s: Index: 96 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -execution time of: 1.0490e-05s: Index: 97 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -execution time of: 1.0617e-05s: Index: 74 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -execution time of: 1.0625e-05s: Index: 90 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -execution time of: 1.0640e-05s: Index: 104 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -execution time of: 1.0718e-05s: Index: 78 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -execution time of: 1.0733e-05s: Index: 73 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -execution time of: 1.0765e-05s: Index: 108 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -execution time of: 1.0783e-05s: Index: 100 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -execution time of: 1.0807e-05s: Index: 80 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -execution time of: 1.0823e-05s: Index: 66 | Max_nodes: 52 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -execution time of: 1.0823e-05s: Index: 60 | Max_nodes: 52 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -execution time of: 1.0838e-05s: Index: 106 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -execution time of: 1.0868e-05s: Index: 75 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -execution time of: 1.0908e-05s: Index: 103 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -execution time of: 1.0915e-05s: Index: 84 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -execution time of: 1.0920e-05s: Index: 99 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -execution time of: 1.0928e-05s: Index: 82 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -execution time of: 1.0950e-05s: Index: 114 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -execution time of: 1.0957e-05s: Index: 48 | Max_nodes: 52 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -execution time of: 1.1040e-05s: Index: 110 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -execution time of: 1.1060e-05s: Index: 50 | Max_nodes: 52 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -execution time of: 1.1060e-05s: Index: 92 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -execution time of: 1.1062e-05s: Index: 91 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -execution time of: 1.1080e-05s: Index: 98 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -execution time of: 1.1095e-05s: Index: 94 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -execution time of: 1.1105e-05s: Index: 76 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -execution time of: 1.1115e-05s: Index: 81 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -execution time of: 1.1143e-05s: Index: 109 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -execution time of: 1.1163e-05s: Index: 101 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -execution time of: 1.1168e-05s: Index: 77 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -execution time of: 1.1180e-05s: Index: 62 | Max_nodes: 52 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -execution time of: 1.1190e-05s: Index: 49 | Max_nodes: 52 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -execution time of: 1.1215e-05s: Index: 112 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -execution time of: 1.1263e-05s: Index: 68 | Max_nodes: 52 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -execution time of: 1.1265e-05s: Index: 88 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -execution time of: 1.1272e-05s: Index: 64 | Max_nodes: 52 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -execution time of: 1.1278e-05s: Index: 93 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -execution time of: 1.1303e-05s: Index: 79 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -execution time of: 1.1340e-05s: Index: 70 | Max_nodes: 52 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -execution time of: 1.1350e-05s: Index: 52 | Max_nodes: 52 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -execution time of: 1.1365e-05s: Index: 111 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -execution time of: 1.1368e-05s: Index: 87 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -execution time of: 1.1370e-05s: Index: 54 | Max_nodes: 52 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -execution time of: 1.1415e-05s: Index: 56 | Max_nodes: 52 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -execution time of: 1.1435e-05s: Index: 61 | Max_nodes: 52 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -execution time of: 1.1460e-05s: Index: 42 | Max_nodes: 64 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -execution time of: 1.1467e-05s: Index: 36 | Max_nodes: 64 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -execution time of: 1.1473e-05s: Index: 113 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -execution time of: 1.1475e-05s: Index: 85 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -execution time of: 1.1480e-05s: Index: 116 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -execution time of: 1.1498e-05s: Index: 118 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -execution time of: 1.1518e-05s: Index: 102 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -execution time of: 1.1537e-05s: Index: 117 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -execution time of: 1.1545e-05s: Index: 51 | Max_nodes: 52 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -execution time of: 1.1550e-05s: Index: 69 | Max_nodes: 52 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -execution time of: 1.1572e-05s: Index: 55 | Max_nodes: 52 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -execution time of: 1.1575e-05s: Index: 89 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -execution time of: 1.1578e-05s: Index: 63 | Max_nodes: 52 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -execution time of: 1.1593e-05s: Index: 58 | Max_nodes: 52 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -execution time of: 1.1660e-05s: Index: 115 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -execution time of: 1.1678e-05s: Index: 95 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -execution time of: 1.1755e-05s: Index: 40 | Max_nodes: 64 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -execution time of: 1.1755e-05s: Index: 38 | Max_nodes: 64 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -execution time of: 1.1758e-05s: Index: 57 | Max_nodes: 52 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -execution time of: 1.1798e-05s: Index: 53 | Max_nodes: 52 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -execution time of: 1.1830e-05s: Index: 119 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -execution time of: 1.1837e-05s: Index: 71 | Max_nodes: 52 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -execution time of: 1.1855e-05s: Index: 43 | Max_nodes: 64 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -execution time of: 1.1858e-05s: Index: 30 | Max_nodes: 64 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -execution time of: 1.1860e-05s: Index: 32 | Max_nodes: 64 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -execution time of: 1.1870e-05s: Index: 107 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -execution time of: 1.1893e-05s: Index: 37 | Max_nodes: 64 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -execution time of: 1.1955e-05s: Index: 34 | Max_nodes: 64 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -execution time of: 1.1990e-05s: Index: 44 | Max_nodes: 64 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -execution time of: 1.2015e-05s: Index: 59 | Max_nodes: 52 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -execution time of: 1.2075e-05s: Index: 33 | Max_nodes: 64 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -execution time of: 1.2163e-05s: Index: 39 | Max_nodes: 64 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -execution time of: 1.2228e-05s: Index: 31 | Max_nodes: 64 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -execution time of: 1.2270e-05s: Index: 45 | Max_nodes: 64 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -execution time of: 1.2315e-05s: Index: 41 | Max_nodes: 64 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -execution time of: 1.2353e-05s: Index: 35 | Max_nodes: 64 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -execution time of: 1.2430e-05s: Index: 28 | Max_nodes: 64 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -execution time of: 1.2472e-05s: Index: 26 | Max_nodes: 64 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -execution time of: 1.2505e-05s: Index: 46 | Max_nodes: 64 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -execution time of: 1.2610e-05s: Index: 67 | Max_nodes: 52 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -execution time of: 1.2638e-05s: Index: 27 | Max_nodes: 64 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -execution time of: 1.2678e-05s: Index: 47 | Max_nodes: 64 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -execution time of: 1.2703e-05s: Index: 12 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -execution time of: 1.2737e-05s: Index: 25 | Max_nodes: 64 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -execution time of: 1.2760e-05s: Index: 18 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -execution time of: 1.2875e-05s: Index: 29 | Max_nodes: 64 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -execution time of: 1.3008e-05s: Index: 8 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -execution time of: 1.3043e-05s: Index: 14 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -execution time of: 1.3060e-05s: Index: 6 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -execution time of: 1.3107e-05s: Index: 19 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -execution time of: 1.3113e-05s: Index: 16 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -execution time of: 1.3235e-05s: Index: 10 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -execution time of: 1.3263e-05s: Index: 13 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -execution time of: 1.3265e-05s: Index: 17 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -execution time of: 1.3273e-05s: Index: 20 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -execution time of: 1.3333e-05s: Index: 0 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -execution time of: 1.3405e-05s: Index: 22 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -execution time of: 1.3413e-05s: Index: 9 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -execution time of: 1.3463e-05s: Index: 7 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -execution time of: 1.3523e-05s: Index: 15 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -execution time of: 1.3528e-05s: Index: 2 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -execution time of: 1.3580e-05s: Index: 11 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -execution time of: 1.3638e-05s: Index: 24 | Max_nodes: 64 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -execution time of: 1.3650e-05s: Index: 1 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -execution time of: 1.3650e-05s: Index: 4 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -execution time of: 1.3703e-05s: Index: 23 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -execution time of: 1.3760e-05s: Index: 3 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -execution time of: 1.4080e-05s: Index: 5 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -execution time of: 1.7410e-05s: Index: 83 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +execution time of: 8.4647e-05s: Index: 72 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| + +execution time of: 8.5306e-05s: Index: 96 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| + +execution time of: 8.7118e-05s: Index: 78 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| + +execution time of: 8.7397e-05s: Index: 102 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| + +execution time of: 8.7959e-05s: Index: 73 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| + +execution time of: 8.8289e-05s: Index: 97 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| + +execution time of: 8.8448e-05s: Index: 108 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| + +execution time of: 8.8550e-05s: Index: 84 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| + +execution time of: 8.8643e-05s: Index: 104 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| + +execution time of: 8.8779e-05s: Index: 76 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| + +execution time of: 8.8847e-05s: Index: 90 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| + +execution time of: 8.8999e-05s: Index: 80 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| + +execution time of: 8.9053e-05s: Index: 99 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| + +execution time of: 8.9185e-05s: Index: 48 | Max_nodes: 42 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| + +execution time of: 8.9409e-05s: Index: 74 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| + +execution time of: 8.9427e-05s: Index: 100 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| + +execution time of: 8.9454e-05s: Index: 75 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| + +execution time of: 8.9503e-05s: Index: 98 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| + +execution time of: 8.9974e-05s: Index: 106 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| + +execution time of: 9.0584e-05s: Index: 105 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| + +execution time of: 9.0620e-05s: Index: 82 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| + +execution time of: 9.0649e-05s: Index: 114 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| + +execution time of: 9.0717e-05s: Index: 60 | Max_nodes: 42 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| + +execution time of: 9.0835e-05s: Index: 103 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| + +execution time of: 9.0927e-05s: Index: 92 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| + +execution time of: 9.0939e-05s: Index: 79 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| + +execution time of: 9.0987e-05s: Index: 81 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| + +execution time of: 9.1062e-05s: Index: 62 | Max_nodes: 42 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| + +execution time of: 9.1079e-05s: Index: 66 | Max_nodes: 42 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| + +execution time of: 9.1175e-05s: Index: 91 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| + +execution time of: 9.1476e-05s: Index: 112 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| + +execution time of: 9.1600e-05s: Index: 101 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| + +execution time of: 9.1627e-05s: Index: 68 | Max_nodes: 42 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| + +execution time of: 9.1802e-05s: Index: 88 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| + +execution time of: 9.1886e-05s: Index: 54 | Max_nodes: 42 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| + +execution time of: 9.2021e-05s: Index: 64 | Max_nodes: 42 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| + +execution time of: 9.2079e-05s: Index: 77 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| + +execution time of: 9.2293e-05s: Index: 94 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| + +execution time of: 9.2342e-05s: Index: 36 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| + +execution time of: 9.2450e-05s: Index: 56 | Max_nodes: 42 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| + +execution time of: 9.2822e-05s: Index: 61 | Max_nodes: 42 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| + +execution time of: 9.2860e-05s: Index: 50 | Max_nodes: 42 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| + +execution time of: 9.2879e-05s: Index: 58 | Max_nodes: 42 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| + +execution time of: 9.2885e-05s: Index: 67 | Max_nodes: 42 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| + +execution time of: 9.2942e-05s: Index: 115 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| + +execution time of: 9.3055e-05s: Index: 49 | Max_nodes: 42 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| + +execution time of: 9.3152e-05s: Index: 93 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| + +execution time of: 9.3305e-05s: Index: 86 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| + +execution time of: 9.3398e-05s: Index: 111 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| + +execution time of: 9.3400e-05s: Index: 116 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| + +execution time of: 9.3424e-05s: Index: 51 | Max_nodes: 42 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| + +execution time of: 9.3425e-05s: Index: 107 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| + +execution time of: 9.3558e-05s: Index: 70 | Max_nodes: 42 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| + +execution time of: 9.3579e-05s: Index: 110 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| + +execution time of: 9.3603e-05s: Index: 52 | Max_nodes: 42 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| + +execution time of: 9.3665e-05s: Index: 69 | Max_nodes: 42 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| + +execution time of: 9.3755e-05s: Index: 42 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| + +execution time of: 9.4000e-05s: Index: 63 | Max_nodes: 42 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| + +execution time of: 9.4153e-05s: Index: 109 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| + +execution time of: 9.4245e-05s: Index: 118 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| + +execution time of: 9.4440e-05s: Index: 32 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| + +execution time of: 9.4464e-05s: Index: 113 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| + +execution time of: 9.4547e-05s: Index: 83 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| + +execution time of: 9.4577e-05s: Index: 89 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| + +execution time of: 9.4609e-05s: Index: 57 | Max_nodes: 42 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| + +execution time of: 9.4610e-05s: Index: 65 | Max_nodes: 42 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| + +execution time of: 9.4647e-05s: Index: 117 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| + +execution time of: 9.4703e-05s: Index: 87 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| + +execution time of: 9.4749e-05s: Index: 85 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| + +execution time of: 9.4908e-05s: Index: 55 | Max_nodes: 42 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| + +execution time of: 9.4977e-05s: Index: 95 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| + +execution time of: 9.5210e-05s: Index: 40 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| + +execution time of: 9.5454e-05s: Index: 34 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| + +execution time of: 9.5519e-05s: Index: 38 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| + +execution time of: 9.6007e-05s: Index: 30 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| + +execution time of: 9.6317e-05s: Index: 71 | Max_nodes: 42 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| + +execution time of: 9.6384e-05s: Index: 43 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| + +execution time of: 9.6707e-05s: Index: 37 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| + +execution time of: 9.6733e-05s: Index: 59 | Max_nodes: 42 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| + +execution time of: 9.6984e-05s: Index: 44 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| + +execution time of: 9.7015e-05s: Index: 33 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| + +execution time of: 9.7151e-05s: Index: 24 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| + +execution time of: 9.7565e-05s: Index: 53 | Max_nodes: 42 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| + +execution time of: 9.7833e-05s: Index: 31 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| + +execution time of: 9.8174e-05s: Index: 45 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| + +execution time of: 9.8217e-05s: Index: 119 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| + +execution time of: 9.8298e-05s: Index: 46 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| + +execution time of: 9.8446e-05s: Index: 39 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| + +execution time of: 9.9062e-05s: Index: 41 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| + +execution time of: 9.9322e-05s: Index: 26 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| + +execution time of: 9.9461e-05s: Index: 35 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| + +execution time of: 1.0026e-04s: Index: 25 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| + +execution time of: 1.0043e-04s: Index: 28 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| + +execution time of: 1.0060e-04s: Index: 27 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| + +execution time of: 1.0091e-04s: Index: 47 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| + +execution time of: 1.0142e-04s: Index: 12 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| + +execution time of: 1.0174e-04s: Index: 18 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| + +execution time of: 1.0307e-04s: Index: 29 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| + +execution time of: 1.0311e-04s: Index: 8 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| + +execution time of: 1.0360e-04s: Index: 16 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| + +execution time of: 1.0370e-04s: Index: 10 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| + +execution time of: 1.0432e-04s: Index: 13 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| + +execution time of: 1.0447e-04s: Index: 0 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| + +execution time of: 1.0453e-04s: Index: 6 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| + +execution time of: 1.0505e-04s: Index: 19 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| + +execution time of: 1.0509e-04s: Index: 9 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| + +execution time of: 1.0567e-04s: Index: 7 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| + +execution time of: 1.0595e-04s: Index: 15 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| + +execution time of: 1.0596e-04s: Index: 21 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| + +execution time of: 1.0610e-04s: Index: 2 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| + +execution time of: 1.0635e-04s: Index: 20 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| + +execution time of: 1.0656e-04s: Index: 22 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| + +execution time of: 1.0671e-04s: Index: 4 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| + +execution time of: 1.0675e-04s: Index: 14 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| + +execution time of: 1.0696e-04s: Index: 17 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| + +execution time of: 1.0701e-04s: Index: 1 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| + +execution time of: 1.0712e-04s: Index: 3 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| + +execution time of: 1.0728e-04s: Index: 11 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| + +execution time of: 1.0896e-04s: Index: 23 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| + +execution time of: 1.0999e-04s: Index: 5 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| + ________________________________________________________________________________________________ Start Simulation of qftentangled_indep_qiskit_6__________________________________________________ @@ -405,703 +866,2927 @@ Start Simulation of qftentangled_indep_qiskit_6_________________________________ 37:...|...|...|...|...|...5 .o:...0...1...2...3...4...5 Total Permutations: 720 -Min time: 1.4245e-05s................. Permutation 480: 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Max time: 2.7050e-05s................. Permutation 46 : 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| +Min time: 1.1576e-04s................. Permutation 600: 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +Max time: 1.9116e-04s................. Permutation 17 : 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| Min active nodes: 63 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Min max nodes: 84 nodes.................... Permutation 480: 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +Min max nodes: 74 nodes.................... Permutation 480: 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| Max active nodes: 63 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Max max nodes: 173 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Max max nodes: 126 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| ________________________________________________________________________________________________ 720 permutations have 63 active nodes. +Index: 600 | Max_nodes: 74 | Time: 1.1576e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +Index: 480 | Max_nodes: 74 | Time: 1.1636e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +Index: 602 | Max_nodes: 74 | Time: 1.1848e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 4| +Index: 601 | Max_nodes: 74 | Time: 1.1887e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| +Index: 624 | Max_nodes: 74 | Time: 1.1896e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| +Index: 482 | Max_nodes: 74 | Time: 1.1925e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| +Index: 486 | Max_nodes: 74 | Time: 1.1928e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +Index: 608 | Max_nodes: 74 | Time: 1.1963e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| +Index: 504 | Max_nodes: 74 | Time: 1.1973e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 5| +Index: 630 | Max_nodes: 74 | Time: 1.1977e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| +Index: 612 | Max_nodes: 74 | Time: 1.1983e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4| +Index: 606 | Max_nodes: 74 | Time: 1.1989e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4| +Index: 648 | Max_nodes: 74 | Time: 1.2007e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| +Index: 604 | Max_nodes: 74 | Time: 1.2018e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| +Index: 603 | Max_nodes: 74 | Time: 1.2020e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2| +Index: 481 | Max_nodes: 74 | Time: 1.2029e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 3| +Index: 488 | Max_nodes: 74 | Time: 1.2068e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| +Index: 484 | Max_nodes: 74 | Time: 1.2081e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| +Index: 528 | Max_nodes: 74 | Time: 1.2083e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| +Index: 672 | Max_nodes: 74 | Time: 1.2091e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| +Index: 510 | Max_nodes: 74 | Time: 1.2106e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| +Index: 610 | Max_nodes: 74 | Time: 1.2106e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 3| +Index: 636 | Max_nodes: 74 | Time: 1.2112e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| +Index: 632 | Max_nodes: 74 | Time: 1.2116e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| +Index: 576 | Max_nodes: 74 | Time: 1.2116e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| +Index: 626 | Max_nodes: 74 | Time: 1.2135e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| +Index: 483 | Max_nodes: 74 | Time: 1.2166e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| +Index: 607 | Max_nodes: 74 | Time: 1.2166e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3| +Index: 625 | Max_nodes: 74 | Time: 1.2168e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3| +Index: 516 | Max_nodes: 74 | Time: 1.2190e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| +Index: 512 | Max_nodes: 74 | Time: 1.2192e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| +Index: 492 | Max_nodes: 74 | Time: 1.2203e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| +Index: 498 | Max_nodes: 74 | Time: 1.2211e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| +Index: 609 | Max_nodes: 74 | Time: 1.2214e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| +Index: 490 | Max_nodes: 74 | Time: 1.2216e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| +Index: 618 | Max_nodes: 74 | Time: 1.2224e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| +Index: 506 | Max_nodes: 74 | Time: 1.2231e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| +Index: 654 | Max_nodes: 74 | Time: 1.2234e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4| +Index: 660 | Max_nodes: 74 | Time: 1.2235e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| +Index: 634 | Max_nodes: 74 | Time: 1.2244e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| +Index: 650 | Max_nodes: 74 | Time: 1.2248e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| +Index: 614 | Max_nodes: 74 | Time: 1.2282e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4| +Index: 642 | Max_nodes: 74 | Time: 1.2286e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| +Index: 505 | Max_nodes: 74 | Time: 1.2287e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 3| +Index: 487 | Max_nodes: 74 | Time: 1.2290e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3| +Index: 552 | Max_nodes: 74 | Time: 1.2291e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| +Index: 605 | Max_nodes: 74 | Time: 1.2295e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 2| +Index: 631 | Max_nodes: 74 | Time: 1.2302e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 3| +Index: 616 | Max_nodes: 74 | Time: 1.2308e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| +Index: 534 | Max_nodes: 74 | Time: 1.2316e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5| +Index: 489 | Max_nodes: 74 | Time: 1.2321e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1| +Index: 628 | Max_nodes: 74 | Time: 1.2322e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 3| +Index: 530 | Max_nodes: 74 | Time: 1.2339e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| +Index: 494 | Max_nodes: 74 | Time: 1.2340e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| +Index: 678 | Max_nodes: 74 | Time: 1.2359e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| +Index: 627 | Max_nodes: 74 | Time: 1.2360e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 2| +Index: 633 | Max_nodes: 74 | Time: 1.2365e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| +Index: 666 | Max_nodes: 74 | Time: 1.2369e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| +Index: 496 | Max_nodes: 74 | Time: 1.2370e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 2| +Index: 582 | Max_nodes: 74 | Time: 1.2391e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3| +Index: 577 | Max_nodes: 74 | Time: 1.2392e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| +Index: 578 | Max_nodes: 74 | Time: 1.2395e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| +Index: 656 | Max_nodes: 74 | Time: 1.2396e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| +Index: 674 | Max_nodes: 74 | Time: 1.2406e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| +Index: 620 | Max_nodes: 74 | Time: 1.2409e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| +Index: 522 | Max_nodes: 74 | Time: 1.2419e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| +Index: 529 | Max_nodes: 74 | Time: 1.2419e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| +Index: 613 | Max_nodes: 74 | Time: 1.2420e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| +Index: 640 | Max_nodes: 74 | Time: 1.2448e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| +Index: 619 | Max_nodes: 74 | Time: 1.2452e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2| +Index: 611 | Max_nodes: 74 | Time: 1.2454e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 1| +Index: 493 | Max_nodes: 74 | Time: 1.2458e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2| +Index: 536 | Max_nodes: 74 | Time: 1.2460e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| +Index: 540 | Max_nodes: 74 | Time: 1.2460e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| +Index: 558 | Max_nodes: 74 | Time: 1.2460e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| +Index: 507 | Max_nodes: 74 | Time: 1.2461e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 2| +Index: 500 | Max_nodes: 74 | Time: 1.2465e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 3| +Index: 638 | Max_nodes: 74 | Time: 1.2470e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| +Index: 513 | Max_nodes: 74 | Time: 1.2473e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| +Index: 680 | Max_nodes: 74 | Time: 1.2480e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| +Index: 637 | Max_nodes: 74 | Time: 1.2483e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 2| +Index: 673 | Max_nodes: 74 | Time: 1.2484e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| +Index: 615 | Max_nodes: 74 | Time: 1.2485e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 1| +Index: 485 | Max_nodes: 74 | Time: 1.2495e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| +Index: 554 | Max_nodes: 74 | Time: 1.2502e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| +Index: 518 | Max_nodes: 74 | Time: 1.2503e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| +Index: 649 | Max_nodes: 74 | Time: 1.2508e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 3| +Index: 584 | Max_nodes: 74 | Time: 1.2510e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +Index: 580 | Max_nodes: 74 | Time: 1.2510e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 2| +Index: 520 | Max_nodes: 74 | Time: 1.2514e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| +Index: 652 | Max_nodes: 74 | Time: 1.2515e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3| +Index: 651 | Max_nodes: 74 | Time: 1.2517e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| +Index: 588 | Max_nodes: 74 | Time: 1.2523e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| +Index: 658 | Max_nodes: 74 | Time: 1.2530e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| +Index: 508 | Max_nodes: 74 | Time: 1.2532e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 3| +Index: 698 | Max_nodes: 74 | Time: 1.2542e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| +Index: 579 | Max_nodes: 74 | Time: 1.2544e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1| +Index: 644 | Max_nodes: 74 | Time: 1.2545e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| +Index: 532 | Max_nodes: 74 | Time: 1.2547e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| +Index: 499 | Max_nodes: 74 | Time: 1.2560e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| +Index: 491 | Max_nodes: 74 | Time: 1.2569e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| +Index: 560 | Max_nodes: 74 | Time: 1.2569e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| +Index: 697 | Max_nodes: 74 | Time: 1.2572e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| +Index: 542 | Max_nodes: 74 | Time: 1.2573e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| +Index: 664 | Max_nodes: 74 | Time: 1.2575e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| +Index: 622 | Max_nodes: 74 | Time: 1.2576e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| +Index: 511 | Max_nodes: 74 | Time: 1.2578e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 3| +Index: 696 | Max_nodes: 74 | Time: 1.2579e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 3| +Index: 517 | Max_nodes: 74 | Time: 1.2585e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| +Index: 675 | Max_nodes: 74 | Time: 1.2587e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1| +Index: 621 | Max_nodes: 74 | Time: 1.2589e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| +Index: 524 | Max_nodes: 74 | Time: 1.2600e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| +Index: 514 | Max_nodes: 74 | Time: 1.2600e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| +Index: 662 | Max_nodes: 74 | Time: 1.2604e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| +Index: 655 | Max_nodes: 74 | Time: 1.2608e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 3| +Index: 570 | Max_nodes: 74 | Time: 1.2608e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| +Index: 553 | Max_nodes: 74 | Time: 1.2609e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2| +Index: 661 | Max_nodes: 74 | Time: 1.2622e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| +Index: 523 | Max_nodes: 74 | Time: 1.2624e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| +Index: 502 | Max_nodes: 74 | Time: 1.2626e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| +Index: 495 | Max_nodes: 74 | Time: 1.2626e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 1| +Index: 668 | Max_nodes: 74 | Time: 1.2627e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| +Index: 586 | Max_nodes: 74 | Time: 1.2629e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| +Index: 594 | Max_nodes: 74 | Time: 1.2634e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +Index: 657 | Max_nodes: 74 | Time: 1.2635e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| +Index: 676 | Max_nodes: 74 | Time: 1.2637e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| +Index: 538 | Max_nodes: 74 | Time: 1.2637e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| +Index: 639 | Max_nodes: 74 | Time: 1.2654e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| +Index: 708 | Max_nodes: 74 | Time: 1.2663e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| +Index: 700 | Max_nodes: 74 | Time: 1.2664e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 2| +Index: 635 | Max_nodes: 74 | Time: 1.2667e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| +Index: 646 | Max_nodes: 74 | Time: 1.2669e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| +Index: 629 | Max_nodes: 74 | Time: 1.2670e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| +Index: 682 | Max_nodes: 74 | Time: 1.2673e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| +Index: 704 | Max_nodes: 74 | Time: 1.2682e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +Index: 497 | Max_nodes: 74 | Time: 1.2693e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 1| +Index: 583 | Max_nodes: 74 | Time: 1.2694e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| +Index: 501 | Max_nodes: 74 | Time: 1.2695e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| +Index: 667 | Max_nodes: 74 | Time: 1.2710e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| +Index: 548 | Max_nodes: 74 | Time: 1.2712e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| +Index: 684 | Max_nodes: 74 | Time: 1.2732e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| +Index: 681 | Max_nodes: 74 | Time: 1.2732e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| +Index: 546 | Max_nodes: 74 | Time: 1.2734e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| +Index: 541 | Max_nodes: 74 | Time: 1.2739e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| +Index: 690 | Max_nodes: 74 | Time: 1.2755e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| +Index: 519 | Max_nodes: 74 | Time: 1.2755e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| +Index: 531 | Max_nodes: 74 | Time: 1.2759e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| +Index: 702 | Max_nodes: 74 | Time: 1.2762e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| +Index: 556 | Max_nodes: 74 | Time: 1.2768e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| +Index: 617 | Max_nodes: 74 | Time: 1.2778e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| +Index: 699 | Max_nodes: 74 | Time: 1.2781e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| +Index: 643 | Max_nodes: 74 | Time: 1.2784e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| +Index: 645 | Max_nodes: 74 | Time: 1.2792e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| +Index: 585 | Max_nodes: 74 | Time: 1.2794e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +Index: 547 | Max_nodes: 74 | Time: 1.2795e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| +Index: 714 | Max_nodes: 74 | Time: 1.2795e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +Index: 537 | Max_nodes: 74 | Time: 1.2801e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| +Index: 515 | Max_nodes: 74 | Time: 1.2802e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0| +Index: 641 | Max_nodes: 74 | Time: 1.2804e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| +Index: 592 | 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Max_nodes: 96 | Time: 1.6334e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +Index: 135 | Max_nodes: 96 | Time: 1.6357e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +Index: 141 | Max_nodes: 96 | Time: 1.6366e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +Index: 124 | Max_nodes: 96 | Time: 1.6416e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +Index: 121 | Max_nodes: 96 | Time: 1.6424e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Index: 142 | Max_nodes: 96 | Time: 1.6430e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +Index: 137 | Max_nodes: 96 | Time: 1.6456e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +Index: 131 | Max_nodes: 96 | Time: 1.6475e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +Index: 123 | Max_nodes: 96 | Time: 1.6490e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +Index: 143 | Max_nodes: 96 | Time: 1.6608e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +Index: 125 | Max_nodes: 96 | Time: 1.6752e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +Index: 72 | Max_nodes: 126 | Time: 1.6195e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +Index: 96 | Max_nodes: 126 | Time: 1.6214e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +Index: 102 | Max_nodes: 126 | Time: 1.6444e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| +Index: 74 | Max_nodes: 126 | Time: 1.6457e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| +Index: 78 | Max_nodes: 126 | Time: 1.6488e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +Index: 97 | Max_nodes: 126 | Time: 1.6498e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| +Index: 73 | Max_nodes: 126 | Time: 1.6538e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| +Index: 98 | Max_nodes: 126 | Time: 1.6558e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| +Index: 84 | Max_nodes: 126 | Time: 1.6585e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| +Index: 90 | Max_nodes: 126 | Time: 1.6589e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| +Index: 99 | Max_nodes: 126 | Time: 1.6597e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| +Index: 48 | Max_nodes: 126 | Time: 1.6606e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +Index: 108 | Max_nodes: 126 | Time: 1.6606e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| +Index: 76 | Max_nodes: 126 | Time: 1.6615e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| +Index: 104 | Max_nodes: 126 | Time: 1.6618e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| +Index: 66 | Max_nodes: 126 | Time: 1.6645e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| +Index: 100 | Max_nodes: 126 | Time: 1.6663e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| +Index: 80 | Max_nodes: 126 | Time: 1.6675e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| +Index: 106 | Max_nodes: 126 | Time: 1.6721e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| +Index: 75 | Max_nodes: 126 | Time: 1.6721e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| +Index: 60 | Max_nodes: 126 | Time: 1.6736e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| +Index: 82 | Max_nodes: 126 | Time: 1.6786e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| +Index: 105 | Max_nodes: 126 | Time: 1.6788e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| +Index: 103 | Max_nodes: 126 | Time: 1.6796e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| +Index: 50 | Max_nodes: 126 | Time: 1.6815e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| +Index: 114 | Max_nodes: 126 | Time: 1.6823e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| +Index: 52 | Max_nodes: 126 | Time: 1.6837e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| +Index: 92 | Max_nodes: 126 | Time: 1.6852e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3| +Index: 110 | Max_nodes: 126 | Time: 1.6864e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 4| +Index: 79 | Max_nodes: 126 | Time: 1.6881e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| +Index: 112 | Max_nodes: 126 | Time: 1.6891e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| +Index: 91 | Max_nodes: 126 | Time: 1.6897e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| +Index: 68 | Max_nodes: 126 | Time: 1.6901e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| +Index: 101 | Max_nodes: 126 | Time: 1.6915e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| +Index: 54 | Max_nodes: 126 | Time: 1.6918e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +Index: 88 | Max_nodes: 126 | Time: 1.6918e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| +Index: 56 | Max_nodes: 126 | Time: 1.6921e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| +Index: 109 | Max_nodes: 126 | Time: 1.6936e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| +Index: 86 | Max_nodes: 126 | Time: 1.6959e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| +Index: 64 | Max_nodes: 126 | Time: 1.6964e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| +Index: 49 | Max_nodes: 126 | Time: 1.6973e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +Index: 81 | Max_nodes: 126 | Time: 1.6997e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| +Index: 51 | Max_nodes: 126 | Time: 1.6997e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +Index: 61 | Max_nodes: 126 | Time: 1.7002e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| +Index: 77 | Max_nodes: 126 | Time: 1.7011e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| +Index: 58 | Max_nodes: 126 | Time: 1.7018e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| +Index: 116 | Max_nodes: 126 | Time: 1.7026e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 3| +Index: 67 | Max_nodes: 126 | Time: 1.7053e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| +Index: 93 | Max_nodes: 126 | Time: 1.7057e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| +Index: 62 | Max_nodes: 126 | Time: 1.7061e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| +Index: 85 | Max_nodes: 126 | Time: 1.7072e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| +Index: 107 | Max_nodes: 126 | Time: 1.7079e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| +Index: 63 | Max_nodes: 126 | Time: 1.7106e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| +Index: 94 | Max_nodes: 126 | Time: 1.7106e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2| +Index: 36 | Max_nodes: 126 | Time: 1.7110e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +Index: 83 | Max_nodes: 126 | Time: 1.7110e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| +Index: 70 | Max_nodes: 126 | Time: 1.7111e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| +Index: 87 | Max_nodes: 126 | Time: 1.7141e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| +Index: 42 | Max_nodes: 126 | Time: 1.7152e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| +Index: 32 | Max_nodes: 126 | Time: 1.7176e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +Index: 69 | Max_nodes: 126 | Time: 1.7191e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| +Index: 115 | Max_nodes: 126 | Time: 1.7193e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| +Index: 30 | Max_nodes: 126 | Time: 1.7195e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +Index: 118 | Max_nodes: 126 | Time: 1.7199e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| +Index: 55 | Max_nodes: 126 | Time: 1.7203e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| +Index: 89 | Max_nodes: 126 | Time: 1.7210e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| +Index: 117 | Max_nodes: 126 | Time: 1.7212e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| +Index: 111 | Max_nodes: 126 | Time: 1.7223e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| +Index: 65 | Max_nodes: 126 | Time: 1.7233e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| +Index: 57 | Max_nodes: 126 | Time: 1.7262e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| +Index: 113 | Max_nodes: 126 | Time: 1.7297e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| +Index: 40 | Max_nodes: 126 | Time: 1.7308e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| +Index: 34 | Max_nodes: 126 | Time: 1.7312e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| +Index: 37 | Max_nodes: 126 | Time: 1.7352e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| +Index: 53 | Max_nodes: 126 | Time: 1.7359e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +Index: 95 | Max_nodes: 126 | Time: 1.7366e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| +Index: 38 | Max_nodes: 126 | Time: 1.7376e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| +Index: 71 | Max_nodes: 126 | Time: 1.7395e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| +Index: 59 | Max_nodes: 126 | Time: 1.7418e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| +Index: 33 | Max_nodes: 126 | Time: 1.7448e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +Index: 24 | Max_nodes: 126 | Time: 1.7481e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +Index: 43 | Max_nodes: 126 | Time: 1.7487e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| +Index: 31 | Max_nodes: 126 | Time: 1.7512e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| +Index: 119 | Max_nodes: 126 | Time: 1.7548e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| +Index: 26 | Max_nodes: 126 | Time: 1.7568e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +Index: 45 | Max_nodes: 126 | Time: 1.7613e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| +Index: 44 | Max_nodes: 126 | Time: 1.7662e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| +Index: 28 | Max_nodes: 126 | Time: 1.7691e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +Index: 35 | Max_nodes: 126 | Time: 1.7692e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| +Index: 39 | Max_nodes: 126 | Time: 1.7781e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +Index: 41 | Max_nodes: 126 | Time: 1.7798e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| +Index: 12 | Max_nodes: 126 | Time: 1.7836e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +Index: 25 | Max_nodes: 126 | Time: 1.7863e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +Index: 46 | Max_nodes: 126 | Time: 1.7871e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| +Index: 27 | Max_nodes: 126 | Time: 1.7955e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +Index: 47 | Max_nodes: 126 | Time: 1.8002e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| +Index: 18 | Max_nodes: 126 | Time: 1.8016e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +Index: 8 | Max_nodes: 126 | Time: 1.8106e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +Index: 16 | Max_nodes: 126 | Time: 1.8143e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +Index: 10 | Max_nodes: 126 | Time: 1.8146e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +Index: 6 | Max_nodes: 126 | Time: 1.8158e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Index: 0 | Max_nodes: 126 | Time: 1.8166e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Index: 14 | Max_nodes: 126 | Time: 1.8177e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +Index: 13 | Max_nodes: 126 | Time: 1.8213e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +Index: 29 | Max_nodes: 126 | Time: 1.8245e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +Index: 19 | Max_nodes: 126 | Time: 1.8288e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +Index: 20 | Max_nodes: 126 | Time: 1.8311e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +Index: 15 | Max_nodes: 126 | Time: 1.8319e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +Index: 7 | Max_nodes: 126 | Time: 1.8320e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +Index: 9 | Max_nodes: 126 | Time: 1.8322e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +Index: 22 | Max_nodes: 126 | Time: 1.8361e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +Index: 2 | Max_nodes: 126 | Time: 1.8373e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 4 | Max_nodes: 126 | Time: 1.8438e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +Index: 21 | Max_nodes: 126 | Time: 1.8456e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +Index: 3 | Max_nodes: 126 | Time: 1.8460e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +Index: 1 | Max_nodes: 126 | Time: 1.8476e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Index: 11 | Max_nodes: 126 | Time: 1.8559e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +Index: 23 | Max_nodes: 126 | Time: 1.8644e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +Index: 5 | Max_nodes: 126 | Time: 1.8728e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +Index: 17 | Max_nodes: 126 | Time: 1.9116e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| ........................... -Average time: 1.7916e-05s +Average time: 1.4101e-04s ________________________________________________________________________________________________ -240 permutations have 84 max nodes. +240 permutations have 74 max nodes. +Index: 600 | Active_nodes: 63 | Time: 1.1576e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +Index: 480 | Active_nodes: 63 | Time: 1.1636e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +Index: 602 | Active_nodes: 63 | Time: 1.1848e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 4| +Index: 601 | Active_nodes: 63 | Time: 1.1887e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| +Index: 624 | Active_nodes: 63 | Time: 1.1896e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| +Index: 482 | Active_nodes: 63 | Time: 1.1925e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| +Index: 486 | Active_nodes: 63 | Time: 1.1928e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +Index: 608 | Active_nodes: 63 | Time: 1.1963e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| +Index: 504 | Active_nodes: 63 | Time: 1.1973e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 5| +Index: 630 | Active_nodes: 63 | Time: 1.1977e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| +Index: 612 | Active_nodes: 63 | Time: 1.1983e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4| +Index: 606 | Active_nodes: 63 | Time: 1.1989e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4| +Index: 648 | Active_nodes: 63 | Time: 1.2007e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| +Index: 604 | Active_nodes: 63 | Time: 1.2018e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| +Index: 603 | Active_nodes: 63 | Time: 1.2020e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2| +Index: 481 | Active_nodes: 63 | Time: 1.2029e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 3| +Index: 488 | Active_nodes: 63 | Time: 1.2068e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| +Index: 484 | Active_nodes: 63 | Time: 1.2081e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| +Index: 528 | Active_nodes: 63 | Time: 1.2083e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| +Index: 672 | Active_nodes: 63 | Time: 1.2091e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| +Index: 510 | Active_nodes: 63 | Time: 1.2106e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| +Index: 610 | Active_nodes: 63 | Time: 1.2106e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 3| +Index: 636 | Active_nodes: 63 | Time: 1.2112e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| +Index: 632 | Active_nodes: 63 | Time: 1.2116e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| +Index: 576 | Active_nodes: 63 | Time: 1.2116e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| +Index: 626 | Active_nodes: 63 | Time: 1.2135e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| +Index: 483 | Active_nodes: 63 | Time: 1.2166e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| +Index: 607 | Active_nodes: 63 | Time: 1.2166e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3| +Index: 625 | Active_nodes: 63 | Time: 1.2168e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3| +Index: 516 | Active_nodes: 63 | Time: 1.2190e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| +Index: 512 | Active_nodes: 63 | Time: 1.2192e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| +Index: 492 | Active_nodes: 63 | Time: 1.2203e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| +Index: 498 | Active_nodes: 63 | Time: 1.2211e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| +Index: 609 | Active_nodes: 63 | Time: 1.2214e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| +Index: 490 | Active_nodes: 63 | Time: 1.2216e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| +Index: 618 | Active_nodes: 63 | Time: 1.2224e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| +Index: 506 | Active_nodes: 63 | Time: 1.2231e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| 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1|4 -> 4|5 -> 0| +Index: 691 | Active_nodes: 63 | Time: 1.2817e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| +Index: 623 | Active_nodes: 63 | Time: 1.2819e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| +Index: 566 | Active_nodes: 63 | Time: 1.2828e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +Index: 653 | Active_nodes: 63 | Time: 1.2831e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| +Index: 706 | Active_nodes: 63 | Time: 1.2831e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| +Index: 525 | Active_nodes: 63 | Time: 1.2835e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| +Index: 564 | Active_nodes: 63 | Time: 1.2836e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +Index: 562 | Active_nodes: 63 | Time: 1.2838e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| +Index: 692 | Active_nodes: 63 | Time: 1.2844e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +Index: 561 | Active_nodes: 63 | Time: 1.2854e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| +Index: 521 | Active_nodes: 63 | Time: 1.2856e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| +Index: 688 | Active_nodes: 63 | Time: 1.2860e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| +Index: 589 | Active_nodes: 63 | Time: 1.2862e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| +Index: 533 | Active_nodes: 63 | Time: 1.2863e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 1| +Index: 686 | Active_nodes: 63 | Time: 1.2864e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +Index: 665 | Active_nodes: 63 | Time: 1.2864e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| +Index: 669 | Active_nodes: 63 | Time: 1.2869e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| +Index: 703 | Active_nodes: 63 | Time: 1.2872e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| +Index: 509 | Active_nodes: 63 | Time: 1.2873e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 2| +Index: 705 | Active_nodes: 63 | Time: 1.2879e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +Index: 572 | Active_nodes: 63 | Time: 1.2879e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| +Index: 503 | Active_nodes: 63 | Time: 1.2881e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1| +Index: 571 | Active_nodes: 63 | Time: 1.2881e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| +Index: 543 | Active_nodes: 63 | Time: 1.2882e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| +Index: 677 | Active_nodes: 63 | Time: 1.2884e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| +Index: 559 | Active_nodes: 63 | Time: 1.2887e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 2| +Index: 581 | Active_nodes: 63 | Time: 1.2891e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| +Index: 659 | Active_nodes: 63 | Time: 1.2904e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| +Index: 587 | Active_nodes: 63 | Time: 1.2913e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +Index: 694 | Active_nodes: 63 | Time: 1.2919e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +Index: 526 | Active_nodes: 63 | Time: 1.2926e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 2| +Index: 670 | Active_nodes: 63 | Time: 1.2926e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| +Index: 595 | Active_nodes: 63 | Time: 1.2926e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +Index: 712 | Active_nodes: 63 | Time: 1.2933e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +Index: 685 | Active_nodes: 63 | Time: 1.2943e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| +Index: 545 | Active_nodes: 63 | Time: 1.2944e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| +Index: 568 | Active_nodes: 63 | Time: 1.2949e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| +Index: 544 | Active_nodes: 63 | Time: 1.2980e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| +Index: 701 | Active_nodes: 63 | Time: 1.2980e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| +Index: 693 | Active_nodes: 63 | Time: 1.2991e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +Index: 557 | Active_nodes: 63 | Time: 1.2996e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| +Index: 647 | Active_nodes: 63 | Time: 1.2999e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 0| +Index: 549 | Active_nodes: 63 | Time: 1.2999e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| +Index: 573 | Active_nodes: 63 | Time: 1.3018e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +Index: 539 | Active_nodes: 63 | Time: 1.3027e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| +Index: 593 | Active_nodes: 63 | Time: 1.3027e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +Index: 709 | Active_nodes: 63 | Time: 1.3038e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| +Index: 555 | Active_nodes: 63 | Time: 1.3041e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| +Index: 687 | Active_nodes: 63 | Time: 1.3046e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +Index: 683 | Active_nodes: 63 | Time: 1.3052e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| +Index: 598 | Active_nodes: 63 | Time: 1.3061e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +Index: 527 | Active_nodes: 63 | Time: 1.3077e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| +Index: 565 | Active_nodes: 63 | Time: 1.3078e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| +Index: 550 | Active_nodes: 63 | Time: 1.3081e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| +Index: 590 | Active_nodes: 63 | Time: 1.3098e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +Index: 715 | Active_nodes: 63 | Time: 1.3099e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +Index: 574 | Active_nodes: 63 | Time: 1.3104e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +Index: 671 | Active_nodes: 63 | Time: 1.3108e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +Index: 716 | Active_nodes: 63 | Time: 1.3113e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +Index: 563 | Active_nodes: 63 | Time: 1.3124e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| +Index: 591 | Active_nodes: 63 | Time: 1.3133e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| +Index: 567 | Active_nodes: 63 | Time: 1.3135e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| +Index: 596 | Active_nodes: 63 | Time: 1.3157e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +Index: 689 | Active_nodes: 63 | Time: 1.3165e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +Index: 707 | Active_nodes: 63 | Time: 1.3174e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +Index: 710 | Active_nodes: 63 | Time: 1.3193e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +Index: 551 | Active_nodes: 63 | Time: 1.3205e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +Index: 597 | Active_nodes: 63 | Time: 1.3226e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +Index: 717 | Active_nodes: 63 | Time: 1.3240e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +Index: 569 | Active_nodes: 63 | Time: 1.3253e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| +Index: 713 | Active_nodes: 63 | Time: 1.3270e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +Index: 575 | Active_nodes: 63 | Time: 1.3273e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +Index: 711 | Active_nodes: 63 | Time: 1.3274e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| +Index: 695 | Active_nodes: 63 | Time: 1.3289e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +Index: 599 | Active_nodes: 63 | Time: 1.3492e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +Index: 718 | Active_nodes: 63 | Time: 1.3499e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +Index: 719 | Active_nodes: 63 | Time: 1.3679e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +Index: 535 | Active_nodes: 63 | Time: 1.3856e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 3| ........................... -Average time: 1.5556e-05s +Average time: 1.2627e-04s + +120 permutations have 76 max nodes. +Index: 456 | Active_nodes: 63 | Time: 1.2243e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| +Index: 432 | Active_nodes: 63 | Time: 1.2268e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| +Index: 360 | Active_nodes: 63 | Time: 1.2434e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +Index: 438 | Active_nodes: 63 | Time: 1.2516e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| +Index: 434 | Active_nodes: 63 | Time: 1.2521e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| +Index: 462 | Active_nodes: 63 | Time: 1.2524e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 4| +Index: 372 | Active_nodes: 63 | Time: 1.2559e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| +Index: 378 | Active_nodes: 63 | Time: 1.2584e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 4| +Index: 468 | Active_nodes: 63 | Time: 1.2608e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| +Index: 464 | Active_nodes: 63 | Time: 1.2617e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| +Index: 450 | Active_nodes: 63 | Time: 1.2641e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| +Index: 362 | Active_nodes: 63 | Time: 1.2659e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| +Index: 458 | Active_nodes: 63 | Time: 1.2665e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| +Index: 396 | Active_nodes: 63 | Time: 1.2689e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| +Index: 366 | Active_nodes: 63 | Time: 1.2691e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +Index: 361 | Active_nodes: 63 | Time: 1.2702e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +Index: 384 | Active_nodes: 63 | Time: 1.2709e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| +Index: 402 | Active_nodes: 63 | Time: 1.2723e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 4| +Index: 460 | Active_nodes: 63 | Time: 1.2732e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 2| +Index: 364 | Active_nodes: 63 | Time: 1.2736e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| +Index: 433 | Active_nodes: 63 | Time: 1.2749e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 2| +Index: 459 | Active_nodes: 63 | Time: 1.2757e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 1| +Index: 368 | Active_nodes: 63 | Time: 1.2764e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| +Index: 370 | Active_nodes: 63 | Time: 1.2780e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 4| +Index: 440 | Active_nodes: 63 | Time: 1.2786e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| +Index: 374 | Active_nodes: 63 | Time: 1.2804e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 5| +Index: 363 | Active_nodes: 63 | Time: 1.2805e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +Index: 390 | Active_nodes: 63 | Time: 1.2810e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| +Index: 436 | Active_nodes: 63 | Time: 1.2814e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 2| +Index: 420 | Active_nodes: 63 | Time: 1.2821e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| +Index: 392 | Active_nodes: 63 | Time: 1.2830e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| +Index: 426 | Active_nodes: 63 | Time: 1.2837e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| +Index: 435 | Active_nodes: 63 | Time: 1.2849e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| +Index: 457 | Active_nodes: 63 | Time: 1.2853e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| +Index: 444 | Active_nodes: 63 | Time: 1.2860e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +Index: 463 | Active_nodes: 63 | Time: 1.2882e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 2| +Index: 470 | Active_nodes: 63 | Time: 1.2886e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +Index: 439 | Active_nodes: 63 | Time: 1.2904e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2| +Index: 474 | Active_nodes: 63 | Time: 1.2913e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| +Index: 446 | Active_nodes: 63 | Time: 1.2914e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +Index: 452 | Active_nodes: 63 | Time: 1.2914e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| +Index: 386 | Active_nodes: 63 | Time: 1.2923e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| +Index: 394 | Active_nodes: 63 | Time: 1.2934e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| +Index: 380 | Active_nodes: 63 | Time: 1.2936e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 4| +Index: 441 | Active_nodes: 63 | Time: 1.2943e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| +Index: 379 | Active_nodes: 63 | Time: 1.2950e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| +Index: 373 | Active_nodes: 63 | Time: 1.2952e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 2| +Index: 398 | Active_nodes: 63 | Time: 1.2954e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| +Index: 367 | Active_nodes: 63 | Time: 1.2959e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| +Index: 472 | Active_nodes: 63 | Time: 1.2960e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| +Index: 385 | Active_nodes: 63 | Time: 1.2992e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4| +Index: 369 | Active_nodes: 63 | Time: 1.2993e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 1| +Index: 388 | Active_nodes: 63 | Time: 1.2995e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| +Index: 465 | Active_nodes: 63 | Time: 1.3000e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| +Index: 461 | Active_nodes: 63 | Time: 1.3007e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 1| +Index: 404 | Active_nodes: 63 | Time: 1.3008e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| +Index: 451 | Active_nodes: 63 | Time: 1.3012e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| +Index: 448 | Active_nodes: 63 | Time: 1.3021e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| +Index: 469 | Active_nodes: 63 | Time: 1.3036e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| +Index: 453 | Active_nodes: 63 | Time: 1.3049e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +Index: 454 | Active_nodes: 63 | Time: 1.3053e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +Index: 382 | Active_nodes: 63 | Time: 1.3060e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2| +Index: 437 | Active_nodes: 63 | Time: 1.3067e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 1| +Index: 397 | Active_nodes: 63 | Time: 1.3068e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 2| +Index: 403 | Active_nodes: 63 | Time: 1.3078e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2| +Index: 365 | Active_nodes: 63 | Time: 1.3089e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +Index: 408 | Active_nodes: 63 | Time: 1.3094e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| +Index: 375 | Active_nodes: 63 | Time: 1.3094e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| +Index: 466 | Active_nodes: 63 | Time: 1.3095e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| +Index: 387 | Active_nodes: 63 | Time: 1.3097e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 2| +Index: 412 | Active_nodes: 63 | Time: 1.3105e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4| +Index: 381 | Active_nodes: 63 | Time: 1.3112e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1| +Index: 428 | Active_nodes: 63 | Time: 1.3113e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| +Index: 442 | Active_nodes: 63 | Time: 1.3119e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| +Index: 471 | Active_nodes: 63 | Time: 1.3125e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +Index: 445 | Active_nodes: 63 | Time: 1.3126e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| +Index: 376 | Active_nodes: 63 | Time: 1.3131e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2| +Index: 416 | Active_nodes: 63 | Time: 1.3136e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| +Index: 414 | Active_nodes: 63 | Time: 1.3144e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| +Index: 475 | Active_nodes: 63 | Time: 1.3145e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| +Index: 424 | Active_nodes: 63 | Time: 1.3153e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| +Index: 391 | Active_nodes: 63 | Time: 1.3165e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| +Index: 406 | Active_nodes: 63 | Time: 1.3175e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| +Index: 377 | Active_nodes: 63 | Time: 1.3181e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 1| +Index: 476 | Active_nodes: 63 | Time: 1.3188e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +Index: 443 | Active_nodes: 63 | Time: 1.3191e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| +Index: 447 | Active_nodes: 63 | Time: 1.3201e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| +Index: 409 | Active_nodes: 63 | Time: 1.3207e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| +Index: 410 | Active_nodes: 63 | Time: 1.3231e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| +Index: 418 | Active_nodes: 63 | Time: 1.3231e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| +Index: 477 | Active_nodes: 63 | Time: 1.3232e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +Index: 421 | Active_nodes: 63 | Time: 1.3241e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| +Index: 405 | Active_nodes: 63 | Time: 1.3243e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| +Index: 467 | Active_nodes: 63 | Time: 1.3247e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| +Index: 422 | Active_nodes: 63 | Time: 1.3252e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| +Index: 473 | Active_nodes: 63 | Time: 1.3254e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +Index: 399 | Active_nodes: 63 | Time: 1.3257e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| +Index: 371 | Active_nodes: 63 | Time: 1.3263e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| +Index: 401 | Active_nodes: 63 | Time: 1.3309e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0| +Index: 455 | Active_nodes: 63 | Time: 1.3324e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +Index: 478 | Active_nodes: 63 | Time: 1.3329e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +Index: 423 | Active_nodes: 63 | Time: 1.3334e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| +Index: 411 | Active_nodes: 63 | Time: 1.3353e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 1| +Index: 430 | Active_nodes: 63 | Time: 1.3355e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| +Index: 383 | Active_nodes: 63 | Time: 1.3362e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| +Index: 429 | Active_nodes: 63 | Time: 1.3394e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| +Index: 415 | Active_nodes: 63 | Time: 1.3407e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| +Index: 427 | Active_nodes: 63 | Time: 1.3409e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 1| +Index: 425 | Active_nodes: 63 | Time: 1.3412e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| +Index: 393 | Active_nodes: 63 | Time: 1.3413e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| +Index: 395 | Active_nodes: 63 | Time: 1.3415e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| +Index: 417 | Active_nodes: 63 | Time: 1.3420e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| +Index: 389 | Active_nodes: 63 | Time: 1.3441e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| +Index: 400 | Active_nodes: 63 | Time: 1.3469e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| +Index: 449 | Active_nodes: 63 | Time: 1.3476e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| +Index: 407 | Active_nodes: 63 | Time: 1.3499e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| +Index: 479 | Active_nodes: 63 | Time: 1.3537e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +Index: 413 | Active_nodes: 63 | Time: 1.3556e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 1| +Index: 419 | Active_nodes: 63 | Time: 1.3662e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| +Index: 431 | Active_nodes: 63 | Time: 1.3687e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -120 permutations have 88 max nodes. +........................... +Average time: 1.3029e-04s + +120 permutations have 82 max nodes. +Index: 336 | Active_nodes: 63 | Time: 1.2786e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| +Index: 312 | Active_nodes: 63 | Time: 1.2805e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| +Index: 318 | Active_nodes: 63 | Time: 1.3050e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 5| +Index: 338 | Active_nodes: 63 | Time: 1.3104e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| +Index: 314 | Active_nodes: 63 | Time: 1.3136e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| +Index: 330 | Active_nodes: 63 | Time: 1.3160e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| +Index: 342 | Active_nodes: 63 | Time: 1.3175e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 4| +Index: 337 | Active_nodes: 63 | Time: 1.3175e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| +Index: 320 | Active_nodes: 63 | Time: 1.3186e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| +Index: 313 | Active_nodes: 63 | Time: 1.3231e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3| +Index: 288 | Active_nodes: 63 | Time: 1.3240e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| +Index: 300 | Active_nodes: 63 | Time: 1.3257e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| +Index: 340 | Active_nodes: 63 | Time: 1.3261e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| +Index: 344 | Active_nodes: 63 | Time: 1.3291e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| +Index: 348 | Active_nodes: 63 | Time: 1.3299e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 4| +Index: 339 | Active_nodes: 63 | Time: 1.3307e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 1| +Index: 306 | Active_nodes: 63 | Time: 1.3326e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| +Index: 316 | Active_nodes: 63 | Time: 1.3328e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| +Index: 324 | Active_nodes: 63 | Time: 1.3332e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| +Index: 346 | Active_nodes: 63 | Time: 1.3386e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| +Index: 343 | Active_nodes: 63 | Time: 1.3393e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 3| +Index: 315 | Active_nodes: 63 | Time: 1.3407e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| +Index: 354 | Active_nodes: 63 | Time: 1.3417e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 3| +Index: 319 | Active_nodes: 63 | Time: 1.3418e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 3| +Index: 332 | Active_nodes: 63 | Time: 1.3438e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| +Index: 345 | Active_nodes: 63 | Time: 1.3460e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| +Index: 350 | Active_nodes: 63 | Time: 1.3482e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| +Index: 321 | Active_nodes: 63 | Time: 1.3494e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| +Index: 302 | Active_nodes: 63 | Time: 1.3509e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| +Index: 308 | Active_nodes: 63 | Time: 1.3510e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| +Index: 290 | Active_nodes: 63 | Time: 1.3513e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| +Index: 294 | Active_nodes: 63 | Time: 1.3517e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| +Index: 326 | Active_nodes: 63 | Time: 1.3530e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| +Index: 296 | Active_nodes: 63 | Time: 1.3531e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| +Index: 331 | Active_nodes: 63 | Time: 1.3535e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1| +Index: 292 | Active_nodes: 63 | Time: 1.3555e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 4| +Index: 304 | Active_nodes: 63 | Time: 1.3559e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| +Index: 352 | Active_nodes: 63 | Time: 1.3564e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| +Index: 341 | Active_nodes: 63 | Time: 1.3578e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| +Index: 328 | Active_nodes: 63 | Time: 1.3593e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| +Index: 317 | Active_nodes: 63 | Time: 1.3603e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 1| +Index: 349 | Active_nodes: 63 | Time: 1.3631e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| +Index: 289 | Active_nodes: 63 | Time: 1.3632e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| +Index: 334 | Active_nodes: 63 | Time: 1.3634e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| +Index: 298 | Active_nodes: 63 | Time: 1.3639e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| +Index: 307 | Active_nodes: 63 | Time: 1.3652e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| +Index: 356 | Active_nodes: 63 | Time: 1.3658e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| +Index: 325 | Active_nodes: 63 | Time: 1.3661e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1| +Index: 252 | Active_nodes: 63 | Time: 1.3695e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +Index: 333 | Active_nodes: 63 | Time: 1.3700e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| +Index: 258 | Active_nodes: 63 | Time: 1.3709e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| +Index: 355 | Active_nodes: 63 | Time: 1.3711e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| +Index: 291 | Active_nodes: 63 | Time: 1.3715e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| +Index: 301 | Active_nodes: 63 | Time: 1.3719e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| +Index: 310 | Active_nodes: 63 | Time: 1.3756e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| +Index: 323 | Active_nodes: 63 | Time: 1.3784e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| +Index: 303 | Active_nodes: 63 | Time: 1.3804e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| +Index: 327 | Active_nodes: 63 | Time: 1.3815e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| +Index: 246 | Active_nodes: 63 | Time: 1.3816e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +Index: 297 | Active_nodes: 63 | Time: 1.3818e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| +Index: 358 | Active_nodes: 63 | Time: 1.3829e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| +Index: 276 | Active_nodes: 63 | Time: 1.3838e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| +Index: 347 | Active_nodes: 63 | Time: 1.3848e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| +Index: 305 | Active_nodes: 63 | Time: 1.3854e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| +Index: 309 | Active_nodes: 63 | Time: 1.3856e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| +Index: 295 | Active_nodes: 63 | Time: 1.3891e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 4| +Index: 322 | Active_nodes: 63 | Time: 1.3891e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| +Index: 240 | Active_nodes: 63 | Time: 1.3892e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +Index: 256 | Active_nodes: 63 | Time: 1.3897e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| +Index: 270 | Active_nodes: 63 | Time: 1.3914e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| +Index: 248 | Active_nodes: 63 | Time: 1.3917e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +Index: 250 | Active_nodes: 63 | Time: 1.3923e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| +Index: 357 | Active_nodes: 63 | Time: 1.3924e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| +Index: 329 | Active_nodes: 63 | Time: 1.3936e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| +Index: 335 | Active_nodes: 63 | Time: 1.3943e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +Index: 272 | Active_nodes: 63 | Time: 1.3947e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| +Index: 353 | Active_nodes: 63 | Time: 1.3952e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| +Index: 282 | Active_nodes: 63 | Time: 1.3968e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| +Index: 260 | Active_nodes: 63 | Time: 1.3976e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 4| +Index: 293 | Active_nodes: 63 | Time: 1.3995e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 1| +Index: 254 | Active_nodes: 63 | Time: 1.3999e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| +Index: 280 | Active_nodes: 63 | Time: 1.4011e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| +Index: 259 | Active_nodes: 63 | Time: 1.4018e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| +Index: 278 | Active_nodes: 63 | Time: 1.4021e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| +Index: 311 | Active_nodes: 63 | Time: 1.4038e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| +Index: 242 | Active_nodes: 63 | Time: 1.4047e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +Index: 249 | Active_nodes: 63 | Time: 1.4065e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +Index: 277 | Active_nodes: 63 | Time: 1.4076e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| +Index: 351 | Active_nodes: 63 | Time: 1.4110e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| +Index: 253 | Active_nodes: 63 | Time: 1.4111e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| +Index: 283 | Active_nodes: 63 | Time: 1.4121e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| +Index: 247 | Active_nodes: 63 | Time: 1.4121e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| +Index: 244 | Active_nodes: 63 | Time: 1.4127e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +Index: 299 | Active_nodes: 63 | Time: 1.4139e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| +Index: 359 | Active_nodes: 63 | Time: 1.4144e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +Index: 262 | Active_nodes: 63 | Time: 1.4145e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| +Index: 274 | Active_nodes: 63 | Time: 1.4179e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| +Index: 264 | Active_nodes: 63 | Time: 1.4183e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +Index: 261 | Active_nodes: 63 | Time: 1.4192e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| +Index: 284 | Active_nodes: 63 | Time: 1.4220e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| +Index: 243 | Active_nodes: 63 | Time: 1.4225e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +Index: 271 | Active_nodes: 63 | Time: 1.4247e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| +Index: 241 | Active_nodes: 63 | Time: 1.4248e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +Index: 273 | Active_nodes: 63 | Time: 1.4252e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +Index: 286 | Active_nodes: 63 | Time: 1.4267e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 3| +Index: 257 | Active_nodes: 63 | Time: 1.4309e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| +Index: 266 | Active_nodes: 63 | Time: 1.4310e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| +Index: 251 | Active_nodes: 63 | Time: 1.4315e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| +Index: 279 | Active_nodes: 63 | Time: 1.4382e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| +Index: 285 | Active_nodes: 63 | Time: 1.4422e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| +Index: 255 | Active_nodes: 63 | Time: 1.4427e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +Index: 268 | Active_nodes: 63 | Time: 1.4429e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| +Index: 281 | Active_nodes: 63 | Time: 1.4443e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| +Index: 263 | Active_nodes: 63 | Time: 1.4454e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| +Index: 265 | Active_nodes: 63 | Time: 1.4455e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +Index: 245 | Active_nodes: 63 | Time: 1.4484e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +Index: 275 | Active_nodes: 63 | Time: 1.4492e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| +Index: 287 | Active_nodes: 63 | Time: 1.4632e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| +Index: 269 | Active_nodes: 63 | Time: 1.4841e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| +Index: 267 | Active_nodes: 63 | Time: 1.5102e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| ........................... -Average time: 1.6118e-05s +Average time: 1.3808e-04s + +120 permutations have 96 max nodes. +Index: 192 | Active_nodes: 63 | Time: 1.4040e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| +Index: 216 | Active_nodes: 63 | Time: 1.4104e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| +Index: 194 | Active_nodes: 63 | Time: 1.4309e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| +Index: 222 | Active_nodes: 63 | Time: 1.4324e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| +Index: 198 | Active_nodes: 63 | Time: 1.4334e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| +Index: 217 | Active_nodes: 63 | Time: 1.4347e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| +Index: 218 | Active_nodes: 63 | Time: 1.4406e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| +Index: 210 | Active_nodes: 63 | Time: 1.4410e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| +Index: 200 | Active_nodes: 63 | Time: 1.4413e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| +Index: 204 | Active_nodes: 63 | Time: 1.4423e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| +Index: 224 | Active_nodes: 63 | Time: 1.4437e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| +Index: 228 | Active_nodes: 63 | Time: 1.4449e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 4| +Index: 186 | Active_nodes: 63 | Time: 1.4449e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| +Index: 180 | Active_nodes: 63 | Time: 1.4450e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| +Index: 196 | Active_nodes: 63 | Time: 1.4473e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| +Index: 168 | Active_nodes: 63 | Time: 1.4502e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| +Index: 220 | Active_nodes: 63 | Time: 1.4503e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| +Index: 219 | Active_nodes: 63 | Time: 1.4523e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| +Index: 193 | Active_nodes: 63 | Time: 1.4559e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| +Index: 202 | Active_nodes: 63 | Time: 1.4589e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| +Index: 226 | Active_nodes: 63 | Time: 1.4654e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| +Index: 223 | Active_nodes: 63 | Time: 1.4664e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 3| +Index: 234 | Active_nodes: 63 | Time: 1.4669e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 3| +Index: 199 | Active_nodes: 63 | Time: 1.4689e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 3| +Index: 201 | Active_nodes: 63 | Time: 1.4710e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| +Index: 184 | Active_nodes: 63 | Time: 1.4714e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| +Index: 206 | Active_nodes: 63 | Time: 1.4715e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| +Index: 230 | Active_nodes: 63 | Time: 1.4719e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| +Index: 169 | Active_nodes: 63 | Time: 1.4729e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| +Index: 195 | Active_nodes: 63 | Time: 1.4730e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| +Index: 182 | Active_nodes: 63 | Time: 1.4731e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| +Index: 212 | Active_nodes: 63 | Time: 1.4739e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| +Index: 170 | Active_nodes: 63 | Time: 1.4748e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| +Index: 225 | Active_nodes: 63 | Time: 1.4753e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| +Index: 174 | Active_nodes: 63 | Time: 1.4756e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| +Index: 211 | Active_nodes: 63 | Time: 1.4761e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 2| +Index: 221 | Active_nodes: 63 | Time: 1.4762e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| +Index: 208 | Active_nodes: 63 | Time: 1.4771e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 2| +Index: 176 | Active_nodes: 63 | Time: 1.4775e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| +Index: 232 | Active_nodes: 63 | Time: 1.4787e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| +Index: 156 | Active_nodes: 63 | Time: 1.4793e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| +Index: 188 | Active_nodes: 63 | Time: 1.4794e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 4| +Index: 229 | Active_nodes: 63 | Time: 1.4796e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2| +Index: 181 | Active_nodes: 63 | Time: 1.4808e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| +Index: 171 | Active_nodes: 63 | Time: 1.4812e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| +Index: 187 | Active_nodes: 63 | Time: 1.4817e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| +Index: 172 | Active_nodes: 63 | Time: 1.4825e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| +Index: 197 | Active_nodes: 63 | Time: 1.4894e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| +Index: 213 | Active_nodes: 63 | Time: 1.4901e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| +Index: 178 | Active_nodes: 63 | Time: 1.4902e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| +Index: 190 | Active_nodes: 63 | Time: 1.4938e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 2| +Index: 235 | Active_nodes: 63 | Time: 1.4940e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| +Index: 205 | Active_nodes: 63 | Time: 1.4950e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| +Index: 162 | Active_nodes: 63 | Time: 1.4957e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| +Index: 227 | Active_nodes: 63 | Time: 1.4972e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| +Index: 236 | Active_nodes: 63 | Time: 1.4986e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| +Index: 231 | Active_nodes: 63 | Time: 1.4993e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| +Index: 150 | Active_nodes: 63 | Time: 1.4996e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| +Index: 203 | Active_nodes: 63 | Time: 1.5007e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| +Index: 189 | Active_nodes: 63 | Time: 1.5012e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 0| +Index: 152 | Active_nodes: 63 | Time: 1.5013e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| +Index: 183 | Active_nodes: 63 | Time: 1.5015e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| +Index: 175 | Active_nodes: 63 | Time: 1.5031e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| +Index: 238 | Active_nodes: 63 | Time: 1.5036e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 2| +Index: 177 | Active_nodes: 63 | Time: 1.5057e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| +Index: 207 | Active_nodes: 63 | Time: 1.5059e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| +Index: 173 | Active_nodes: 63 | Time: 1.5084e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| +Index: 233 | Active_nodes: 63 | Time: 1.5091e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| +Index: 154 | Active_nodes: 63 | Time: 1.5123e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| +Index: 185 | Active_nodes: 63 | Time: 1.5132e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| +Index: 157 | Active_nodes: 63 | Time: 1.5156e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| +Index: 237 | Active_nodes: 63 | Time: 1.5166e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| +Index: 209 | Active_nodes: 63 | Time: 1.5169e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| +Index: 163 | Active_nodes: 63 | Time: 1.5188e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| +Index: 215 | Active_nodes: 63 | Time: 1.5197e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| +Index: 158 | Active_nodes: 63 | Time: 1.5205e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| +Index: 160 | Active_nodes: 63 | Time: 1.5231e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| +Index: 164 | Active_nodes: 63 | Time: 1.5259e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| +Index: 144 | Active_nodes: 63 | Time: 1.5269e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +Index: 153 | Active_nodes: 63 | Time: 1.5308e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +Index: 191 | Active_nodes: 63 | Time: 1.5328e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| +Index: 151 | Active_nodes: 63 | Time: 1.5342e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| +Index: 179 | Active_nodes: 63 | Time: 1.5355e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| +Index: 146 | Active_nodes: 63 | Time: 1.5414e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| +Index: 159 | Active_nodes: 63 | Time: 1.5439e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| +Index: 214 | Active_nodes: 63 | Time: 1.5451e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 2| +Index: 165 | Active_nodes: 63 | Time: 1.5452e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| +Index: 239 | Active_nodes: 63 | Time: 1.5466e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| +Index: 166 | Active_nodes: 63 | Time: 1.5474e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 3| +Index: 161 | Active_nodes: 63 | Time: 1.5475e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| +Index: 148 | Active_nodes: 63 | Time: 1.5525e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| +Index: 155 | Active_nodes: 63 | Time: 1.5531e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| +Index: 145 | Active_nodes: 63 | Time: 1.5568e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +Index: 147 | Active_nodes: 63 | Time: 1.5649e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| +Index: 167 | Active_nodes: 63 | Time: 1.5716e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| +Index: 149 | Active_nodes: 63 | Time: 1.5861e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| +Index: 132 | Active_nodes: 63 | Time: 1.5881e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +Index: 126 | Active_nodes: 63 | Time: 1.6006e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Index: 128 | Active_nodes: 63 | Time: 1.6020e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +Index: 138 | Active_nodes: 63 | Time: 1.6065e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +Index: 130 | Active_nodes: 63 | Time: 1.6099e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +Index: 120 | Active_nodes: 63 | Time: 1.6119e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Index: 134 | Active_nodes: 63 | Time: 1.6173e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +Index: 133 | Active_nodes: 63 | Time: 1.6195e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +Index: 129 | Active_nodes: 63 | Time: 1.6207e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +Index: 136 | Active_nodes: 63 | Time: 1.6210e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +Index: 122 | Active_nodes: 63 | Time: 1.6265e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 139 | Active_nodes: 63 | Time: 1.6266e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +Index: 140 | Active_nodes: 63 | Time: 1.6300e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +Index: 127 | Active_nodes: 63 | Time: 1.6334e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +Index: 135 | Active_nodes: 63 | Time: 1.6357e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +Index: 141 | Active_nodes: 63 | Time: 1.6366e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +Index: 124 | Active_nodes: 63 | Time: 1.6416e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +Index: 121 | Active_nodes: 63 | Time: 1.6424e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Index: 142 | Active_nodes: 63 | Time: 1.6430e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +Index: 137 | Active_nodes: 63 | Time: 1.6456e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +Index: 131 | Active_nodes: 63 | Time: 1.6475e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +Index: 123 | Active_nodes: 63 | Time: 1.6490e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +Index: 143 | Active_nodes: 63 | Time: 1.6608e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +Index: 125 | Active_nodes: 63 | Time: 1.6752e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -120 permutations have 100 max nodes. +........................... +Average time: 1.5187e-04s + +120 permutations have 126 max nodes. +Index: 72 | Active_nodes: 63 | Time: 1.6195e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +Index: 96 | Active_nodes: 63 | Time: 1.6214e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +Index: 102 | Active_nodes: 63 | Time: 1.6444e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| +Index: 74 | Active_nodes: 63 | Time: 1.6457e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| +Index: 78 | Active_nodes: 63 | Time: 1.6488e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +Index: 97 | Active_nodes: 63 | Time: 1.6498e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| +Index: 73 | Active_nodes: 63 | Time: 1.6538e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| +Index: 98 | Active_nodes: 63 | Time: 1.6558e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| +Index: 84 | Active_nodes: 63 | Time: 1.6585e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| +Index: 90 | Active_nodes: 63 | Time: 1.6589e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| +Index: 99 | Active_nodes: 63 | Time: 1.6597e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| +Index: 48 | Active_nodes: 63 | Time: 1.6606e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +Index: 108 | Active_nodes: 63 | Time: 1.6606e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| +Index: 76 | Active_nodes: 63 | Time: 1.6615e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| +Index: 104 | Active_nodes: 63 | Time: 1.6618e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| +Index: 66 | Active_nodes: 63 | Time: 1.6645e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| +Index: 100 | Active_nodes: 63 | Time: 1.6663e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| +Index: 80 | Active_nodes: 63 | Time: 1.6675e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| +Index: 106 | Active_nodes: 63 | Time: 1.6721e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| +Index: 75 | Active_nodes: 63 | Time: 1.6721e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| +Index: 60 | Active_nodes: 63 | Time: 1.6736e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| +Index: 82 | Active_nodes: 63 | Time: 1.6786e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| +Index: 105 | Active_nodes: 63 | Time: 1.6788e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| +Index: 103 | Active_nodes: 63 | Time: 1.6796e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| +Index: 50 | Active_nodes: 63 | Time: 1.6815e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| +Index: 114 | Active_nodes: 63 | Time: 1.6823e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| +Index: 52 | Active_nodes: 63 | Time: 1.6837e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| +Index: 92 | Active_nodes: 63 | Time: 1.6852e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3| +Index: 110 | Active_nodes: 63 | Time: 1.6864e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 4| +Index: 79 | Active_nodes: 63 | Time: 1.6881e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| +Index: 112 | Active_nodes: 63 | Time: 1.6891e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| +Index: 91 | Active_nodes: 63 | Time: 1.6897e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| +Index: 68 | Active_nodes: 63 | Time: 1.6901e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| +Index: 101 | Active_nodes: 63 | Time: 1.6915e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| +Index: 54 | Active_nodes: 63 | Time: 1.6918e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +Index: 88 | Active_nodes: 63 | Time: 1.6918e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| +Index: 56 | Active_nodes: 63 | Time: 1.6921e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| +Index: 109 | Active_nodes: 63 | Time: 1.6936e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| +Index: 86 | Active_nodes: 63 | Time: 1.6959e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| +Index: 64 | Active_nodes: 63 | Time: 1.6964e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| +Index: 49 | Active_nodes: 63 | Time: 1.6973e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +Index: 81 | Active_nodes: 63 | Time: 1.6997e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| +Index: 51 | Active_nodes: 63 | Time: 1.6997e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +Index: 61 | Active_nodes: 63 | Time: 1.7002e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| +Index: 77 | Active_nodes: 63 | Time: 1.7011e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| +Index: 58 | Active_nodes: 63 | Time: 1.7018e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| +Index: 116 | Active_nodes: 63 | Time: 1.7026e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 3| +Index: 67 | Active_nodes: 63 | Time: 1.7053e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| +Index: 93 | Active_nodes: 63 | Time: 1.7057e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| +Index: 62 | Active_nodes: 63 | Time: 1.7061e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| +Index: 85 | Active_nodes: 63 | Time: 1.7072e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| +Index: 107 | Active_nodes: 63 | Time: 1.7079e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| +Index: 63 | Active_nodes: 63 | Time: 1.7106e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| +Index: 94 | Active_nodes: 63 | Time: 1.7106e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2| +Index: 36 | Active_nodes: 63 | Time: 1.7110e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +Index: 83 | Active_nodes: 63 | Time: 1.7110e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| +Index: 70 | Active_nodes: 63 | Time: 1.7111e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| +Index: 87 | Active_nodes: 63 | Time: 1.7141e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| +Index: 42 | Active_nodes: 63 | Time: 1.7152e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| +Index: 32 | Active_nodes: 63 | Time: 1.7176e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +Index: 69 | Active_nodes: 63 | Time: 1.7191e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| +Index: 115 | Active_nodes: 63 | Time: 1.7193e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| +Index: 30 | Active_nodes: 63 | Time: 1.7195e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +Index: 118 | Active_nodes: 63 | Time: 1.7199e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| +Index: 55 | Active_nodes: 63 | Time: 1.7203e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| +Index: 89 | Active_nodes: 63 | Time: 1.7210e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| +Index: 117 | Active_nodes: 63 | Time: 1.7212e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| +Index: 111 | Active_nodes: 63 | Time: 1.7223e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| +Index: 65 | Active_nodes: 63 | Time: 1.7233e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| +Index: 57 | Active_nodes: 63 | Time: 1.7262e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| +Index: 113 | Active_nodes: 63 | Time: 1.7297e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| +Index: 40 | Active_nodes: 63 | Time: 1.7308e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| +Index: 34 | Active_nodes: 63 | Time: 1.7312e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| +Index: 37 | Active_nodes: 63 | Time: 1.7352e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| +Index: 53 | Active_nodes: 63 | Time: 1.7359e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +Index: 95 | Active_nodes: 63 | Time: 1.7366e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| +Index: 38 | Active_nodes: 63 | Time: 1.7376e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| +Index: 71 | Active_nodes: 63 | Time: 1.7395e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| +Index: 59 | Active_nodes: 63 | Time: 1.7418e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| +Index: 33 | Active_nodes: 63 | Time: 1.7448e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +Index: 24 | Active_nodes: 63 | Time: 1.7481e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +Index: 43 | Active_nodes: 63 | Time: 1.7487e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| +Index: 31 | Active_nodes: 63 | Time: 1.7512e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| +Index: 119 | Active_nodes: 63 | Time: 1.7548e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| +Index: 26 | Active_nodes: 63 | Time: 1.7568e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +Index: 45 | Active_nodes: 63 | Time: 1.7613e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| +Index: 44 | Active_nodes: 63 | Time: 1.7662e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| +Index: 28 | Active_nodes: 63 | Time: 1.7691e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +Index: 35 | Active_nodes: 63 | Time: 1.7692e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| +Index: 39 | Active_nodes: 63 | Time: 1.7781e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +Index: 41 | Active_nodes: 63 | Time: 1.7798e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| +Index: 12 | Active_nodes: 63 | Time: 1.7836e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +Index: 25 | Active_nodes: 63 | Time: 1.7863e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +Index: 46 | Active_nodes: 63 | Time: 1.7871e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| +Index: 27 | Active_nodes: 63 | Time: 1.7955e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +Index: 47 | Active_nodes: 63 | Time: 1.8002e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| +Index: 18 | Active_nodes: 63 | Time: 1.8016e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +Index: 8 | Active_nodes: 63 | Time: 1.8106e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +Index: 16 | Active_nodes: 63 | Time: 1.8143e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +Index: 10 | Active_nodes: 63 | Time: 1.8146e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +Index: 6 | Active_nodes: 63 | Time: 1.8158e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Index: 0 | Active_nodes: 63 | Time: 1.8166e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Index: 14 | Active_nodes: 63 | Time: 1.8177e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +Index: 13 | Active_nodes: 63 | Time: 1.8213e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +Index: 29 | Active_nodes: 63 | Time: 1.8245e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +Index: 19 | Active_nodes: 63 | Time: 1.8288e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +Index: 20 | Active_nodes: 63 | Time: 1.8311e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +Index: 15 | Active_nodes: 63 | Time: 1.8319e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +Index: 7 | Active_nodes: 63 | Time: 1.8320e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +Index: 9 | Active_nodes: 63 | Time: 1.8322e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +Index: 22 | Active_nodes: 63 | Time: 1.8361e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +Index: 2 | Active_nodes: 63 | Time: 1.8373e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 4 | Active_nodes: 63 | Time: 1.8438e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +Index: 21 | Active_nodes: 63 | Time: 1.8456e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +Index: 3 | Active_nodes: 63 | Time: 1.8460e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +Index: 1 | Active_nodes: 63 | Time: 1.8476e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Index: 11 | Active_nodes: 63 | Time: 1.8559e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +Index: 23 | Active_nodes: 63 | Time: 1.8644e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +Index: 5 | Active_nodes: 63 | Time: 1.8728e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +Index: 17 | Active_nodes: 63 | Time: 1.9116e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| ........................... -Average time: 1.7668e-05s +Average time: 1.7329e-04s -120 permutations have 128 max nodes. +________________________________________________________________________________________________ -........................... -Average time: 1.9526e-05s +execution time of: 1.1576e-04s: Index: 600 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -120 permutations have 173 max nodes. +execution time of: 1.1636e-04s: Index: 480 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -........................... -Average time: 2.3073e-05s +execution time of: 1.1848e-04s: Index: 602 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -________________________________________________________________________________________________ +execution time of: 1.1887e-04s: Index: 601 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| + +execution time of: 1.1896e-04s: Index: 624 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| + +execution time of: 1.1925e-04s: Index: 482 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| + +execution time of: 1.1928e-04s: Index: 486 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| + +execution time of: 1.1963e-04s: Index: 608 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| + +execution time of: 1.1973e-04s: Index: 504 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 5| + +execution time of: 1.1977e-04s: Index: 630 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| + +execution time of: 1.1983e-04s: Index: 612 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4| + +execution time of: 1.1989e-04s: Index: 606 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4| + +execution time of: 1.2007e-04s: Index: 648 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| + +execution time of: 1.2018e-04s: Index: 604 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| + +execution time of: 1.2020e-04s: Index: 603 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2| + +execution time of: 1.2029e-04s: Index: 481 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 3| + +execution time of: 1.2068e-04s: Index: 488 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| + +execution time of: 1.2081e-04s: Index: 484 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| + +execution time of: 1.2083e-04s: Index: 528 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| + +execution time of: 1.2091e-04s: Index: 672 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| + +execution time of: 1.2106e-04s: Index: 510 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| + +execution time of: 1.2106e-04s: Index: 610 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 3| + +execution time of: 1.2112e-04s: Index: 636 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| + +execution time of: 1.2116e-04s: Index: 632 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| + +execution time of: 1.2116e-04s: Index: 576 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| + +execution time of: 1.2135e-04s: Index: 626 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| + +execution time of: 1.2166e-04s: Index: 483 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| + +execution time of: 1.2166e-04s: Index: 607 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3| + +execution time of: 1.2168e-04s: Index: 625 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3| + +execution time of: 1.2190e-04s: Index: 516 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| + +execution time of: 1.2192e-04s: Index: 512 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| + +execution time of: 1.2203e-04s: Index: 492 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| + +execution time of: 1.2211e-04s: Index: 498 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| + +execution time of: 1.2214e-04s: Index: 609 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| + +execution time of: 1.2216e-04s: Index: 490 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| + +execution time of: 1.2224e-04s: Index: 618 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| + +execution time of: 1.2231e-04s: Index: 506 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| + +execution time of: 1.2234e-04s: Index: 654 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4| + +execution time of: 1.2235e-04s: Index: 660 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| + +execution time of: 1.2243e-04s: Index: 456 | Max_nodes: 76 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| + +execution time of: 1.2244e-04s: Index: 634 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| + +execution time of: 1.2248e-04s: Index: 650 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| + +execution time of: 1.2268e-04s: Index: 432 | Max_nodes: 76 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| + +execution time of: 1.2282e-04s: Index: 614 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4| + +execution time of: 1.2286e-04s: Index: 642 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| + +execution time of: 1.2287e-04s: Index: 505 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 3| + +execution time of: 1.2290e-04s: Index: 487 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3| + +execution time of: 1.2291e-04s: Index: 552 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| + +execution time of: 1.2295e-04s: Index: 605 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 2| + +execution time of: 1.2302e-04s: Index: 631 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 3| + +execution time of: 1.2308e-04s: Index: 616 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| + +execution time of: 1.2316e-04s: Index: 534 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5| + +execution time of: 1.2321e-04s: Index: 489 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1| + +execution time of: 1.2322e-04s: Index: 628 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 3| + +execution time of: 1.2339e-04s: Index: 530 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| + +execution time of: 1.2340e-04s: Index: 494 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| + +execution time of: 1.2359e-04s: Index: 678 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| + +execution time of: 1.2360e-04s: Index: 627 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 2| + +execution time of: 1.2365e-04s: Index: 633 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| + +execution time of: 1.2369e-04s: Index: 666 | Max_nodes: 74 | 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-> 0|3 -> 5|4 -> 4|5 -> 1| + +execution time of: 1.3999e-04s: Index: 254 | Max_nodes: 82 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| + +execution time of: 1.4011e-04s: Index: 280 | Max_nodes: 82 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| + +execution time of: 1.4018e-04s: Index: 259 | Max_nodes: 82 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| + +execution time of: 1.4021e-04s: Index: 278 | Max_nodes: 82 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| + +execution time of: 1.4038e-04s: Index: 311 | Max_nodes: 82 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| + +execution time of: 1.4040e-04s: Index: 192 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| + +execution time of: 1.4047e-04s: Index: 242 | Max_nodes: 82 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| + +execution time of: 1.4065e-04s: Index: 249 | Max_nodes: 82 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| + +execution time of: 1.4076e-04s: Index: 277 | Max_nodes: 82 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| + +execution time of: 1.4104e-04s: Index: 216 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| + +execution time of: 1.4110e-04s: Index: 351 | Max_nodes: 82 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| + +execution time of: 1.4111e-04s: Index: 253 | Max_nodes: 82 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| + +execution time of: 1.4121e-04s: Index: 283 | Max_nodes: 82 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| + +execution time of: 1.4121e-04s: Index: 247 | Max_nodes: 82 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| + +execution time of: 1.4127e-04s: Index: 244 | Max_nodes: 82 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| + +execution time of: 1.4139e-04s: Index: 299 | Max_nodes: 82 | Active_nodes: 63 | 0 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Index: 263 | Max_nodes: 82 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| + +execution time of: 1.4455e-04s: Index: 265 | Max_nodes: 82 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| + +execution time of: 1.4473e-04s: Index: 196 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| + +execution time of: 1.4484e-04s: Index: 245 | Max_nodes: 82 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| + +execution time of: 1.4492e-04s: Index: 275 | Max_nodes: 82 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| + +execution time of: 1.4502e-04s: Index: 168 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| + +execution time of: 1.4503e-04s: Index: 220 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| + +execution time of: 1.4523e-04s: Index: 219 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| + +execution time of: 1.4559e-04s: Index: 193 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| + +execution time of: 1.4589e-04s: Index: 202 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| + +execution time of: 1.4632e-04s: Index: 287 | Max_nodes: 82 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| + +execution time of: 1.4654e-04s: Index: 226 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| + +execution time of: 1.4664e-04s: Index: 223 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 3| + +execution time of: 1.4669e-04s: Index: 234 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 3| + +execution time of: 1.4689e-04s: Index: 199 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 3| + +execution time of: 1.4710e-04s: Index: 201 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| + +execution 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-> 5| + +execution time of: 1.4794e-04s: Index: 188 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 4| + +execution time of: 1.4796e-04s: Index: 229 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2| + +execution time of: 1.4808e-04s: Index: 181 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| + +execution time of: 1.4812e-04s: Index: 171 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| + +execution time of: 1.4817e-04s: Index: 187 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| + +execution time of: 1.4825e-04s: Index: 172 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| + +execution time of: 1.4841e-04s: Index: 269 | Max_nodes: 82 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| + +execution time of: 1.4894e-04s: Index: 197 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| + +execution time of: 1.4901e-04s: Index: 213 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| + +execution time of: 1.4902e-04s: Index: 178 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| + +execution time of: 1.4938e-04s: Index: 190 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 2| + +execution time of: 1.4940e-04s: Index: 235 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| + +execution time of: 1.4950e-04s: Index: 205 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| + +execution time of: 1.4957e-04s: Index: 162 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| + +execution time of: 1.4972e-04s: Index: 227 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| + +execution time of: 1.4986e-04s: Index: 236 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| + +execution time of: 1.4993e-04s: Index: 231 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| + +execution time of: 1.4996e-04s: Index: 150 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| + +execution time of: 1.5007e-04s: Index: 203 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| + +execution time of: 1.5012e-04s: Index: 189 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 0| + +execution time of: 1.5013e-04s: Index: 152 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| + +execution time of: 1.5015e-04s: Index: 183 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| + +execution time of: 1.5031e-04s: Index: 175 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| + +execution time of: 1.5036e-04s: Index: 238 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 2| + +execution time of: 1.5057e-04s: Index: 177 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| + +execution time of: 1.5059e-04s: Index: 207 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| + +execution time of: 1.5084e-04s: Index: 173 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| + +execution time of: 1.5091e-04s: Index: 233 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| + +execution time of: 1.5102e-04s: Index: 267 | Max_nodes: 82 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| + +execution time of: 1.5123e-04s: Index: 154 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| + +execution time of: 1.5132e-04s: Index: 185 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| + +execution time of: 1.5156e-04s: Index: 157 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 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5| + +execution time of: 1.8166e-04s: Index: 0 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| + +execution time of: 1.8177e-04s: Index: 14 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| + +execution time of: 1.8213e-04s: Index: 13 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| + +execution time of: 1.8245e-04s: Index: 29 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| + +execution time of: 1.8288e-04s: Index: 19 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| + +execution time of: 1.8311e-04s: Index: 20 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| + +execution time of: 1.8319e-04s: Index: 15 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| + +execution time of: 1.8320e-04s: Index: 7 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| + +execution time of: 1.8322e-04s: Index: 9 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| + +execution time of: 1.8361e-04s: Index: 22 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| + +execution time of: 1.8373e-04s: Index: 2 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| + +execution time of: 1.8438e-04s: Index: 4 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| + +execution time of: 1.8456e-04s: Index: 21 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| + +execution time of: 1.8460e-04s: Index: 3 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| + +execution time of: 1.8476e-04s: Index: 1 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| + +execution time of: 1.8559e-04s: Index: 11 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| + +execution time of: 1.8644e-04s: Index: 23 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| + +execution time of: 1.8728e-04s: Index: 5 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| + +execution time of: 1.9116e-04s: Index: 17 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -execution time of: 1.4245e-05s: Index: 480 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -execution time of: 1.4295e-05s: Index: 606 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -execution time of: 1.4325e-05s: Index: 602 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -execution time of: 1.4388e-05s: Index: 604 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -execution time of: 1.4455e-05s: Index: 486 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -execution time of: 1.4475e-05s: Index: 608 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -execution time of: 1.4477e-05s: Index: 610 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -execution time of: 1.4507e-05s: Index: 603 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -execution time of: 1.4520e-05s: Index: 612 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -execution time of: 1.4528e-05s: Index: 648 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -execution time of: 1.4538e-05s: Index: 482 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -execution time of: 1.4605e-05s: Index: 481 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -execution time of: 1.4623e-05s: Index: 630 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -execution time of: 1.4675e-05s: Index: 618 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -execution time of: 1.4688e-05s: Index: 516 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -execution time of: 1.4715e-05s: Index: 632 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -execution time of: 1.4723e-05s: Index: 504 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -execution time of: 1.4748e-05s: Index: 576 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -execution time of: 1.4778e-05s: Index: 528 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -execution time of: 1.4785e-05s: Index: 650 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -execution time of: 1.4793e-05s: Index: 626 | Max_nodes: 84 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| 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-execution time of: 2.2773e-05s: Index: 117 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -execution time of: 2.2790e-05s: Index: 113 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -execution time of: 2.2818e-05s: Index: 59 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -execution time of: 2.2835e-05s: Index: 40 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -execution time of: 2.2868e-05s: Index: 53 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -execution time of: 2.2883e-05s: Index: 89 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -execution time of: 2.2888e-05s: Index: 38 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -execution time of: 2.2948e-05s: Index: 43 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -execution time of: 2.2953e-05s: Index: 34 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -execution time of: 2.2955e-05s: Index: 44 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -execution time of: 2.2965e-05s: Index: 95 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -execution time of: 2.2968e-05s: Index: 30 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -execution time of: 2.3020e-05s: Index: 119 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -execution time of: 2.3040e-05s: Index: 39 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -execution time of: 2.3055e-05s: Index: 71 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -execution time of: 2.3090e-05s: Index: 107 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -execution time of: 2.3095e-05s: Index: 65 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -execution time of: 2.3228e-05s: Index: 31 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -execution time of: 2.3280e-05s: Index: 24 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -execution time of: 2.3305e-05s: Index: 26 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -execution time of: 2.3350e-05s: Index: 45 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -execution time of: 2.3385e-05s: Index: 28 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -execution time of: 2.3510e-05s: Index: 103 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -execution time of: 2.3558e-05s: Index: 47 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -execution time of: 2.3573e-05s: Index: 35 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -execution time of: 2.3618e-05s: Index: 68 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -execution time of: 2.3660e-05s: Index: 25 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -execution time of: 2.3661e-05s: Index: 27 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -execution time of: 2.3818e-05s: Index: 12 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -execution time of: 2.3853e-05s: Index: 69 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -execution time of: 2.3998e-05s: Index: 101 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -execution time of: 2.4080e-05s: Index: 111 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -execution time of: 2.4113e-05s: Index: 29 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -execution time of: 2.4243e-05s: Index: 13 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -execution time of: 2.4268e-05s: Index: 18 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -execution time of: 2.4268e-05s: Index: 14 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -execution time of: 2.4280e-05s: Index: 9 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -execution time of: 2.4315e-05s: Index: 6 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -execution time of: 2.4388e-05s: Index: 0 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -execution time of: 2.4395e-05s: Index: 10 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -execution time of: 2.4425e-05s: Index: 15 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -execution time of: 2.4445e-05s: Index: 2 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -execution time of: 2.4520e-05s: Index: 7 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -execution time of: 2.4521e-05s: Index: 19 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -execution time of: 2.4535e-05s: Index: 20 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -execution time of: 2.4613e-05s: Index: 17 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -execution time of: 2.4671e-05s: Index: 4 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -execution time of: 2.4675e-05s: Index: 11 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -execution time of: 2.4680e-05s: Index: 1 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -execution time of: 2.4730e-05s: Index: 3 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -execution time of: 2.4765e-05s: Index: 21 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -execution time of: 2.4798e-05s: Index: 8 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -execution time of: 2.4808e-05s: Index: 22 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -execution time of: 2.4858e-05s: Index: 244 | Max_nodes: 100 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -execution time of: 2.4970e-05s: Index: 23 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -execution time of: 2.5000e-05s: Index: 41 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -execution time of: 2.5050e-05s: Index: 5 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -execution time of: 2.5590e-05s: Index: 16 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -execution time of: 2.7050e-05s: Index: 46 | Max_nodes: 173 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| ________________________________________________________________________________________________ diff --git a/test/BenchmarkQuasm/results/qftentangled_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/qftentangled_indep_qiskit_controls.txt index 10711de7..24bc0f8d 100644 --- a/test/BenchmarkQuasm/results/qftentangled_indep_qiskit_controls.txt +++ b/test/BenchmarkQuasm/results/qftentangled_indep_qiskit_controls.txt @@ -11,15 +11,14 @@ i: 0 1 8: 0 | 9: | 1 o: 0 1 -Q: 0 w: 1 | Q: 1 w: 3 | Computed Permutation: ................0 -> 0|1 -> 1| Original Permutation: ................0 -> 0|1 -> 1| -Identity Duration: 2.7503e-06s............................. -Permuted Duration: 2.1225e-06s............................. +Identity Duration: 1.9264e-05s............................. +Permuted Duration: 1.9101e-05s............................. Identity active_nodes: 3 ...................................... Permuted active_nodes: 3 ...................................... -Identity max_nodes: 9 ...................................... -Permuted max_nodes: 8 ...................................... +Identity max_nodes: 6 ...................................... +Permuted max_nodes: 6 ...................................... ________________________________________________________________________________________________ Start Simulation of qftentangled_indep_qiskit_3__________________________________________________ @@ -40,15 +39,14 @@ Start Simulation of qftentangled_indep_qiskit_3_________________________________ 13:...|...1...| 14:...|...|...2 .o:...0...1...2 -Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 4.8250e-06s............................. -Permuted Duration: 3.9725e-06s............................. +Identity Duration: 3.5137e-05s............................. +Permuted Duration: 3.5072e-05s............................. Identity active_nodes: 7 ...................................... Permuted active_nodes: 7 ...................................... -Identity max_nodes: 21 ...................................... -Permuted max_nodes: 19 ...................................... +Identity max_nodes: 14 ...................................... +Permuted max_nodes: 14 ...................................... ________________________________________________________________________________________________ Start Simulation of qftentangled_indep_qiskit_4__________________________________________________ @@ -76,15 +74,14 @@ Start Simulation of qftentangled_indep_qiskit_4_________________________________ 20:...|...|...2...| 21:...|...|...|...3 .o:...0...1...2...3 -Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | Q: 3 w: 5 | Computed Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Identity Duration: 9.3302e-06s............................. -Permuted Duration: 7.3375e-06s............................. +Identity Duration: 6.0953e-05s............................. +Permuted Duration: 6.1936e-05s............................. Identity active_nodes: 15 ...................................... Permuted active_nodes: 15 ...................................... -Identity max_nodes: 45 ...................................... -Permuted max_nodes: 41 ...................................... +Identity max_nodes: 30 ...................................... +Permuted max_nodes: 30 ...................................... ________________________________________________________________________________________________ Start Simulation of qftentangled_indep_qiskit_5__________________________________________________ @@ -119,15 +116,14 @@ Start Simulation of qftentangled_indep_qiskit_5_________________________________ 27:...|...|...|...3...| 28:...|...|...|...|...4 .o:...0...1...2...3...4 -Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | Q: 3 w: 5 | Q: 4 w: 6 | Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: 1.7095e-05s............................. -Permuted Duration: 1.3268e-05s............................. +Identity Duration: 1.0447e-04s............................. +Permuted Duration: 1.0363e-04s............................. Identity active_nodes: 31 ...................................... Permuted active_nodes: 31 ...................................... -Identity max_nodes: 93 ...................................... -Permuted max_nodes: 85 ...................................... +Identity max_nodes: 62 ...................................... +Permuted max_nodes: 62 ...................................... ________________________________________________________________________________________________ Start Simulation of qftentangled_indep_qiskit_6__________________________________________________ @@ -171,75 +167,13 @@ Start Simulation of qftentangled_indep_qiskit_6_________________________________ 36:...|...|...|...|...4...| 37:...|...|...|...|...|...5 .o:...0...1...2...3...4...5 -Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | Q: 3 w: 5 | Q: 4 w: 6 | Q: 5 w: 7 | Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Identity Duration: 3.1158e-05s............................. -Permuted Duration: 2.4518e-05s............................. +Identity Duration: 1.8166e-04s............................. +Permuted Duration: 1.8506e-04s............................. Identity active_nodes: 63 ...................................... Permuted active_nodes: 63 ...................................... -Identity max_nodes: 189...................................... -Permuted max_nodes: 173...................................... -________________________________________________________________________________________________ - -Start Simulation of qftentangled_indep_qiskit_7__________________________________________________ - -.i:...0...1...2...3...4...5...6 -.1:...|...|...|...|...|...|...h -.2:...|...|...|...|...|...x...c -.3:...|...|...|...|...x...c...| -.4:...|...|...|...x...c...|...| -.5:...|...|...x...c...|...|...| -.6:...|...x...c...|...|...|...| -.7:...x...c...|...|...|...|...| -.8:...|...|...|...|...|...|...h -.9:...|...|...|...|...|...s...c -10:...|...|...|...|...|...h...| -11:...|...|...|...|...t...|...c -12:...|...|...|...|...s...c...| -13:...|...|...|...|...h...|...| -14:...|...|...|...p...|...|...c p: (3.9270e-01) -15:...|...|...|...t...|...c...| -16:...|...|...|...s...c...|...| -17:...|...|...|...h...|...|...| -18:...|...|...p...|...|...|...c p: (1.9635e-01) -19:...|...|...p...|...|...c...| p: (3.9270e-01) -20:...|...|...t...|...c...|...| -21:...|...|...s...c...|...|...| -22:...|...|...h...|...|...|...| -23:...|...p...|...|...|...|...c p: (9.8175e-02) -24:...|...p...|...|...|...c...| p: (1.9635e-01) -25:...|...p...|...|...c...|...| p: (3.9270e-01) -26:...|...t...|...c...|...|...| -27:...|...s...c...|...|...|...| -28:...|...h...|...|...|...|...| -29:...p...|...|...|...|...|...c p: (4.9087e-02) -30:...p...|...|...|...|...c...| p: (9.8175e-02) -31:...p...|...|...|...c...|...| p: (1.9635e-01) -32:...p...|...|...c...|...|...| p: (3.9270e-01) -33:...t...|...c...|...|...|...| -34:...s...c...|...|...|...|...| -35:...h...|...|...|...|...|...| -36:..sw...|...|...|...|...|..sw -37:...|..sw...|...|...|..sw...| -38:...|...|..sw...|..sw...|...| -39:============================ -40:...0...|...|...|...|...|...| -41:...|...1...|...|...|...|...| -42:...|...|...2...|...|...|...| -43:...|...|...|...3...|...|...| -44:...|...|...|...|...4...|...| -45:...|...|...|...|...|...5...| -46:...|...|...|...|...|...|...6 -.o:...0...1...2...3...4...5...6 -Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | Q: 3 w: 5 | Q: 4 w: 6 | Q: 5 w: 7 | Q: 6 w: 8 | -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Identity Duration: 5.7456e-05s............................. -Permuted Duration: 4.6013e-05s............................. -Identity active_nodes: 127...................................... -Permuted active_nodes: 127...................................... -Identity max_nodes: 381...................................... -Permuted max_nodes: 349...................................... +Identity max_nodes: 126...................................... +Permuted max_nodes: 126...................................... ________________________________________________________________________________________________ diff --git a/test/BenchmarkQuasm/results/qftentangled_indep_qiskit_gates.txt b/test/BenchmarkQuasm/results/qftentangled_indep_qiskit_gates.txt deleted file mode 100644 index 569899c8..00000000 --- a/test/BenchmarkQuasm/results/qftentangled_indep_qiskit_gates.txt +++ /dev/null @@ -1,239 +0,0 @@ -Start Simulation of qftentangled_indep_qiskit_2__________________________________________________ - -i: 0 1 -1: | h -2: x c -3: | h -4: s c -5: h | -6: sw sw -7:======== -8: 0 | -9: | 1 -o: 0 1 -Computed Permutation: ................0 -> 0|1 -> 1| -Original Permutation: ................0 -> 0|1 -> 1| -Identity Duration: 2.7175e-06s............................. -Permuted Duration: 2.0600e-06s............................. -Identity active_nodes: 3 ...................................... -Permuted active_nodes: 3 ...................................... -Identity max_nodes: 9 ...................................... -Permuted max_nodes: 8 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qftentangled_indep_qiskit_3__________________________________________________ - -.i:...0...1...2 -.1:...|...|...h -.2:...|...x...c -.3:...x...c...| -.4:...|...|...h -.5:...|...s...c -.6:...|...h...| -.7:...t...|...c -.8:...s...c...| -.9:...h...|...| -10:..sw...|..sw -11:============ -12:...0...|...| -13:...|...1...| -14:...|...|...2 -.o:...0...1...2 -Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 4.8175e-06s............................. -Permuted Duration: 3.9725e-06s............................. -Identity active_nodes: 7 ...................................... -Permuted active_nodes: 7 ...................................... -Identity max_nodes: 21 ...................................... -Permuted max_nodes: 19 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qftentangled_indep_qiskit_4__________________________________________________ - -.i:...0...1...2...3 -.1:...|...|...|...h -.2:...|...|...x...c -.3:...|...x...c...| -.4:...x...c...|...| -.5:...|...|...|...h -.6:...|...|...s...c -.7:...|...|...h...| -.8:...|...t...|...c -.9:...|...s...c...| -10:...|...h...|...| -11:...p...|...|...c p: (3.9270e-01) -12:...t...|...c...| -13:...s...c...|...| -14:...h...|...|...| -15:..sw...|...|..sw -16:...|..sw..sw...| -17:================ -18:...0...|...|...| -19:...|...1...|...| -20:...|...|...2...| -21:...|...|...|...3 -.o:...0...1...2...3 -Computed Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Identity Duration: 9.4453e-06s............................. -Permuted Duration: 7.7975e-06s............................. -Identity active_nodes: 15 ...................................... -Permuted active_nodes: 15 ...................................... -Identity max_nodes: 45 ...................................... -Permuted max_nodes: 41 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qftentangled_indep_qiskit_5__________________________________________________ - -.i:...0...1...2...3...4 -.1:...|...|...|...|...h -.2:...|...|...|...x...c -.3:...|...|...x...c...| -.4:...|...x...c...|...| -.5:...x...c...|...|...| -.6:...|...|...|...|...h -.7:...|...|...|...s...c -.8:...|...|...|...h...| -.9:...|...|...t...|...c -10:...|...|...s...c...| -11:...|...|...h...|...| -12:...|...p...|...|...c p: (3.9270e-01) -13:...|...t...|...c...| -14:...|...s...c...|...| -15:...|...h...|...|...| -16:...p...|...|...|...c p: (1.9635e-01) -17:...p...|...|...c...| p: (3.9270e-01) -18:...t...|...c...|...| -19:...s...c...|...|...| -20:...h...|...|...|...| -21:..sw...|...|...|..sw -22:...|..sw...|..sw...| -23:==================== -24:...0...|...|...|...| -25:...|...1...|...|...| -26:...|...|...2...|...| -27:...|...|...|...3...| -28:...|...|...|...|...4 -.o:...0...1...2...3...4 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: 1.6353e-05s............................. -Permuted Duration: 1.3138e-05s............................. -Identity active_nodes: 31 ...................................... -Permuted active_nodes: 31 ...................................... -Identity max_nodes: 93 ...................................... -Permuted max_nodes: 85 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qftentangled_indep_qiskit_6__________________________________________________ - -.i:...0...1...2...3...4...5 -.1:...|...|...|...|...|...h -.2:...|...|...|...|...x...c -.3:...|...|...|...x...c...| -.4:...|...|...x...c...|...| -.5:...|...x...c...|...|...| -.6:...x...c...|...|...|...| -.7:...|...|...|...|...|...h -.8:...|...|...|...|...s...c -.9:...|...|...|...|...h...| -10:...|...|...|...t...|...c -11:...|...|...|...s...c...| -12:...|...|...|...h...|...| -13:...|...|...p...|...|...c p: (3.9270e-01) -14:...|...|...t...|...c...| -15:...|...|...s...c...|...| -16:...|...|...h...|...|...| -17:...|...p...|...|...|...c p: (1.9635e-01) -18:...|...p...|...|...c...| p: (3.9270e-01) -19:...|...t...|...c...|...| -20:...|...s...c...|...|...| -21:...|...h...|...|...|...| -22:...p...|...|...|...|...c p: (9.8175e-02) -23:...p...|...|...|...c...| p: (1.9635e-01) -24:...p...|...|...c...|...| p: (3.9270e-01) -25:...t...|...c...|...|...| -26:...s...c...|...|...|...| -27:...h...|...|...|...|...| -28:..sw...|...|...|...|..sw -29:...|..sw...|...|..sw...| -30:...|...|..sw..sw...|...| -31:======================== -32:...0...|...|...|...|...| -33:...|...1...|...|...|...| -34:...|...|...2...|...|...| -35:...|...|...|...3...|...| -36:...|...|...|...|...4...| -37:...|...|...|...|...|...5 -.o:...0...1...2...3...4...5 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Identity Duration: 3.1128e-05s............................. -Permuted Duration: 2.4546e-05s............................. -Identity active_nodes: 63 ...................................... -Permuted active_nodes: 63 ...................................... -Identity max_nodes: 189...................................... -Permuted max_nodes: 173...................................... -________________________________________________________________________________________________ - -Start Simulation of qftentangled_indep_qiskit_7__________________________________________________ - -.i:...0...1...2...3...4...5...6 -.1:...|...|...|...|...|...|...h -.2:...|...|...|...|...|...x...c -.3:...|...|...|...|...x...c...| -.4:...|...|...|...x...c...|...| -.5:...|...|...x...c...|...|...| -.6:...|...x...c...|...|...|...| -.7:...x...c...|...|...|...|...| -.8:...|...|...|...|...|...|...h -.9:...|...|...|...|...|...s...c -10:...|...|...|...|...|...h...| -11:...|...|...|...|...t...|...c -12:...|...|...|...|...s...c...| -13:...|...|...|...|...h...|...| -14:...|...|...|...p...|...|...c p: (3.9270e-01) -15:...|...|...|...t...|...c...| -16:...|...|...|...s...c...|...| -17:...|...|...|...h...|...|...| -18:...|...|...p...|...|...|...c p: (1.9635e-01) -19:...|...|...p...|...|...c...| p: (3.9270e-01) -20:...|...|...t...|...c...|...| -21:...|...|...s...c...|...|...| -22:...|...|...h...|...|...|...| -23:...|...p...|...|...|...|...c p: (9.8175e-02) -24:...|...p...|...|...|...c...| p: (1.9635e-01) -25:...|...p...|...|...c...|...| p: (3.9270e-01) -26:...|...t...|...c...|...|...| -27:...|...s...c...|...|...|...| -28:...|...h...|...|...|...|...| -29:...p...|...|...|...|...|...c p: (4.9087e-02) -30:...p...|...|...|...|...c...| p: (9.8175e-02) -31:...p...|...|...|...c...|...| p: (1.9635e-01) -32:...p...|...|...c...|...|...| p: (3.9270e-01) -33:...t...|...c...|...|...|...| -34:...s...c...|...|...|...|...| -35:...h...|...|...|...|...|...| -36:..sw...|...|...|...|...|..sw -37:...|..sw...|...|...|..sw...| -38:...|...|..sw...|..sw...|...| -39:============================ -40:...0...|...|...|...|...|...| -41:...|...1...|...|...|...|...| -42:...|...|...2...|...|...|...| -43:...|...|...|...3...|...|...| -44:...|...|...|...|...4...|...| -45:...|...|...|...|...|...5...| -46:...|...|...|...|...|...|...6 -.o:...0...1...2...3...4...5...6 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Identity Duration: 5.8144e-05s............................. -Permuted Duration: 4.6308e-05s............................. -Identity active_nodes: 127...................................... -Permuted active_nodes: 127...................................... -Identity max_nodes: 381...................................... -Permuted max_nodes: 349...................................... -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/qnn_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/qnn_indep_qiskit_all.txt index 7b7e9e81..251805f9 100644 --- a/test/BenchmarkQuasm/results/qnn_indep_qiskit_all.txt +++ b/test/BenchmarkQuasm/results/qnn_indep_qiskit_all.txt @@ -21,30 +21,36 @@ Start Simulation of qnn_indep_qiskit_2__________________________________________ 18: | 1 o: 0 1 Total Permutations: 2 -Min time: 6.6875e-06s................. Permutation 1 : 0 -> 1|1 -> 0| -Max time: 8.0350e-06s................. Permutation 0 : 0 -> 0|1 -> 1| +Min time: 5.8654e-05s................. Permutation 1 : 0 -> 1|1 -> 0| +Max time: 6.5090e-05s................. Permutation 0 : 0 -> 0|1 -> 1| Min active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Min max nodes: 9 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Min max nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| Max active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Max max nodes: 9 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Max max nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| ________________________________________________________________________________________________ 2 permutations have 3 active nodes. +Index: 1 | Max_nodes: 6 | Time: 5.8654e-05s | 0 -> 1|1 -> 0| +Index: 0 | Max_nodes: 6 | Time: 6.5090e-05s | 0 -> 0|1 -> 1| ........................... -Average time: 7.3613e-06s +Average time: 6.1872e-05s ________________________________________________________________________________________________ -2 permutations have 9 max nodes. +2 permutations have 6 max nodes. +Index: 1 | Active_nodes: 3 | Time: 5.8654e-05s | 0 -> 1|1 -> 0| +Index: 0 | Active_nodes: 3 | Time: 6.5090e-05s | 0 -> 0|1 -> 1| ........................... -Average time: 7.3613e-06s +Average time: 6.1872e-05s ________________________________________________________________________________________________ -execution time of: 6.6875e-06s: Index: 1 | Max_nodes: 9 | Active_nodes: 3 | 0 -> 1|1 -> 0| -execution time of: 8.0350e-06s: Index: 0 | Max_nodes: 9 | Active_nodes: 3 | 0 -> 0|1 -> 1| +execution time of: 5.8654e-05s: Index: 1 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 1|1 -> 0| + +execution time of: 6.5090e-05s: Index: 0 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 0|1 -> 1| + ________________________________________________________________________________________________ Start Simulation of qnn_indep_qiskit_3__________________________________________________ @@ -88,34 +94,52 @@ Start Simulation of qnn_indep_qiskit_3__________________________________________ 36:...|...|...2 .o:...0...1...2 Total Permutations: 6 -Min time: 1.7628e-05s................. Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| -Max time: 2.7108e-05s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Min time: 1.3234e-04s................. Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| +Max time: 1.5815e-04s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| Min active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Min max nodes: 21 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Min max nodes: 14 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| Max active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max max nodes: 21 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max max nodes: 14 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| ________________________________________________________________________________________________ 6 permutations have 7 active nodes. +Index: 5 | Max_nodes: 14 | Time: 1.3234e-04s | 0 -> 2|1 -> 1|2 -> 0| +Index: 3 | Max_nodes: 14 | Time: 1.4166e-04s | 0 -> 1|1 -> 2|2 -> 0| +Index: 4 | Max_nodes: 14 | Time: 1.4261e-04s | 0 -> 2|1 -> 0|2 -> 1| +Index: 1 | Max_nodes: 14 | Time: 1.4756e-04s | 0 -> 0|1 -> 2|2 -> 1| +Index: 2 | Max_nodes: 14 | Time: 1.4841e-04s | 0 -> 1|1 -> 0|2 -> 2| +Index: 0 | Max_nodes: 14 | Time: 1.5815e-04s | 0 -> 0|1 -> 1|2 -> 2| ........................... -Average time: 2.1214e-05s +Average time: 1.4512e-04s ________________________________________________________________________________________________ -6 permutations have 21 max nodes. +6 permutations have 14 max nodes. +Index: 5 | Active_nodes: 7 | Time: 1.3234e-04s | 0 -> 2|1 -> 1|2 -> 0| +Index: 3 | Active_nodes: 7 | Time: 1.4166e-04s | 0 -> 1|1 -> 2|2 -> 0| +Index: 4 | Active_nodes: 7 | Time: 1.4261e-04s | 0 -> 2|1 -> 0|2 -> 1| +Index: 1 | Active_nodes: 7 | Time: 1.4756e-04s | 0 -> 0|1 -> 2|2 -> 1| +Index: 2 | Active_nodes: 7 | Time: 1.4841e-04s | 0 -> 1|1 -> 0|2 -> 2| +Index: 0 | Active_nodes: 7 | Time: 1.5815e-04s | 0 -> 0|1 -> 1|2 -> 2| ........................... -Average time: 2.1214e-05s +Average time: 1.4512e-04s ________________________________________________________________________________________________ -execution time of: 1.7628e-05s: Index: 5 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 0| -execution time of: 1.9195e-05s: Index: 4 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 1| -execution time of: 1.9530e-05s: Index: 1 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 1| -execution time of: 1.9845e-05s: Index: 2 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 2| -execution time of: 2.3978e-05s: Index: 3 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 0| -execution time of: 2.7108e-05s: Index: 0 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 2| +execution time of: 1.3234e-04s: Index: 5 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 0| + +execution time of: 1.4166e-04s: Index: 3 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 0| + +execution time of: 1.4261e-04s: Index: 4 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 1| + +execution time of: 1.4756e-04s: Index: 1 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 1| + +execution time of: 1.4841e-04s: Index: 2 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 2| + +execution time of: 1.5815e-04s: Index: 0 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 2| + ________________________________________________________________________________________________ Start Simulation of qnn_indep_qiskit_4__________________________________________________ @@ -183,52 +207,124 @@ Start Simulation of qnn_indep_qiskit_4__________________________________________ 60:...|...|...|...3 .o:...0...1...2...3 Total Permutations: 24 -Min time: 4.2923e-05s................. Permutation 17 : 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -Max time: 5.7641e-05s................. Permutation 12 : 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +Min time: 2.8676e-04s................. Permutation 17 : 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +Max time: 3.1249e-04s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| Min active nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Min max nodes: 45 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Min max nodes: 30 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| Max active nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Max max nodes: 45 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Max max nodes: 30 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| ________________________________________________________________________________________________ 24 permutations have 15 active nodes. +Index: 17 | Max_nodes: 30 | Time: 2.8676e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +Index: 21 | Max_nodes: 30 | Time: 2.8880e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| +Index: 23 | Max_nodes: 30 | Time: 2.9195e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +Index: 5 | Max_nodes: 30 | Time: 2.9387e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +Index: 11 | Max_nodes: 30 | Time: 2.9400e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| +Index: 22 | Max_nodes: 30 | Time: 2.9432e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| +Index: 15 | Max_nodes: 30 | Time: 2.9545e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +Index: 19 | Max_nodes: 30 | Time: 2.9605e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| +Index: 20 | Max_nodes: 30 | Time: 2.9965e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +Index: 16 | Max_nodes: 30 | Time: 2.9992e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| +Index: 14 | Max_nodes: 30 | Time: 3.0058e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +Index: 13 | Max_nodes: 30 | Time: 3.0116e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +Index: 3 | Max_nodes: 30 | Time: 3.0117e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +Index: 10 | Max_nodes: 30 | Time: 3.0234e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +Index: 18 | Max_nodes: 30 | Time: 3.0330e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| +Index: 1 | Max_nodes: 30 | Time: 3.0417e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +Index: 7 | Max_nodes: 30 | Time: 3.0542e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +Index: 9 | Max_nodes: 30 | Time: 3.0692e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +Index: 2 | Max_nodes: 30 | Time: 3.0781e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +Index: 8 | Max_nodes: 30 | Time: 3.0920e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| +Index: 4 | Max_nodes: 30 | Time: 3.1018e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| +Index: 12 | Max_nodes: 30 | Time: 3.1116e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +Index: 6 | Max_nodes: 30 | Time: 3.1154e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +Index: 0 | Max_nodes: 30 | Time: 3.1249e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| ........................... -Average time: 4.8000e-05s +Average time: 3.0118e-04s ________________________________________________________________________________________________ -24 permutations have 45 max nodes. +24 permutations have 30 max nodes. +Index: 17 | Active_nodes: 15 | Time: 2.8676e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +Index: 21 | Active_nodes: 15 | Time: 2.8880e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| +Index: 23 | Active_nodes: 15 | Time: 2.9195e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +Index: 5 | Active_nodes: 15 | Time: 2.9387e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +Index: 11 | Active_nodes: 15 | Time: 2.9400e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| +Index: 22 | Active_nodes: 15 | Time: 2.9432e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| +Index: 15 | Active_nodes: 15 | Time: 2.9545e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +Index: 19 | Active_nodes: 15 | Time: 2.9605e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| +Index: 20 | Active_nodes: 15 | Time: 2.9965e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +Index: 16 | Active_nodes: 15 | Time: 2.9992e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| +Index: 14 | Active_nodes: 15 | Time: 3.0058e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +Index: 13 | Active_nodes: 15 | Time: 3.0116e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +Index: 3 | Active_nodes: 15 | Time: 3.0117e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +Index: 10 | Active_nodes: 15 | Time: 3.0234e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +Index: 18 | Active_nodes: 15 | Time: 3.0330e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| +Index: 1 | Active_nodes: 15 | Time: 3.0417e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +Index: 7 | Active_nodes: 15 | Time: 3.0542e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +Index: 9 | Active_nodes: 15 | Time: 3.0692e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +Index: 2 | Active_nodes: 15 | Time: 3.0781e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +Index: 8 | Active_nodes: 15 | Time: 3.0920e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| +Index: 4 | Active_nodes: 15 | Time: 3.1018e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| +Index: 12 | Active_nodes: 15 | Time: 3.1116e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +Index: 6 | Active_nodes: 15 | Time: 3.1154e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +Index: 0 | Active_nodes: 15 | Time: 3.1249e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| ........................... -Average time: 4.8000e-05s +Average time: 3.0118e-04s ________________________________________________________________________________________________ -execution time of: 4.2923e-05s: Index: 17 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -execution time of: 4.3096e-05s: Index: 5 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| -execution time of: 4.3751e-05s: Index: 23 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -execution time of: 4.3868e-05s: Index: 1 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -execution time of: 4.3938e-05s: Index: 15 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -execution time of: 4.3975e-05s: Index: 19 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| -execution time of: 4.4183e-05s: Index: 22 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| -execution time of: 4.4463e-05s: Index: 20 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -execution time of: 4.4651e-05s: Index: 21 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| -execution time of: 4.5216e-05s: Index: 6 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -execution time of: 4.5283e-05s: Index: 16 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| -execution time of: 4.5406e-05s: Index: 18 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| -execution time of: 4.5943e-05s: Index: 2 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -execution time of: 4.5971e-05s: Index: 4 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -execution time of: 4.6133e-05s: Index: 8 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| -execution time of: 4.6288e-05s: Index: 13 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| -execution time of: 4.6681e-05s: Index: 11 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -execution time of: 5.1073e-05s: Index: 7 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -execution time of: 5.5746e-05s: Index: 3 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -execution time of: 5.5861e-05s: Index: 0 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -execution time of: 5.6461e-05s: Index: 10 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| -execution time of: 5.6686e-05s: Index: 9 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -execution time of: 5.6756e-05s: Index: 14 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -execution time of: 5.7641e-05s: Index: 12 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +execution time of: 2.8676e-04s: Index: 17 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| + +execution time of: 2.8880e-04s: Index: 21 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| + +execution time of: 2.9195e-04s: Index: 23 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| + +execution time of: 2.9387e-04s: Index: 5 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| + +execution time of: 2.9400e-04s: Index: 11 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| + +execution time of: 2.9432e-04s: Index: 22 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| + +execution time of: 2.9545e-04s: Index: 15 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| + +execution time of: 2.9605e-04s: Index: 19 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| + +execution time of: 2.9965e-04s: Index: 20 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| + +execution time of: 2.9992e-04s: Index: 16 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| + +execution time of: 3.0058e-04s: Index: 14 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| + +execution time of: 3.0116e-04s: Index: 13 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| + +execution time of: 3.0117e-04s: Index: 3 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| + +execution time of: 3.0234e-04s: Index: 10 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| + +execution time of: 3.0330e-04s: Index: 18 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| + +execution time of: 3.0417e-04s: Index: 1 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| + +execution time of: 3.0542e-04s: Index: 7 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| + +execution time of: 3.0692e-04s: Index: 9 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| + +execution time of: 3.0781e-04s: Index: 2 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| + +execution time of: 3.0920e-04s: Index: 8 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| + +execution time of: 3.1018e-04s: Index: 4 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| + +execution time of: 3.1116e-04s: Index: 12 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| + +execution time of: 3.1154e-04s: Index: 6 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| + +execution time of: 3.1249e-04s: Index: 0 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| + ________________________________________________________________________________________________ Start Simulation of qnn_indep_qiskit_5__________________________________________________ @@ -326,146 +422,508 @@ Start Simulation of qnn_indep_qiskit_5__________________________________________ 90:...|...|...|...|...4 .o:...0...1...2...3...4 Total Permutations: 120 -Min time: 8.9286e-05s................. Permutation 5 : 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -Max time: 1.1918e-04s................. Permutation 56 : 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +Min time: 5.4043e-04s................. Permutation 119: 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +Max time: 6.0081e-04s................. Permutation 107: 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| Min active nodes: 31 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Min max nodes: 93 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Min max nodes: 62 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| Max active nodes: 31 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Max max nodes: 93 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Max max nodes: 62 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| ________________________________________________________________________________________________ 120 permutations have 31 active nodes. +Index: 119 | Max_nodes: 62 | Time: 5.4043e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +Index: 23 | Max_nodes: 62 | Time: 5.4702e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +Index: 118 | Max_nodes: 62 | Time: 5.4817e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +Index: 95 | Max_nodes: 62 | Time: 5.5006e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +Index: 5 | Max_nodes: 62 | Time: 5.5463e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +Index: 115 | Max_nodes: 62 | Time: 5.5577e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +Index: 21 | Max_nodes: 62 | Time: 5.5602e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +Index: 22 | Max_nodes: 62 | Time: 5.5629e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +Index: 94 | Max_nodes: 62 | Time: 5.5673e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +Index: 117 | Max_nodes: 62 | Time: 5.5851e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +Index: 47 | Max_nodes: 62 | Time: 5.6001e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +Index: 29 | Max_nodes: 62 | Time: 5.6026e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +Index: 112 | Max_nodes: 62 | Time: 5.6037e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +Index: 101 | Max_nodes: 62 | Time: 5.6042e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +Index: 17 | Max_nodes: 62 | Time: 5.6091e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +Index: 71 | Max_nodes: 62 | Time: 5.6100e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +Index: 113 | Max_nodes: 62 | Time: 5.6121e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +Index: 3 | Max_nodes: 62 | Time: 5.6191e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +Index: 110 | Max_nodes: 62 | Time: 5.6215e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +Index: 116 | Max_nodes: 62 | Time: 5.6218e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +Index: 27 | Max_nodes: 62 | Time: 5.6221e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +Index: 93 | Max_nodes: 62 | Time: 5.6326e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +Index: 9 | Max_nodes: 62 | Time: 5.6330e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +Index: 1 | Max_nodes: 62 | Time: 5.6372e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +Index: 19 | Max_nodes: 62 | Time: 5.6404e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +Index: 86 | Max_nodes: 62 | Time: 5.6422e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +Index: 114 | Max_nodes: 62 | Time: 5.6567e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +Index: 15 | Max_nodes: 62 | Time: 5.6580e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +Index: 20 | Max_nodes: 62 | Time: 5.6637e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +Index: 65 | Max_nodes: 62 | Time: 5.6702e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +Index: 109 | Max_nodes: 62 | Time: 5.6706e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +Index: 88 | Max_nodes: 62 | Time: 5.6827e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +Index: 41 | Max_nodes: 62 | Time: 5.6875e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +Index: 99 | Max_nodes: 62 | Time: 5.6897e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +Index: 16 | Max_nodes: 62 | Time: 5.6897e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +Index: 77 | Max_nodes: 62 | Time: 5.6908e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +Index: 14 | Max_nodes: 62 | Time: 5.6948e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +Index: 108 | Max_nodes: 62 | Time: 5.6963e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +Index: 68 | Max_nodes: 62 | Time: 5.6988e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +Index: 35 | Max_nodes: 62 | Time: 5.6994e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +Index: 24 | Max_nodes: 62 | Time: 5.6999e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +Index: 0 | Max_nodes: 62 | Time: 5.7023e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Index: 45 | Max_nodes: 62 | Time: 5.7052e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +Index: 53 | Max_nodes: 62 | Time: 5.7101e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +Index: 64 | Max_nodes: 62 | Time: 5.7117e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +Index: 28 | Max_nodes: 62 | Time: 5.7134e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +Index: 6 | Max_nodes: 62 | Time: 5.7153e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +Index: 90 | Max_nodes: 62 | Time: 5.7154e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +Index: 85 | Max_nodes: 62 | Time: 5.7183e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +Index: 91 | Max_nodes: 62 | Time: 5.7191e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +Index: 46 | Max_nodes: 62 | Time: 5.7197e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +Index: 11 | Max_nodes: 62 | Time: 5.7248e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +Index: 62 | Max_nodes: 62 | Time: 5.7255e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +Index: 75 | Max_nodes: 62 | Time: 5.7292e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +Index: 103 | Max_nodes: 62 | Time: 5.7297e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +Index: 2 | Max_nodes: 62 | Time: 5.7302e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +Index: 70 | Max_nodes: 62 | Time: 5.7343e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +Index: 49 | Max_nodes: 62 | Time: 5.7353e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +Index: 4 | Max_nodes: 62 | Time: 5.7369e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +Index: 13 | Max_nodes: 62 | Time: 5.7400e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +Index: 18 | Max_nodes: 62 | Time: 5.7418e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +Index: 106 | Max_nodes: 62 | Time: 5.7455e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +Index: 100 | Max_nodes: 62 | Time: 5.7458e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +Index: 83 | Max_nodes: 62 | Time: 5.7473e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +Index: 12 | Max_nodes: 62 | Time: 5.7474e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +Index: 92 | Max_nodes: 62 | Time: 5.7477e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +Index: 84 | Max_nodes: 62 | Time: 5.7482e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +Index: 10 | Max_nodes: 62 | Time: 5.7524e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +Index: 43 | Max_nodes: 62 | Time: 5.7554e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +Index: 79 | Max_nodes: 62 | Time: 5.7579e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +Index: 111 | Max_nodes: 62 | Time: 5.7593e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +Index: 63 | Max_nodes: 62 | Time: 5.7628e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +Index: 55 | Max_nodes: 62 | Time: 5.7653e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +Index: 33 | Max_nodes: 62 | Time: 5.7666e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +Index: 66 | Max_nodes: 62 | Time: 5.7695e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +Index: 59 | Max_nodes: 62 | Time: 5.7707e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +Index: 31 | Max_nodes: 62 | Time: 5.7754e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +Index: 54 | Max_nodes: 62 | Time: 5.7755e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +Index: 104 | Max_nodes: 62 | Time: 5.7756e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +Index: 37 | Max_nodes: 62 | Time: 5.7761e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +Index: 8 | Max_nodes: 62 | Time: 5.7811e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +Index: 60 | Max_nodes: 62 | Time: 5.7921e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +Index: 40 | Max_nodes: 62 | Time: 5.7930e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +Index: 48 | Max_nodes: 62 | Time: 5.7951e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +Index: 38 | Max_nodes: 62 | Time: 5.7961e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +Index: 73 | Max_nodes: 62 | Time: 5.7973e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +Index: 98 | Max_nodes: 62 | Time: 5.8014e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +Index: 81 | Max_nodes: 62 | Time: 5.8025e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +Index: 76 | Max_nodes: 62 | Time: 5.8034e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +Index: 26 | Max_nodes: 62 | Time: 5.8053e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +Index: 102 | Max_nodes: 62 | Time: 5.8138e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +Index: 25 | Max_nodes: 62 | Time: 5.8155e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +Index: 42 | Max_nodes: 62 | Time: 5.8175e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +Index: 89 | Max_nodes: 62 | Time: 5.8184e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +Index: 44 | Max_nodes: 62 | Time: 5.8192e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +Index: 30 | Max_nodes: 62 | Time: 5.8225e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +Index: 105 | Max_nodes: 62 | Time: 5.8298e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +Index: 78 | Max_nodes: 62 | Time: 5.8333e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +Index: 72 | Max_nodes: 62 | Time: 5.8338e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +Index: 96 | Max_nodes: 62 | Time: 5.8360e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +Index: 39 | Max_nodes: 62 | Time: 5.8411e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +Index: 32 | Max_nodes: 62 | Time: 5.8470e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +Index: 58 | Max_nodes: 62 | Time: 5.8478e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +Index: 97 | Max_nodes: 62 | Time: 5.8480e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| +Index: 52 | Max_nodes: 62 | Time: 5.8492e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +Index: 82 | Max_nodes: 62 | Time: 5.8507e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +Index: 34 | Max_nodes: 62 | Time: 5.8515e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +Index: 67 | Max_nodes: 62 | Time: 5.8551e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +Index: 7 | Max_nodes: 62 | Time: 5.8799e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +Index: 61 | Max_nodes: 62 | Time: 5.8822e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +Index: 56 | Max_nodes: 62 | Time: 5.8929e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +Index: 69 | Max_nodes: 62 | Time: 5.8952e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +Index: 87 | Max_nodes: 62 | Time: 5.8968e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +Index: 50 | Max_nodes: 62 | Time: 5.9215e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +Index: 36 | Max_nodes: 62 | Time: 5.9310e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +Index: 74 | Max_nodes: 62 | Time: 5.9638e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +Index: 51 | Max_nodes: 62 | Time: 5.9638e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +Index: 57 | Max_nodes: 62 | Time: 5.9662e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +Index: 80 | Max_nodes: 62 | Time: 5.9718e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +Index: 107 | Max_nodes: 62 | Time: 6.0081e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| ........................... -Average time: 9.6466e-05s +Average time: 5.7372e-04s ________________________________________________________________________________________________ -120 permutations have 93 max nodes. +120 permutations have 62 max nodes. +Index: 119 | Active_nodes: 31 | Time: 5.4043e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +Index: 23 | Active_nodes: 31 | Time: 5.4702e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +Index: 118 | Active_nodes: 31 | Time: 5.4817e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +Index: 95 | Active_nodes: 31 | Time: 5.5006e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +Index: 5 | Active_nodes: 31 | Time: 5.5463e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +Index: 115 | Active_nodes: 31 | Time: 5.5577e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +Index: 21 | Active_nodes: 31 | Time: 5.5602e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +Index: 22 | Active_nodes: 31 | Time: 5.5629e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +Index: 94 | Active_nodes: 31 | Time: 5.5673e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +Index: 117 | Active_nodes: 31 | Time: 5.5851e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +Index: 47 | Active_nodes: 31 | Time: 5.6001e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +Index: 29 | Active_nodes: 31 | Time: 5.6026e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +Index: 112 | Active_nodes: 31 | Time: 5.6037e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +Index: 101 | Active_nodes: 31 | Time: 5.6042e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +Index: 17 | Active_nodes: 31 | Time: 5.6091e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +Index: 71 | Active_nodes: 31 | Time: 5.6100e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +Index: 113 | Active_nodes: 31 | Time: 5.6121e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +Index: 3 | Active_nodes: 31 | Time: 5.6191e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +Index: 110 | Active_nodes: 31 | Time: 5.6215e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +Index: 116 | Active_nodes: 31 | Time: 5.6218e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +Index: 27 | Active_nodes: 31 | Time: 5.6221e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +Index: 93 | Active_nodes: 31 | Time: 5.6326e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +Index: 9 | Active_nodes: 31 | Time: 5.6330e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +Index: 1 | Active_nodes: 31 | Time: 5.6372e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +Index: 19 | Active_nodes: 31 | Time: 5.6404e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +Index: 86 | Active_nodes: 31 | Time: 5.6422e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +Index: 114 | Active_nodes: 31 | Time: 5.6567e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +Index: 15 | Active_nodes: 31 | Time: 5.6580e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +Index: 20 | Active_nodes: 31 | Time: 5.6637e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +Index: 65 | Active_nodes: 31 | Time: 5.6702e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +Index: 109 | Active_nodes: 31 | Time: 5.6706e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +Index: 88 | Active_nodes: 31 | Time: 5.6827e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +Index: 41 | Active_nodes: 31 | Time: 5.6875e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +Index: 99 | Active_nodes: 31 | Time: 5.6897e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +Index: 16 | Active_nodes: 31 | Time: 5.6897e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +Index: 77 | Active_nodes: 31 | Time: 5.6908e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +Index: 14 | Active_nodes: 31 | Time: 5.6948e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +Index: 108 | Active_nodes: 31 | Time: 5.6963e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +Index: 68 | Active_nodes: 31 | Time: 5.6988e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +Index: 35 | Active_nodes: 31 | Time: 5.6994e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +Index: 24 | Active_nodes: 31 | Time: 5.6999e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +Index: 0 | Active_nodes: 31 | Time: 5.7023e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Index: 45 | Active_nodes: 31 | Time: 5.7052e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +Index: 53 | Active_nodes: 31 | Time: 5.7101e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +Index: 64 | Active_nodes: 31 | Time: 5.7117e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +Index: 28 | Active_nodes: 31 | Time: 5.7134e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +Index: 6 | Active_nodes: 31 | Time: 5.7153e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +Index: 90 | Active_nodes: 31 | Time: 5.7154e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +Index: 85 | Active_nodes: 31 | Time: 5.7183e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +Index: 91 | Active_nodes: 31 | Time: 5.7191e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +Index: 46 | Active_nodes: 31 | Time: 5.7197e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +Index: 11 | Active_nodes: 31 | Time: 5.7248e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +Index: 62 | Active_nodes: 31 | Time: 5.7255e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +Index: 75 | Active_nodes: 31 | Time: 5.7292e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +Index: 103 | Active_nodes: 31 | Time: 5.7297e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +Index: 2 | Active_nodes: 31 | Time: 5.7302e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +Index: 70 | Active_nodes: 31 | Time: 5.7343e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +Index: 49 | Active_nodes: 31 | Time: 5.7353e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +Index: 4 | Active_nodes: 31 | Time: 5.7369e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +Index: 13 | Active_nodes: 31 | Time: 5.7400e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +Index: 18 | Active_nodes: 31 | Time: 5.7418e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +Index: 106 | Active_nodes: 31 | Time: 5.7455e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +Index: 100 | Active_nodes: 31 | Time: 5.7458e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +Index: 83 | Active_nodes: 31 | Time: 5.7473e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +Index: 12 | Active_nodes: 31 | Time: 5.7474e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +Index: 92 | Active_nodes: 31 | Time: 5.7477e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +Index: 84 | Active_nodes: 31 | Time: 5.7482e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +Index: 10 | Active_nodes: 31 | Time: 5.7524e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +Index: 43 | Active_nodes: 31 | Time: 5.7554e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +Index: 79 | Active_nodes: 31 | Time: 5.7579e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +Index: 111 | Active_nodes: 31 | Time: 5.7593e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +Index: 63 | Active_nodes: 31 | Time: 5.7628e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +Index: 55 | Active_nodes: 31 | Time: 5.7653e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +Index: 33 | Active_nodes: 31 | Time: 5.7666e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +Index: 66 | Active_nodes: 31 | Time: 5.7695e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +Index: 59 | Active_nodes: 31 | Time: 5.7707e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +Index: 31 | Active_nodes: 31 | Time: 5.7754e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +Index: 54 | Active_nodes: 31 | Time: 5.7755e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +Index: 104 | Active_nodes: 31 | Time: 5.7756e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +Index: 37 | Active_nodes: 31 | Time: 5.7761e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +Index: 8 | Active_nodes: 31 | Time: 5.7811e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +Index: 60 | Active_nodes: 31 | Time: 5.7921e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +Index: 40 | Active_nodes: 31 | Time: 5.7930e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +Index: 48 | Active_nodes: 31 | Time: 5.7951e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +Index: 38 | Active_nodes: 31 | Time: 5.7961e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +Index: 73 | Active_nodes: 31 | Time: 5.7973e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +Index: 98 | Active_nodes: 31 | Time: 5.8014e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +Index: 81 | Active_nodes: 31 | Time: 5.8025e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +Index: 76 | Active_nodes: 31 | Time: 5.8034e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +Index: 26 | Active_nodes: 31 | Time: 5.8053e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +Index: 102 | Active_nodes: 31 | Time: 5.8138e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +Index: 25 | Active_nodes: 31 | Time: 5.8155e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +Index: 42 | Active_nodes: 31 | Time: 5.8175e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +Index: 89 | Active_nodes: 31 | Time: 5.8184e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +Index: 44 | Active_nodes: 31 | Time: 5.8192e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +Index: 30 | Active_nodes: 31 | Time: 5.8225e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +Index: 105 | Active_nodes: 31 | Time: 5.8298e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +Index: 78 | Active_nodes: 31 | Time: 5.8333e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +Index: 72 | Active_nodes: 31 | Time: 5.8338e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +Index: 96 | Active_nodes: 31 | Time: 5.8360e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +Index: 39 | Active_nodes: 31 | Time: 5.8411e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +Index: 32 | Active_nodes: 31 | Time: 5.8470e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +Index: 58 | Active_nodes: 31 | Time: 5.8478e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +Index: 97 | Active_nodes: 31 | Time: 5.8480e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| +Index: 52 | Active_nodes: 31 | Time: 5.8492e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +Index: 82 | Active_nodes: 31 | Time: 5.8507e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +Index: 34 | Active_nodes: 31 | Time: 5.8515e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +Index: 67 | Active_nodes: 31 | Time: 5.8551e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +Index: 7 | Active_nodes: 31 | Time: 5.8799e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +Index: 61 | Active_nodes: 31 | Time: 5.8822e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +Index: 56 | Active_nodes: 31 | Time: 5.8929e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +Index: 69 | Active_nodes: 31 | Time: 5.8952e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +Index: 87 | Active_nodes: 31 | Time: 5.8968e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +Index: 50 | Active_nodes: 31 | Time: 5.9215e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +Index: 36 | Active_nodes: 31 | Time: 5.9310e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +Index: 74 | Active_nodes: 31 | Time: 5.9638e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +Index: 51 | Active_nodes: 31 | Time: 5.9638e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +Index: 57 | Active_nodes: 31 | Time: 5.9662e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +Index: 80 | Active_nodes: 31 | Time: 5.9718e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +Index: 107 | Active_nodes: 31 | Time: 6.0081e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| ........................... -Average time: 9.6466e-05s +Average time: 5.7372e-04s ________________________________________________________________________________________________ -execution time of: 8.9286e-05s: Index: 5 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -execution time of: 8.9391e-05s: Index: 1 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -execution time of: 8.9921e-05s: Index: 23 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -execution time of: 9.0284e-05s: Index: 0 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -execution time of: 9.0809e-05s: Index: 2 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -execution time of: 9.1119e-05s: Index: 119 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -execution time of: 9.1506e-05s: Index: 28 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -execution time of: 9.1516e-05s: Index: 27 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -execution time of: 9.1736e-05s: Index: 24 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -execution time of: 9.1806e-05s: Index: 22 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -execution time of: 9.2361e-05s: Index: 15 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -execution time of: 9.2431e-05s: Index: 21 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -execution time of: 9.2453e-05s: Index: 3 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -execution time of: 9.2636e-05s: Index: 16 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -execution time of: 9.3028e-05s: Index: 86 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -execution time of: 9.3149e-05s: Index: 4 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -execution time of: 9.3211e-05s: Index: 116 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -execution time of: 9.3316e-05s: Index: 19 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -execution time of: 9.3339e-05s: Index: 17 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -execution time of: 9.3366e-05s: Index: 20 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -execution time of: 9.3631e-05s: Index: 10 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -execution time of: 9.3681e-05s: Index: 13 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -execution time of: 9.3738e-05s: Index: 9 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -execution time of: 9.3774e-05s: Index: 112 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -execution time of: 9.3826e-05s: Index: 25 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -execution time of: 9.3864e-05s: Index: 6 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -execution time of: 9.3906e-05s: Index: 53 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -execution time of: 9.3926e-05s: Index: 8 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -execution time of: 9.3929e-05s: Index: 110 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -execution time of: 9.3931e-05s: Index: 94 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -execution time of: 9.3956e-05s: Index: 95 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -execution time of: 9.4166e-05s: Index: 117 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -execution time of: 9.4213e-05s: Index: 115 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -execution time of: 9.4234e-05s: Index: 101 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -execution time of: 9.4241e-05s: Index: 35 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -execution time of: 9.4266e-05s: Index: 12 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -execution time of: 9.4309e-05s: Index: 47 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -execution time of: 9.4629e-05s: Index: 92 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -execution time of: 9.4639e-05s: Index: 26 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -execution time of: 9.4784e-05s: Index: 91 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -execution time of: 9.4834e-05s: Index: 11 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -execution time of: 9.4836e-05s: Index: 30 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -execution time of: 9.4923e-05s: Index: 114 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -execution time of: 9.4984e-05s: Index: 31 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -execution time of: 9.5056e-05s: Index: 48 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -execution time of: 9.5379e-05s: Index: 18 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -execution time of: 9.5441e-05s: Index: 62 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -execution time of: 9.5464e-05s: Index: 98 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -execution time of: 9.5486e-05s: Index: 55 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -execution time of: 9.5581e-05s: Index: 88 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -execution time of: 9.5616e-05s: Index: 71 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -execution time of: 9.5661e-05s: Index: 54 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -execution time of: 9.5696e-05s: Index: 38 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -execution time of: 9.5831e-05s: Index: 113 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -execution time of: 9.5969e-05s: Index: 99 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -execution time of: 9.5988e-05s: Index: 32 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -execution time of: 9.5999e-05s: Index: 74 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -execution time of: 9.6109e-05s: Index: 44 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -execution time of: 9.6159e-05s: Index: 68 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -execution time of: 9.6161e-05s: Index: 33 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -execution time of: 9.6194e-05s: Index: 34 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -execution time of: 9.6261e-05s: Index: 72 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -execution time of: 9.6289e-05s: Index: 7 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -execution time of: 9.6316e-05s: Index: 14 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -execution time of: 9.6614e-05s: Index: 43 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -execution time of: 9.6704e-05s: Index: 64 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -execution time of: 9.6716e-05s: Index: 60 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -execution time of: 9.6756e-05s: Index: 78 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -execution time of: 9.6759e-05s: Index: 37 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -execution time of: 9.6861e-05s: Index: 90 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -execution time of: 9.6879e-05s: Index: 85 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -execution time of: 9.6904e-05s: Index: 102 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -execution time of: 9.6929e-05s: Index: 36 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -execution time of: 9.6939e-05s: Index: 84 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -execution time of: 9.6999e-05s: Index: 42 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -execution time of: 9.7019e-05s: Index: 100 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -execution time of: 9.7264e-05s: Index: 108 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -execution time of: 9.7289e-05s: Index: 73 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -execution time of: 9.7376e-05s: Index: 75 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -execution time of: 9.7444e-05s: Index: 70 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -execution time of: 9.7453e-05s: Index: 103 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -execution time of: 9.7514e-05s: Index: 105 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -execution time of: 9.7536e-05s: Index: 111 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -execution time of: 9.7566e-05s: Index: 106 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -execution time of: 9.7681e-05s: Index: 52 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -execution time of: 9.7748e-05s: Index: 45 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -execution time of: 9.7811e-05s: Index: 50 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -execution time of: 9.7846e-05s: Index: 79 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -execution time of: 9.7869e-05s: Index: 46 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -execution time of: 9.7909e-05s: Index: 41 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -execution time of: 9.7931e-05s: Index: 109 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -execution time of: 9.8161e-05s: Index: 59 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -execution time of: 9.8238e-05s: Index: 93 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -execution time of: 9.8361e-05s: Index: 104 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -execution time of: 9.8679e-05s: Index: 66 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -execution time of: 9.8696e-05s: Index: 96 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -execution time of: 9.8719e-05s: Index: 81 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -execution time of: 9.8771e-05s: Index: 82 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -execution time of: 9.8941e-05s: Index: 58 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -execution time of: 9.8954e-05s: Index: 51 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -execution time of: 9.9054e-05s: Index: 63 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -execution time of: 9.9101e-05s: Index: 83 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -execution time of: 9.9201e-05s: Index: 77 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -execution time of: 9.9244e-05s: Index: 89 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -execution time of: 9.9246e-05s: Index: 40 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -execution time of: 9.9321e-05s: Index: 61 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -execution time of: 9.9521e-05s: Index: 76 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -execution time of: 9.9786e-05s: Index: 80 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -execution time of: 1.0007e-04s: Index: 67 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -execution time of: 1.0087e-04s: Index: 57 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -execution time of: 1.0113e-04s: Index: 97 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -execution time of: 1.0115e-04s: Index: 39 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -execution time of: 1.0249e-04s: Index: 69 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -execution time of: 1.0299e-04s: Index: 107 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -execution time of: 1.0321e-04s: Index: 65 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -execution time of: 1.1148e-04s: Index: 118 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -execution time of: 1.1808e-04s: Index: 49 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -execution time of: 1.1918e-04s: Index: 56 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +execution time of: 5.4043e-04s: Index: 119 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| + +execution time of: 5.4702e-04s: Index: 23 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| + +execution time of: 5.4817e-04s: Index: 118 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| + +execution time of: 5.5006e-04s: Index: 95 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| + +execution time of: 5.5463e-04s: Index: 5 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| + +execution time of: 5.5577e-04s: Index: 115 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| + +execution time of: 5.5602e-04s: Index: 21 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| + +execution time of: 5.5629e-04s: Index: 22 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| + +execution time of: 5.5673e-04s: Index: 94 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| + +execution time of: 5.5851e-04s: Index: 117 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| + +execution time of: 5.6001e-04s: Index: 47 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| + +execution time of: 5.6026e-04s: Index: 29 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| + +execution time of: 5.6037e-04s: Index: 112 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| + +execution time of: 5.6042e-04s: Index: 101 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| + +execution time of: 5.6091e-04s: Index: 17 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| + +execution time of: 5.6100e-04s: Index: 71 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| + +execution time of: 5.6121e-04s: Index: 113 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| + +execution time of: 5.6191e-04s: Index: 3 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| + +execution time of: 5.6215e-04s: Index: 110 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| + +execution time of: 5.6218e-04s: Index: 116 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| + +execution time of: 5.6221e-04s: Index: 27 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| + +execution time of: 5.6326e-04s: Index: 93 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| + +execution time of: 5.6330e-04s: Index: 9 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| + +execution time of: 5.6372e-04s: Index: 1 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| + 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Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| + +execution time of: 5.6897e-04s: Index: 99 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| + +execution time of: 5.6897e-04s: Index: 16 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| + +execution time of: 5.6908e-04s: Index: 77 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| + +execution time of: 5.6948e-04s: Index: 14 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| + +execution time of: 5.6963e-04s: Index: 108 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| + +execution time of: 5.6988e-04s: Index: 68 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| + +execution time of: 5.6994e-04s: Index: 35 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| + +execution time of: 5.6999e-04s: Index: 24 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| + +execution time of: 5.7023e-04s: Index: 0 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| + +execution time of: 5.7052e-04s: Index: 45 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| + +execution time of: 5.7101e-04s: Index: 53 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| + +execution time of: 5.7117e-04s: Index: 64 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| + +execution time of: 5.7134e-04s: Index: 28 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| + +execution time of: 5.7153e-04s: Index: 6 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| + +execution time of: 5.7154e-04s: Index: 90 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| + +execution time of: 5.7183e-04s: Index: 85 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| + +execution time of: 5.7191e-04s: Index: 91 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| + +execution time of: 5.7197e-04s: Index: 46 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| + +execution time of: 5.7248e-04s: Index: 11 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| + +execution time of: 5.7255e-04s: Index: 62 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| + +execution time of: 5.7292e-04s: Index: 75 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| + +execution time of: 5.7297e-04s: Index: 103 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| + +execution time of: 5.7302e-04s: Index: 2 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| + +execution time of: 5.7343e-04s: Index: 70 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| + +execution time of: 5.7353e-04s: Index: 49 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| + +execution time of: 5.7369e-04s: Index: 4 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| + +execution time of: 5.7400e-04s: Index: 13 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| + +execution time of: 5.7418e-04s: Index: 18 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| + +execution time of: 5.7455e-04s: Index: 106 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| + +execution time of: 5.7458e-04s: Index: 100 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| + +execution time of: 5.7473e-04s: Index: 83 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| + +execution time of: 5.7474e-04s: Index: 12 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| + +execution time of: 5.7477e-04s: Index: 92 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| + +execution time of: 5.7482e-04s: Index: 84 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| + +execution time of: 5.7524e-04s: Index: 10 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| + +execution time of: 5.7554e-04s: Index: 43 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| + +execution time of: 5.7579e-04s: Index: 79 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| + +execution time of: 5.7593e-04s: Index: 111 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| + +execution time of: 5.7628e-04s: Index: 63 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| + +execution time of: 5.7653e-04s: Index: 55 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| + +execution time of: 5.7666e-04s: Index: 33 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| + +execution time of: 5.7695e-04s: Index: 66 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| + +execution time of: 5.7707e-04s: Index: 59 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| + +execution time of: 5.7754e-04s: Index: 31 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| + +execution time of: 5.7755e-04s: Index: 54 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| + +execution time of: 5.7756e-04s: Index: 104 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| + +execution time of: 5.7761e-04s: Index: 37 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| + +execution time of: 5.7811e-04s: Index: 8 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| + +execution time of: 5.7921e-04s: Index: 60 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| + +execution time of: 5.7930e-04s: Index: 40 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| + +execution time of: 5.7951e-04s: Index: 48 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| + +execution time of: 5.7961e-04s: Index: 38 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| + +execution time of: 5.7973e-04s: Index: 73 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| + +execution time of: 5.8014e-04s: Index: 98 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| + +execution time of: 5.8025e-04s: Index: 81 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| + +execution time of: 5.8034e-04s: Index: 76 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| + +execution time of: 5.8053e-04s: Index: 26 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| + +execution time of: 5.8138e-04s: Index: 102 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| + +execution time of: 5.8155e-04s: Index: 25 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| + +execution time of: 5.8175e-04s: Index: 42 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| + +execution time of: 5.8184e-04s: Index: 89 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| + +execution time of: 5.8192e-04s: Index: 44 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| + +execution time of: 5.8225e-04s: Index: 30 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| + +execution time of: 5.8298e-04s: Index: 105 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| + +execution time of: 5.8333e-04s: Index: 78 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| + +execution time of: 5.8338e-04s: Index: 72 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| + +execution time of: 5.8360e-04s: Index: 96 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| + +execution time of: 5.8411e-04s: Index: 39 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| + +execution time of: 5.8470e-04s: Index: 32 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| + +execution time of: 5.8478e-04s: Index: 58 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| + +execution time of: 5.8480e-04s: Index: 97 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| + +execution time of: 5.8492e-04s: Index: 52 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| + +execution time of: 5.8507e-04s: Index: 82 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| + +execution time of: 5.8515e-04s: Index: 34 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| + +execution time of: 5.8551e-04s: Index: 67 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| + +execution time of: 5.8799e-04s: Index: 7 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| + +execution time of: 5.8822e-04s: Index: 61 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| + +execution time of: 5.8929e-04s: Index: 56 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| + +execution time of: 5.8952e-04s: Index: 69 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| + +execution time of: 5.8968e-04s: Index: 87 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| + +execution time of: 5.9215e-04s: Index: 50 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| + +execution time of: 5.9310e-04s: Index: 36 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| + +execution time of: 5.9638e-04s: Index: 74 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| + +execution time of: 5.9638e-04s: Index: 51 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| + +execution time of: 5.9662e-04s: Index: 57 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| + +execution time of: 5.9718e-04s: Index: 80 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| + +execution time of: 6.0081e-04s: Index: 107 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| + ________________________________________________________________________________________________ Start Simulation of qnn_indep_qiskit_6__________________________________________________ @@ -599,731 +1057,2907 @@ Start Simulation of qnn_indep_qiskit_6__________________________________________ 126:...|...|...|...|...|...5 ..o:...0...1...2...3...4...5 Total Permutations: 720 -Min time: 1.7092e-04s................. Permutation 3 : 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Max time: 4.0225e-04s................. Permutation 228: 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 4| +Min time: 9.6893e-04s................. Permutation 23 : 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +Max time: 1.2468e-03s................. Permutation 213: 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| Min active nodes: 63 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Min max nodes: 189 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Min max nodes: 126 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| Max active nodes: 63 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Max max nodes: 189 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Max max nodes: 126 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| ________________________________________________________________________________________________ 720 permutations have 63 active nodes. +Index: 23 | Max_nodes: 126 | Time: 9.6893e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +Index: 17 | Max_nodes: 126 | Time: 9.7423e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +Index: 21 | Max_nodes: 126 | Time: 9.7810e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +Index: 11 | Max_nodes: 126 | Time: 9.7899e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +Index: 5 | Max_nodes: 126 | Time: 9.7953e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +Index: 3 | Max_nodes: 126 | Time: 9.8024e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +Index: 119 | Max_nodes: 126 | Time: 9.8366e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| +Index: 9 | Max_nodes: 126 | Time: 9.8466e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +Index: 0 | Max_nodes: 126 | Time: 9.8543e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Index: 125 | Max_nodes: 126 | Time: 9.8544e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +Index: 71 | Max_nodes: 126 | Time: 9.8554e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| +Index: 95 | Max_nodes: 126 | Time: 9.8580e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| +Index: 1 | Max_nodes: 126 | Time: 9.8621e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Index: 4 | Max_nodes: 126 | Time: 9.8680e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +Index: 15 | Max_nodes: 126 | Time: 9.8816e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +Index: 113 | Max_nodes: 126 | Time: 9.9050e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| +Index: 141 | Max_nodes: 126 | Time: 9.9104e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +Index: 117 | Max_nodes: 126 | Time: 9.9258e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| +Index: 129 | Max_nodes: 126 | Time: 9.9318e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +Index: 41 | Max_nodes: 126 | Time: 9.9336e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| +Index: 65 | Max_nodes: 126 | Time: 9.9472e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| +Index: 6 | Max_nodes: 126 | Time: 9.9494e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Index: 7 | Max_nodes: 126 | Time: 9.9614e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +Index: 93 | Max_nodes: 126 | Time: 9.9636e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| +Index: 35 | Max_nodes: 126 | Time: 9.9720e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| +Index: 143 | Max_nodes: 126 | Time: 9.9727e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +Index: 29 | Max_nodes: 126 | Time: 9.9780e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +Index: 10 | Max_nodes: 126 | Time: 9.9859e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +Index: 135 | Max_nodes: 126 | Time: 9.9916e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +Index: 123 | Max_nodes: 126 | Time: 9.9948e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +Index: 19 | Max_nodes: 126 | Time: 9.9963e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +Index: 16 | Max_nodes: 126 | Time: 1.0005e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +Index: 121 | Max_nodes: 126 | Time: 1.0011e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Index: 122 | Max_nodes: 126 | Time: 1.0021e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 13 | Max_nodes: 126 | Time: 1.0024e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +Index: 47 | Max_nodes: 126 | Time: 1.0032e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| +Index: 137 | Max_nodes: 126 | Time: 1.0036e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +Index: 18 | Max_nodes: 126 | Time: 1.0037e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +Index: 59 | Max_nodes: 126 | Time: 1.0047e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| +Index: 112 | Max_nodes: 126 | Time: 1.0050e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| +Index: 20 | Max_nodes: 126 | Time: 1.0051e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +Index: 27 | Max_nodes: 126 | Time: 1.0056e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +Index: 115 | Max_nodes: 126 | Time: 1.0056e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| +Index: 57 | Max_nodes: 126 | Time: 1.0059e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| +Index: 2 | Max_nodes: 126 | Time: 1.0061e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 120 | Max_nodes: 126 | Time: 1.0064e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Index: 24 | Max_nodes: 126 | Time: 1.0066e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +Index: 33 | Max_nodes: 126 | Time: 1.0081e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +Index: 53 | Max_nodes: 126 | Time: 1.0084e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +Index: 118 | Max_nodes: 126 | Time: 1.0086e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| +Index: 142 | Max_nodes: 126 | Time: 1.0088e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +Index: 149 | Max_nodes: 126 | Time: 1.0094e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| +Index: 88 | Max_nodes: 126 | Time: 1.0094e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| +Index: 133 | Max_nodes: 126 | Time: 1.0097e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +Index: 139 | Max_nodes: 126 | Time: 1.0101e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +Index: 8 | Max_nodes: 126 | Time: 1.0103e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +Index: 101 | Max_nodes: 126 | Time: 1.0104e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| +Index: 114 | Max_nodes: 126 | Time: 1.0112e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| +Index: 111 | Max_nodes: 126 | Time: 1.0113e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| +Index: 91 | Max_nodes: 126 | Time: 1.0114e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| +Index: 109 | Max_nodes: 126 | Time: 1.0123e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| +Index: 130 | Max_nodes: 126 | Time: 1.0124e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +Index: 131 | Max_nodes: 126 | Time: 1.0125e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +Index: 85 | Max_nodes: 126 | Time: 1.0126e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| +Index: 116 | Max_nodes: 126 | Time: 1.0126e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 3| +Index: 39 | Max_nodes: 126 | Time: 1.0128e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +Index: 99 | Max_nodes: 126 | Time: 1.0142e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| +Index: 124 | Max_nodes: 126 | Time: 1.0144e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +Index: 14 | Max_nodes: 126 | Time: 1.0145e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +Index: 49 | Max_nodes: 126 | Time: 1.0153e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +Index: 69 | Max_nodes: 126 | Time: 1.0154e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| +Index: 126 | Max_nodes: 126 | Time: 1.0160e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Index: 31 | Max_nodes: 126 | Time: 1.0160e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| +Index: 26 | Max_nodes: 126 | Time: 1.0161e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +Index: 51 | Max_nodes: 126 | Time: 1.0162e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +Index: 145 | Max_nodes: 126 | Time: 1.0167e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +Index: 89 | Max_nodes: 126 | Time: 1.0171e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| +Index: 28 | Max_nodes: 126 | Time: 1.0171e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +Index: 30 | Max_nodes: 126 | Time: 1.0173e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +Index: 263 | Max_nodes: 126 | Time: 1.0174e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| +Index: 134 | Max_nodes: 126 | Time: 1.0181e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +Index: 70 | Max_nodes: 126 | Time: 1.0183e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| +Index: 54 | Max_nodes: 126 | Time: 1.0185e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +Index: 132 | Max_nodes: 126 | Time: 1.0188e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +Index: 55 | Max_nodes: 126 | Time: 1.0188e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| +Index: 61 | Max_nodes: 126 | Time: 1.0196e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| +Index: 718 | Max_nodes: 126 | Time: 1.0201e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +Index: 73 | Max_nodes: 126 | Time: 1.0206e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| +Index: 138 | Max_nodes: 126 | Time: 1.0210e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +Index: 257 | Max_nodes: 126 | Time: 1.0217e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| +Index: 72 | Max_nodes: 126 | Time: 1.0218e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +Index: 107 | Max_nodes: 126 | Time: 1.0219e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| +Index: 140 | Max_nodes: 126 | Time: 1.0220e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +Index: 716 | Max_nodes: 126 | Time: 1.0221e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +Index: 147 | 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+Index: 273 | Max_nodes: 126 | Time: 1.1146e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +Index: 458 | Max_nodes: 126 | Time: 1.1148e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| +Index: 201 | Max_nodes: 126 | Time: 1.1180e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| +Index: 300 | Max_nodes: 126 | Time: 1.1184e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| +Index: 561 | Max_nodes: 126 | Time: 1.1199e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| +Index: 639 | Max_nodes: 126 | Time: 1.1205e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| +Index: 324 | Max_nodes: 126 | Time: 1.1211e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| +Index: 683 | Max_nodes: 126 | Time: 1.1246e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| +Index: 82 | Max_nodes: 126 | Time: 1.1252e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| +Index: 412 | Max_nodes: 126 | Time: 1.1254e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4| +Index: 359 | Max_nodes: 126 | Time: 1.1265e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +Index: 416 | Max_nodes: 126 | Time: 1.1304e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| +Index: 651 | Max_nodes: 126 | Time: 1.1313e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| +Index: 418 | Max_nodes: 126 | Time: 1.1322e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| +Index: 177 | Max_nodes: 126 | Time: 1.1366e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| +Index: 287 | Max_nodes: 126 | Time: 1.1368e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| +Index: 183 | Max_nodes: 126 | Time: 1.1376e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| +Index: 435 | Max_nodes: 126 | Time: 1.1386e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| +Index: 634 | Max_nodes: 126 | Time: 1.1407e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| +Index: 656 | Max_nodes: 126 | Time: 1.1448e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| +Index: 161 | Max_nodes: 126 | Time: 1.1450e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| +Index: 681 | Max_nodes: 126 | Time: 1.1484e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| +Index: 299 | Max_nodes: 126 | Time: 1.1487e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| +Index: 275 | Max_nodes: 126 | Time: 1.1488e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| +Index: 303 | Max_nodes: 126 | Time: 1.1507e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| +Index: 671 | Max_nodes: 126 | Time: 1.1522e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +Index: 297 | Max_nodes: 126 | Time: 1.1544e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| +Index: 345 | Max_nodes: 126 | Time: 1.1561e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| +Index: 520 | Max_nodes: 126 | Time: 1.1570e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| +Index: 335 | Max_nodes: 126 | Time: 1.1591e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +Index: 532 | Max_nodes: 126 | Time: 1.1622e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| +Index: 633 | Max_nodes: 126 | Time: 1.1632e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| +Index: 687 | Max_nodes: 126 | Time: 1.1653e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +Index: 537 | Max_nodes: 126 | Time: 1.1673e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| +Index: 666 | Max_nodes: 126 | Time: 1.1690e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| +Index: 447 | Max_nodes: 126 | Time: 1.1690e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| +Index: 441 | Max_nodes: 126 | Time: 1.1765e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| +Index: 405 | Max_nodes: 126 | Time: 1.1779e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| +Index: 393 | Max_nodes: 126 | Time: 1.1810e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| +Index: 323 | Max_nodes: 126 | Time: 1.1814e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| +Index: 266 | Max_nodes: 126 | Time: 1.1814e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| +Index: 419 | Max_nodes: 126 | Time: 1.1815e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| +Index: 423 | Max_nodes: 126 | Time: 1.1882e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| +Index: 185 | Max_nodes: 126 | Time: 1.1894e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| +Index: 531 | Max_nodes: 126 | Time: 1.1914e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| +Index: 321 | Max_nodes: 126 | Time: 1.1998e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| +Index: 519 | Max_nodes: 126 | Time: 1.2084e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| +Index: 209 | Max_nodes: 126 | Time: 1.2153e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| +Index: 315 | Max_nodes: 126 | Time: 1.2248e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| +Index: 189 | Max_nodes: 126 | Time: 1.2249e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 0| +Index: 539 | Max_nodes: 126 | Time: 1.2394e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| +Index: 213 | Max_nodes: 126 | Time: 1.2468e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| ........................... -Average time: 1.9860e-04s +Average time: 1.0627e-03s ________________________________________________________________________________________________ -720 permutations have 189 max nodes. +720 permutations have 126 max nodes. +Index: 23 | Active_nodes: 63 | Time: 9.6893e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +Index: 17 | Active_nodes: 63 | Time: 9.7423e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +Index: 21 | Active_nodes: 63 | Time: 9.7810e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +Index: 11 | Active_nodes: 63 | Time: 9.7899e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +Index: 5 | Active_nodes: 63 | Time: 9.7953e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +Index: 3 | Active_nodes: 63 | Time: 9.8024e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +Index: 119 | Active_nodes: 63 | Time: 9.8366e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| +Index: 9 | Active_nodes: 63 | Time: 9.8466e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +Index: 0 | Active_nodes: 63 | Time: 9.8543e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Index: 125 | Active_nodes: 63 | Time: 9.8544e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +Index: 71 | Active_nodes: 63 | Time: 9.8554e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| +Index: 95 | Active_nodes: 63 | Time: 9.8580e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| +Index: 1 | Active_nodes: 63 | Time: 9.8621e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Index: 4 | Active_nodes: 63 | Time: 9.8680e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +Index: 15 | Active_nodes: 63 | Time: 9.8816e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +Index: 113 | Active_nodes: 63 | Time: 9.9050e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| +Index: 141 | Active_nodes: 63 | Time: 9.9104e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +Index: 117 | Active_nodes: 63 | Time: 9.9258e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| +Index: 129 | Active_nodes: 63 | Time: 9.9318e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +Index: 41 | Active_nodes: 63 | Time: 9.9336e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| +Index: 65 | Active_nodes: 63 | Time: 9.9472e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| +Index: 6 | Active_nodes: 63 | Time: 9.9494e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Index: 7 | Active_nodes: 63 | Time: 9.9614e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +Index: 93 | Active_nodes: 63 | Time: 9.9636e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| +Index: 35 | Active_nodes: 63 | Time: 9.9720e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| +Index: 143 | Active_nodes: 63 | Time: 9.9727e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +Index: 29 | Active_nodes: 63 | Time: 9.9780e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +Index: 10 | Active_nodes: 63 | Time: 9.9859e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +Index: 135 | Active_nodes: 63 | Time: 9.9916e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +Index: 123 | Active_nodes: 63 | Time: 9.9948e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +Index: 19 | Active_nodes: 63 | Time: 9.9963e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +Index: 16 | Active_nodes: 63 | Time: 1.0005e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +Index: 121 | Active_nodes: 63 | Time: 1.0011e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Index: 122 | Active_nodes: 63 | Time: 1.0021e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 13 | Active_nodes: 63 | Time: 1.0024e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +Index: 47 | Active_nodes: 63 | Time: 1.0032e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| +Index: 137 | Active_nodes: 63 | Time: 1.0036e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +Index: 18 | Active_nodes: 63 | Time: 1.0037e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +Index: 59 | Active_nodes: 63 | Time: 1.0047e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| +Index: 112 | Active_nodes: 63 | Time: 1.0050e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| +Index: 20 | Active_nodes: 63 | Time: 1.0051e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +Index: 27 | Active_nodes: 63 | Time: 1.0056e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +Index: 115 | Active_nodes: 63 | Time: 1.0056e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| +Index: 57 | Active_nodes: 63 | Time: 1.0059e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| +Index: 2 | Active_nodes: 63 | Time: 1.0061e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 120 | Active_nodes: 63 | Time: 1.0064e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Index: 24 | Active_nodes: 63 | Time: 1.0066e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +Index: 33 | Active_nodes: 63 | Time: 1.0081e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +Index: 53 | Active_nodes: 63 | Time: 1.0084e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +Index: 118 | Active_nodes: 63 | Time: 1.0086e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| +Index: 142 | Active_nodes: 63 | Time: 1.0088e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +Index: 149 | Active_nodes: 63 | Time: 1.0094e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| +Index: 88 | Active_nodes: 63 | Time: 1.0094e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| +Index: 133 | Active_nodes: 63 | Time: 1.0097e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +Index: 139 | Active_nodes: 63 | Time: 1.0101e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +Index: 8 | Active_nodes: 63 | Time: 1.0103e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +Index: 101 | Active_nodes: 63 | Time: 1.0104e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| +Index: 114 | Active_nodes: 63 | Time: 1.0112e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| +Index: 111 | Active_nodes: 63 | Time: 1.0113e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| +Index: 91 | Active_nodes: 63 | Time: 1.0114e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| +Index: 109 | Active_nodes: 63 | Time: 1.0123e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| +Index: 130 | Active_nodes: 63 | Time: 1.0124e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +Index: 131 | Active_nodes: 63 | Time: 1.0125e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +Index: 85 | Active_nodes: 63 | Time: 1.0126e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| +Index: 116 | Active_nodes: 63 | Time: 1.0126e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 3| +Index: 39 | Active_nodes: 63 | Time: 1.0128e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +Index: 99 | Active_nodes: 63 | Time: 1.0142e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| +Index: 124 | Active_nodes: 63 | Time: 1.0144e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +Index: 14 | Active_nodes: 63 | Time: 1.0145e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +Index: 49 | Active_nodes: 63 | Time: 1.0153e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +Index: 69 | Active_nodes: 63 | Time: 1.0154e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| +Index: 126 | Active_nodes: 63 | Time: 1.0160e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Index: 31 | Active_nodes: 63 | Time: 1.0160e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| +Index: 26 | Active_nodes: 63 | Time: 1.0161e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +Index: 51 | Active_nodes: 63 | Time: 1.0162e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +Index: 145 | Active_nodes: 63 | Time: 1.0167e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +Index: 89 | Active_nodes: 63 | Time: 1.0171e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| +Index: 28 | Active_nodes: 63 | Time: 1.0171e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +Index: 30 | Active_nodes: 63 | Time: 1.0173e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +Index: 263 | Active_nodes: 63 | Time: 1.0174e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| +Index: 134 | Active_nodes: 63 | Time: 1.0181e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +Index: 70 | Active_nodes: 63 | Time: 1.0183e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| +Index: 54 | Active_nodes: 63 | Time: 1.0185e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +Index: 132 | Active_nodes: 63 | Time: 1.0188e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +Index: 55 | Active_nodes: 63 | Time: 1.0188e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| +Index: 61 | Active_nodes: 63 | Time: 1.0196e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| +Index: 718 | Active_nodes: 63 | Time: 1.0201e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +Index: 73 | Active_nodes: 63 | Time: 1.0206e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| +Index: 138 | Active_nodes: 63 | Time: 1.0210e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +Index: 257 | Active_nodes: 63 | Time: 1.0217e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| +Index: 72 | Active_nodes: 63 | Time: 1.0218e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +Index: 107 | Active_nodes: 63 | Time: 1.0219e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| +Index: 140 | Active_nodes: 63 | Time: 1.0220e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +Index: 716 | Active_nodes: 63 | Time: 1.0221e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +Index: 147 | Active_nodes: 63 | Time: 1.0226e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| +Index: 25 | Active_nodes: 63 | Time: 1.0228e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +Index: 108 | Active_nodes: 63 | Time: 1.0228e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| +Index: 94 | Active_nodes: 63 | Time: 1.0229e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2| +Index: 43 | Active_nodes: 63 | Time: 1.0243e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| +Index: 76 | Active_nodes: 63 | Time: 1.0244e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| +Index: 712 | Active_nodes: 63 | Time: 1.0245e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +Index: 249 | Active_nodes: 63 | Time: 1.0246e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +Index: 128 | Active_nodes: 63 | Time: 1.0247e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +Index: 251 | Active_nodes: 63 | Time: 1.0249e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| +Index: 60 | Active_nodes: 63 | Time: 1.0249e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| +Index: 695 | Active_nodes: 63 | Time: 1.0251e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +Index: 90 | Active_nodes: 63 | Time: 1.0255e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| +Index: 44 | Active_nodes: 63 | Time: 1.0256e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| +Index: 92 | Active_nodes: 63 | Time: 1.0261e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3| +Index: 144 | Active_nodes: 63 | Time: 1.0262e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +Index: 52 | Active_nodes: 63 | Time: 1.0263e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| +Index: 36 | Active_nodes: 63 | Time: 1.0264e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +Index: 77 | Active_nodes: 63 | Time: 1.0266e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| +Index: 106 | Active_nodes: 63 | Time: 1.0269e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| +Index: 66 | Active_nodes: 63 | Time: 1.0270e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| +Index: 110 | Active_nodes: 63 | Time: 1.0272e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 4| +Index: 100 | Active_nodes: 63 | Time: 1.0276e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| +Index: 719 | Active_nodes: 63 | Time: 1.0276e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +Index: 127 | Active_nodes: 63 | Time: 1.0278e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +Index: 245 | Active_nodes: 63 | Time: 1.0279e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +Index: 32 | Active_nodes: 63 | Time: 1.0285e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +Index: 98 | Active_nodes: 63 | Time: 1.0287e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| +Index: 48 | Active_nodes: 63 | Time: 1.0293e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +Index: 78 | Active_nodes: 63 | Time: 1.0296e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +Index: 102 | Active_nodes: 63 | Time: 1.0299e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| +Index: 64 | Active_nodes: 63 | Time: 1.0299e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| +Index: 84 | Active_nodes: 63 | Time: 1.0301e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| +Index: 38 | Active_nodes: 63 | Time: 1.0307e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| +Index: 598 | Active_nodes: 63 | Time: 1.0307e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +Index: 241 | Active_nodes: 63 | Time: 1.0312e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +Index: 22 | Active_nodes: 63 | Time: 1.0313e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +Index: 12 | Active_nodes: 63 | Time: 1.0320e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +Index: 97 | Active_nodes: 63 | Time: 1.0324e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| +Index: 715 | Active_nodes: 63 | Time: 1.0325e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +Index: 383 | Active_nodes: 63 | Time: 1.0327e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| +Index: 103 | Active_nodes: 63 | Time: 1.0328e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| +Index: 599 | Active_nodes: 63 | Time: 1.0328e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +Index: 267 | Active_nodes: 63 | Time: 1.0328e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| +Index: 261 | Active_nodes: 63 | Time: 1.0332e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| +Index: 268 | Active_nodes: 63 | Time: 1.0334e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| +Index: 264 | Active_nodes: 63 | Time: 1.0336e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +Index: 75 | Active_nodes: 63 | Time: 1.0336e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| +Index: 389 | Active_nodes: 63 | Time: 1.0338e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| +Index: 87 | Active_nodes: 63 | Time: 1.0339e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| +Index: 501 | Active_nodes: 63 | Time: 1.0341e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| +Index: 235 | Active_nodes: 63 | Time: 1.0343e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| +Index: 617 | Active_nodes: 63 | Time: 1.0344e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| +Index: 497 | Active_nodes: 63 | Time: 1.0346e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 1| +Index: 56 | Active_nodes: 63 | Time: 1.0349e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| +Index: 265 | Active_nodes: 63 | Time: 1.0351e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +Index: 581 | Active_nodes: 63 | Time: 1.0353e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| +Index: 42 | Active_nodes: 63 | Time: 1.0355e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| +Index: 717 | Active_nodes: 63 | Time: 1.0359e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +Index: 592 | Active_nodes: 63 | Time: 1.0360e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +Index: 479 | Active_nodes: 63 | Time: 1.0362e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +Index: 80 | 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2|4 -> 5|5 -> 4| +Index: 367 | Active_nodes: 63 | Time: 1.0509e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| +Index: 205 | Active_nodes: 63 | Time: 1.0511e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| +Index: 482 | Active_nodes: 63 | Time: 1.0512e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| +Index: 206 | Active_nodes: 63 | Time: 1.0513e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| +Index: 232 | Active_nodes: 63 | Time: 1.0514e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| +Index: 590 | Active_nodes: 63 | Time: 1.0516e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +Index: 329 | Active_nodes: 63 | Time: 1.0516e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| +Index: 246 | Active_nodes: 63 | Time: 1.0517e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +Index: 609 | Active_nodes: 63 | Time: 1.0518e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| +Index: 187 | Active_nodes: 63 | Time: 1.0520e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| +Index: 709 | 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5|4 -> 3|5 -> 0| +Index: 544 | Active_nodes: 63 | Time: 1.1114e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| +Index: 146 | Active_nodes: 63 | Time: 1.1134e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| +Index: 215 | Active_nodes: 63 | Time: 1.1137e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| +Index: 273 | Active_nodes: 63 | Time: 1.1146e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +Index: 458 | Active_nodes: 63 | Time: 1.1148e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| +Index: 201 | Active_nodes: 63 | Time: 1.1180e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| +Index: 300 | Active_nodes: 63 | Time: 1.1184e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| +Index: 561 | Active_nodes: 63 | Time: 1.1199e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| +Index: 639 | Active_nodes: 63 | Time: 1.1205e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| +Index: 324 | Active_nodes: 63 | Time: 1.1211e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| +Index: 683 | Active_nodes: 63 | Time: 1.1246e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| +Index: 82 | Active_nodes: 63 | Time: 1.1252e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| +Index: 412 | Active_nodes: 63 | Time: 1.1254e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4| +Index: 359 | Active_nodes: 63 | Time: 1.1265e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +Index: 416 | Active_nodes: 63 | Time: 1.1304e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| +Index: 651 | Active_nodes: 63 | Time: 1.1313e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| +Index: 418 | Active_nodes: 63 | Time: 1.1322e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| +Index: 177 | Active_nodes: 63 | Time: 1.1366e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| +Index: 287 | Active_nodes: 63 | Time: 1.1368e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| +Index: 183 | Active_nodes: 63 | Time: 1.1376e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| +Index: 435 | Active_nodes: 63 | Time: 1.1386e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| +Index: 634 | Active_nodes: 63 | Time: 1.1407e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| +Index: 656 | Active_nodes: 63 | Time: 1.1448e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| +Index: 161 | Active_nodes: 63 | Time: 1.1450e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| +Index: 681 | Active_nodes: 63 | Time: 1.1484e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| +Index: 299 | Active_nodes: 63 | Time: 1.1487e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| +Index: 275 | Active_nodes: 63 | Time: 1.1488e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| +Index: 303 | Active_nodes: 63 | Time: 1.1507e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| +Index: 671 | Active_nodes: 63 | Time: 1.1522e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +Index: 297 | Active_nodes: 63 | Time: 1.1544e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| +Index: 345 | Active_nodes: 63 | Time: 1.1561e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| 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1.1810e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| +Index: 323 | Active_nodes: 63 | Time: 1.1814e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| +Index: 266 | Active_nodes: 63 | Time: 1.1814e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| +Index: 419 | Active_nodes: 63 | Time: 1.1815e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| +Index: 423 | Active_nodes: 63 | Time: 1.1882e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| +Index: 185 | Active_nodes: 63 | Time: 1.1894e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| +Index: 531 | Active_nodes: 63 | Time: 1.1914e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| +Index: 321 | Active_nodes: 63 | Time: 1.1998e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| +Index: 519 | Active_nodes: 63 | Time: 1.2084e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| +Index: 209 | Active_nodes: 63 | Time: 1.2153e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| +Index: 315 | Active_nodes: 63 | Time: 1.2248e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| +Index: 189 | Active_nodes: 63 | Time: 1.2249e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 0| +Index: 539 | Active_nodes: 63 | Time: 1.2394e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| +Index: 213 | Active_nodes: 63 | Time: 1.2468e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| ........................... -Average time: 1.9860e-04s +Average time: 1.0627e-03s ________________________________________________________________________________________________ -execution time of: 1.7092e-04s: Index: 3 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -execution time of: 1.7117e-04s: Index: 1 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -execution time of: 1.7173e-04s: Index: 9 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -execution time of: 1.7201e-04s: Index: 5 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -execution time of: 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2.1189e-04s: Index: 639 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -execution time of: 2.1210e-04s: Index: 634 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -execution time of: 2.1212e-04s: Index: 323 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -execution time of: 2.1213e-04s: Index: 445 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -execution time of: 2.1242e-04s: Index: 608 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -execution time of: 2.1259e-04s: Index: 471 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -execution time of: 2.1305e-04s: Index: 17 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -execution time of: 2.1346e-04s: Index: 287 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -execution time of: 2.1347e-04s: Index: 506 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -execution time of: 2.1349e-04s: Index: 562 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -execution time of: 2.1352e-04s: Index: 161 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -execution time of: 2.1370e-04s: Index: 333 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -execution time of: 2.1404e-04s: Index: 561 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -execution time of: 2.1417e-04s: Index: 399 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -execution time of: 2.1585e-04s: Index: 683 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -execution time of: 2.1585e-04s: Index: 469 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -execution time of: 2.1599e-04s: Index: 520 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -execution time of: 2.1610e-04s: Index: 671 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -execution time of: 2.1611e-04s: Index: 275 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -execution time of: 2.1617e-04s: Index: 666 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -execution time of: 2.1623e-04s: Index: 651 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -execution time of: 2.1630e-04s: Index: 28 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -execution time of: 2.1636e-04s: Index: 532 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -execution time of: 2.1648e-04s: Index: 345 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -execution time of: 2.1826e-04s: Index: 185 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -execution time of: 2.1854e-04s: Index: 297 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -execution time of: 2.2015e-04s: Index: 359 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -execution time of: 2.2045e-04s: Index: 436 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -execution time of: 2.2075e-04s: Index: 266 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -execution time of: 2.2127e-04s: Index: 419 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -execution time of: 2.2144e-04s: Index: 465 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -execution time of: 2.2152e-04s: Index: 321 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -execution time of: 2.2165e-04s: Index: 633 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -execution time of: 2.2223e-04s: Index: 335 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -execution time of: 2.2303e-04s: Index: 537 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -execution time of: 2.2326e-04s: Index: 656 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -execution time of: 2.2383e-04s: Index: 531 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -execution time of: 2.2396e-04s: Index: 681 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -execution time of: 2.2422e-04s: Index: 423 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -execution time of: 2.2430e-04s: Index: 687 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -execution time of: 2.2457e-04s: Index: 405 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -execution time of: 2.2515e-04s: Index: 303 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -execution time of: 2.2604e-04s: Index: 31 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -execution time of: 2.2637e-04s: Index: 299 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -execution time of: 2.2691e-04s: Index: 30 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -execution time of: 2.2731e-04s: Index: 441 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -execution time of: 2.2981e-04s: Index: 209 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -execution time of: 2.3022e-04s: Index: 473 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -execution time of: 2.3477e-04s: Index: 447 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -execution time of: 2.3622e-04s: Index: 189 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -execution time of: 2.3656e-04s: Index: 507 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -execution time of: 2.3723e-04s: Index: 353 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -execution time of: 2.3887e-04s: Index: 539 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -execution time of: 2.3902e-04s: Index: 519 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -execution time of: 2.4381e-04s: Index: 512 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -execution time of: 2.4832e-04s: Index: 458 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -execution time of: 2.5580e-04s: Index: 347 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -execution time of: 2.7415e-04s: Index: 472 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -execution time of: 3.8272e-04s: Index: 362 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -execution time of: 4.0225e-04s: Index: 228 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 4| +execution time of: 9.6893e-04s: Index: 23 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| + +execution time of: 9.7423e-04s: Index: 17 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| + +execution time of: 9.7810e-04s: Index: 21 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| + +execution time of: 9.7899e-04s: Index: 11 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| + +execution time of: 9.7953e-04s: Index: 5 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| + +execution time of: 9.8024e-04s: Index: 3 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| + +execution time of: 9.8366e-04s: Index: 119 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| + +execution time of: 9.8466e-04s: Index: 9 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| + +execution time of: 9.8543e-04s: Index: 0 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| + +execution time of: 9.8544e-04s: Index: 125 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| + +execution time of: 9.8554e-04s: Index: 71 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| + +execution time of: 9.8580e-04s: Index: 95 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| + +execution time of: 9.8621e-04s: Index: 1 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| + +execution time of: 9.8680e-04s: Index: 4 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| + +execution time of: 9.8816e-04s: Index: 15 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| + +execution time of: 9.9050e-04s: Index: 113 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| + +execution time of: 9.9104e-04s: Index: 141 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| + +execution time of: 9.9258e-04s: Index: 117 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| + +execution time of: 9.9318e-04s: Index: 129 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| + +execution time of: 9.9336e-04s: Index: 41 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| + 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-> 4| + +execution time of: 9.9916e-04s: Index: 135 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| + +execution time of: 9.9948e-04s: Index: 123 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| + +execution time of: 9.9963e-04s: Index: 19 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| + +execution time of: 1.0005e-03s: Index: 16 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| + +execution time of: 1.0011e-03s: Index: 121 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| + +execution time of: 1.0021e-03s: Index: 122 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| + +execution time of: 1.0024e-03s: Index: 13 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| + +execution time of: 1.0032e-03s: Index: 47 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 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-> 2|3 -> 4|4 -> 5|5 -> 1| + +execution time of: 1.0061e-03s: Index: 2 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| + +execution time of: 1.0064e-03s: Index: 120 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| + +execution time of: 1.0066e-03s: Index: 24 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| + +execution time of: 1.0081e-03s: Index: 33 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| + +execution time of: 1.0084e-03s: Index: 53 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| + +execution time of: 1.0086e-03s: Index: 118 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| + +execution time of: 1.0088e-03s: Index: 142 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| + +execution time of: 1.0094e-03s: Index: 149 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 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| Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| + +execution time of: 1.0775e-03s: Index: 549 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| + +execution time of: 1.0775e-03s: Index: 274 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| + +execution time of: 1.0776e-03s: Index: 342 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 4| + +execution time of: 1.0778e-03s: Index: 626 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| + +execution time of: 1.0780e-03s: Index: 522 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| + +execution time of: 1.0780e-03s: Index: 473 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| + +execution time of: 1.0781e-03s: Index: 388 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| + +execution time of: 1.0781e-03s: Index: 510 | 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| Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| + +execution time of: 1.0855e-03s: Index: 392 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| + +execution time of: 1.0856e-03s: Index: 180 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| + +execution time of: 1.0857e-03s: Index: 298 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| + +execution time of: 1.0861e-03s: Index: 563 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| + +execution time of: 1.0861e-03s: Index: 642 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| + +execution time of: 1.0864e-03s: Index: 516 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| + +execution time of: 1.0868e-03s: Index: 540 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| + +execution time of: 1.0870e-03s: Index: 158 | 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| 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| + +execution time of: 1.1322e-03s: Index: 418 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| + +execution time of: 1.1366e-03s: Index: 177 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| + +execution time of: 1.1368e-03s: Index: 287 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| + +execution time of: 1.1376e-03s: Index: 183 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| + +execution time of: 1.1386e-03s: Index: 435 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| + +execution time of: 1.1407e-03s: Index: 634 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| + +execution time of: 1.1448e-03s: Index: 656 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| + +execution time of: 1.1450e-03s: Index: 161 | Max_nodes: 126 | 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Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| + +execution time of: 1.1591e-03s: Index: 335 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| + +execution time of: 1.1622e-03s: Index: 532 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| + +execution time of: 1.1632e-03s: Index: 633 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| + +execution time of: 1.1653e-03s: Index: 687 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| + +execution time of: 1.1673e-03s: Index: 537 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| + +execution time of: 1.1690e-03s: Index: 666 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| + +execution time of: 1.1690e-03s: Index: 447 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| + +execution time of: 1.1765e-03s: Index: 441 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| + +execution time of: 1.1779e-03s: Index: 405 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| + +execution time of: 1.1810e-03s: Index: 393 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| + +execution time of: 1.1814e-03s: Index: 323 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| + +execution time of: 1.1814e-03s: Index: 266 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| + +execution time of: 1.1815e-03s: Index: 419 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| + +execution time of: 1.1882e-03s: Index: 423 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| + +execution time of: 1.1894e-03s: Index: 185 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| + 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-> 3|5 -> 0| + ________________________________________________________________________________________________ diff --git a/test/BenchmarkQuasm/results/qnn_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/qnn_indep_qiskit_controls.txt index 1ae7d63f..20d97ed8 100644 --- a/test/BenchmarkQuasm/results/qnn_indep_qiskit_controls.txt +++ b/test/BenchmarkQuasm/results/qnn_indep_qiskit_controls.txt @@ -20,15 +20,14 @@ Start Simulation of qnn_indep_qiskit_2__________________________________________ 17: 0 | 18: | 1 o: 0 1 -Q: 0 w: 3 | Q: 1 w: 1 | Computed Permutation: ................0 -> 1|1 -> 0| Original Permutation: ................0 -> 0|1 -> 1| -Identity Duration: 8.0750e-06s............................. -Permuted Duration: 6.7900e-06s............................. +Identity Duration: 6.5090e-05s............................. +Permuted Duration: 5.4569e-05s............................. Identity active_nodes: 3 ...................................... Permuted active_nodes: 3 ...................................... -Identity max_nodes: 9 ...................................... -Permuted max_nodes: 9 ...................................... +Identity max_nodes: 6 ...................................... +Permuted max_nodes: 6 ...................................... ________________________________________________________________________________________________ Start Simulation of qnn_indep_qiskit_3__________________________________________________ @@ -71,15 +70,14 @@ Start Simulation of qnn_indep_qiskit_3__________________________________________ 35:...|...1...| 36:...|...|...2 .o:...0...1...2 -Q: 0 w: 4 | Q: 1 w: 3 | Q: 2 w: 1 | Computed Permutation: .........0 -> 2|1 -> 1|2 -> 0| Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 2.2210e-05s............................. -Permuted Duration: 1.9703e-05s............................. +Identity Duration: 1.5815e-04s............................. +Permuted Duration: 1.3633e-04s............................. Identity active_nodes: 7 ...................................... Permuted active_nodes: 7 ...................................... -Identity max_nodes: 21 ...................................... -Permuted max_nodes: 21 ...................................... +Identity max_nodes: 14 ...................................... +Permuted max_nodes: 14 ...................................... ________________________________________________________________________________________________ Start Simulation of qnn_indep_qiskit_4__________________________________________________ @@ -146,15 +144,14 @@ Start Simulation of qnn_indep_qiskit_4__________________________________________ 59:...|...|...2...| 60:...|...|...|...3 .o:...0...1...2...3 -Q: 0 w: 5 | Q: 1 w: 4 | Q: 2 w: 3 | Q: 3 w: 1 | Computed Permutation: ..0 -> 3|1 -> 2|2 -> 1|3 -> 0| Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Identity Duration: 4.7556e-05s............................. -Permuted Duration: 4.7061e-05s............................. +Identity Duration: 3.1249e-04s............................. +Permuted Duration: 2.9183e-04s............................. Identity active_nodes: 15 ...................................... Permuted active_nodes: 15 ...................................... -Identity max_nodes: 45 ...................................... -Permuted max_nodes: 45 ...................................... +Identity max_nodes: 30 ...................................... +Permuted max_nodes: 30 ...................................... ________________________________________________________________________________________________ Start Simulation of qnn_indep_qiskit_5__________________________________________________ @@ -251,15 +248,14 @@ Start Simulation of qnn_indep_qiskit_5__________________________________________ 89:...|...|...|...3...| 90:...|...|...|...|...4 .o:...0...1...2...3...4 -Q: 0 w: 6 | Q: 1 w: 5 | Q: 2 w: 4 | Q: 3 w: 3 | Q: 4 w: 1 | Computed Permutation: 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: 9.5061e-05s............................. -Permuted Duration: 9.6544e-05s............................. +Identity Duration: 5.7023e-04s............................. +Permuted Duration: 5.4053e-04s............................. Identity active_nodes: 31 ...................................... Permuted active_nodes: 31 ...................................... -Identity max_nodes: 93 ...................................... -Permuted max_nodes: 93 ...................................... +Identity max_nodes: 62 ...................................... +Permuted max_nodes: 62 ...................................... ________________________________________________________________________________________________ Start Simulation of qnn_indep_qiskit_6__________________________________________________ @@ -392,197 +388,13 @@ Start Simulation of qnn_indep_qiskit_6__________________________________________ 125:...|...|...|...|...4...| 126:...|...|...|...|...|...5 ..o:...0...1...2...3...4...5 -Q: 0 w: 7 | Q: 1 w: 6 | Q: 2 w: 5 | Q: 3 w: 4 | Q: 4 w: 3 | Q: 5 w: 1 | Computed Permutation: 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Identity Duration: 1.7716e-04s............................. -Permuted Duration: 1.9394e-04s............................. +Identity Duration: 9.8543e-04s............................. +Permuted Duration: 1.0155e-03s............................. Identity active_nodes: 63 ...................................... 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-108:...|...|...|...|...|...p...| p: (9.1728e+00) -109:...c...|...|...|...|...x...| -110:...|...c...|...|...|...x...| -111:...|...|...|...|...|...p...| p: (9.1728e+00) -112:...|...c...|...|...|...x...| -113:...|...|...c...|...|...x...| -114:...|...|...|...|...|...p...| p: (9.1728e+00) -115:...|...|...c...|...|...x...| -116:...|...|...|...c...|...x...| -117:...|...|...|...|...|...p...| p: (9.1728e+00) -118:...|...|...|...c...|...x...| -119:...|...|...|...|...c...x...| -120:...|...|...|...|...|...p...| p: (9.1728e+00) -121:...|...|...|...|...c...x...| -122:...|...|...|...|...|...|..u2 p: (2.0000e+00) (-3.1416e+00) -123:...c...|...|...|...|...|...x -124:...|...|...|...|...|...|...p p: (9.1728e+00) -125:...c...|...|...|...|...|...x -126:..ry...|...|...|...|...|...| p: (5.2920e-01) -127:...|...c...|...|...|...|...x -128:...|...|...|...|...|...|...p p: (9.1728e+00) -129:...|...c...|...|...|...|...x -130:...|..ry...|...|...|...|...| p: (6.9700e-01) -131:...|...|...c...|...|...|...x -132:...|...|...|...|...|...|...p p: (9.1728e+00) -133:...|...|...c...|...|...|...x -134:...|...|..ry...|...|...|...| p: (7.6140e-01) -135:...|...|...|...c...|...|...x -136:...|...|...|...|...|...|...p p: (9.1728e+00) -137:...|...|...|...c...|...|...x -138:...|...|...|..ry...|...|...| p: (6.2384e-01) -139:...|...|...|...|...c...|...x -140:...|...|...|...|...|...|...p p: (9.1728e+00) -141:...|...|...|...|...c...|...x -142:...|...|...|...|..ry...|...| p: (2.8897e-03) -143:...|...|...|...|...|...c...x -144:...|...|...|...|...|...|...p p: (9.1728e+00) -145:...|...|...|...|...|...c...x -146:...|...|...|...|...|..ry...| p: (8.1836e-01) -147:...|...|...|...|...|...|..ry p: (4.8199e-01) -148:...|...|...|...|...|...c...x -149:...|...|...|...|...c...x...| -150:...|...|...|...c...x...|...| -151:...|...|...c...x...|...|...| -152:...|...c...x...|...|...|...| -153:...c...x...|...|...|...|...| -154:..ry...|...|...|...|...|...| p: (1.5178e-01) -155:...|..ry...|...|...|...|...| p: (1.2244e-01) -156:...|...|..ry...|...|...|...| p: (2.0466e-01) -157:...|...|...|..ry...|...|...| p: (8.5822e-01) -158:...|...|...|...|..ry...|...| p: (6.8116e-01) -159:...|...|...|...|...|..ry...| p: (9.1446e-01) -160:...|...|...|...|...|...|..ry p: (5.2191e-01) -161:============================ -162:...0...|...|...|...|...|...| -163:...|...1...|...|...|...|...| -164:...|...|...2...|...|...|...| -165:...|...|...|...3...|...|...| -166:...|...|...|...|...4...|...| -167:...|...|...|...|...|...5...| -168:...|...|...|...|...|...|...6 -..o:...0...1...2...3...4...5...6 -Q: 0 w: 8 | Q: 1 w: 7 | Q: 2 w: 6 | Q: 3 w: 5 | Q: 4 w: 4 | Q: 5 w: 3 | Q: 6 w: 1 | -Computed Permutation: 0 -> 6|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1|6 -> 0| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Identity Duration: 3.4193e-04s............................. -Permuted Duration: 4.1143e-04s............................. -Identity active_nodes: 127...................................... -Permuted active_nodes: 127...................................... -Identity max_nodes: 381...................................... -Permuted max_nodes: 381...................................... +Identity max_nodes: 126...................................... +Permuted max_nodes: 126...................................... ________________________________________________________________________________________________ diff --git a/test/BenchmarkQuasm/results/qnn_indep_qiskit_gates.txt b/test/BenchmarkQuasm/results/qnn_indep_qiskit_gates.txt deleted file mode 100644 index 8e586138..00000000 --- a/test/BenchmarkQuasm/results/qnn_indep_qiskit_gates.txt +++ /dev/null @@ -1,582 +0,0 @@ -Start Simulation of qnn_indep_qiskit_2__________________________________________________ - - i: 0 1 - 1: u2 | p: (2) (-3.14159) - 2: | u2 p: (2) (-3.14159) - 3: c x - 4: | p p: (9.17284) - 5: c x - 6: u2 | p: (2) (-3.14159) - 7: | u2 p: (2) (-3.14159) - 8: c x - 9: | p p: (9.17284) -10: c x -11: ry | p: (0.727191) -12: | ry p: (0.262443) -13: c x -14: ry | p: (0.948443) -15: | ry p: (0.986626) -16:======== -17: 0 | -18: | 1 - o: 0 1 -Computed Permutation: ................0 -> 0|1 -> 1| -Original Permutation: ................0 -> 0|1 -> 1| -Identity Duration: 7.7150e-06s............................. -Permuted Duration: 7.6800e-06s............................. -Identity active_nodes: 3 ...................................... -Permuted active_nodes: 3 ...................................... -Identity max_nodes: 9 ...................................... -Permuted max_nodes: 9 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qnn_indep_qiskit_3__________________________________________________ - -.i:...0...1...2 -.1:..u2...|...| p: (2.0000e+00) (-3.1416e+00) -.2:...|..u2...| p: (2.0000e+00) (-3.1416e+00) -.3:...c...x...| -.4:...|...p...| p: (9.1728e+00) -.5:...c...x...| -.6:...|...|..u2 p: (2.0000e+00) (-3.1416e+00) -.7:...c...|...x -.8:...|...|...p p: (9.1728e+00) -.9:...c...|...x -10:..u2...|...| p: (2.0000e+00) (-3.1416e+00) -11:...|...c...x -12:...|...|...p p: (9.1728e+00) -13:...|...c...x -14:...|..u2...| p: (2.0000e+00) (-3.1416e+00) -15:...c...x...| -16:...|...p...| p: (9.1728e+00) -17:...c...x...| -18:...|...|..u2 p: (2.0000e+00) (-3.1416e+00) -19:...c...|...x -20:...|...|...p p: (9.1728e+00) -21:...c...|...x -22:..ry...|...| p: (1.1037e-01) -23:...|...c...x -24:...|...|...p p: (9.1728e+00) -25:...|...c...x -26:...|..ry...| p: (5.1664e-01) -27:...|...|..ry p: (4.8219e-03) -28:...|...c...x -29:...c...x...| -30:..ry...|...| p: (6.5381e-01) -31:...|..ry...| p: (9.3276e-01) -32:...|...|..ry p: (8.7049e-01) -33:============ -34:...0...|...| -35:...|...1...| -36:...|...|...2 -.o:...0...1...2 -Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 2.0533e-05s............................. -Permuted Duration: 2.0453e-05s............................. -Identity active_nodes: 7 ...................................... -Permuted active_nodes: 7 ...................................... -Identity max_nodes: 21 ...................................... -Permuted max_nodes: 21 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qnn_indep_qiskit_4__________________________________________________ - -.i:...0...1...2...3 -.1:..u2...|...|...| p: (2.0000e+00) (-3.1416e+00) -.2:...|..u2...|...| p: (2.0000e+00) (-3.1416e+00) -.3:...c...x...|...| -.4:...|...p...|...| p: (9.1728e+00) -.5:...c...x...|...| -.6:...|...|..u2...| p: (2.0000e+00) (-3.1416e+00) -.7:...c...|...x...| -.8:...|...|...p...| p: (9.1728e+00) -.9:...c...|...x...| -10:...|...c...x...| -11:...|...|...p...| p: (9.1728e+00) -12:...|...c...x...| -13:...|...|...|..u2 p: (2.0000e+00) (-3.1416e+00) -14:...c...|...|...x -15:...|...|...|...p p: (9.1728e+00) -16:...c...|...|...x -17:..u2...|...|...| p: (2.0000e+00) (-3.1416e+00) -18:...|...c...|...x -19:...|...|...|...p p: (9.1728e+00) -20:...|...c...|...x -21:...|..u2...|...| p: (2.0000e+00) (-3.1416e+00) -22:...c...x...|...| -23:...|...p...|...| p: (9.1728e+00) -24:...c...x...|...| -25:...|...|...c...x -26:...|...|...|...p p: (9.1728e+00) -27:...|...|...c...x -28:...|...|..u2...| p: (2.0000e+00) (-3.1416e+00) -29:...c...|...x...| -30:...|...|...p...| p: (9.1728e+00) -31:...c...|...x...| -32:...|...c...x...| -33:...|...|...p...| p: (9.1728e+00) -34:...|...c...x...| -35:...|...|...|..u2 p: (2.0000e+00) (-3.1416e+00) -36:...c...|...|...x -37:...|...|...|...p p: (9.1728e+00) -38:...c...|...|...x -39:..ry...|...|...| p: (8.7684e-01) -40:...|...c...|...x -41:...|...|...|...p p: (9.1728e+00) -42:...|...c...|...x -43:...|..ry...|...| p: (9.2393e-01) -44:...|...|...c...x -45:...|...|...|...p p: (9.1728e+00) -46:...|...|...c...x -47:...|...|..ry...| p: (7.8054e-01) -48:...|...|...|..ry p: (3.1453e-01) -49:...|...|...c...x -50:...|...c...x...| -51:...c...x...|...| -52:..ry...|...|...| p: (9.5855e-01) -53:...|..ry...|...| p: (5.1842e-01) -54:...|...|..ry...| p: (3.0067e-01) -55:...|...|...|..ry p: (3.8866e-01) -56:================ -57:...0...|...|...| -58:...|...1...|...| -59:...|...|...2...| -60:...|...|...|...3 -.o:...0...1...2...3 -Computed Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Identity Duration: 4.3328e-05s............................. -Permuted Duration: 4.3923e-05s............................. -Identity active_nodes: 15 ...................................... -Permuted active_nodes: 15 ...................................... -Identity max_nodes: 45 ...................................... -Permuted max_nodes: 45 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qnn_indep_qiskit_5__________________________________________________ - -.i:...0...1...2...3...4 -.1:..u2...|...|...|...| p: (2.0000e+00) (-3.1416e+00) -.2:...|..u2...|...|...| p: (2.0000e+00) (-3.1416e+00) -.3:...c...x...|...|...| -.4:...|...p...|...|...| p: (9.1728e+00) -.5:...c...x...|...|...| -.6:...|...|..u2...|...| p: (2.0000e+00) (-3.1416e+00) -.7:...c...|...x...|...| -.8:...|...|...p...|...| p: (9.1728e+00) -.9:...c...|...x...|...| -10:...|...c...x...|...| -11:...|...|...p...|...| p: (9.1728e+00) -12:...|...c...x...|...| -13:...|...|...|..u2...| p: (2.0000e+00) (-3.1416e+00) -14:...c...|...|...x...| -15:...|...|...|...p...| p: (9.1728e+00) -16:...c...|...|...x...| -17:...|...c...|...x...| -18:...|...|...|...p...| p: (9.1728e+00) -19:...|...c...|...x...| -20:...|...|...c...x...| -21:...|...|...|...p...| p: (9.1728e+00) -22:...|...|...c...x...| -23:...|...|...|...|..u2 p: (2.0000e+00) (-3.1416e+00) -24:...c...|...|...|...x -25:...|...|...|...|...p p: (9.1728e+00) -26:...c...|...|...|...x -27:..u2...|...|...|...| p: (2.0000e+00) (-3.1416e+00) -28:...|...c...|...|...x -29:...|...|...|...|...p p: (9.1728e+00) -30:...|...c...|...|...x -31:...|..u2...|...|...| p: (2.0000e+00) (-3.1416e+00) -32:...c...x...|...|...| -33:...|...p...|...|...| p: (9.1728e+00) -34:...c...x...|...|...| -35:...|...|...c...|...x -36:...|...|...|...|...p p: (9.1728e+00) -37:...|...|...c...|...x -38:...|...|..u2...|...| p: (2.0000e+00) (-3.1416e+00) -39:...c...|...x...|...| -40:...|...|...p...|...| p: (9.1728e+00) -41:...c...|...x...|...| -42:...|...c...x...|...| -43:...|...|...p...|...| p: (9.1728e+00) -44:...|...c...x...|...| -45:...|...|...|...c...x -46:...|...|...|...|...p p: (9.1728e+00) -47:...|...|...|...c...x -48:...|...|...|..u2...| p: (2.0000e+00) (-3.1416e+00) -49:...c...|...|...x...| -50:...|...|...|...p...| p: (9.1728e+00) -51:...c...|...|...x...| -52:...|...c...|...x...| -53:...|...|...|...p...| p: (9.1728e+00) -54:...|...c...|...x...| -55:...|...|...c...x...| -56:...|...|...|...p...| p: (9.1728e+00) -57:...|...|...c...x...| -58:...|...|...|...|..u2 p: (2.0000e+00) (-3.1416e+00) -59:...c...|...|...|...x -60:...|...|...|...|...p p: (9.1728e+00) -61:...c...|...|...|...x -62:..ry...|...|...|...| p: (9.9960e-01) -63:...|...c...|...|...x -64:...|...|...|...|...p p: (9.1728e+00) -65:...|...c...|...|...x -66:...|..ry...|...|...| p: (6.7199e-01) -67:...|...|...c...|...x -68:...|...|...|...|...p p: (9.1728e+00) -69:...|...|...c...|...x -70:...|...|..ry...|...| p: (6.0799e-01) -71:...|...|...|...c...x -72:...|...|...|...|...p p: (9.1728e+00) -73:...|...|...|...c...x -74:...|...|...|..ry...| p: (8.4199e-01) -75:...|...|...|...|..ry p: (1.5017e-01) -76:...|...|...|...c...x -77:...|...|...c...x...| -78:...|...c...x...|...| -79:...c...x...|...|...| -80:..ry...|...|...|...| p: (2.6976e-01) -81:...|..ry...|...|...| p: (4.3331e-02) -82:...|...|..ry...|...| p: (3.4323e-01) -83:...|...|...|..ry...| p: (1.9498e-01) -84:...|...|...|...|..ry p: (7.5866e-01) -85:==================== -86:...0...|...|...|...| -87:...|...1...|...|...| -88:...|...|...2...|...| -89:...|...|...|...3...| -90:...|...|...|...|...4 -.o:...0...1...2...3...4 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: 8.8806e-05s............................. -Permuted Duration: 8.8498e-05s............................. -Identity active_nodes: 31 ...................................... -Permuted active_nodes: 31 ...................................... -Identity max_nodes: 93 ...................................... -Permuted max_nodes: 93 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qnn_indep_qiskit_6__________________________________________________ - -..i:...0...1...2...3...4...5 -..1:..u2...|...|...|...|...| p: (2.0000e+00) (-3.1416e+00) -..2:...|..u2...|...|...|...| p: (2.0000e+00) (-3.1416e+00) -..3:...c...x...|...|...|...| -..4:...|...p...|...|...|...| p: (9.1728e+00) -..5:...c...x...|...|...|...| -..6:...|...|..u2...|...|...| p: (2.0000e+00) (-3.1416e+00) -..7:...c...|...x...|...|...| -..8:...|...|...p...|...|...| p: (9.1728e+00) -..9:...c...|...x...|...|...| -.10:...|...c...x...|...|...| -.11:...|...|...p...|...|...| p: (9.1728e+00) -.12:...|...c...x...|...|...| -.13:...|...|...|..u2...|...| p: (2.0000e+00) (-3.1416e+00) -.14:...c...|...|...x...|...| -.15:...|...|...|...p...|...| p: (9.1728e+00) -.16:...c...|...|...x...|...| -.17:...|...c...|...x...|...| -.18:...|...|...|...p...|...| p: (9.1728e+00) -.19:...|...c...|...x...|...| -.20:...|...|...c...x...|...| -.21:...|...|...|...p...|...| p: (9.1728e+00) -.22:...|...|...c...x...|...| -.23:...|...|...|...|..u2...| p: (2.0000e+00) (-3.1416e+00) -.24:...c...|...|...|...x...| -.25:...|...|...|...|...p...| p: (9.1728e+00) -.26:...c...|...|...|...x...| -.27:...|...c...|...|...x...| -.28:...|...|...|...|...p...| p: (9.1728e+00) -.29:...|...c...|...|...x...| -.30:...|...|...c...|...x...| -.31:...|...|...|...|...p...| p: (9.1728e+00) -.32:...|...|...c...|...x...| -.33:...|...|...|...c...x...| -.34:...|...|...|...|...p...| p: (9.1728e+00) -.35:...|...|...|...c...x...| -.36:...|...|...|...|...|..u2 p: (2.0000e+00) (-3.1416e+00) -.37:...c...|...|...|...|...x -.38:...|...|...|...|...|...p p: (9.1728e+00) -.39:...c...|...|...|...|...x -.40:..u2...|...|...|...|...| p: (2.0000e+00) (-3.1416e+00) -.41:...|...c...|...|...|...x -.42:...|...|...|...|...|...p p: (9.1728e+00) -.43:...|...c...|...|...|...x -.44:...|..u2...|...|...|...| p: (2.0000e+00) (-3.1416e+00) -.45:...c...x...|...|...|...| -.46:...|...p...|...|...|...| p: (9.1728e+00) -.47:...c...x...|...|...|...| -.48:...|...|...c...|...|...x -.49:...|...|...|...|...|...p p: (9.1728e+00) -.50:...|...|...c...|...|...x -.51:...|...|..u2...|...|...| p: (2.0000e+00) (-3.1416e+00) -.52:...c...|...x...|...|...| -.53:...|...|...p...|...|...| p: (9.1728e+00) -.54:...c...|...x...|...|...| -.55:...|...c...x...|...|...| -.56:...|...|...p...|...|...| p: (9.1728e+00) -.57:...|...c...x...|...|...| -.58:...|...|...|...c...|...x -.59:...|...|...|...|...|...p p: (9.1728e+00) -.60:...|...|...|...c...|...x -.61:...|...|...|..u2...|...| p: (2.0000e+00) (-3.1416e+00) -.62:...c...|...|...x...|...| -.63:...|...|...|...p...|...| p: (9.1728e+00) -.64:...c...|...|...x...|...| -.65:...|...c...|...x...|...| -.66:...|...|...|...p...|...| p: (9.1728e+00) -.67:...|...c...|...x...|...| -.68:...|...|...c...x...|...| -.69:...|...|...|...p...|...| p: (9.1728e+00) -.70:...|...|...c...x...|...| -.71:...|...|...|...|...c...x -.72:...|...|...|...|...|...p p: (9.1728e+00) -.73:...|...|...|...|...c...x -.74:...|...|...|...|..u2...| p: (2.0000e+00) (-3.1416e+00) -.75:...c...|...|...|...x...| -.76:...|...|...|...|...p...| p: (9.1728e+00) -.77:...c...|...|...|...x...| -.78:...|...c...|...|...x...| -.79:...|...|...|...|...p...| p: (9.1728e+00) -.80:...|...c...|...|...x...| -.81:...|...|...c...|...x...| -.82:...|...|...|...|...p...| p: (9.1728e+00) -.83:...|...|...c...|...x...| -.84:...|...|...|...c...x...| -.85:...|...|...|...|...p...| p: (9.1728e+00) -.86:...|...|...|...c...x...| -.87:...|...|...|...|...|..u2 p: (2.0000e+00) (-3.1416e+00) -.88:...c...|...|...|...|...x -.89:...|...|...|...|...|...p p: (9.1728e+00) -.90:...c...|...|...|...|...x -.91:..ry...|...|...|...|...| p: (9.0814e-01) -.92:...|...c...|...|...|...x -.93:...|...|...|...|...|...p p: (9.1728e+00) -.94:...|...c...|...|...|...x -.95:...|..ry...|...|...|...| p: (3.0023e-02) -.96:...|...|...c...|...|...x -.97:...|...|...|...|...|...p p: (9.1728e+00) -.98:...|...|...c...|...|...x -.99:...|...|..ry...|...|...| p: (2.8972e-02) -100:...|...|...|...c...|...x -101:...|...|...|...|...|...p p: (9.1728e+00) -102:...|...|...|...c...|...x -103:...|...|...|..ry...|...| p: (8.6059e-01) -104:...|...|...|...|...c...x -105:...|...|...|...|...|...p p: (9.1728e+00) -106:...|...|...|...|...c...x -107:...|...|...|...|..ry...| p: (5.1293e-01) -108:...|...|...|...|...|..ry p: (2.6028e-03) -109:...|...|...|...|...c...x -110:...|...|...|...c...x...| -111:...|...|...c...x...|...| -112:...|...c...x...|...|...| -113:...c...x...|...|...|...| -114:..ry...|...|...|...|...| p: (5.4490e-01) -115:...|..ry...|...|...|...| p: (4.4575e-01) -116:...|...|..ry...|...|...| p: (2.6016e-01) -117:...|...|...|..ry...|...| p: (6.5620e-02) -118:...|...|...|...|..ry...| p: (1.4424e-01) -119:...|...|...|...|...|..ry p: (5.1595e-01) -120:======================== -121:...0...|...|...|...|...| -122:...|...1...|...|...|...| -123:...|...|...2...|...|...| -124:...|...|...|...3...|...| -125:...|...|...|...|...4...| -126:...|...|...|...|...|...5 -..o:...0...1...2...3...4...5 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Identity Duration: 1.6945e-04s............................. -Permuted Duration: 1.6952e-04s............................. -Identity active_nodes: 63 ...................................... -Permuted active_nodes: 63 ...................................... -Identity max_nodes: 189...................................... -Permuted max_nodes: 189...................................... -________________________________________________________________________________________________ - -Start Simulation of qnn_indep_qiskit_7__________________________________________________ - -..i:...0...1...2...3...4...5...6 -..1:..u2...|...|...|...|...|...| p: (2.0000e+00) (-3.1416e+00) -..2:...|..u2...|...|...|...|...| p: (2.0000e+00) (-3.1416e+00) -..3:...c...x...|...|...|...|...| -..4:...|...p...|...|...|...|...| p: (9.1728e+00) -..5:...c...x...|...|...|...|...| -..6:...|...|..u2...|...|...|...| p: (2.0000e+00) (-3.1416e+00) -..7:...c...|...x...|...|...|...| -..8:...|...|...p...|...|...|...| p: (9.1728e+00) -..9:...c...|...x...|...|...|...| -.10:...|...c...x...|...|...|...| -.11:...|...|...p...|...|...|...| p: (9.1728e+00) -.12:...|...c...x...|...|...|...| -.13:...|...|...|..u2...|...|...| p: (2.0000e+00) (-3.1416e+00) -.14:...c...|...|...x...|...|...| -.15:...|...|...|...p...|...|...| p: (9.1728e+00) -.16:...c...|...|...x...|...|...| -.17:...|...c...|...x...|...|...| -.18:...|...|...|...p...|...|...| p: (9.1728e+00) -.19:...|...c...|...x...|...|...| -.20:...|...|...c...x...|...|...| -.21:...|...|...|...p...|...|...| p: (9.1728e+00) -.22:...|...|...c...x...|...|...| -.23:...|...|...|...|..u2...|...| p: (2.0000e+00) (-3.1416e+00) -.24:...c...|...|...|...x...|...| -.25:...|...|...|...|...p...|...| p: (9.1728e+00) -.26:...c...|...|...|...x...|...| -.27:...|...c...|...|...x...|...| -.28:...|...|...|...|...p...|...| p: (9.1728e+00) -.29:...|...c...|...|...x...|...| -.30:...|...|...c...|...x...|...| -.31:...|...|...|...|...p...|...| p: (9.1728e+00) -.32:...|...|...c...|...x...|...| -.33:...|...|...|...c...x...|...| -.34:...|...|...|...|...p...|...| p: (9.1728e+00) -.35:...|...|...|...c...x...|...| -.36:...|...|...|...|...|..u2...| p: (2.0000e+00) (-3.1416e+00) -.37:...c...|...|...|...|...x...| -.38:...|...|...|...|...|...p...| p: (9.1728e+00) -.39:...c...|...|...|...|...x...| -.40:...|...c...|...|...|...x...| -.41:...|...|...|...|...|...p...| p: (9.1728e+00) -.42:...|...c...|...|...|...x...| -.43:...|...|...c...|...|...x...| -.44:...|...|...|...|...|...p...| p: (9.1728e+00) -.45:...|...|...c...|...|...x...| -.46:...|...|...|...c...|...x...| -.47:...|...|...|...|...|...p...| p: (9.1728e+00) -.48:...|...|...|...c...|...x...| -.49:...|...|...|...|...c...x...| -.50:...|...|...|...|...|...p...| p: (9.1728e+00) -.51:...|...|...|...|...c...x...| -.52:...|...|...|...|...|...|..u2 p: (2.0000e+00) (-3.1416e+00) -.53:...c...|...|...|...|...|...x -.54:...|...|...|...|...|...|...p p: (9.1728e+00) -.55:...c...|...|...|...|...|...x -.56:..u2...|...|...|...|...|...| p: (2.0000e+00) (-3.1416e+00) -.57:...|...c...|...|...|...|...x -.58:...|...|...|...|...|...|...p p: (9.1728e+00) -.59:...|...c...|...|...|...|...x -.60:...|..u2...|...|...|...|...| p: (2.0000e+00) (-3.1416e+00) -.61:...c...x...|...|...|...|...| -.62:...|...p...|...|...|...|...| p: (9.1728e+00) -.63:...c...x...|...|...|...|...| -.64:...|...|...c...|...|...|...x -.65:...|...|...|...|...|...|...p p: (9.1728e+00) -.66:...|...|...c...|...|...|...x -.67:...|...|..u2...|...|...|...| p: (2.0000e+00) (-3.1416e+00) -.68:...c...|...x...|...|...|...| -.69:...|...|...p...|...|...|...| p: (9.1728e+00) -.70:...c...|...x...|...|...|...| -.71:...|...c...x...|...|...|...| -.72:...|...|...p...|...|...|...| p: (9.1728e+00) -.73:...|...c...x...|...|...|...| -.74:...|...|...|...c...|...|...x -.75:...|...|...|...|...|...|...p p: (9.1728e+00) -.76:...|...|...|...c...|...|...x -.77:...|...|...|..u2...|...|...| p: (2.0000e+00) (-3.1416e+00) -.78:...c...|...|...x...|...|...| -.79:...|...|...|...p...|...|...| p: (9.1728e+00) -.80:...c...|...|...x...|...|...| -.81:...|...c...|...x...|...|...| -.82:...|...|...|...p...|...|...| p: (9.1728e+00) -.83:...|...c...|...x...|...|...| -.84:...|...|...c...x...|...|...| -.85:...|...|...|...p...|...|...| p: (9.1728e+00) -.86:...|...|...c...x...|...|...| -.87:...|...|...|...|...c...|...x -.88:...|...|...|...|...|...|...p p: (9.1728e+00) -.89:...|...|...|...|...c...|...x -.90:...|...|...|...|..u2...|...| p: (2.0000e+00) (-3.1416e+00) -.91:...c...|...|...|...x...|...| -.92:...|...|...|...|...p...|...| p: (9.1728e+00) -.93:...c...|...|...|...x...|...| -.94:...|...c...|...|...x...|...| -.95:...|...|...|...|...p...|...| p: (9.1728e+00) -.96:...|...c...|...|...x...|...| -.97:...|...|...c...|...x...|...| -.98:...|...|...|...|...p...|...| p: (9.1728e+00) -.99:...|...|...c...|...x...|...| -100:...|...|...|...c...x...|...| -101:...|...|...|...|...p...|...| p: (9.1728e+00) -102:...|...|...|...c...x...|...| -103:...|...|...|...|...|...c...x -104:...|...|...|...|...|...|...p p: (9.1728e+00) -105:...|...|...|...|...|...c...x -106:...|...|...|...|...|..u2...| p: (2.0000e+00) (-3.1416e+00) -107:...c...|...|...|...|...x...| -108:...|...|...|...|...|...p...| p: (9.1728e+00) -109:...c...|...|...|...|...x...| -110:...|...c...|...|...|...x...| -111:...|...|...|...|...|...p...| p: (9.1728e+00) -112:...|...c...|...|...|...x...| -113:...|...|...c...|...|...x...| -114:...|...|...|...|...|...p...| p: (9.1728e+00) -115:...|...|...c...|...|...x...| -116:...|...|...|...c...|...x...| -117:...|...|...|...|...|...p...| p: (9.1728e+00) -118:...|...|...|...c...|...x...| -119:...|...|...|...|...c...x...| -120:...|...|...|...|...|...p...| p: (9.1728e+00) -121:...|...|...|...|...c...x...| -122:...|...|...|...|...|...|..u2 p: (2.0000e+00) (-3.1416e+00) -123:...c...|...|...|...|...|...x -124:...|...|...|...|...|...|...p p: (9.1728e+00) -125:...c...|...|...|...|...|...x -126:..ry...|...|...|...|...|...| p: (5.2920e-01) -127:...|...c...|...|...|...|...x -128:...|...|...|...|...|...|...p p: (9.1728e+00) -129:...|...c...|...|...|...|...x -130:...|..ry...|...|...|...|...| p: (6.9700e-01) -131:...|...|...c...|...|...|...x -132:...|...|...|...|...|...|...p p: (9.1728e+00) -133:...|...|...c...|...|...|...x -134:...|...|..ry...|...|...|...| p: (7.6140e-01) -135:...|...|...|...c...|...|...x -136:...|...|...|...|...|...|...p p: (9.1728e+00) -137:...|...|...|...c...|...|...x -138:...|...|...|..ry...|...|...| p: (6.2384e-01) -139:...|...|...|...|...c...|...x -140:...|...|...|...|...|...|...p p: (9.1728e+00) -141:...|...|...|...|...c...|...x -142:...|...|...|...|..ry...|...| p: (2.8897e-03) -143:...|...|...|...|...|...c...x -144:...|...|...|...|...|...|...p p: (9.1728e+00) -145:...|...|...|...|...|...c...x -146:...|...|...|...|...|..ry...| p: (8.1836e-01) -147:...|...|...|...|...|...|..ry p: (4.8199e-01) -148:...|...|...|...|...|...c...x -149:...|...|...|...|...c...x...| -150:...|...|...|...c...x...|...| -151:...|...|...c...x...|...|...| -152:...|...c...x...|...|...|...| -153:...c...x...|...|...|...|...| -154:..ry...|...|...|...|...|...| p: (1.5178e-01) -155:...|..ry...|...|...|...|...| p: (1.2244e-01) -156:...|...|..ry...|...|...|...| p: (2.0466e-01) -157:...|...|...|..ry...|...|...| p: (8.5822e-01) -158:...|...|...|...|..ry...|...| p: (6.8116e-01) -159:...|...|...|...|...|..ry...| p: (9.1446e-01) -160:...|...|...|...|...|...|..ry p: (5.2191e-01) -161:============================ -162:...0...|...|...|...|...|...| -163:...|...1...|...|...|...|...| -164:...|...|...2...|...|...|...| -165:...|...|...|...3...|...|...| -166:...|...|...|...|...4...|...| -167:...|...|...|...|...|...5...| -168:...|...|...|...|...|...|...6 -..o:...0...1...2...3...4...5...6 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Identity Duration: 3.5343e-04s............................. -Permuted Duration: 3.5181e-04s............................. -Identity active_nodes: 127...................................... -Permuted active_nodes: 127...................................... -Identity max_nodes: 381...................................... -Permuted max_nodes: 381...................................... -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/qpeexact_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/qpeexact_indep_qiskit_all.txt index f865bdc1..9ae7dde7 100644 --- a/test/BenchmarkQuasm/results/qpeexact_indep_qiskit_all.txt +++ b/test/BenchmarkQuasm/results/qpeexact_indep_qiskit_all.txt @@ -9,35 +9,36 @@ i: 0 1 6: 0 | o: 0 | Total Permutations: 2 -Min time: 1.6478e-06s................. Permutation 1 : 0 -> 1|1 -> 0| -Max time: 1.6775e-06s................. Permutation 0 : 0 -> 0|1 -> 1| +Min time: 1.5014e-05s................. Permutation 0 : 0 -> 0|1 -> 1| +Max time: 1.5923e-05s................. Permutation 1 : 0 -> 1|1 -> 0| Min active nodes: 2 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Min max nodes: 5 nodes.................... Permutation 1 : 0 -> 1|1 -> 0| +Min max nodes: 4 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| Max active nodes: 2 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Max max nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Max max nodes: 4 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| ________________________________________________________________________________________________ 2 permutations have 2 active nodes. +Index: 0 | Max_nodes: 4 | Time: 1.5014e-05s | 0 -> 0|1 -> 1| +Index: 1 | Max_nodes: 4 | Time: 1.5923e-05s | 0 -> 1|1 -> 0| ........................... -Average time: 1.6626e-06s +Average time: 1.5468e-05s ________________________________________________________________________________________________ -1 permutations have 5 max nodes. +2 permutations have 4 max nodes. +Index: 0 | Active_nodes: 2 | Time: 1.5014e-05s | 0 -> 0|1 -> 1| +Index: 1 | Active_nodes: 2 | Time: 1.5923e-05s | 0 -> 1|1 -> 0| ........................... -Average time: 1.6478e-06s +Average time: 1.5468e-05s -1 permutations have 6 max nodes. +________________________________________________________________________________________________ -........................... -Average time: 1.6775e-06s +execution time of: 1.5014e-05s: Index: 0 | Max_nodes: 4 | Active_nodes: 2 | 0 -> 0|1 -> 1| -________________________________________________________________________________________________ +execution time of: 1.5923e-05s: Index: 1 | Max_nodes: 4 | Active_nodes: 2 | 0 -> 1|1 -> 0| -execution time of: 1.6478e-06s: Index: 1 | Max_nodes: 5 | Active_nodes: 2 | 0 -> 1|1 -> 0| -execution time of: 1.6775e-06s: Index: 0 | Max_nodes: 6 | Active_nodes: 2 | 0 -> 0|1 -> 1| ________________________________________________________________________________________________ Start Simulation of qpeexact_indep_qiskit_3__________________________________________________ @@ -56,39 +57,52 @@ Start Simulation of qpeexact_indep_qiskit_3_____________________________________ 11:...|...1...| .o:...0...1...| Total Permutations: 6 -Min time: 2.7250e-06s................. Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| -Max time: 2.9175e-06s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Min time: 2.4535e-05s................. Permutation 2 : 0 -> 1|1 -> 0|2 -> 2| +Max time: 2.5950e-05s................. Permutation 3 : 0 -> 1|1 -> 2|2 -> 0| Min active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Min max nodes: 8 nodes.................... Permutation 2 : 0 -> 1|1 -> 0|2 -> 2| +Min max nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| Max active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max max nodes: 9 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max max nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| ________________________________________________________________________________________________ 6 permutations have 3 active nodes. +Index: 2 | Max_nodes: 6 | Time: 2.4535e-05s | 0 -> 1|1 -> 0|2 -> 2| +Index: 4 | Max_nodes: 6 | Time: 2.4848e-05s | 0 -> 2|1 -> 0|2 -> 1| +Index: 5 | Max_nodes: 6 | Time: 2.4975e-05s | 0 -> 2|1 -> 1|2 -> 0| +Index: 1 | Max_nodes: 6 | Time: 2.5463e-05s | 0 -> 0|1 -> 2|2 -> 1| +Index: 0 | Max_nodes: 6 | Time: 2.5625e-05s | 0 -> 0|1 -> 1|2 -> 2| +Index: 3 | Max_nodes: 6 | Time: 2.5950e-05s | 0 -> 1|1 -> 2|2 -> 0| ........................... -Average time: 2.8084e-06s +Average time: 2.5233e-05s ________________________________________________________________________________________________ -4 permutations have 8 max nodes. +6 permutations have 6 max nodes. +Index: 2 | Active_nodes: 3 | Time: 2.4535e-05s | 0 -> 1|1 -> 0|2 -> 2| +Index: 4 | Active_nodes: 3 | Time: 2.4848e-05s | 0 -> 2|1 -> 0|2 -> 1| +Index: 5 | Active_nodes: 3 | Time: 2.4975e-05s | 0 -> 2|1 -> 1|2 -> 0| +Index: 1 | Active_nodes: 3 | Time: 2.5463e-05s | 0 -> 0|1 -> 2|2 -> 1| +Index: 0 | Active_nodes: 3 | Time: 2.5625e-05s | 0 -> 0|1 -> 1|2 -> 2| +Index: 3 | Active_nodes: 3 | Time: 2.5950e-05s | 0 -> 1|1 -> 2|2 -> 0| ........................... -Average time: 2.7769e-06s +Average time: 2.5233e-05s + +________________________________________________________________________________________________ -2 permutations have 9 max nodes. +execution time of: 2.4535e-05s: Index: 2 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 1|1 -> 0|2 -> 2| -........................... -Average time: 2.8712e-06s +execution time of: 2.4848e-05s: Index: 4 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 2|1 -> 0|2 -> 1| -________________________________________________________________________________________________ +execution time of: 2.4975e-05s: Index: 5 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 2|1 -> 1|2 -> 0| + +execution time of: 2.5463e-05s: Index: 1 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 0|1 -> 2|2 -> 1| + +execution time of: 2.5625e-05s: Index: 0 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 0|1 -> 1|2 -> 2| + +execution time of: 2.5950e-05s: Index: 3 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 1|1 -> 2|2 -> 0| -execution time of: 2.7250e-06s: Index: 5 | Max_nodes: 8 | Active_nodes: 3 | 0 -> 2|1 -> 1|2 -> 0| -execution time of: 2.7478e-06s: Index: 2 | Max_nodes: 8 | Active_nodes: 3 | 0 -> 1|1 -> 0|2 -> 2| -execution time of: 2.7750e-06s: Index: 4 | Max_nodes: 8 | Active_nodes: 3 | 0 -> 2|1 -> 0|2 -> 1| -execution time of: 2.8250e-06s: Index: 1 | Max_nodes: 9 | Active_nodes: 3 | 0 -> 0|1 -> 2|2 -> 1| -execution time of: 2.8600e-06s: Index: 3 | Max_nodes: 8 | Active_nodes: 3 | 0 -> 1|1 -> 2|2 -> 0| -execution time of: 2.9175e-06s: Index: 0 | Max_nodes: 9 | Active_nodes: 3 | 0 -> 0|1 -> 1|2 -> 2| ________________________________________________________________________________________________ Start Simulation of qpeexact_indep_qiskit_4__________________________________________________ @@ -112,56 +126,124 @@ Start Simulation of qpeexact_indep_qiskit_4_____________________________________ 16:...|...|...2...| .o:...0...1...2...| Total Permutations: 24 -Min time: 4.1150e-06s................. Permutation 14 : 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -Max time: 4.5950e-06s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Min time: 3.7408e-05s................. Permutation 14 : 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +Max time: 4.3973e-05s................. Permutation 1 : 0 -> 0|1 -> 1|2 -> 3|3 -> 2| Min active nodes: 4 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Min max nodes: 11 nodes.................... Permutation 6 : 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +Min max nodes: 8 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| Max active nodes: 4 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Max max nodes: 12 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Max max nodes: 8 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| ________________________________________________________________________________________________ 24 permutations have 4 active nodes. +Index: 14 | Max_nodes: 8 | Time: 3.7408e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +Index: 22 | Max_nodes: 8 | Time: 3.7809e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| +Index: 23 | Max_nodes: 8 | Time: 3.7832e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +Index: 20 | Max_nodes: 8 | Time: 3.8025e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +Index: 12 | Max_nodes: 8 | Time: 3.8378e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +Index: 10 | Max_nodes: 8 | Time: 3.8576e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +Index: 18 | Max_nodes: 8 | Time: 3.8771e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| +Index: 21 | Max_nodes: 8 | Time: 3.8815e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| +Index: 19 | Max_nodes: 8 | Time: 3.8847e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| +Index: 16 | Max_nodes: 8 | Time: 3.8933e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| +Index: 8 | Max_nodes: 8 | Time: 3.9055e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| +Index: 17 | Max_nodes: 8 | Time: 3.9254e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +Index: 7 | Max_nodes: 8 | Time: 3.9462e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +Index: 15 | Max_nodes: 8 | Time: 3.9788e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +Index: 2 | Max_nodes: 8 | Time: 3.9794e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +Index: 4 | Max_nodes: 8 | Time: 3.9958e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| +Index: 13 | Max_nodes: 8 | Time: 4.0027e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +Index: 5 | Max_nodes: 8 | Time: 4.0073e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +Index: 11 | Max_nodes: 8 | Time: 4.0132e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| +Index: 6 | Max_nodes: 8 | Time: 4.0219e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +Index: 0 | Max_nodes: 8 | Time: 4.0663e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Index: 3 | Max_nodes: 8 | Time: 4.0664e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +Index: 9 | Max_nodes: 8 | Time: 4.0685e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +Index: 1 | Max_nodes: 8 | Time: 4.3973e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| ........................... -Average time: 4.3660e-06s +Average time: 3.9464e-05s ________________________________________________________________________________________________ -18 permutations have 11 max nodes. +24 permutations have 8 max nodes. +Index: 14 | Active_nodes: 4 | Time: 3.7408e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +Index: 22 | Active_nodes: 4 | Time: 3.7809e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| +Index: 23 | Active_nodes: 4 | Time: 3.7832e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +Index: 20 | Active_nodes: 4 | Time: 3.8025e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +Index: 12 | Active_nodes: 4 | Time: 3.8378e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +Index: 10 | Active_nodes: 4 | Time: 3.8576e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +Index: 18 | Active_nodes: 4 | Time: 3.8771e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| +Index: 21 | Active_nodes: 4 | Time: 3.8815e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| +Index: 19 | Active_nodes: 4 | Time: 3.8847e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| +Index: 16 | Active_nodes: 4 | Time: 3.8933e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| +Index: 8 | Active_nodes: 4 | Time: 3.9055e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| +Index: 17 | Active_nodes: 4 | Time: 3.9254e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +Index: 7 | Active_nodes: 4 | Time: 3.9462e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +Index: 15 | Active_nodes: 4 | Time: 3.9788e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +Index: 2 | Active_nodes: 4 | Time: 3.9794e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +Index: 4 | Active_nodes: 4 | Time: 3.9958e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| +Index: 13 | Active_nodes: 4 | Time: 4.0027e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +Index: 5 | Active_nodes: 4 | Time: 4.0073e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +Index: 11 | Active_nodes: 4 | Time: 4.0132e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| +Index: 6 | Active_nodes: 4 | Time: 4.0219e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +Index: 0 | Active_nodes: 4 | Time: 4.0663e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Index: 3 | Active_nodes: 4 | Time: 4.0664e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +Index: 9 | Active_nodes: 4 | Time: 4.0685e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +Index: 1 | Active_nodes: 4 | Time: 4.3973e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| ........................... -Average time: 4.3189e-06s +Average time: 3.9464e-05s -6 permutations have 12 max nodes. +________________________________________________________________________________________________ -........................... -Average time: 4.5071e-06s +execution time of: 3.7408e-05s: Index: 14 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -________________________________________________________________________________________________ +execution time of: 3.7809e-05s: Index: 22 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| + +execution time of: 3.7832e-05s: Index: 23 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| + +execution time of: 3.8025e-05s: Index: 20 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| + +execution time of: 3.8378e-05s: Index: 12 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| + +execution time of: 3.8576e-05s: Index: 10 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| + +execution time of: 3.8771e-05s: Index: 18 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| + +execution time of: 3.8815e-05s: Index: 21 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| + +execution time of: 3.8847e-05s: Index: 19 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| + +execution time of: 3.8933e-05s: Index: 16 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| + +execution time of: 3.9055e-05s: Index: 8 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| + +execution time of: 3.9254e-05s: Index: 17 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| + +execution time of: 3.9462e-05s: Index: 7 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| + +execution time of: 3.9788e-05s: Index: 15 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| + +execution time of: 3.9794e-05s: Index: 2 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| + +execution time of: 3.9958e-05s: Index: 4 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| + +execution time of: 4.0027e-05s: Index: 13 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| + +execution time of: 4.0073e-05s: Index: 5 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| + +execution time of: 4.0132e-05s: Index: 11 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| + +execution time of: 4.0219e-05s: Index: 6 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| + +execution time of: 4.0663e-05s: Index: 0 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| + +execution time of: 4.0664e-05s: Index: 3 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| + +execution time of: 4.0685e-05s: Index: 9 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| + +execution time of: 4.3973e-05s: Index: 1 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -execution time of: 4.1150e-06s: Index: 14 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -execution time of: 4.1652e-06s: Index: 22 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| -execution time of: 4.2200e-06s: Index: 19 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| -execution time of: 4.2352e-06s: Index: 23 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -execution time of: 4.2425e-06s: Index: 10 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| -execution time of: 4.2550e-06s: Index: 12 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -execution time of: 4.2725e-06s: Index: 18 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| -execution time of: 4.2800e-06s: Index: 21 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| -execution time of: 4.2875e-06s: Index: 17 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -execution time of: 4.3000e-06s: Index: 20 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -execution time of: 4.3250e-06s: Index: 16 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| -execution time of: 4.3275e-06s: Index: 8 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| -execution time of: 4.3850e-06s: Index: 11 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -execution time of: 4.4050e-06s: Index: 5 | Max_nodes: 12 | Active_nodes: 4 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| -execution time of: 4.4078e-06s: Index: 6 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -execution time of: 4.4450e-06s: Index: 4 | Max_nodes: 12 | Active_nodes: 4 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -execution time of: 4.4525e-06s: Index: 7 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -execution time of: 4.4600e-06s: Index: 13 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| -execution time of: 4.4975e-06s: Index: 2 | Max_nodes: 12 | Active_nodes: 4 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -execution time of: 4.5450e-06s: Index: 3 | Max_nodes: 12 | Active_nodes: 4 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -execution time of: 4.5550e-06s: Index: 1 | Max_nodes: 12 | Active_nodes: 4 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -execution time of: 4.5650e-06s: Index: 9 | Max_nodes: 11 | Active_nodes: 4 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -execution time of: 4.5950e-06s: Index: 0 | Max_nodes: 12 | Active_nodes: 4 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| ________________________________________________________________________________________________ Start Simulation of qpeexact_indep_qiskit_5__________________________________________________ @@ -195,141 +277,508 @@ Start Simulation of qpeexact_indep_qiskit_5_____________________________________ 26:...|...|...|...3...| .o:...0...1...2...3...| Total Permutations: 120 -Min time: 8.0277e-06s................. Permutation 46 : 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -Max time: 1.1520e-05s................. Permutation 96 : 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +Min time: 6.8857e-05s................. Permutation 86 : 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +Max time: 7.5821e-05s................. Permutation 33 : 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| Min active nodes: 5 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Min max nodes: 14 nodes.................... Permutation 33 : 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +Min max nodes: 10 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| Max active nodes: 5 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Max max nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Max max nodes: 10 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| ________________________________________________________________________________________________ 120 permutations have 5 active nodes. +Index: 86 | Max_nodes: 10 | Time: 6.8857e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +Index: 110 | Max_nodes: 10 | Time: 6.8935e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +Index: 118 | Max_nodes: 10 | Time: 6.9032e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +Index: 116 | Max_nodes: 10 | Time: 6.9163e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +Index: 62 | Max_nodes: 10 | Time: 6.9256e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +Index: 108 | Max_nodes: 10 | Time: 6.9419e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +Index: 80 | Max_nodes: 10 | Time: 6.9426e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +Index: 104 | Max_nodes: 10 | Time: 6.9429e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +Index: 119 | Max_nodes: 10 | Time: 6.9629e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +Index: 106 | Max_nodes: 10 | Time: 6.9836e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +Index: 38 | Max_nodes: 10 | Time: 6.9882e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +Index: 98 | Max_nodes: 10 | Time: 6.9930e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +Index: 56 | Max_nodes: 10 | Time: 7.0024e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +Index: 84 | Max_nodes: 10 | Time: 7.0029e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +Index: 92 | Max_nodes: 10 | Time: 7.0087e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +Index: 60 | Max_nodes: 10 | Time: 7.0213e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +Index: 78 | Max_nodes: 10 | Time: 7.0292e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +Index: 112 | Max_nodes: 10 | Time: 7.0323e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +Index: 114 | Max_nodes: 10 | Time: 7.0364e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +Index: 100 | Max_nodes: 10 | Time: 7.0374e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +Index: 68 | Max_nodes: 10 | Time: 7.0415e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +Index: 46 | Max_nodes: 10 | Time: 7.0436e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +Index: 95 | Max_nodes: 10 | Time: 7.0576e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +Index: 90 | Max_nodes: 10 | Time: 7.0594e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +Index: 74 | Max_nodes: 10 | Time: 7.0604e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +Index: 20 | Max_nodes: 10 | Time: 7.0614e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +Index: 66 | Max_nodes: 10 | Time: 7.0658e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +Index: 32 | Max_nodes: 10 | Time: 7.0681e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +Index: 94 | Max_nodes: 10 | Time: 7.0688e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +Index: 115 | Max_nodes: 10 | Time: 7.0702e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +Index: 82 | Max_nodes: 10 | Time: 7.0797e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +Index: 50 | Max_nodes: 10 | Time: 7.0798e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +Index: 44 | Max_nodes: 10 | Time: 7.0800e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +Index: 102 | Max_nodes: 10 | Time: 7.0875e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +Index: 70 | Max_nodes: 10 | Time: 7.0888e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +Index: 58 | Max_nodes: 10 | Time: 7.0910e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +Index: 113 | Max_nodes: 10 | Time: 7.0939e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +Index: 52 | Max_nodes: 10 | Time: 7.0987e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +Index: 96 | Max_nodes: 10 | Time: 7.1076e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +Index: 88 | Max_nodes: 10 | Time: 7.1166e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +Index: 54 | Max_nodes: 10 | Time: 7.1172e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +Index: 40 | Max_nodes: 10 | Time: 7.1198e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +Index: 72 | Max_nodes: 10 | Time: 7.1202e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +Index: 117 | Max_nodes: 10 | Time: 7.1268e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +Index: 42 | Max_nodes: 10 | Time: 7.1271e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +Index: 103 | Max_nodes: 10 | Time: 7.1340e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +Index: 34 | Max_nodes: 10 | Time: 7.1351e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +Index: 10 | Max_nodes: 10 | Time: 7.1382e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +Index: 12 | Max_nodes: 10 | Time: 7.1397e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +Index: 107 | Max_nodes: 10 | Time: 7.1397e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +Index: 101 | Max_nodes: 10 | Time: 7.1535e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +Index: 91 | Max_nodes: 10 | Time: 7.1540e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +Index: 23 | Max_nodes: 10 | Time: 7.1546e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +Index: 55 | Max_nodes: 10 | Time: 7.1575e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +Index: 64 | Max_nodes: 10 | Time: 7.1586e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +Index: 22 | Max_nodes: 10 | Time: 7.1601e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +Index: 97 | Max_nodes: 10 | Time: 7.1609e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| +Index: 93 | Max_nodes: 10 | Time: 7.1653e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +Index: 109 | Max_nodes: 10 | Time: 7.1666e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +Index: 28 | Max_nodes: 10 | Time: 7.1667e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +Index: 76 | Max_nodes: 10 | Time: 7.1671e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +Index: 16 | Max_nodes: 10 | Time: 7.1675e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +Index: 43 | Max_nodes: 10 | Time: 7.1728e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +Index: 71 | Max_nodes: 10 | Time: 7.1729e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +Index: 65 | Max_nodes: 10 | Time: 7.1734e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +Index: 89 | Max_nodes: 10 | Time: 7.1774e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +Index: 67 | Max_nodes: 10 | Time: 7.1863e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +Index: 18 | Max_nodes: 10 | Time: 7.1867e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +Index: 36 | Max_nodes: 10 | Time: 7.1894e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +Index: 77 | Max_nodes: 10 | Time: 7.1957e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +Index: 14 | Max_nodes: 10 | Time: 7.2036e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +Index: 99 | Max_nodes: 10 | Time: 7.2173e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +Index: 83 | Max_nodes: 10 | Time: 7.2195e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +Index: 30 | Max_nodes: 10 | Time: 7.2229e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +Index: 17 | Max_nodes: 10 | Time: 7.2241e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +Index: 85 | Max_nodes: 10 | Time: 7.2250e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +Index: 29 | Max_nodes: 10 | Time: 7.2275e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +Index: 105 | Max_nodes: 10 | Time: 7.2348e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +Index: 111 | Max_nodes: 10 | Time: 7.2369e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +Index: 79 | Max_nodes: 10 | Time: 7.2499e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +Index: 87 | Max_nodes: 10 | Time: 7.2538e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +Index: 19 | Max_nodes: 10 | Time: 7.2612e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +Index: 26 | Max_nodes: 10 | Time: 7.2641e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +Index: 73 | Max_nodes: 10 | Time: 7.2656e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +Index: 4 | Max_nodes: 10 | Time: 7.2675e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +Index: 49 | Max_nodes: 10 | Time: 7.2771e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +Index: 6 | Max_nodes: 10 | Time: 7.2822e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +Index: 41 | Max_nodes: 10 | Time: 7.2902e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +Index: 21 | Max_nodes: 10 | Time: 7.2915e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +Index: 75 | Max_nodes: 10 | Time: 7.2923e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +Index: 25 | Max_nodes: 10 | Time: 7.2932e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +Index: 45 | Max_nodes: 10 | Time: 7.2976e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +Index: 27 | Max_nodes: 10 | Time: 7.2983e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +Index: 61 | Max_nodes: 10 | Time: 7.3000e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +Index: 7 | Max_nodes: 10 | Time: 7.3002e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +Index: 47 | Max_nodes: 10 | Time: 7.3057e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +Index: 13 | Max_nodes: 10 | Time: 7.3059e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +Index: 37 | Max_nodes: 10 | Time: 7.3186e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +Index: 69 | Max_nodes: 10 | Time: 7.3202e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +Index: 53 | Max_nodes: 10 | Time: 7.3253e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +Index: 8 | Max_nodes: 10 | Time: 7.3271e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +Index: 5 | Max_nodes: 10 | Time: 7.3274e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +Index: 51 | Max_nodes: 10 | Time: 7.3382e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +Index: 15 | Max_nodes: 10 | Time: 7.3414e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +Index: 31 | Max_nodes: 10 | Time: 7.3446e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +Index: 11 | Max_nodes: 10 | Time: 7.3647e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +Index: 3 | Max_nodes: 10 | Time: 7.3770e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +Index: 48 | Max_nodes: 10 | Time: 7.3816e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +Index: 81 | Max_nodes: 10 | Time: 7.4053e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +Index: 9 | Max_nodes: 10 | Time: 7.4057e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +Index: 63 | Max_nodes: 10 | Time: 7.4200e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +Index: 2 | Max_nodes: 10 | Time: 7.4393e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +Index: 39 | Max_nodes: 10 | Time: 7.4395e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +Index: 59 | Max_nodes: 10 | Time: 7.4494e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +Index: 24 | Max_nodes: 10 | Time: 7.4560e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +Index: 35 | Max_nodes: 10 | Time: 7.4848e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +Index: 1 | Max_nodes: 10 | Time: 7.4943e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +Index: 0 | Max_nodes: 10 | Time: 7.5237e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Index: 57 | Max_nodes: 10 | Time: 7.5545e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +Index: 33 | Max_nodes: 10 | Time: 7.5821e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| ........................... -Average time: 8.5614e-06s +Average time: 7.1849e-05s ________________________________________________________________________________________________ -24 permutations have 14 max nodes. +120 permutations have 10 max nodes. +Index: 86 | Active_nodes: 5 | Time: 6.8857e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +Index: 110 | Active_nodes: 5 | Time: 6.8935e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +Index: 118 | Active_nodes: 5 | Time: 6.9032e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +Index: 116 | Active_nodes: 5 | Time: 6.9163e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +Index: 62 | Active_nodes: 5 | Time: 6.9256e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +Index: 108 | Active_nodes: 5 | Time: 6.9419e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +Index: 80 | Active_nodes: 5 | Time: 6.9426e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +Index: 104 | Active_nodes: 5 | Time: 6.9429e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +Index: 119 | Active_nodes: 5 | Time: 6.9629e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +Index: 106 | Active_nodes: 5 | Time: 6.9836e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +Index: 38 | Active_nodes: 5 | Time: 6.9882e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +Index: 98 | Active_nodes: 5 | Time: 6.9930e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +Index: 56 | Active_nodes: 5 | Time: 7.0024e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +Index: 84 | Active_nodes: 5 | Time: 7.0029e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +Index: 92 | Active_nodes: 5 | Time: 7.0087e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +Index: 60 | Active_nodes: 5 | Time: 7.0213e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +Index: 78 | Active_nodes: 5 | Time: 7.0292e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +Index: 112 | Active_nodes: 5 | Time: 7.0323e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +Index: 114 | Active_nodes: 5 | Time: 7.0364e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +Index: 100 | Active_nodes: 5 | Time: 7.0374e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +Index: 68 | Active_nodes: 5 | Time: 7.0415e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +Index: 46 | Active_nodes: 5 | Time: 7.0436e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +Index: 95 | Active_nodes: 5 | Time: 7.0576e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +Index: 90 | Active_nodes: 5 | Time: 7.0594e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +Index: 74 | Active_nodes: 5 | Time: 7.0604e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +Index: 20 | Active_nodes: 5 | Time: 7.0614e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +Index: 66 | Active_nodes: 5 | Time: 7.0658e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +Index: 32 | Active_nodes: 5 | Time: 7.0681e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +Index: 94 | Active_nodes: 5 | Time: 7.0688e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +Index: 115 | Active_nodes: 5 | Time: 7.0702e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +Index: 82 | Active_nodes: 5 | Time: 7.0797e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +Index: 50 | Active_nodes: 5 | Time: 7.0798e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +Index: 44 | Active_nodes: 5 | Time: 7.0800e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +Index: 102 | Active_nodes: 5 | Time: 7.0875e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +Index: 70 | Active_nodes: 5 | Time: 7.0888e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +Index: 58 | Active_nodes: 5 | Time: 7.0910e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +Index: 113 | Active_nodes: 5 | Time: 7.0939e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +Index: 52 | Active_nodes: 5 | Time: 7.0987e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +Index: 96 | Active_nodes: 5 | Time: 7.1076e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +Index: 88 | Active_nodes: 5 | Time: 7.1166e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +Index: 54 | Active_nodes: 5 | Time: 7.1172e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +Index: 40 | Active_nodes: 5 | Time: 7.1198e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +Index: 72 | Active_nodes: 5 | Time: 7.1202e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +Index: 117 | Active_nodes: 5 | Time: 7.1268e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +Index: 42 | Active_nodes: 5 | Time: 7.1271e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +Index: 103 | Active_nodes: 5 | Time: 7.1340e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +Index: 34 | Active_nodes: 5 | Time: 7.1351e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +Index: 10 | Active_nodes: 5 | Time: 7.1382e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +Index: 12 | Active_nodes: 5 | Time: 7.1397e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +Index: 107 | Active_nodes: 5 | Time: 7.1397e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +Index: 101 | Active_nodes: 5 | Time: 7.1535e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +Index: 91 | Active_nodes: 5 | Time: 7.1540e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +Index: 23 | Active_nodes: 5 | Time: 7.1546e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +Index: 55 | Active_nodes: 5 | Time: 7.1575e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +Index: 64 | Active_nodes: 5 | Time: 7.1586e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +Index: 22 | Active_nodes: 5 | Time: 7.1601e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +Index: 97 | Active_nodes: 5 | Time: 7.1609e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| +Index: 93 | Active_nodes: 5 | Time: 7.1653e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +Index: 109 | Active_nodes: 5 | Time: 7.1666e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +Index: 28 | Active_nodes: 5 | Time: 7.1667e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +Index: 76 | Active_nodes: 5 | Time: 7.1671e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +Index: 16 | Active_nodes: 5 | Time: 7.1675e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +Index: 43 | Active_nodes: 5 | Time: 7.1728e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +Index: 71 | Active_nodes: 5 | Time: 7.1729e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +Index: 65 | Active_nodes: 5 | Time: 7.1734e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +Index: 89 | Active_nodes: 5 | Time: 7.1774e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +Index: 67 | Active_nodes: 5 | Time: 7.1863e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +Index: 18 | Active_nodes: 5 | Time: 7.1867e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +Index: 36 | Active_nodes: 5 | Time: 7.1894e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +Index: 77 | Active_nodes: 5 | Time: 7.1957e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +Index: 14 | Active_nodes: 5 | Time: 7.2036e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +Index: 99 | Active_nodes: 5 | Time: 7.2173e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +Index: 83 | Active_nodes: 5 | Time: 7.2195e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +Index: 30 | Active_nodes: 5 | Time: 7.2229e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +Index: 17 | Active_nodes: 5 | Time: 7.2241e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +Index: 85 | Active_nodes: 5 | Time: 7.2250e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +Index: 29 | Active_nodes: 5 | Time: 7.2275e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +Index: 105 | Active_nodes: 5 | Time: 7.2348e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +Index: 111 | Active_nodes: 5 | Time: 7.2369e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +Index: 79 | Active_nodes: 5 | Time: 7.2499e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +Index: 87 | Active_nodes: 5 | Time: 7.2538e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +Index: 19 | Active_nodes: 5 | Time: 7.2612e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +Index: 26 | Active_nodes: 5 | Time: 7.2641e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +Index: 73 | Active_nodes: 5 | Time: 7.2656e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +Index: 4 | Active_nodes: 5 | Time: 7.2675e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +Index: 49 | Active_nodes: 5 | Time: 7.2771e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +Index: 6 | Active_nodes: 5 | Time: 7.2822e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +Index: 41 | Active_nodes: 5 | Time: 7.2902e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +Index: 21 | Active_nodes: 5 | Time: 7.2915e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +Index: 75 | Active_nodes: 5 | Time: 7.2923e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +Index: 25 | Active_nodes: 5 | Time: 7.2932e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +Index: 45 | Active_nodes: 5 | Time: 7.2976e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +Index: 27 | Active_nodes: 5 | Time: 7.2983e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +Index: 61 | Active_nodes: 5 | Time: 7.3000e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +Index: 7 | Active_nodes: 5 | Time: 7.3002e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +Index: 47 | Active_nodes: 5 | Time: 7.3057e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +Index: 13 | Active_nodes: 5 | Time: 7.3059e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +Index: 37 | Active_nodes: 5 | Time: 7.3186e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +Index: 69 | Active_nodes: 5 | Time: 7.3202e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +Index: 53 | Active_nodes: 5 | Time: 7.3253e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +Index: 8 | Active_nodes: 5 | Time: 7.3271e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +Index: 5 | Active_nodes: 5 | Time: 7.3274e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +Index: 51 | Active_nodes: 5 | Time: 7.3382e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +Index: 15 | Active_nodes: 5 | Time: 7.3414e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +Index: 31 | Active_nodes: 5 | Time: 7.3446e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +Index: 11 | Active_nodes: 5 | Time: 7.3647e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +Index: 3 | Active_nodes: 5 | Time: 7.3770e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +Index: 48 | Active_nodes: 5 | Time: 7.3816e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +Index: 81 | Active_nodes: 5 | Time: 7.4053e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +Index: 9 | Active_nodes: 5 | Time: 7.4057e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +Index: 63 | Active_nodes: 5 | Time: 7.4200e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +Index: 2 | Active_nodes: 5 | Time: 7.4393e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +Index: 39 | Active_nodes: 5 | Time: 7.4395e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +Index: 59 | Active_nodes: 5 | Time: 7.4494e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +Index: 24 | Active_nodes: 5 | Time: 7.4560e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +Index: 35 | Active_nodes: 5 | Time: 7.4848e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +Index: 1 | Active_nodes: 5 | Time: 7.4943e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +Index: 0 | Active_nodes: 5 | Time: 7.5237e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Index: 57 | Active_nodes: 5 | Time: 7.5545e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +Index: 33 | Active_nodes: 5 | Time: 7.5821e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| ........................... -Average time: 8.5099e-06s +Average time: 7.1849e-05s + +________________________________________________________________________________________________ -96 permutations have 15 max nodes. +execution time of: 6.8857e-05s: Index: 86 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -........................... -Average time: 8.5743e-06s +execution time of: 6.8935e-05s: Index: 110 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -________________________________________________________________________________________________ +execution time of: 6.9032e-05s: Index: 118 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| + +execution time of: 6.9163e-05s: Index: 116 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| + +execution time of: 6.9256e-05s: Index: 62 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| + +execution time of: 6.9419e-05s: Index: 108 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| + +execution time of: 6.9426e-05s: Index: 80 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| + +execution time of: 6.9429e-05s: Index: 104 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| + +execution time of: 6.9629e-05s: Index: 119 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| + +execution time of: 6.9836e-05s: Index: 106 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| + +execution time of: 6.9882e-05s: Index: 38 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| + +execution time of: 6.9930e-05s: Index: 98 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| + +execution time of: 7.0024e-05s: Index: 56 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| + +execution time of: 7.0029e-05s: Index: 84 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| + +execution time of: 7.0087e-05s: Index: 92 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| + +execution time of: 7.0213e-05s: Index: 60 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| + +execution time of: 7.0292e-05s: Index: 78 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| + +execution time of: 7.0323e-05s: Index: 112 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| + +execution time of: 7.0364e-05s: Index: 114 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| + +execution time of: 7.0374e-05s: Index: 100 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| + +execution time of: 7.0415e-05s: Index: 68 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| + +execution time of: 7.0436e-05s: Index: 46 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| + +execution time of: 7.0576e-05s: Index: 95 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| + +execution time of: 7.0594e-05s: Index: 90 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| + +execution time of: 7.0604e-05s: Index: 74 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| + +execution time of: 7.0614e-05s: Index: 20 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| + +execution time of: 7.0658e-05s: Index: 66 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| + +execution time of: 7.0681e-05s: Index: 32 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| + +execution time of: 7.0688e-05s: Index: 94 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| + +execution time of: 7.0702e-05s: Index: 115 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| + +execution time of: 7.0797e-05s: Index: 82 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| + +execution time of: 7.0798e-05s: Index: 50 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| + +execution time of: 7.0800e-05s: Index: 44 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| + +execution time of: 7.0875e-05s: Index: 102 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| + +execution time of: 7.0888e-05s: Index: 70 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| + +execution time of: 7.0910e-05s: Index: 58 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| + +execution time of: 7.0939e-05s: Index: 113 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| + +execution time of: 7.0987e-05s: Index: 52 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| + +execution time of: 7.1076e-05s: Index: 96 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| + +execution time of: 7.1166e-05s: Index: 88 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| + +execution time of: 7.1172e-05s: Index: 54 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| + +execution time of: 7.1198e-05s: Index: 40 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| + +execution time of: 7.1202e-05s: Index: 72 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| + +execution time of: 7.1268e-05s: Index: 117 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| + +execution time of: 7.1271e-05s: Index: 42 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| + +execution time of: 7.1340e-05s: Index: 103 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| + +execution time of: 7.1351e-05s: Index: 34 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| + +execution time of: 7.1382e-05s: Index: 10 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| + +execution time of: 7.1397e-05s: Index: 12 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| + +execution time of: 7.1397e-05s: Index: 107 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| + +execution time of: 7.1535e-05s: Index: 101 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| + +execution time of: 7.1540e-05s: Index: 91 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| + +execution time of: 7.1546e-05s: Index: 23 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| + +execution time of: 7.1575e-05s: Index: 55 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| + +execution time of: 7.1586e-05s: Index: 64 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| + +execution time of: 7.1601e-05s: Index: 22 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| + +execution time of: 7.1609e-05s: Index: 97 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| + +execution time of: 7.1653e-05s: Index: 93 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| + +execution time of: 7.1666e-05s: Index: 109 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| + +execution time of: 7.1667e-05s: Index: 28 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| + +execution time of: 7.1671e-05s: Index: 76 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| + +execution time of: 7.1675e-05s: Index: 16 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| + +execution time of: 7.1728e-05s: Index: 43 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| + +execution time of: 7.1729e-05s: Index: 71 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| + +execution time of: 7.1734e-05s: Index: 65 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| + +execution time of: 7.1774e-05s: Index: 89 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| + +execution time of: 7.1863e-05s: Index: 67 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| + +execution time of: 7.1867e-05s: Index: 18 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| + +execution time of: 7.1894e-05s: Index: 36 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| + +execution time of: 7.1957e-05s: Index: 77 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| + +execution time of: 7.2036e-05s: Index: 14 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| + +execution time of: 7.2173e-05s: Index: 99 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| + +execution time of: 7.2195e-05s: Index: 83 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| + +execution time of: 7.2229e-05s: Index: 30 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| + +execution time of: 7.2241e-05s: Index: 17 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| + +execution time of: 7.2250e-05s: Index: 85 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| + +execution time of: 7.2275e-05s: Index: 29 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| + +execution time of: 7.2348e-05s: Index: 105 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| + +execution time of: 7.2369e-05s: Index: 111 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| + +execution time of: 7.2499e-05s: Index: 79 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| + +execution time of: 7.2538e-05s: Index: 87 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| + +execution time of: 7.2612e-05s: Index: 19 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| + +execution time of: 7.2641e-05s: Index: 26 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| + +execution time of: 7.2656e-05s: Index: 73 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| + +execution time of: 7.2675e-05s: Index: 4 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| + +execution time of: 7.2771e-05s: Index: 49 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| + +execution time of: 7.2822e-05s: Index: 6 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| + +execution time of: 7.2902e-05s: Index: 41 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| + +execution time of: 7.2915e-05s: Index: 21 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| + +execution time of: 7.2923e-05s: Index: 75 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| + +execution time of: 7.2932e-05s: Index: 25 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| + +execution time of: 7.2976e-05s: Index: 45 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| + +execution time of: 7.2983e-05s: Index: 27 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| + +execution time of: 7.3000e-05s: Index: 61 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| + +execution time of: 7.3002e-05s: Index: 7 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| + +execution time of: 7.3057e-05s: Index: 47 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| + +execution time of: 7.3059e-05s: Index: 13 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| + +execution time of: 7.3186e-05s: Index: 37 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| + +execution time of: 7.3202e-05s: Index: 69 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| + +execution time of: 7.3253e-05s: Index: 53 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| + +execution time of: 7.3271e-05s: Index: 8 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| + +execution time of: 7.3274e-05s: Index: 5 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| + +execution time of: 7.3382e-05s: Index: 51 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| + +execution time of: 7.3414e-05s: Index: 15 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| + +execution time of: 7.3446e-05s: Index: 31 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| + +execution time of: 7.3647e-05s: Index: 11 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| + +execution time of: 7.3770e-05s: Index: 3 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| + +execution time of: 7.3816e-05s: Index: 48 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| + +execution time of: 7.4053e-05s: Index: 81 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| + +execution time of: 7.4057e-05s: Index: 9 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| + +execution time of: 7.4200e-05s: Index: 63 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| + +execution time of: 7.4393e-05s: Index: 2 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| + +execution time of: 7.4395e-05s: Index: 39 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| + +execution time of: 7.4494e-05s: Index: 59 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| + +execution time of: 7.4560e-05s: Index: 24 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| + +execution time of: 7.4848e-05s: Index: 35 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| + +execution time of: 7.4943e-05s: Index: 1 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| + +execution time of: 7.5237e-05s: Index: 0 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| + +execution time of: 7.5545e-05s: Index: 57 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| + +execution time of: 7.5821e-05s: Index: 33 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -execution time of: 8.0277e-06s: Index: 46 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -execution time of: 8.0725e-06s: Index: 86 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -execution time of: 8.0825e-06s: Index: 116 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -execution time of: 8.0875e-06s: Index: 62 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -execution time of: 8.0925e-06s: Index: 44 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -execution time of: 8.0950e-06s: Index: 119 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -execution time of: 8.1075e-06s: Index: 118 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -execution time of: 8.1203e-06s: Index: 94 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -execution time of: 8.1427e-06s: Index: 68 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -execution time of: 8.1550e-06s: Index: 108 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -execution time of: 8.1552e-06s: Index: 106 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -execution time of: 8.1625e-06s: Index: 114 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -execution time of: 8.1628e-06s: Index: 92 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -execution time of: 8.1652e-06s: Index: 80 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -execution time of: 8.1675e-06s: Index: 110 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -execution time of: 8.1752e-06s: Index: 74 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -execution time of: 8.1825e-06s: Index: 70 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -execution time of: 8.1877e-06s: Index: 82 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -execution time of: 8.1900e-06s: Index: 113 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -execution time of: 8.1975e-06s: Index: 95 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -execution time of: 8.2150e-06s: Index: 50 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -execution time of: 8.2202e-06s: Index: 66 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -execution time of: 8.2225e-06s: Index: 32 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -execution time of: 8.2325e-06s: Index: 84 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -execution time of: 8.2525e-06s: Index: 58 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -execution time of: 8.2550e-06s: Index: 43 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -execution time of: 8.2553e-06s: Index: 104 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -execution time of: 8.2702e-06s: Index: 115 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -execution time of: 8.2725e-06s: Index: 64 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -execution time of: 8.2850e-06s: Index: 90 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -execution time of: 8.2900e-06s: Index: 98 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -execution time of: 8.2925e-06s: Index: 117 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -execution time of: 8.3000e-06s: Index: 14 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -execution time of: 8.3027e-06s: Index: 65 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -execution time of: 8.3075e-06s: Index: 45 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -execution time of: 8.3103e-06s: Index: 77 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -execution time of: 8.3125e-06s: Index: 20 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -execution time of: 8.3200e-06s: Index: 40 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -execution time of: 8.3227e-06s: Index: 102 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -execution time of: 8.3250e-06s: Index: 91 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -execution time of: 8.3300e-06s: Index: 8 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -execution time of: 8.3325e-06s: Index: 23 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -execution time of: 8.3375e-06s: Index: 103 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -execution time of: 8.3400e-06s: Index: 22 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -execution time of: 8.3452e-06s: Index: 93 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -execution time of: 8.3575e-06s: Index: 2 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -execution time of: 8.3600e-06s: Index: 83 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -execution time of: 8.3677e-06s: Index: 112 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -execution time of: 8.3703e-06s: Index: 67 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -execution time of: 8.3725e-06s: Index: 88 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -execution time of: 8.3750e-06s: Index: 100 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -execution time of: 8.3900e-06s: Index: 78 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -execution time of: 8.3975e-06s: Index: 38 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -execution time of: 8.4000e-06s: Index: 49 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -execution time of: 8.4175e-06s: Index: 48 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -execution time of: 8.4227e-06s: Index: 59 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -execution time of: 8.4253e-06s: Index: 111 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -execution time of: 8.4275e-06s: Index: 34 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -execution time of: 8.4302e-06s: Index: 4 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -execution time of: 8.4325e-06s: Index: 69 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -execution time of: 8.4375e-06s: Index: 51 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -execution time of: 8.4378e-06s: Index: 16 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -execution time of: 8.4425e-06s: Index: 12 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -execution time of: 8.4453e-06s: Index: 29 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -execution time of: 8.4475e-06s: Index: 97 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -execution time of: 8.4500e-06s: Index: 17 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -execution time of: 8.4550e-06s: Index: 105 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -execution time of: 8.4578e-06s: Index: 55 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -execution time of: 8.4600e-06s: Index: 10 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -execution time of: 8.4627e-06s: Index: 19 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -execution time of: 8.4800e-06s: Index: 1 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -execution time of: 8.4850e-06s: Index: 5 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -execution time of: 8.4852e-06s: Index: 61 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -execution time of: 8.4878e-06s: Index: 63 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -execution time of: 8.5100e-06s: Index: 7 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -execution time of: 8.5225e-06s: Index: 31 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -execution time of: 8.5228e-06s: Index: 41 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -execution time of: 8.5300e-06s: Index: 85 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -execution time of: 8.5303e-06s: Index: 73 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -execution time of: 8.5375e-06s: Index: 87 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -execution time of: 8.5400e-06s: Index: 6 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -execution time of: 8.5450e-06s: Index: 30 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -execution time of: 8.5452e-06s: Index: 3 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -execution time of: 8.5525e-06s: Index: 18 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -execution time of: 8.5602e-06s: Index: 109 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -execution time of: 8.5725e-06s: Index: 39 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -execution time of: 8.5728e-06s: Index: 25 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -execution time of: 8.5775e-06s: Index: 26 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -execution time of: 8.5800e-06s: Index: 75 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -execution time of: 8.5850e-06s: Index: 52 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -execution time of: 8.5975e-06s: Index: 24 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -execution time of: 8.6002e-06s: Index: 11 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -execution time of: 8.6025e-06s: Index: 27 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -execution time of: 8.6175e-06s: Index: 13 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -execution time of: 8.6200e-06s: Index: 15 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -execution time of: 8.6227e-06s: Index: 0 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -execution time of: 8.6903e-06s: Index: 57 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -execution time of: 8.7028e-06s: Index: 9 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -execution time of: 8.7400e-06s: Index: 36 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -execution time of: 8.9177e-06s: Index: 76 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -execution time of: 1.0790e-05s: Index: 71 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -execution time of: 1.0828e-05s: Index: 101 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -execution time of: 1.0878e-05s: Index: 56 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -execution time of: 1.0895e-05s: Index: 53 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -execution time of: 1.0963e-05s: Index: 72 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -execution time of: 1.1035e-05s: Index: 99 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -execution time of: 1.1245e-05s: Index: 54 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -execution time of: 1.1520e-05s: Index: 96 | Max_nodes: 15 | Active_nodes: 5 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| ________________________________________________________________________________________________ Start Simulation of qpeexact_indep_qiskit_6__________________________________________________ @@ -370,542 +819,2907 @@ Start Simulation of qpeexact_indep_qiskit_6_____________________________________ 33:...|...|...|...|...4...| .o:...0...1...2...3...4...| Total Permutations: 720 -Min time: 1.0270e-05s................. Permutation 710: 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Max time: 1.4978e-05s................. Permutation 28 : 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +Min time: 8.9095e-05s................. Permutation 566: 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +Max time: 1.0110e-04s................. Permutation 249: 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| Min active nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Min max nodes: 17 nodes.................... Permutation 152: 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| +Min max nodes: 12 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| Max active nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Max max nodes: 18 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Max max nodes: 12 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| ________________________________________________________________________________________________ 720 permutations have 6 active nodes. +Index: 566 | Max_nodes: 12 | Time: 8.9095e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +Index: 710 | Max_nodes: 12 | Time: 8.9328e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +Index: 686 | Max_nodes: 12 | Time: 8.9580e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +Index: 446 | Max_nodes: 12 | Time: 8.9694e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +Index: 470 | Max_nodes: 12 | Time: 8.9706e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +Index: 718 | Max_nodes: 12 | Time: 8.9738e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +Index: 716 | Max_nodes: 12 | Time: 8.9833e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +Index: 564 | Max_nodes: 12 | Time: 8.9843e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +Index: 680 | Max_nodes: 12 | Time: 8.9890e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| +Index: 518 | Max_nodes: 12 | Time: 8.9970e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| +Index: 596 | Max_nodes: 12 | Time: 9.0237e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +Index: 708 | Max_nodes: 12 | Time: 9.0248e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| +Index: 422 | Max_nodes: 12 | Time: 9.0294e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| +Index: 560 | Max_nodes: 12 | Time: 9.0295e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| +Index: 542 | Max_nodes: 12 | Time: 9.0329e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| +Index: 704 | Max_nodes: 12 | Time: 9.0371e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +Index: 536 | Max_nodes: 12 | Time: 9.0394e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| +Index: 692 | Max_nodes: 12 | Time: 9.0428e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +Index: 719 | Max_nodes: 12 | Time: 9.0467e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +Index: 326 | Max_nodes: 12 | Time: 9.0476e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| +Index: 590 | Max_nodes: 12 | Time: 9.0535e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +Index: 715 | Max_nodes: 12 | Time: 9.0552e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +Index: 599 | Max_nodes: 12 | Time: 9.0571e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +Index: 444 | Max_nodes: 12 | Time: 9.0577e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +Index: 350 | Max_nodes: 12 | Time: 9.0688e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| +Index: 468 | Max_nodes: 12 | Time: 9.0713e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| +Index: 662 | Max_nodes: 12 | Time: 9.0716e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| +Index: 428 | Max_nodes: 12 | Time: 9.0718e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| +Index: 706 | Max_nodes: 12 | Time: 9.0780e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| +Index: 668 | Max_nodes: 12 | Time: 9.0801e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| +Index: 554 | Max_nodes: 12 | Time: 9.0828e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| +Index: 656 | Max_nodes: 12 | Time: 9.0855e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| +Index: 584 | Max_nodes: 12 | Time: 9.0875e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +Index: 695 | Max_nodes: 12 | Time: 9.0920e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +Index: 712 | Max_nodes: 12 | Time: 9.0920e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +Index: 476 | Max_nodes: 12 | Time: 9.0942e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +Index: 540 | Max_nodes: 12 | Time: 9.0946e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| +Index: 684 | Max_nodes: 12 | Time: 9.0973e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| +Index: 674 | Max_nodes: 12 | Time: 9.1056e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| +Index: 440 | Max_nodes: 12 | Time: 9.1072e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| +Index: 464 | Max_nodes: 12 | Time: 9.1101e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| +Index: 572 | Max_nodes: 12 | Time: 9.1115e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| +Index: 512 | Max_nodes: 12 | Time: 9.1164e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| +Index: 666 | Max_nodes: 12 | Time: 9.1185e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| +Index: 660 | Max_nodes: 12 | Time: 9.1190e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| +Index: 694 | Max_nodes: 12 | Time: 9.1252e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +Index: 558 | Max_nodes: 12 | Time: 9.1291e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| +Index: 236 | Max_nodes: 12 | Time: 9.1312e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| +Index: 658 | Max_nodes: 12 | Time: 9.1316e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| +Index: 356 | Max_nodes: 12 | Time: 9.1337e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| +Index: 404 | Max_nodes: 12 | Time: 9.1373e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| +Index: 714 | Max_nodes: 12 | Time: 9.1386e-05s | 0 -> 5|1 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9.6777e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| +Index: 519 | Max_nodes: 12 | Time: 9.6797e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| +Index: 207 | Max_nodes: 12 | Time: 9.6812e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| +Index: 345 | Max_nodes: 12 | Time: 9.6814e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| +Index: 293 | Max_nodes: 12 | Time: 9.6826e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 1| +Index: 531 | Max_nodes: 12 | Time: 9.6829e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| +Index: 267 | Max_nodes: 12 | Time: 9.6831e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| +Index: 241 | Max_nodes: 12 | Time: 9.6845e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +Index: 125 | Max_nodes: 12 | Time: 9.6846e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +Index: 87 | Max_nodes: 12 | Time: 9.6858e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| +Index: 243 | Max_nodes: 12 | Time: 9.6863e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +Index: 227 | Max_nodes: 12 | Time: 9.6877e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| +Index: 203 | Max_nodes: 12 | Time: 9.6883e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| +Index: 29 | Max_nodes: 12 | Time: 9.6889e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +Index: 16 | Max_nodes: 12 | Time: 9.6892e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +Index: 299 | Max_nodes: 12 | Time: 9.6911e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| +Index: 411 | Max_nodes: 12 | Time: 9.6919e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 1| +Index: 183 | Max_nodes: 12 | Time: 9.6943e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| +Index: 26 | Max_nodes: 12 | Time: 9.6948e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +Index: 315 | Max_nodes: 12 | Time: 9.6959e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| +Index: 441 | Max_nodes: 12 | Time: 9.6986e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| +Index: 124 | Max_nodes: 12 | Time: 9.6994e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +Index: 63 | Max_nodes: 12 | Time: 9.6998e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| +Index: 363 | Max_nodes: 12 | Time: 9.7019e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +Index: 61 | Max_nodes: 12 | Time: 9.7068e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| +Index: 30 | Max_nodes: 12 | Time: 9.7072e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +Index: 28 | Max_nodes: 12 | Time: 9.7086e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +Index: 81 | Max_nodes: 12 | Time: 9.7121e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| +Index: 255 | Max_nodes: 12 | Time: 9.7135e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +Index: 148 | Max_nodes: 12 | Time: 9.7159e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| +Index: 251 | Max_nodes: 12 | Time: 9.7173e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| +Index: 21 | Max_nodes: 12 | Time: 9.7213e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +Index: 321 | Max_nodes: 12 | Time: 9.7237e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| +Index: 122 | Max_nodes: 12 | Time: 9.7251e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 120 | Max_nodes: 12 | Time: 9.7265e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Index: 5 | Max_nodes: 12 | Time: 9.7267e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +Index: 6 | Max_nodes: 12 | Time: 9.7290e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Index: 53 | Max_nodes: 12 | Time: 9.7300e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +Index: 147 | Max_nodes: 12 | Time: 9.7318e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| +Index: 13 | Max_nodes: 12 | Time: 9.7318e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +Index: 279 | Max_nodes: 12 | Time: 9.7429e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| +Index: 123 | Max_nodes: 12 | Time: 9.7466e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +Index: 17 | Max_nodes: 12 | Time: 9.7473e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +Index: 201 | Max_nodes: 12 | Time: 9.7487e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| +Index: 417 | Max_nodes: 12 | Time: 9.7487e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| +Index: 489 | Max_nodes: 12 | Time: 9.7497e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1| +Index: 369 | Max_nodes: 12 | Time: 9.7505e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 1| +Index: 395 | Max_nodes: 12 | Time: 9.7552e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| +Index: 24 | Max_nodes: 12 | Time: 9.7597e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +Index: 7 | Max_nodes: 12 | Time: 9.7610e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +Index: 129 | Max_nodes: 12 | Time: 9.7668e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +Index: 59 | Max_nodes: 12 | Time: 9.7685e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| +Index: 75 | Max_nodes: 12 | Time: 9.7721e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| +Index: 171 | Max_nodes: 12 | Time: 9.7731e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| +Index: 41 | Max_nodes: 12 | Time: 9.7770e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| +Index: 513 | Max_nodes: 12 | Time: 9.7810e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| +Index: 1 | Max_nodes: 12 | Time: 9.7868e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Index: 25 | Max_nodes: 12 | Time: 9.7873e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +Index: 27 | Max_nodes: 12 | Time: 9.7956e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +Index: 297 | Max_nodes: 12 | Time: 9.7973e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| +Index: 51 | Max_nodes: 12 | Time: 9.8054e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +Index: 35 | Max_nodes: 12 | Time: 9.8059e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| +Index: 96 | Max_nodes: 12 | Time: 9.8087e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +Index: 159 | Max_nodes: 12 | Time: 9.8138e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| +Index: 179 | Max_nodes: 12 | Time: 9.8148e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| +Index: 39 | Max_nodes: 12 | Time: 9.8171e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +Index: 0 | Max_nodes: 12 | Time: 9.8201e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Index: 11 | Max_nodes: 12 | Time: 9.8202e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +Index: 57 | Max_nodes: 12 | Time: 9.8243e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| +Index: 617 | Max_nodes: 12 | Time: 9.8308e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| +Index: 275 | Max_nodes: 12 | Time: 9.8382e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| +Index: 3 | Max_nodes: 12 | Time: 9.8488e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +Index: 240 | Max_nodes: 12 | Time: 9.8488e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +Index: 616 | Max_nodes: 12 | Time: 9.8505e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| +Index: 393 | Max_nodes: 12 | Time: 9.8526e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| +Index: 15 | Max_nodes: 12 | Time: 9.8584e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +Index: 155 | Max_nodes: 12 | Time: 9.8612e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| +Index: 273 | Max_nodes: 12 | Time: 9.8821e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +Index: 177 | Max_nodes: 12 | Time: 9.8866e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| +Index: 4 | Max_nodes: 12 | Time: 9.9097e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +Index: 2 | Max_nodes: 12 | Time: 9.9105e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 291 | Max_nodes: 12 | Time: 9.9172e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| +Index: 9 | Max_nodes: 12 | Time: 9.9186e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +Index: 33 | Max_nodes: 12 | Time: 9.9660e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +Index: 153 | Max_nodes: 12 | Time: 9.9693e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +Index: 371 | Max_nodes: 12 | Time: 1.0027e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| +Index: 491 | Max_nodes: 12 | Time: 1.0054e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| +Index: 249 | Max_nodes: 12 | Time: 1.0110e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| ........................... -Average time: 1.1099e-05s +Average time: 9.4344e-05s ________________________________________________________________________________________________ -240 permutations have 17 max nodes. +720 permutations have 12 max nodes. +Index: 566 | Active_nodes: 6 | Time: 8.9095e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +Index: 710 | Active_nodes: 6 | Time: 8.9328e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +Index: 686 | Active_nodes: 6 | Time: 8.9580e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +Index: 446 | Active_nodes: 6 | Time: 8.9694e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +Index: 470 | Active_nodes: 6 | Time: 8.9706e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +Index: 718 | Active_nodes: 6 | Time: 8.9738e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +Index: 716 | Active_nodes: 6 | Time: 8.9833e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +Index: 564 | Active_nodes: 6 | Time: 8.9843e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +Index: 680 | Active_nodes: 6 | Time: 8.9890e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| +Index: 518 | Active_nodes: 6 | Time: 8.9970e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| +Index: 596 | Active_nodes: 6 | Time: 9.0237e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +Index: 708 | Active_nodes: 6 | Time: 9.0248e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| +Index: 422 | Active_nodes: 6 | Time: 9.0294e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| +Index: 560 | Active_nodes: 6 | Time: 9.0295e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| +Index: 542 | Active_nodes: 6 | Time: 9.0329e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| +Index: 704 | Active_nodes: 6 | Time: 9.0371e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +Index: 536 | Active_nodes: 6 | Time: 9.0394e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| +Index: 692 | Active_nodes: 6 | Time: 9.0428e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +Index: 719 | Active_nodes: 6 | Time: 9.0467e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +Index: 326 | Active_nodes: 6 | Time: 9.0476e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| +Index: 590 | Active_nodes: 6 | Time: 9.0535e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +Index: 715 | Active_nodes: 6 | Time: 9.0552e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +Index: 599 | Active_nodes: 6 | Time: 9.0571e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +Index: 444 | Active_nodes: 6 | Time: 9.0577e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +Index: 350 | Active_nodes: 6 | Time: 9.0688e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| +Index: 468 | Active_nodes: 6 | Time: 9.0713e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| +Index: 662 | Active_nodes: 6 | Time: 9.0716e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| +Index: 428 | Active_nodes: 6 | Time: 9.0718e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| +Index: 706 | Active_nodes: 6 | Time: 9.0780e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| +Index: 668 | Active_nodes: 6 | Time: 9.0801e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| +Index: 554 | Active_nodes: 6 | Time: 9.0828e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| +Index: 656 | Active_nodes: 6 | Time: 9.0855e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| +Index: 584 | Active_nodes: 6 | Time: 9.0875e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +Index: 695 | Active_nodes: 6 | Time: 9.0920e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +Index: 712 | Active_nodes: 6 | Time: 9.0920e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +Index: 476 | Active_nodes: 6 | Time: 9.0942e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +Index: 540 | Active_nodes: 6 | Time: 9.0946e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| +Index: 684 | Active_nodes: 6 | Time: 9.0973e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| +Index: 674 | Active_nodes: 6 | Time: 9.1056e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| +Index: 440 | Active_nodes: 6 | Time: 9.1072e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| +Index: 464 | Active_nodes: 6 | Time: 9.1101e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| +Index: 572 | Active_nodes: 6 | Time: 9.1115e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| +Index: 512 | Active_nodes: 6 | Time: 9.1164e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| +Index: 666 | Active_nodes: 6 | Time: 9.1185e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| +Index: 660 | Active_nodes: 6 | Time: 9.1190e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| +Index: 694 | Active_nodes: 6 | Time: 9.1252e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +Index: 558 | Active_nodes: 6 | Time: 9.1291e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| +Index: 236 | Active_nodes: 6 | Time: 9.1312e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| +Index: 658 | Active_nodes: 6 | Time: 9.1316e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| +Index: 356 | Active_nodes: 6 | Time: 9.1337e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| +Index: 404 | Active_nodes: 6 | Time: 9.1373e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| +Index: 714 | Active_nodes: 6 | Time: 9.1386e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +Index: 671 | Active_nodes: 6 | Time: 9.1398e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +Index: 594 | Active_nodes: 6 | Time: 9.1398e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +Index: 324 | Active_nodes: 6 | Time: 9.1406e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| +Index: 586 | Active_nodes: 6 | Time: 9.1416e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| +Index: 302 | Active_nodes: 6 | Time: 9.1421e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| +Index: 416 | Active_nodes: 6 | Time: 9.1431e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| +Index: 530 | Active_nodes: 6 | Time: 9.1452e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| +Index: 690 | 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1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| +Index: 478 | Active_nodes: 6 | Time: 9.1594e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +Index: 646 | Active_nodes: 6 | Time: 9.1650e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| +Index: 709 | Active_nodes: 6 | Time: 9.1654e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| +Index: 344 | Active_nodes: 6 | Time: 9.1658e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| +Index: 703 | Active_nodes: 6 | Time: 9.1687e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| +Index: 332 | Active_nodes: 6 | Time: 9.1701e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| +Index: 693 | Active_nodes: 6 | Time: 9.1711e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +Index: 644 | Active_nodes: 6 | Time: 9.1719e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| +Index: 638 | Active_nodes: 6 | Time: 9.1766e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| +Index: 702 | Active_nodes: 6 | Time: 9.1783e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| +Index: 678 | 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| 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| +Index: 411 | Active_nodes: 6 | Time: 9.6919e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 1| +Index: 183 | Active_nodes: 6 | Time: 9.6943e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| +Index: 26 | Active_nodes: 6 | Time: 9.6948e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +Index: 315 | Active_nodes: 6 | Time: 9.6959e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| +Index: 441 | Active_nodes: 6 | Time: 9.6986e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| +Index: 124 | Active_nodes: 6 | Time: 9.6994e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +Index: 63 | Active_nodes: 6 | Time: 9.6998e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| +Index: 363 | Active_nodes: 6 | Time: 9.7019e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +Index: 61 | Active_nodes: 6 | Time: 9.7068e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| +Index: 30 | Active_nodes: 6 | Time: 9.7072e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +Index: 28 | Active_nodes: 6 | Time: 9.7086e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +Index: 81 | Active_nodes: 6 | Time: 9.7121e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| +Index: 255 | Active_nodes: 6 | Time: 9.7135e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +Index: 148 | Active_nodes: 6 | Time: 9.7159e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| +Index: 251 | Active_nodes: 6 | Time: 9.7173e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| +Index: 21 | Active_nodes: 6 | Time: 9.7213e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +Index: 321 | Active_nodes: 6 | Time: 9.7237e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| +Index: 122 | Active_nodes: 6 | Time: 9.7251e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 120 | Active_nodes: 6 | Time: 9.7265e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Index: 5 | Active_nodes: 6 | Time: 9.7267e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +Index: 6 | Active_nodes: 6 | Time: 9.7290e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Index: 53 | Active_nodes: 6 | Time: 9.7300e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +Index: 147 | Active_nodes: 6 | Time: 9.7318e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| +Index: 13 | Active_nodes: 6 | Time: 9.7318e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +Index: 279 | Active_nodes: 6 | Time: 9.7429e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| +Index: 123 | Active_nodes: 6 | Time: 9.7466e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +Index: 17 | Active_nodes: 6 | Time: 9.7473e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +Index: 201 | Active_nodes: 6 | Time: 9.7487e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| +Index: 417 | Active_nodes: 6 | Time: 9.7487e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| +Index: 489 | Active_nodes: 6 | Time: 9.7497e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1| +Index: 369 | Active_nodes: 6 | Time: 9.7505e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 1| +Index: 395 | Active_nodes: 6 | Time: 9.7552e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| +Index: 24 | Active_nodes: 6 | Time: 9.7597e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +Index: 7 | Active_nodes: 6 | Time: 9.7610e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +Index: 129 | Active_nodes: 6 | Time: 9.7668e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +Index: 59 | Active_nodes: 6 | Time: 9.7685e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| +Index: 75 | Active_nodes: 6 | Time: 9.7721e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| +Index: 171 | Active_nodes: 6 | Time: 9.7731e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| +Index: 41 | Active_nodes: 6 | Time: 9.7770e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| +Index: 513 | Active_nodes: 6 | Time: 9.7810e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| +Index: 1 | Active_nodes: 6 | Time: 9.7868e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Index: 25 | Active_nodes: 6 | Time: 9.7873e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +Index: 27 | Active_nodes: 6 | Time: 9.7956e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +Index: 297 | Active_nodes: 6 | Time: 9.7973e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| +Index: 51 | Active_nodes: 6 | Time: 9.8054e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +Index: 35 | Active_nodes: 6 | Time: 9.8059e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| +Index: 96 | Active_nodes: 6 | Time: 9.8087e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +Index: 159 | Active_nodes: 6 | Time: 9.8138e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| +Index: 179 | Active_nodes: 6 | Time: 9.8148e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| +Index: 39 | Active_nodes: 6 | Time: 9.8171e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +Index: 0 | Active_nodes: 6 | Time: 9.8201e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Index: 11 | Active_nodes: 6 | Time: 9.8202e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +Index: 57 | Active_nodes: 6 | Time: 9.8243e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| +Index: 617 | Active_nodes: 6 | Time: 9.8308e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| +Index: 275 | Active_nodes: 6 | Time: 9.8382e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| +Index: 3 | Active_nodes: 6 | Time: 9.8488e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +Index: 240 | Active_nodes: 6 | Time: 9.8488e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +Index: 616 | Active_nodes: 6 | Time: 9.8505e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| +Index: 393 | Active_nodes: 6 | Time: 9.8526e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| +Index: 15 | Active_nodes: 6 | Time: 9.8584e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +Index: 155 | Active_nodes: 6 | Time: 9.8612e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| +Index: 273 | Active_nodes: 6 | Time: 9.8821e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +Index: 177 | Active_nodes: 6 | Time: 9.8866e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| +Index: 4 | Active_nodes: 6 | Time: 9.9097e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +Index: 2 | Active_nodes: 6 | Time: 9.9105e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 291 | Active_nodes: 6 | Time: 9.9172e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| +Index: 9 | Active_nodes: 6 | Time: 9.9186e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +Index: 33 | Active_nodes: 6 | Time: 9.9660e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +Index: 153 | Active_nodes: 6 | Time: 9.9693e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +Index: 371 | Active_nodes: 6 | Time: 1.0027e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| +Index: 491 | Active_nodes: 6 | Time: 1.0054e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| +Index: 249 | Active_nodes: 6 | Time: 1.0110e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| ........................... -Average time: 1.0919e-05s +Average time: 9.4344e-05s -480 permutations have 18 max nodes. +________________________________________________________________________________________________ -........................... -Average time: 1.1189e-05s +execution time of: 8.9095e-05s: Index: 566 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -________________________________________________________________________________________________ +execution time of: 8.9328e-05s: Index: 710 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| + +execution time of: 8.9580e-05s: Index: 686 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| + +execution time of: 8.9694e-05s: Index: 446 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| + +execution time of: 8.9706e-05s: Index: 470 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| + +execution time of: 8.9738e-05s: Index: 718 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| + +execution time of: 8.9833e-05s: Index: 716 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| + +execution time of: 8.9843e-05s: Index: 564 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| + +execution time of: 8.9890e-05s: Index: 680 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| + +execution time of: 8.9970e-05s: Index: 518 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| + +execution time of: 9.0237e-05s: Index: 596 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| + +execution time of: 9.0248e-05s: Index: 708 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| + +execution time of: 9.0294e-05s: Index: 422 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| + +execution time of: 9.0295e-05s: Index: 560 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| + +execution time of: 9.0329e-05s: Index: 542 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| + +execution time of: 9.0371e-05s: Index: 704 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| + +execution time of: 9.0394e-05s: Index: 536 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| + +execution time of: 9.0428e-05s: Index: 692 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| + +execution time of: 9.0467e-05s: Index: 719 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| + +execution time of: 9.0476e-05s: Index: 326 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| + +execution time of: 9.0535e-05s: Index: 590 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| + +execution time of: 9.0552e-05s: Index: 715 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| + +execution time of: 9.0571e-05s: Index: 599 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| + +execution time of: 9.0577e-05s: Index: 444 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| + +execution time of: 9.0688e-05s: Index: 350 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| + +execution time of: 9.0713e-05s: Index: 468 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| + +execution time of: 9.0716e-05s: Index: 662 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| + +execution time of: 9.0718e-05s: Index: 428 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| + +execution time of: 9.0780e-05s: Index: 706 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| + +execution time of: 9.0801e-05s: Index: 668 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| + +execution time of: 9.0828e-05s: Index: 554 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| + +execution time of: 9.0855e-05s: Index: 656 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| + +execution time of: 9.0875e-05s: Index: 584 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| + +execution time of: 9.0920e-05s: Index: 695 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| + +execution time of: 9.0920e-05s: Index: 712 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| + +execution time of: 9.0942e-05s: Index: 476 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| + +execution time of: 9.0946e-05s: Index: 540 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| + +execution time of: 9.0973e-05s: Index: 684 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| + +execution time of: 9.1056e-05s: Index: 674 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| + +execution time of: 9.1072e-05s: Index: 440 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| + +execution time of: 9.1101e-05s: Index: 464 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| + +execution time of: 9.1115e-05s: Index: 572 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| + +execution time of: 9.1164e-05s: Index: 512 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| + +execution time of: 9.1185e-05s: Index: 666 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| + +execution time of: 9.1190e-05s: Index: 660 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| + +execution time of: 9.1252e-05s: Index: 694 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| + +execution time of: 9.1291e-05s: Index: 558 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| + +execution time of: 9.1312e-05s: Index: 236 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| + +execution time of: 9.1316e-05s: Index: 658 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| + +execution time of: 9.1337e-05s: Index: 356 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| + +execution time of: 9.1373e-05s: Index: 404 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| + +execution time of: 9.1386e-05s: Index: 714 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| + +execution time of: 9.1398e-05s: Index: 671 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| + +execution time of: 9.1398e-05s: Index: 594 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| + +execution time of: 9.1406e-05s: Index: 324 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| + +execution time of: 9.1416e-05s: Index: 586 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| + +execution time of: 9.1421e-05s: Index: 302 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| + +execution time of: 9.1431e-05s: Index: 416 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| + +execution time of: 9.1452e-05s: Index: 530 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| + +execution time of: 9.1453e-05s: Index: 690 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| + +execution time of: 9.1457e-05s: Index: 320 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| + +execution time of: 9.1482e-05s: Index: 588 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| + 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time of: 1.0380e-05s: Index: 716 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -execution time of: 1.0385e-05s: Index: 686 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -execution time of: 1.0392e-05s: Index: 566 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -execution time of: 1.0397e-05s: Index: 428 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -execution time of: 1.0403e-05s: Index: 590 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -execution time of: 1.0405e-05s: Index: 599 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -execution time of: 1.0428e-05s: Index: 718 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -execution time of: 1.0460e-05s: Index: 706 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -execution time of: 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Index: 584 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -execution time of: 1.0485e-05s: Index: 542 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -execution time of: 1.0490e-05s: Index: 715 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -execution time of: 1.0495e-05s: Index: 680 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -execution time of: 1.0500e-05s: Index: 638 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -execution time of: 1.0500e-05s: Index: 592 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -execution time of: 1.0505e-05s: Index: 452 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -execution time of: 1.0508e-05s: Index: 708 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -execution time of: 1.0510e-05s: Index: 320 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -execution time of: 1.0512e-05s: Index: 302 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -execution time of: 1.0528e-05s: Index: 308 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -execution time of: 1.0528e-05s: Index: 704 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -execution time of: 1.0538e-05s: Index: 326 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -execution time of: 1.0540e-05s: Index: 594 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -execution time of: 1.0545e-05s: Index: 426 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -execution time of: 1.0548e-05s: Index: 550 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -execution time of: 1.0550e-05s: Index: 473 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -execution time of: 1.0552e-05s: Index: 662 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -execution time of: 1.0555e-05s: Index: 623 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -execution time of: 1.0560e-05s: Index: 574 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -execution time of: 1.0562e-05s: Index: 468 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -execution time of: 1.0573e-05s: Index: 622 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -execution time of: 1.0580e-05s: Index: 646 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -execution time of: 1.0585e-05s: Index: 644 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -execution time of: 1.0585e-05s: Index: 332 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -execution time of: 1.0590e-05s: Index: 526 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -execution time of: 1.0593e-05s: Index: 503 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -execution time of: 1.0593e-05s: Index: 620 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -execution time of: 1.0595e-05s: Index: 398 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -execution time of: 1.0595e-05s: Index: 474 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -execution time of: 1.0600e-05s: Index: 709 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -execution time of: 1.0600e-05s: Index: 354 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -execution time of: 1.0603e-05s: Index: 464 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -execution time of: 1.0607e-05s: Index: 478 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -execution time of: 1.0608e-05s: Index: 571 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -execution time of: 1.0610e-05s: Index: 573 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -execution time of: 1.0615e-05s: Index: 438 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -execution time of: 1.0620e-05s: Index: 564 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -execution time of: 1.0623e-05s: Index: 713 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -execution time of: 1.0633e-05s: Index: 502 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -execution time of: 1.0633e-05s: Index: 335 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -execution time of: 1.0635e-05s: Index: 298 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -execution time of: 1.0637e-05s: Index: 454 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -execution time of: 1.0638e-05s: Index: 540 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -execution time of: 1.0640e-05s: Index: 230 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -execution time of: 1.0643e-05s: Index: 588 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -execution time of: 1.0643e-05s: Index: 694 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -execution time of: 1.0645e-05s: Index: 420 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -execution time of: 1.0650e-05s: Index: 451 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| 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of: 1.0668e-05s: Index: 690 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -execution time of: 1.0670e-05s: Index: 671 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -execution time of: 1.0670e-05s: Index: 586 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -execution time of: 1.0673e-05s: Index: 453 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -execution time of: 1.0678e-05s: Index: 450 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -execution time of: 1.0680e-05s: Index: 499 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -execution time of: 1.0680e-05s: Index: 514 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -execution time of: 1.0683e-05s: Index: 472 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -execution time of: 1.0685e-05s: Index: 684 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -execution time of: 1.0688e-05s: Index: 512 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -execution time of: 1.0688e-05s: Index: 678 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -execution time of: 1.0690e-05s: Index: 238 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -execution time of: 1.0693e-05s: Index: 523 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -execution time of: 1.0695e-05s: Index: 536 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -execution time of: 1.0695e-05s: Index: 214 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -execution time of: 1.0700e-05s: Index: 232 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -execution time of: 1.0702e-05s: Index: 562 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -execution time of: 1.0708e-05s: Index: 640 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -execution time of: 1.0710e-05s: Index: 324 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -execution time of: 1.0713e-05s: Index: 522 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -execution time of: 1.0715e-05s: Index: 206 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -execution time of: 1.0718e-05s: Index: 614 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -execution time of: 1.0720e-05s: Index: 434 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -execution time of: 1.0722e-05s: Index: 589 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -execution time of: 1.0723e-05s: Index: 570 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -execution time of: 1.0728e-05s: Index: 577 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -execution time of: 1.0730e-05s: Index: 374 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -execution time of: 1.0730e-05s: Index: 350 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -execution time of: 1.0732e-05s: Index: 548 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -execution time of: 1.0733e-05s: Index: 212 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -execution time of: 1.0735e-05s: Index: 338 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -execution time of: 1.0740e-05s: Index: 300 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -execution time of: 1.0740e-05s: Index: 110 | Max_nodes: 18 | Active_nodes: 6 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-> 2| -execution time of: 1.1045e-05s: Index: 309 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -execution time of: 1.1045e-05s: Index: 107 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -execution time of: 1.1048e-05s: Index: 187 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -execution time of: 1.1048e-05s: Index: 484 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -execution time of: 1.1050e-05s: Index: 100 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -execution time of: 1.1050e-05s: Index: 222 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -execution time of: 1.1055e-05s: Index: 245 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -execution time of: 1.1055e-05s: Index: 198 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -execution 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-> 0| -execution time of: 1.1157e-05s: Index: 444 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -execution time of: 1.1158e-05s: Index: 78 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -execution time of: 1.1160e-05s: Index: 105 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -execution time of: 1.1163e-05s: Index: 287 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -execution time of: 1.1165e-05s: Index: 46 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -execution time of: 1.1165e-05s: Index: 132 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -execution time of: 1.1168e-05s: Index: 174 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -execution time of: 1.1170e-05s: Index: 19 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -execution 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6 | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -execution time of: 1.1262e-05s: Index: 149 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -execution time of: 1.1263e-05s: Index: 69 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -execution time of: 1.1265e-05s: Index: 317 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -execution time of: 1.1268e-05s: Index: 154 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -execution time of: 1.1268e-05s: Index: 83 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -execution time of: 1.1270e-05s: Index: 5 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -execution time of: 1.1272e-05s: Index: 685 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -execution time of: 1.1275e-05s: Index: 289 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -execution time of: 1.1275e-05s: Index: 31 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -execution time of: 1.1278e-05s: Index: 489 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -execution time of: 1.1278e-05s: Index: 17 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -execution time of: 1.1280e-05s: Index: 10 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -execution time of: 1.1283e-05s: Index: 13 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -execution time of: 1.1285e-05s: Index: 265 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -execution time of: 1.1285e-05s: Index: 150 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -execution time of: 1.1290e-05s: Index: 157 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -execution time of: 1.1293e-05s: Index: 513 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -execution time of: 1.1293e-05s: Index: 136 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -execution time of: 1.1295e-05s: Index: 43 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -execution time of: 1.1297e-05s: Index: 79 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -execution time of: 1.1303e-05s: Index: 717 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -execution time of: 1.1303e-05s: Index: 11 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -execution time of: 1.1305e-05s: Index: 56 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -execution time of: 1.1305e-05s: Index: 133 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -execution 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| Active_nodes: 6 | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -execution time of: 1.1370e-05s: Index: 142 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -execution time of: 1.1372e-05s: Index: 37 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -execution time of: 1.1373e-05s: Index: 99 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -execution time of: 1.1375e-05s: Index: 7 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -execution time of: 1.1375e-05s: Index: 282 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -execution time of: 1.1380e-05s: Index: 240 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -execution time of: 1.1383e-05s: Index: 75 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -execution time of: 1.1385e-05s: Index: 61 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -execution time of: 1.1388e-05s: Index: 9 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -execution time of: 1.1390e-05s: Index: 52 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -execution time of: 1.1393e-05s: Index: 126 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -execution time of: 1.1395e-05s: Index: 35 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -execution time of: 1.1395e-05s: Index: 4 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -execution time of: 1.1398e-05s: Index: 24 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -execution time of: 1.1400e-05s: Index: 29 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -execution time of: 1.1402e-05s: Index: 183 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -execution time of: 1.1403e-05s: Index: 403 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -execution time of: 1.1408e-05s: Index: 399 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -execution time of: 1.1413e-05s: Index: 281 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -execution time of: 1.1415e-05s: Index: 147 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -execution time of: 1.1415e-05s: Index: 659 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -execution time of: 1.1420e-05s: Index: 25 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -execution time of: 1.1425e-05s: Index: 39 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -execution time of: 1.1432e-05s: Index: 241 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -execution time of: 1.1438e-05s: Index: 367 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -execution time of: 1.1442e-05s: Index: 81 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -execution time of: 1.1445e-05s: Index: 49 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -execution time of: 1.1448e-05s: Index: 47 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -execution time of: 1.1455e-05s: Index: 387 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -execution time of: 1.1457e-05s: Index: 275 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -execution time of: 1.1460e-05s: Index: 160 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -execution time of: 1.1463e-05s: Index: 48 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -execution time of: 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-> 5|5 -> 3| -execution time of: 1.1753e-05s: Index: 593 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -execution time of: 1.1763e-05s: Index: 517 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -execution time of: 1.1785e-05s: Index: 604 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -execution time of: 1.1800e-05s: Index: 2 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -execution time of: 1.1825e-05s: Index: 345 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -execution time of: 1.1837e-05s: Index: 693 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -execution time of: 1.1855e-05s: Index: 277 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -execution time of: 1.1860e-05s: Index: 440 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -execution time of: 1.1867e-05s: Index: 155 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -execution time of: 1.1870e-05s: Index: 386 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -execution time of: 1.1880e-05s: Index: 161 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -execution time of: 1.1938e-05s: Index: 389 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -execution time of: 1.2163e-05s: Index: 336 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -execution time of: 1.2170e-05s: Index: 369 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -execution time of: 1.2260e-05s: Index: 51 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -execution time of: 1.2453e-05s: Index: 77 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -execution time of: 1.2493e-05s: Index: 475 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -execution time of: 1.2603e-05s: Index: 535 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -execution time of: 1.2668e-05s: Index: 258 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -execution time of: 1.2680e-05s: Index: 85 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -execution time of: 1.2835e-05s: Index: 177 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -execution time of: 1.3283e-05s: Index: 510 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -execution time of: 1.3435e-05s: Index: 91 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -execution time of: 1.3888e-05s: Index: 273 | Max_nodes: 17 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -execution time of: 1.4450e-05s: Index: 20 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -execution time of: 1.4625e-05s: Index: 40 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -execution time of: 1.4655e-05s: Index: 134 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -execution time of: 1.4718e-05s: Index: 96 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -execution time of: 1.4865e-05s: Index: 135 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -execution time of: 1.4888e-05s: Index: 27 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -execution time of: 1.4915e-05s: Index: 41 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -execution time of: 1.4978e-05s: Index: 28 | Max_nodes: 18 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| ________________________________________________________________________________________________ diff --git a/test/BenchmarkQuasm/results/qpeexact_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/qpeexact_indep_qiskit_controls.txt index 81fefe60..c94408fb 100644 --- a/test/BenchmarkQuasm/results/qpeexact_indep_qiskit_controls.txt +++ b/test/BenchmarkQuasm/results/qpeexact_indep_qiskit_controls.txt @@ -8,15 +8,14 @@ i: 0 1 5:======== 6: 0 | o: 0 | -Q: 0 w: 1 | Q: 1 w: 3 | Computed Permutation: ................0 -> 0|1 -> 1| Original Permutation: ................0 -> 0|1 -> 1| -Identity Duration: 1.6000e-06s............................. -Permuted Duration: 1.6025e-06s............................. +Identity Duration: 1.5014e-05s............................. +Permuted Duration: 1.6004e-05s............................. Identity active_nodes: 2 ...................................... Permuted active_nodes: 2 ...................................... -Identity max_nodes: 6 ...................................... -Permuted max_nodes: 6 ...................................... +Identity max_nodes: 4 ...................................... +Permuted max_nodes: 4 ...................................... ________________________________________________________________________________________________ Start Simulation of qpeexact_indep_qiskit_3__________________________________________________ @@ -34,15 +33,14 @@ Start Simulation of qpeexact_indep_qiskit_3_____________________________________ 10:...0...|...| 11:...|...1...| .o:...0...1...| -Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 3 | Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 3.3750e-06s............................. -Permuted Duration: 2.8875e-06s............................. +Identity Duration: 2.5625e-05s............................. +Permuted Duration: 2.5654e-05s............................. Identity active_nodes: 3 ...................................... Permuted active_nodes: 3 ...................................... -Identity max_nodes: 9 ...................................... -Permuted max_nodes: 9 ...................................... +Identity max_nodes: 6 ...................................... +Permuted max_nodes: 6 ...................................... ________________________________________________________________________________________________ Start Simulation of qpeexact_indep_qiskit_4__________________________________________________ @@ -65,15 +63,14 @@ Start Simulation of qpeexact_indep_qiskit_4_____________________________________ 15:...|...1...|...| 16:...|...|...2...| .o:...0...1...2...| -Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | Q: 3 w: 3 | Computed Permutation: ..0 -> 0|1 -> 1|2 -> 3|3 -> 2| Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Identity Duration: 4.8675e-06s............................. -Permuted Duration: 4.6377e-06s............................. +Identity Duration: 4.0663e-05s............................. +Permuted Duration: 4.0548e-05s............................. Identity active_nodes: 4 ...................................... Permuted active_nodes: 4 ...................................... -Identity max_nodes: 12 ...................................... -Permuted max_nodes: 12 ...................................... +Identity max_nodes: 8 ...................................... +Permuted max_nodes: 8 ...................................... ________________________________________________________________________________________________ Start Simulation of qpeexact_indep_qiskit_5__________________________________________________ @@ -106,15 +103,14 @@ Start Simulation of qpeexact_indep_qiskit_5_____________________________________ 25:...|...|...2...|...| 26:...|...|...|...3...| .o:...0...1...2...3...| -Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | Q: 3 w: 5 | Q: 4 w: 6 | Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: 9.2552e-06s............................. -Permuted Duration: 8.5500e-06s............................. +Identity Duration: 7.5237e-05s............................. +Permuted Duration: 7.4609e-05s............................. Identity active_nodes: 5 ...................................... Permuted active_nodes: 5 ...................................... -Identity max_nodes: 15 ...................................... -Permuted max_nodes: 15 ...................................... +Identity max_nodes: 10 ...................................... +Permuted max_nodes: 10 ...................................... ________________________________________________________________________________________________ Start Simulation of qpeexact_indep_qiskit_6__________________________________________________ @@ -154,311 +150,13 @@ Start Simulation of qpeexact_indep_qiskit_6_____________________________________ 32:...|...|...|...3...|...| 33:...|...|...|...|...4...| .o:...0...1...2...3...4...| -Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | Q: 3 w: 5 | Q: 4 w: 6 | Q: 5 w: 6 | Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Identity Duration: 1.2070e-05s............................. -Permuted Duration: 1.1595e-05s............................. +Identity Duration: 9.8201e-05s............................. +Permuted Duration: 9.8294e-05s............................. Identity active_nodes: 6 ...................................... Permuted active_nodes: 6 ...................................... -Identity max_nodes: 18 ...................................... -Permuted max_nodes: 18 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qpeexact_indep_qiskit_7__________________________________________________ - -.i:...0...1...2...3...4...5...6 -.1:...h...|...|...|...|...|...| -.2:...|...h...|...|...|...|...| -.3:...|...|...h...|...|...|...| -.4:...|...|...|...h...|...|...| -.5:...|...|...|...|...h...|...| -.6:...|...|...|...|...|...h...| -.7:...|...|...|...|...|...|...x -.8:...p...|...|...|...|...|...c p: (-2.7489e+00) -.9:..sw...|...|...|...|..sw...| -10:...h...|...|...|...|...|...| -11:...|...t...|...|...|...|...c -12:...|..sw...|...|..sw...|...| -13:.sdg...c...|...|...|...|...| -14:...|...h...|...|...|...|...| -15:...|...|...s...|...|...|...c -16:...|...|...|...z...|...|...c -17:...|...|..sw..sw...|...|...| -18:.tdg...|...c...|...|...|...| -19:...|.sdg...c...|...|...|...| -20:...|...|...h...|...|...|...| -21:...p...|...|...c...|...|...| p: (-3.9270e-01) -22:...|.tdg...|...c...|...|...| -23:...|...|.sdg...c...|...|...| -24:...|...|...|...h...|...|...| -25:...p...|...|...|...c...|...| p: (-1.9635e-01) -26:...|...p...|...|...c...|...| p: (-3.9270e-01) -27:...|...|.tdg...|...c...|...| -28:...|...|...|.sdg...c...|...| -29:...|...|...|...|...h...|...| -30:...p...|...|...|...|...c...| p: (-9.8175e-02) -31:...|...p...|...|...|...c...| p: (-1.9635e-01) -32:...|...|...p...|...|...c...| p: (-3.9270e-01) -33:...|...|...|.tdg...|...c...| -34:...|...|...|...|.sdg...c...| -35:...|...|...|...|...|...h...| -36:============================ -37:...0...|...|...|...|...|...| -38:...|...1...|...|...|...|...| -39:...|...|...2...|...|...|...| -40:...|...|...|...3...|...|...| -41:...|...|...|...|...4...|...| -42:...|...|...|...|...|...5...| -.o:...0...1...2...3...4...5...| -Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | Q: 3 w: 5 | Q: 4 w: 6 | Q: 5 w: 7 | Q: 6 w: 6 | -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 6|6 -> 5| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Identity Duration: 1.5783e-05s............................. -Permuted Duration: 1.5123e-05s............................. -Identity active_nodes: 7 ...................................... -Permuted active_nodes: 7 ...................................... -Identity max_nodes: 21 ...................................... -Permuted max_nodes: 21 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qpeexact_indep_qiskit_8__________________________________________________ - -.i:...0...1...2...3...4...5...6...7 -.1:...h...|...|...|...|...|...|...| -.2:...|...h...|...|...|...|...|...| -.3:...|...|...h...|...|...|...|...| -.4:...|...|...|...h...|...|...|...| -.5:...|...|...|...|...h...|...|...| -.6:...|...|...|...|...|...h...|...| -.7:...|...|...|...|...|...|...h...| -.8:...|...|...|...|...|...|...|...x -.9:...p...|...|...|...|...|...|...c p: (-2.6998e+00) -10:...|...p...|...|...|...|...|...c p: (8.8357e-01) -11:...|...|...p...|...|...|...|...c p: (1.7671e+00) -12:...|...|...|...p...|...|...|...c p: (-2.7489e+00) -13:...|...|...|...|...t...|...|...c -14:...|...|..sw...|..sw...|...|...| -15:...|...|...|...|...|...s...|...c -16:...|..sw...|...|...|..sw...|...| -17:...|...|...|...|...|...|...z...c -18:..sw...|...|...|...|...|..sw...| -19:...h...|...|...|...|...|...|...| -20:.sdg...c...|...|...|...|...|...| -21:...|...h...|...|...|...|...|...| -22:.tdg...|...c...|...|...|...|...| -23:...|.sdg...c...|...|...|...|...| -24:...|...|...h...|...|...|...|...| -25:...p...|...|...c...|...|...|...| p: (-3.9270e-01) -26:...|.tdg...|...c...|...|...|...| -27:...|...|.sdg...c...|...|...|...| -28:...|...|...|...h...|...|...|...| -29:...p...|...|...|...c...|...|...| p: (-1.9635e-01) 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-53:...|...|...|...|...|...5...|...| -54:...|...|...|...|...|...|...6...| -.o:...0...1...2...3...4...5...6...| -Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | Q: 3 w: 5 | Q: 4 w: 6 | Q: 5 w: 7 | Q: 6 w: 8 | Q: 7 w: 9 | -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7| -Identity Duration: 2.3520e-05s............................. -Permuted Duration: 2.1596e-05s............................. -Identity active_nodes: 8 ...................................... -Permuted active_nodes: 8 ...................................... -Identity max_nodes: 24 ...................................... -Permuted max_nodes: 24 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qpeexact_indep_qiskit_9__________________________________________________ - -.i:...0...1...2...3...4...5...6...7...8 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-44:...|...|...p...|...|...|...c...|...| p: (-1.9635e-01) -45:...|...|...|...p...|...|...c...|...| p: (-3.9270e-01) -46:...|...|...|...|.tdg...|...c...|...| -47:...|...|...|...|...|.sdg...c...|...| -48:...|...|...|...|...|...|...h...|...| -49:...p...|...|...|...|...|...|...c...| p: (-2.4544e-02) -50:...|...p...|...|...|...|...|...c...| p: (-4.9087e-02) -51:...|...|...p...|...|...|...|...c...| p: (-9.8175e-02) -52:...|...|...|...p...|...|...|...c...| p: (-1.9635e-01) -53:...|...|...|...|...p...|...|...c...| p: (-3.9270e-01) -54:...|...|...|...|...|.tdg...|...c...| -55:...|...|...|...|...|...|.sdg...c...| -56:...|...|...|...|...|...|...|...h...| -57:==================================== -58:...0...|...|...|...|...|...|...|...| -59:...|...1...|...|...|...|...|...|...| -60:...|...|...2...|...|...|...|...|...| -61:...|...|...|...3...|...|...|...|...| -62:...|...|...|...|...4...|...|...|...| -63:...|...|...|...|...|...5...|...|...| -64:...|...|...|...|...|...|...6...|...| -65:...|...|...|...|...|...|...|...7...| -.o:...0...1...2...3...4...5...6...7...| -Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | Q: 3 w: 5 | Q: 4 w: 6 | Q: 5 w: 7 | Q: 6 w: 8 | Q: 7 w: 9 | Q: 8 w: 9 | -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8| -Identity Duration: 2.6578e-05s............................. -Permuted Duration: 2.6405e-05s............................. -Identity active_nodes: 9 ...................................... -Permuted active_nodes: 9 ...................................... -Identity max_nodes: 27 ...................................... -Permuted max_nodes: 27 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qpeexact_indep_qiskit_10__________________________________________________ - -.i:...0...1...2...3...4...5...6...7...8...9 -.1:...h...|...|...|...|...|...|...|...|...| -.2:...|...h...|...|...|...|...|...|...|...| -.3:...|...|...h...|...|...|...|...|...|...| -.4:...|...|...|...h...|...|...|...|...|...| -.5:...|...|...|...|...h...|...|...|...|...| -.6:...|...|...|...|...|...h...|...|...|...| -.7:...|...|...|...|...|...|...h...|...|...| -.8:...|...|...|...|...|...|...|...h...|...| -.9:...|...|...|...|...|...|...|...|...h...| -10:...|...|...|...|...|...|...|...|...|...x -11:...p...|...|...|...|...|...|...|...|...c p: (-2.6998e+00) -12:..sw...|...|...|...|...|...|...|..sw...| -13:...h...|...|...|...|...|...|...|...|...| -14:...|...p...|...|...|...|...|...|...|...c p: (8.8357e-01) -15:...|..sw...|...|...|...|...|..sw...|...| -16:.sdg...c...|...|...|...|...|...|...|...| -17:...|...h...|...|...|...|...|...|...|...| -18:...|...|...p...|...|...|...|...|...|...c p: (1.7671e+00) -19:...|...|...|...p...|...|...|...|...|...c p: (-2.7489e+00) -20:...|...|...|...|...t...|...|...|...|...c -21:...|...|...|...|...|...s...|...|...|...c -22:...|...|...|..sw...|..sw...|...|...|...| -23:...|...|...|...|...|...|...z...|...|...c -24:...|...|..sw...|...|...|..sw...|...|...| -25:.tdg...|...c...|...|...|...|...|...|...| -26:...|.sdg...c...|...|...|...|...|...|...| -27:...|...|...h...|...|...|...|...|...|...| -28:...p...|...|...c...|...|...|...|...|...| p: (-3.9270e-01) -29:...|.tdg...|...c...|...|...|...|...|...| -30:...|...|.sdg...c...|...|...|...|...|...| -31:...|...|...|...h...|...|...|...|...|...| -32:...p...|...|...|...c...|...|...|...|...| p: (-1.9635e-01) -33:...|...p...|...|...c...|...|...|...|...| p: (-3.9270e-01) -34:...|...|.tdg...|...c...|...|...|...|...| -35:...|...|...|.sdg...c...|...|...|...|...| -36:...|...|...|...|...h...|...|...|...|...| -37:...p...|...|...|...|...c...|...|...|...| p: (-9.8175e-02) -38:...|...p...|...|...|...c...|...|...|...| p: (-1.9635e-01) -39:...|...|...p...|...|...c...|...|...|...| p: (-3.9270e-01) -40:...|...|...|.tdg...|...c...|...|...|...| -41:...|...|...|...|.sdg...c...|...|...|...| -42:...|...|...|...|...|...h...|...|...|...| -43:...p...|...|...|...|...|...c...|...|...| p: (-4.9087e-02) -44:...|...p...|...|...|...|...c...|...|...| p: (-9.8175e-02) -45:...|...|...p...|...|...|...c...|...|...| p: (-1.9635e-01) -46:...|...|...|...p...|...|...c...|...|...| p: (-3.9270e-01) -47:...|...|...|...|.tdg...|...c...|...|...| -48:...|...|...|...|...|.sdg...c...|...|...| -49:...|...|...|...|...|...|...h...|...|...| -50:...p...|...|...|...|...|...|...c...|...| p: (-2.4544e-02) -51:...|...p...|...|...|...|...|...c...|...| p: (-4.9087e-02) -52:...|...|...p...|...|...|...|...c...|...| p: (-9.8175e-02) -53:...|...|...|...p...|...|...|...c...|...| p: (-1.9635e-01) -54:...|...|...|...|...p...|...|...c...|...| p: (-3.9270e-01) -55:...|...|...|...|...|.tdg...|...c...|...| -56:...|...|...|...|...|...|.sdg...c...|...| -57:...|...|...|...|...|...|...|...h...|...| -58:...p...|...|...|...|...|...|...|...c...| p: (-1.2272e-02) -59:...|...p...|...|...|...|...|...|...c...| p: (-2.4544e-02) -60:...|...|...p...|...|...|...|...|...c...| p: (-4.9087e-02) -61:...|...|...|...p...|...|...|...|...c...| p: (-9.8175e-02) -62:...|...|...|...|...p...|...|...|...c...| p: (-1.9635e-01) -63:...|...|...|...|...|...p...|...|...c...| p: (-3.9270e-01) -64:...|...|...|...|...|...|.tdg...|...c...| -65:...|...|...|...|...|...|...|.sdg...c...| -66:...|...|...|...|...|...|...|...|...h...| -67:======================================== -68:...0...|...|...|...|...|...|...|...|...| -69:...|...1...|...|...|...|...|...|...|...| -70:...|...|...2...|...|...|...|...|...|...| -71:...|...|...|...3...|...|...|...|...|...| -72:...|...|...|...|...4...|...|...|...|...| -73:...|...|...|...|...|...5...|...|...|...| -74:...|...|...|...|...|...|...6...|...|...| -75:...|...|...|...|...|...|...|...7...|...| -76:...|...|...|...|...|...|...|...|...8...| -.o:...0...1...2...3...4...5...6...7...8...| -Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | Q: 3 w: 5 | Q: 4 w: 6 | Q: 5 w: 7 | Q: 6 w: 8 | Q: 7 w: 9 | Q: 8 w: 10 | Q: 9 w: 9 | -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 9|9 -> 8| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8|9 -> 9| -Identity Duration: 3.0951e-05s............................. -Permuted Duration: 3.1348e-05s............................. -Identity active_nodes: 10 ...................................... -Permuted active_nodes: 10 ...................................... -Identity max_nodes: 30 ...................................... -Permuted max_nodes: 30 ...................................... +Identity max_nodes: 12 ...................................... +Permuted max_nodes: 12 ...................................... ________________________________________________________________________________________________ diff --git a/test/BenchmarkQuasm/results/qpeexact_indep_qiskit_gates.txt b/test/BenchmarkQuasm/results/qpeexact_indep_qiskit_gates.txt deleted file mode 100644 index 0cc46b07..00000000 --- a/test/BenchmarkQuasm/results/qpeexact_indep_qiskit_gates.txt +++ /dev/null @@ -1,455 +0,0 @@ -Start Simulation of qpeexact_indep_qiskit_2__________________________________________________ - -i: 0 1 -1: h | -2: | x -3: z c -4: h | -5:======== -6: 0 | -o: 0 | -Computed Permutation: ................0 -> 0|1 -> 1| -Original Permutation: ................0 -> 0|1 -> 1| -Identity Duration: 1.5852e-06s............................. -Permuted Duration: 1.5800e-06s............................. -Identity active_nodes: 2 ...................................... -Permuted active_nodes: 2 ...................................... -Identity max_nodes: 6 ...................................... -Permuted max_nodes: 6 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qpeexact_indep_qiskit_3__________________________________________________ - -.i:...0...1...2 -.1:...h...|...| -.2:...|...h...| -.3:...|...|...x -.4:...z...|...c -.5:..sw..sw...| -.6:...h...|...| -.7:.sdg...c...| -.8:...|...h...| -.9:============ -10:...0...|...| -11:...|...1...| -.o:...0...1...| -Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 3.3700e-06s............................. -Permuted Duration: 2.8775e-06s............................. -Identity active_nodes: 3 ...................................... -Permuted active_nodes: 3 ...................................... -Identity max_nodes: 9 ...................................... -Permuted max_nodes: 9 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qpeexact_indep_qiskit_4__________________________________________________ - -.i:...0...1...2...3 -.1:...h...|...|...| -.2:...|...h...|...| -.3:...|...|...h...| -.4:...|...|...|...x -.5:...z...|...|...c -.6:..sw...|..sw...| -.7:...h...|...|...| -.8:.sdg...c...|...| -.9:...|...h...|...| -10:.tdg...|...c...| -11:...|.sdg...c...| -12:...|...|...h...| -13:================ -14:...0...|...|...| -15:...|...1...|...| -16:...|...|...2...| -.o:...0...1...2...| -Computed Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Identity Duration: 4.8925e-06s............................. -Permuted Duration: 4.5825e-06s............................. -Identity active_nodes: 4 ...................................... -Permuted active_nodes: 4 ...................................... -Identity max_nodes: 12 ...................................... -Permuted max_nodes: 12 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qpeexact_indep_qiskit_5__________________________________________________ - -.i:...0...1...2...3...4 -.1:...h...|...|...|...| -.2:...|...h...|...|...| -.3:...|...|...h...|...| -.4:...|...|...|...h...| -.5:...|...|...|...|...x -.6:...p...|...|...|...c p: (-2.7489e+00) -.7:...|...t...|...|...c -.8:...|...|...s...|...c -.9:...|..sw..sw...|...| -10:...|...|...|...z...c -11:..sw...|...|..sw...| -12:...h...|...|...|...| -13:.sdg...c...|...|...| -14:...|...h...|...|...| -15:.tdg...|...c...|...| -16:...|.sdg...c...|...| -17:...|...|...h...|...| -18:...p...|...|...c...| p: (-3.9270e-01) -19:...|.tdg...|...c...| -20:...|...|.sdg...c...| -21:...|...|...|...h...| -22:==================== -23:...0...|...|...|...| -24:...|...1...|...|...| -25:...|...|...2...|...| -26:...|...|...|...3...| -.o:...0...1...2...3...| -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: 9.4353e-06s............................. -Permuted Duration: 8.6825e-06s............................. -Identity active_nodes: 5 ...................................... -Permuted active_nodes: 5 ...................................... -Identity max_nodes: 15 ...................................... -Permuted max_nodes: 15 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qpeexact_indep_qiskit_6__________________________________________________ - -.i:...0...1...2...3...4...5 -.1:...h...|...|...|...|...| -.2:...|...h...|...|...|...| -.3:...|...|...h...|...|...| -.4:...|...|...|...h...|...| -.5:...|...|...|...|...h...| -.6:...|...|...|...|...|...x -.7:...p...|...|...|...|...c p: (-2.7489e+00) -.8:..sw...|...|...|..sw...| -.9:...h...|...|...|...|...| -10:...|...t...|...|...|...c -11:...|...|...s...|...|...c -12:...|...|...|...z...|...c -13:...|..sw...|..sw...|...| -14:.sdg...c...|...|...|...| -15:...|...h...|...|...|...| -16:.tdg...|...c...|...|...| -17:...|.sdg...c...|...|...| -18:...|...|...h...|...|...| -19:...p...|...|...c...|...| p: (-3.9270e-01) -20:...|.tdg...|...c...|...| -21:...|...|.sdg...c...|...| -22:...|...|...|...h...|...| -23:...p...|...|...|...c...| p: (-1.9635e-01) -24:...|...p...|...|...c...| p: (-3.9270e-01) -25:...|...|.tdg...|...c...| -26:...|...|...|.sdg...c...| -27:...|...|...|...|...h...| -28:======================== -29:...0...|...|...|...|...| -30:...|...1...|...|...|...| -31:...|...|...2...|...|...| -32:...|...|...|...3...|...| -33:...|...|...|...|...4...| -.o:...0...1...2...3...4...| -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Identity Duration: 1.2098e-05s............................. -Permuted Duration: 1.1700e-05s............................. -Identity active_nodes: 6 ...................................... -Permuted active_nodes: 6 ...................................... -Identity max_nodes: 18 ...................................... -Permuted max_nodes: 18 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qpeexact_indep_qiskit_7__________________________________________________ - -.i:...0...1...2...3...4...5...6 -.1:...h...|...|...|...|...|...| -.2:...|...h...|...|...|...|...| -.3:...|...|...h...|...|...|...| -.4:...|...|...|...h...|...|...| -.5:...|...|...|...|...h...|...| -.6:...|...|...|...|...|...h...| -.7:...|...|...|...|...|...|...x -.8:...p...|...|...|...|...|...c p: (-2.7489e+00) -.9:..sw...|...|...|...|..sw...| -10:...h...|...|...|...|...|...| -11:...|...t...|...|...|...|...c -12:...|..sw...|...|..sw...|...| -13:.sdg...c...|...|...|...|...| -14:...|...h...|...|...|...|...| -15:...|...|...s...|...|...|...c -16:...|...|...|...z...|...|...c -17:...|...|..sw..sw...|...|...| -18:.tdg...|...c...|...|...|...| -19:...|.sdg...c...|...|...|...| -20:...|...|...h...|...|...|...| -21:...p...|...|...c...|...|...| p: (-3.9270e-01) -22:...|.tdg...|...c...|...|...| -23:...|...|.sdg...c...|...|...| -24:...|...|...|...h...|...|...| -25:...p...|...|...|...c...|...| p: (-1.9635e-01) -26:...|...p...|...|...c...|...| p: (-3.9270e-01) -27:...|...|.tdg...|...c...|...| -28:...|...|...|.sdg...c...|...| -29:...|...|...|...|...h...|...| -30:...p...|...|...|...|...c...| p: (-9.8175e-02) -31:...|...p...|...|...|...c...| p: (-1.9635e-01) -32:...|...|...p...|...|...c...| p: (-3.9270e-01) -33:...|...|...|.tdg...|...c...| -34:...|...|...|...|.sdg...c...| -35:...|...|...|...|...|...h...| -36:============================ -37:...0...|...|...|...|...|...| -38:...|...1...|...|...|...|...| -39:...|...|...2...|...|...|...| -40:...|...|...|...3...|...|...| -41:...|...|...|...|...4...|...| -42:...|...|...|...|...|...5...| -.o:...0...1...2...3...4...5...| -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Identity Duration: 1.5753e-05s............................. -Permuted Duration: 1.5063e-05s............................. -Identity active_nodes: 7 ...................................... -Permuted active_nodes: 7 ...................................... -Identity max_nodes: 21 ...................................... -Permuted max_nodes: 21 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qpeexact_indep_qiskit_8__________________________________________________ - -.i:...0...1...2...3...4...5...6...7 -.1:...h...|...|...|...|...|...|...| -.2:...|...h...|...|...|...|...|...| -.3:...|...|...h...|...|...|...|...| -.4:...|...|...|...h...|...|...|...| -.5:...|...|...|...|...h...|...|...| -.6:...|...|...|...|...|...h...|...| -.7:...|...|...|...|...|...|...h...| -.8:...|...|...|...|...|...|...|...x -.9:...p...|...|...|...|...|...|...c p: (-2.6998e+00) -10:...|...p...|...|...|...|...|...c p: (8.8357e-01) -11:...|...|...p...|...|...|...|...c p: (1.7671e+00) -12:...|...|...|...p...|...|...|...c p: (-2.7489e+00) -13:...|...|...|...|...t...|...|...c -14:...|...|..sw...|..sw...|...|...| -15:...|...|...|...|...|...s...|...c -16:...|..sw...|...|...|..sw...|...| -17:...|...|...|...|...|...|...z...c -18:..sw...|...|...|...|...|..sw...| -19:...h...|...|...|...|...|...|...| -20:.sdg...c...|...|...|...|...|...| -21:...|...h...|...|...|...|...|...| -22:.tdg...|...c...|...|...|...|...| -23:...|.sdg...c...|...|...|...|...| -24:...|...|...h...|...|...|...|...| -25:...p...|...|...c...|...|...|...| p: (-3.9270e-01) -26:...|.tdg...|...c...|...|...|...| -27:...|...|.sdg...c...|...|...|...| -28:...|...|...|...h...|...|...|...| -29:...p...|...|...|...c...|...|...| p: (-1.9635e-01) -30:...|...p...|...|...c...|...|...| p: (-3.9270e-01) -31:...|...|.tdg...|...c...|...|...| -32:...|...|...|.sdg...c...|...|...| -33:...|...|...|...|...h...|...|...| -34:...p...|...|...|...|...c...|...| p: (-9.8175e-02) -35:...|...p...|...|...|...c...|...| p: (-1.9635e-01) -36:...|...|...p...|...|...c...|...| p: (-3.9270e-01) -37:...|...|...|.tdg...|...c...|...| -38:...|...|...|...|.sdg...c...|...| -39:...|...|...|...|...|...h...|...| -40:...p...|...|...|...|...|...c...| p: (-4.9087e-02) -41:...|...p...|...|...|...|...c...| p: (-9.8175e-02) -42:...|...|...p...|...|...|...c...| p: (-1.9635e-01) -43:...|...|...|...p...|...|...c...| p: (-3.9270e-01) -44:...|...|...|...|.tdg...|...c...| -45:...|...|...|...|...|.sdg...c...| -46:...|...|...|...|...|...|...h...| -47:================================ -48:...0...|...|...|...|...|...|...| -49:...|...1...|...|...|...|...|...| -50:...|...|...2...|...|...|...|...| -51:...|...|...|...3...|...|...|...| -52:...|...|...|...|...4...|...|...| -53:...|...|...|...|...|...5...|...| -54:...|...|...|...|...|...|...6...| -.o:...0...1...2...3...4...5...6...| -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7| -Identity Duration: 2.2365e-05s............................. -Permuted Duration: 2.1675e-05s............................. -Identity active_nodes: 8 ...................................... -Permuted active_nodes: 8 ...................................... -Identity max_nodes: 24 ...................................... -Permuted max_nodes: 24 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qpeexact_indep_qiskit_9__________________________________________________ - -.i:...0...1...2...3...4...5...6...7...8 -.1:...h...|...|...|...|...|...|...|...| -.2:...|...h...|...|...|...|...|...|...| -.3:...|...|...h...|...|...|...|...|...| -.4:...|...|...|...h...|...|...|...|...| -.5:...|...|...|...|...h...|...|...|...| -.6:...|...|...|...|...|...h...|...|...| -.7:...|...|...|...|...|...|...h...|...| -.8:...|...|...|...|...|...|...|...h...| -.9:...|...|...|...|...|...|...|...|...x -10:...p...|...|...|...|...|...|...|...c p: (-2.6998e+00) -11:..sw...|...|...|...|...|...|..sw...| -12:...h...|...|...|...|...|...|...|...| -13:...|...p...|...|...|...|...|...|...c p: (8.8357e-01) -14:...|...|...p...|...|...|...|...|...c p: (1.7671e+00) -15:...|...|...|...p...|...|...|...|...c p: (-2.7489e+00) -16:...|...|...|...|...t...|...|...|...c -17:...|...|...|..sw..sw...|...|...|...| -18:...|...|...|...|...|...s...|...|...c -19:...|...|..sw...|...|..sw...|...|...| -20:...|...|...|...|...|...|...z...|...c -21:...|..sw...|...|...|...|..sw...|...| -22:.sdg...c...|...|...|...|...|...|...| -23:...|...h...|...|...|...|...|...|...| -24:.tdg...|...c...|...|...|...|...|...| 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-45:...|...|...|...p...|...|...c...|...| p: (-3.9270e-01) -46:...|...|...|...|.tdg...|...c...|...| -47:...|...|...|...|...|.sdg...c...|...| -48:...|...|...|...|...|...|...h...|...| -49:...p...|...|...|...|...|...|...c...| p: (-2.4544e-02) -50:...|...p...|...|...|...|...|...c...| p: (-4.9087e-02) -51:...|...|...p...|...|...|...|...c...| p: (-9.8175e-02) -52:...|...|...|...p...|...|...|...c...| p: (-1.9635e-01) -53:...|...|...|...|...p...|...|...c...| p: (-3.9270e-01) -54:...|...|...|...|...|.tdg...|...c...| -55:...|...|...|...|...|...|.sdg...c...| -56:...|...|...|...|...|...|...|...h...| -57:==================================== -58:...0...|...|...|...|...|...|...|...| -59:...|...1...|...|...|...|...|...|...| -60:...|...|...2...|...|...|...|...|...| -61:...|...|...|...3...|...|...|...|...| -62:...|...|...|...|...4...|...|...|...| -63:...|...|...|...|...|...5...|...|...| -64:...|...|...|...|...|...|...6...|...| -65:...|...|...|...|...|...|...|...7...| -.o:...0...1...2...3...4...5...6...7...| -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8| -Identity Duration: 2.6643e-05s............................. -Permuted Duration: 2.6313e-05s............................. -Identity active_nodes: 9 ...................................... -Permuted active_nodes: 9 ...................................... -Identity max_nodes: 27 ...................................... -Permuted max_nodes: 27 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qpeexact_indep_qiskit_10__________________________________________________ - -.i:...0...1...2...3...4...5...6...7...8...9 -.1:...h...|...|...|...|...|...|...|...|...| -.2:...|...h...|...|...|...|...|...|...|...| -.3:...|...|...h...|...|...|...|...|...|...| -.4:...|...|...|...h...|...|...|...|...|...| -.5:...|...|...|...|...h...|...|...|...|...| -.6:...|...|...|...|...|...h...|...|...|...| -.7:...|...|...|...|...|...|...h...|...|...| -.8:...|...|...|...|...|...|...|...h...|...| -.9:...|...|...|...|...|...|...|...|...h...| -10:...|...|...|...|...|...|...|...|...|...x -11:...p...|...|...|...|...|...|...|...|...c p: (-2.6998e+00) -12:..sw...|...|...|...|...|...|...|..sw...| -13:...h...|...|...|...|...|...|...|...|...| -14:...|...p...|...|...|...|...|...|...|...c p: (8.8357e-01) -15:...|..sw...|...|...|...|...|..sw...|...| -16:.sdg...c...|...|...|...|...|...|...|...| -17:...|...h...|...|...|...|...|...|...|...| -18:...|...|...p...|...|...|...|...|...|...c p: (1.7671e+00) -19:...|...|...|...p...|...|...|...|...|...c p: (-2.7489e+00) -20:...|...|...|...|...t...|...|...|...|...c -21:...|...|...|...|...|...s...|...|...|...c -22:...|...|...|..sw...|..sw...|...|...|...| -23:...|...|...|...|...|...|...z...|...|...c -24:...|...|..sw...|...|...|..sw...|...|...| -25:.tdg...|...c...|...|...|...|...|...|...| -26:...|.sdg...c...|...|...|...|...|...|...| -27:...|...|...h...|...|...|...|...|...|...| -28:...p...|...|...c...|...|...|...|...|...| p: (-3.9270e-01) -29:...|.tdg...|...c...|...|...|...|...|...| -30:...|...|.sdg...c...|...|...|...|...|...| -31:...|...|...|...h...|...|...|...|...|...| -32:...p...|...|...|...c...|...|...|...|...| p: (-1.9635e-01) -33:...|...p...|...|...c...|...|...|...|...| p: (-3.9270e-01) -34:...|...|.tdg...|...c...|...|...|...|...| -35:...|...|...|.sdg...c...|...|...|...|...| -36:...|...|...|...|...h...|...|...|...|...| -37:...p...|...|...|...|...c...|...|...|...| p: (-9.8175e-02) -38:...|...p...|...|...|...c...|...|...|...| p: (-1.9635e-01) -39:...|...|...p...|...|...c...|...|...|...| p: (-3.9270e-01) -40:...|...|...|.tdg...|...c...|...|...|...| -41:...|...|...|...|.sdg...c...|...|...|...| -42:...|...|...|...|...|...h...|...|...|...| -43:...p...|...|...|...|...|...c...|...|...| p: (-4.9087e-02) -44:...|...p...|...|...|...|...c...|...|...| p: (-9.8175e-02) -45:...|...|...p...|...|...|...c...|...|...| p: (-1.9635e-01) -46:...|...|...|...p...|...|...c...|...|...| p: (-3.9270e-01) -47:...|...|...|...|.tdg...|...c...|...|...| -48:...|...|...|...|...|.sdg...c...|...|...| -49:...|...|...|...|...|...|...h...|...|...| -50:...p...|...|...|...|...|...|...c...|...| p: (-2.4544e-02) -51:...|...p...|...|...|...|...|...c...|...| p: (-4.9087e-02) -52:...|...|...p...|...|...|...|...c...|...| p: (-9.8175e-02) -53:...|...|...|...p...|...|...|...c...|...| p: (-1.9635e-01) -54:...|...|...|...|...p...|...|...c...|...| p: (-3.9270e-01) -55:...|...|...|...|...|.tdg...|...c...|...| -56:...|...|...|...|...|...|.sdg...c...|...| -57:...|...|...|...|...|...|...|...h...|...| -58:...p...|...|...|...|...|...|...|...c...| p: (-1.2272e-02) -59:...|...p...|...|...|...|...|...|...c...| p: (-2.4544e-02) -60:...|...|...p...|...|...|...|...|...c...| p: (-4.9087e-02) -61:...|...|...|...p...|...|...|...|...c...| p: (-9.8175e-02) -62:...|...|...|...|...p...|...|...|...c...| p: (-1.9635e-01) -63:...|...|...|...|...|...p...|...|...c...| p: (-3.9270e-01) -64:...|...|...|...|...|...|.tdg...|...c...| -65:...|...|...|...|...|...|...|.sdg...c...| -66:...|...|...|...|...|...|...|...|...h...| -67:======================================== -68:...0...|...|...|...|...|...|...|...|...| -69:...|...1...|...|...|...|...|...|...|...| -70:...|...|...2...|...|...|...|...|...|...| -71:...|...|...|...3...|...|...|...|...|...| -72:...|...|...|...|...4...|...|...|...|...| -73:...|...|...|...|...|...5...|...|...|...| -74:...|...|...|...|...|...|...6...|...|...| -75:...|...|...|...|...|...|...|...7...|...| -76:...|...|...|...|...|...|...|...|...8...| -.o:...0...1...2...3...4...5...6...7...8...| -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8|9 -> 9| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8|9 -> 9| -Identity Duration: 3.0735e-05s............................. -Permuted Duration: 3.1353e-05s............................. -Identity active_nodes: 10 ...................................... -Permuted active_nodes: 10 ...................................... -Identity max_nodes: 30 ...................................... -Permuted max_nodes: 30 ...................................... -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/qpeinexact_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/qpeinexact_indep_qiskit_all.txt index 65358b62..66027c37 100644 --- a/test/BenchmarkQuasm/results/qpeinexact_indep_qiskit_all.txt +++ b/test/BenchmarkQuasm/results/qpeinexact_indep_qiskit_all.txt @@ -9,35 +9,36 @@ i: 0 1 6: 0 | o: 0 | Total Permutations: 2 -Min time: 1.7000e-06s................. Permutation 1 : 0 -> 1|1 -> 0| -Max time: 1.7025e-06s................. Permutation 0 : 0 -> 0|1 -> 1| +Min time: 1.5151e-05s................. Permutation 0 : 0 -> 0|1 -> 1| +Max time: 1.5593e-05s................. Permutation 1 : 0 -> 1|1 -> 0| Min active nodes: 2 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Min max nodes: 5 nodes.................... Permutation 1 : 0 -> 1|1 -> 0| +Min max nodes: 4 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| Max active nodes: 2 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Max max nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Max max nodes: 4 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| ________________________________________________________________________________________________ 2 permutations have 2 active nodes. +Index: 0 | Max_nodes: 4 | Time: 1.5151e-05s | 0 -> 0|1 -> 1| +Index: 1 | Max_nodes: 4 | Time: 1.5593e-05s | 0 -> 1|1 -> 0| ........................... -Average time: 1.7013e-06s +Average time: 1.5372e-05s ________________________________________________________________________________________________ -1 permutations have 5 max nodes. +2 permutations have 4 max nodes. +Index: 0 | Active_nodes: 2 | Time: 1.5151e-05s | 0 -> 0|1 -> 1| +Index: 1 | Active_nodes: 2 | Time: 1.5593e-05s | 0 -> 1|1 -> 0| ........................... -Average time: 1.7000e-06s +Average time: 1.5372e-05s -1 permutations have 6 max nodes. +________________________________________________________________________________________________ -........................... -Average time: 1.7025e-06s +execution time of: 1.5151e-05s: Index: 0 | Max_nodes: 4 | Active_nodes: 2 | 0 -> 0|1 -> 1| -________________________________________________________________________________________________ +execution time of: 1.5593e-05s: Index: 1 | Max_nodes: 4 | Active_nodes: 2 | 0 -> 1|1 -> 0| -execution time of: 1.7000e-06s: Index: 1 | Max_nodes: 5 | Active_nodes: 2 | 0 -> 1|1 -> 0| -execution time of: 1.7025e-06s: Index: 0 | Max_nodes: 6 | Active_nodes: 2 | 0 -> 0|1 -> 1| ________________________________________________________________________________________________ Start Simulation of qpeinexact_indep_qiskit_3__________________________________________________ @@ -57,49 +58,62 @@ Start Simulation of qpeinexact_indep_qiskit_3___________________________________ 12:...|...1...| .o:...0...1...| Total Permutations: 6 -Min time: 3.5125e-06s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max time: 3.6150e-06s................. Permutation 2 : 0 -> 1|1 -> 0|2 -> 2| +Min time: 2.9709e-05s................. Permutation 2 : 0 -> 1|1 -> 0|2 -> 2| +Max time: 3.0899e-05s................. Permutation 3 : 0 -> 1|1 -> 2|2 -> 0| Min active nodes: 4 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Min max nodes: 9 nodes.................... Permutation 3 : 0 -> 1|1 -> 2|2 -> 0| +Min max nodes: 8 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| Max active nodes: 5 nodes.................... Permutation 1 : 0 -> 0|1 -> 2|2 -> 1| -Max max nodes: 11 nodes.................... Permutation 1 : 0 -> 0|1 -> 2|2 -> 1| +Max max nodes: 10 nodes.................... Permutation 1 : 0 -> 0|1 -> 2|2 -> 1| ________________________________________________________________________________________________ 4 permutations have 4 active nodes. +Index: 2 | Max_nodes: 8 | Time: 2.9709e-05s | 0 -> 1|1 -> 0|2 -> 2| +Index: 0 | Max_nodes: 8 | Time: 3.0340e-05s | 0 -> 0|1 -> 1|2 -> 2| +Index: 5 | Max_nodes: 8 | Time: 3.0438e-05s | 0 -> 2|1 -> 1|2 -> 0| +Index: 3 | Max_nodes: 8 | Time: 3.0899e-05s | 0 -> 1|1 -> 2|2 -> 0| ........................... -Average time: 3.5526e-06s +Average time: 3.0346e-05s 2 permutations have 5 active nodes. +Index: 4 | Max_nodes: 10 | Time: 3.0259e-05s | 0 -> 2|1 -> 0|2 -> 1| +Index: 1 | Max_nodes: 10 | Time: 3.0699e-05s | 0 -> 0|1 -> 2|2 -> 1| ........................... -Average time: 3.5513e-06s +Average time: 3.0479e-05s ________________________________________________________________________________________________ -2 permutations have 9 max nodes. +4 permutations have 8 max nodes. +Index: 2 | Active_nodes: 4 | Time: 2.9709e-05s | 0 -> 1|1 -> 0|2 -> 2| +Index: 0 | Active_nodes: 4 | Time: 3.0340e-05s | 0 -> 0|1 -> 1|2 -> 2| +Index: 5 | Active_nodes: 4 | Time: 3.0438e-05s | 0 -> 2|1 -> 1|2 -> 0| +Index: 3 | Active_nodes: 4 | Time: 3.0899e-05s | 0 -> 1|1 -> 2|2 -> 0| ........................... -Average time: 3.5415e-06s +Average time: 3.0346e-05s 2 permutations have 10 max nodes. +Index: 4 | Active_nodes: 5 | Time: 3.0259e-05s | 0 -> 2|1 -> 0|2 -> 1| +Index: 1 | Active_nodes: 5 | Time: 3.0699e-05s | 0 -> 0|1 -> 2|2 -> 1| ........................... -Average time: 3.5637e-06s +Average time: 3.0479e-05s + +________________________________________________________________________________________________ -2 permutations have 11 max nodes. +execution time of: 2.9709e-05s: Index: 2 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 1|1 -> 0|2 -> 2| -........................... -Average time: 3.5513e-06s +execution time of: 3.0259e-05s: Index: 4 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 1| -________________________________________________________________________________________________ +execution time of: 3.0340e-05s: Index: 0 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 0|1 -> 1|2 -> 2| + +execution time of: 3.0438e-05s: Index: 5 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 2|1 -> 1|2 -> 0| + +execution time of: 3.0699e-05s: Index: 1 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 1| + +execution time of: 3.0899e-05s: Index: 3 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 1|1 -> 2|2 -> 0| -execution time of: 3.5125e-06s: Index: 0 | Max_nodes: 10 | Active_nodes: 4 | 0 -> 0|1 -> 1|2 -> 2| -execution time of: 3.5350e-06s: Index: 1 | Max_nodes: 11 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 1| -execution time of: 3.5353e-06s: Index: 5 | Max_nodes: 9 | Active_nodes: 4 | 0 -> 2|1 -> 1|2 -> 0| -execution time of: 3.5478e-06s: Index: 3 | Max_nodes: 9 | Active_nodes: 4 | 0 -> 1|1 -> 2|2 -> 0| -execution time of: 3.5675e-06s: Index: 4 | Max_nodes: 11 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 1| -execution time of: 3.6150e-06s: Index: 2 | Max_nodes: 10 | Active_nodes: 4 | 0 -> 1|1 -> 0|2 -> 2| ________________________________________________________________________________________________ Start Simulation of qpeinexact_indep_qiskit_4__________________________________________________ @@ -125,92 +139,144 @@ Start Simulation of qpeinexact_indep_qiskit_4___________________________________ 18:...|...|...2...| .o:...0...1...2...| Total Permutations: 24 -Min time: 6.2425e-06s................. Permutation 23 : 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -Max time: 6.6925e-06s................. Permutation 13 : 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +Min time: 5.0292e-05s................. Permutation 14 : 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +Max time: 5.4165e-05s................. Permutation 1 : 0 -> 0|1 -> 1|2 -> 3|3 -> 2| Min active nodes: 8 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Min max nodes: 18 nodes.................... Permutation 21 : 0 -> 3|1 -> 1|2 -> 2|3 -> 0| +Min max nodes: 16 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| Max active nodes: 11 nodes.................... Permutation 3 : 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -Max max nodes: 25 nodes.................... Permutation 3 : 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +Max max nodes: 22 nodes.................... Permutation 3 : 0 -> 0|1 -> 2|2 -> 3|3 -> 1| ________________________________________________________________________________________________ 12 permutations have 8 active nodes. +Index: 14 | Max_nodes: 16 | Time: 5.0292e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +Index: 12 | Max_nodes: 16 | Time: 5.0747e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +Index: 23 | Max_nodes: 16 | Time: 5.0869e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +Index: 2 | Max_nodes: 16 | Time: 5.1554e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +Index: 21 | Max_nodes: 16 | Time: 5.1605e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| +Index: 6 | Max_nodes: 16 | Time: 5.1986e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +Index: 0 | Max_nodes: 16 | Time: 5.2025e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Index: 8 | Max_nodes: 16 | Time: 5.2100e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| +Index: 17 | Max_nodes: 16 | Time: 5.2286e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +Index: 11 | Max_nodes: 16 | Time: 5.2623e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| +Index: 15 | Max_nodes: 16 | Time: 5.2742e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +Index: 9 | Max_nodes: 16 | Time: 5.2881e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| ........................... -Average time: 6.3850e-06s +Average time: 5.1809e-05s 6 permutations have 9 active nodes. +Index: 20 | Max_nodes: 18 | Time: 5.0804e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +Index: 18 | Max_nodes: 18 | Time: 5.1374e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| +Index: 4 | Max_nodes: 18 | Time: 5.2508e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| +Index: 10 | Max_nodes: 18 | Time: 5.2596e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +Index: 7 | Max_nodes: 18 | Time: 5.3227e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +Index: 1 | Max_nodes: 18 | Time: 5.4165e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| ........................... -Average time: 6.5297e-06s +Average time: 5.2446e-05s 6 permutations have 11 active nodes. +Index: 22 | Max_nodes: 22 | Time: 5.1513e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| +Index: 5 | Max_nodes: 22 | Time: 5.2410e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +Index: 19 | Max_nodes: 22 | Time: 5.2684e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| +Index: 3 | Max_nodes: 22 | Time: 5.3050e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +Index: 13 | Max_nodes: 22 | Time: 5.3262e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +Index: 16 | Max_nodes: 22 | Time: 5.4145e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| ........................... -Average time: 6.5718e-06s +Average time: 5.2844e-05s ________________________________________________________________________________________________ -2 permutations have 18 max nodes. +12 permutations have 16 max nodes. +Index: 14 | Active_nodes: 8 | Time: 5.0292e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +Index: 12 | Active_nodes: 8 | Time: 5.0747e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +Index: 23 | Active_nodes: 8 | Time: 5.0869e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +Index: 2 | Active_nodes: 8 | Time: 5.1554e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +Index: 21 | Active_nodes: 8 | Time: 5.1605e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| +Index: 6 | Active_nodes: 8 | Time: 5.1986e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +Index: 0 | Active_nodes: 8 | Time: 5.2025e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Index: 8 | Active_nodes: 8 | Time: 5.2100e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| +Index: 17 | Active_nodes: 8 | Time: 5.2286e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +Index: 11 | Active_nodes: 8 | Time: 5.2623e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| +Index: 15 | Active_nodes: 8 | Time: 5.2742e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +Index: 9 | Active_nodes: 8 | Time: 5.2881e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| ........................... -Average time: 6.2914e-06s +Average time: 5.1809e-05s -6 permutations have 19 max nodes. +6 permutations have 18 max nodes. +Index: 20 | Active_nodes: 9 | Time: 5.0804e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +Index: 18 | Active_nodes: 9 | Time: 5.1374e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| +Index: 4 | Active_nodes: 9 | Time: 5.2508e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| +Index: 10 | Active_nodes: 9 | Time: 5.2596e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +Index: 7 | Active_nodes: 9 | Time: 5.3227e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +Index: 1 | Active_nodes: 9 | Time: 5.4165e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| ........................... -Average time: 6.4075e-06s +Average time: 5.2446e-05s -4 permutations have 20 max nodes. +6 permutations have 22 max nodes. +Index: 22 | Active_nodes: 11 | Time: 5.1513e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| +Index: 5 | Active_nodes: 11 | Time: 5.2410e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +Index: 19 | Active_nodes: 11 | Time: 5.2684e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| +Index: 3 | Active_nodes: 11 | Time: 5.3050e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +Index: 13 | Active_nodes: 11 | Time: 5.3262e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +Index: 16 | Active_nodes: 11 | Time: 5.4145e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| ........................... -Average time: 6.3981e-06s +Average time: 5.2844e-05s -2 permutations have 21 max nodes. +________________________________________________________________________________________________ -........................... -Average time: 6.4239e-06s +execution time of: 5.0292e-05s: Index: 14 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -4 permutations have 23 max nodes. +execution time of: 5.0747e-05s: Index: 12 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -........................... -Average time: 6.5826e-06s +execution time of: 5.0804e-05s: Index: 20 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -2 permutations have 24 max nodes. +execution time of: 5.0869e-05s: Index: 23 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -........................... -Average time: 6.5000e-06s +execution time of: 5.1374e-05s: Index: 18 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| -4 permutations have 25 max nodes. +execution time of: 5.1513e-05s: Index: 22 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| -........................... -Average time: 6.6076e-06s +execution time of: 5.1554e-05s: Index: 2 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -________________________________________________________________________________________________ +execution time of: 5.1605e-05s: Index: 21 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| + +execution time of: 5.1986e-05s: Index: 6 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| + +execution time of: 5.2025e-05s: Index: 0 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| + +execution time of: 5.2100e-05s: Index: 8 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| + +execution time of: 5.2286e-05s: Index: 17 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| + +execution time of: 5.2410e-05s: Index: 5 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| + +execution time of: 5.2508e-05s: Index: 4 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| + +execution time of: 5.2596e-05s: Index: 10 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| + +execution time of: 5.2623e-05s: Index: 11 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| + +execution time of: 5.2684e-05s: Index: 19 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| + +execution time of: 5.2742e-05s: Index: 15 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| + +execution time of: 5.2881e-05s: Index: 9 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| + +execution time of: 5.3050e-05s: Index: 3 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| + +execution time of: 5.3227e-05s: Index: 7 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| + +execution time of: 5.3262e-05s: Index: 13 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| + +execution time of: 5.4145e-05s: Index: 16 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| + +execution time of: 5.4165e-05s: Index: 1 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -execution time of: 6.2425e-06s: Index: 23 | Max_nodes: 18 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -execution time of: 6.2825e-06s: Index: 14 | Max_nodes: 19 | Active_nodes: 8 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -execution time of: 6.3050e-06s: Index: 12 | Max_nodes: 19 | Active_nodes: 8 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -execution time of: 6.3175e-06s: Index: 2 | Max_nodes: 20 | Active_nodes: 8 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -execution time of: 6.3402e-06s: Index: 21 | Max_nodes: 18 | Active_nodes: 8 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| -execution time of: 6.3828e-06s: Index: 18 | Max_nodes: 21 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| -execution time of: 6.3850e-06s: Index: 11 | Max_nodes: 19 | Active_nodes: 8 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -execution time of: 6.3900e-06s: Index: 6 | Max_nodes: 20 | Active_nodes: 8 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -execution time of: 6.3975e-06s: Index: 17 | Max_nodes: 19 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -execution time of: 6.4275e-06s: Index: 0 | Max_nodes: 20 | Active_nodes: 8 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -execution time of: 6.4575e-06s: Index: 8 | Max_nodes: 20 | Active_nodes: 8 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| -execution time of: 6.4650e-06s: Index: 20 | Max_nodes: 21 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -execution time of: 6.4775e-06s: Index: 15 | Max_nodes: 19 | Active_nodes: 8 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -execution time of: 6.4850e-06s: Index: 19 | Max_nodes: 24 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| -execution time of: 6.5003e-06s: Index: 5 | Max_nodes: 25 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| -execution time of: 6.5050e-06s: Index: 1 | Max_nodes: 23 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -execution time of: 6.5150e-06s: Index: 22 | Max_nodes: 24 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| -execution time of: 6.5603e-06s: Index: 10 | Max_nodes: 23 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| -execution time of: 6.5803e-06s: Index: 3 | Max_nodes: 25 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -execution time of: 6.5975e-06s: Index: 9 | Max_nodes: 19 | Active_nodes: 8 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -execution time of: 6.6302e-06s: Index: 4 | Max_nodes: 23 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -execution time of: 6.6350e-06s: Index: 7 | Max_nodes: 23 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -execution time of: 6.6575e-06s: Index: 16 | Max_nodes: 25 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| -execution time of: 6.6925e-06s: Index: 13 | Max_nodes: 25 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| ________________________________________________________________________________________________ Start Simulation of qpeinexact_indep_qiskit_5__________________________________________________ @@ -244,220 +310,538 @@ Start Simulation of qpeinexact_indep_qiskit_5___________________________________ 26:...|...|...|...3...| .o:...0...1...2...3...| Total Permutations: 120 -Min time: 9.8900e-06s................. Permutation 119: 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -Max time: 1.5608e-05s................. Permutation 28 : 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +Min time: 7.9045e-05s................. Permutation 86 : 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +Max time: 8.8797e-05s................. Permutation 19 : 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| Min active nodes: 16 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Min max nodes: 36 nodes.................... Permutation 105: 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +Min max nodes: 32 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| Max active nodes: 23 nodes.................... Permutation 9 : 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -Max max nodes: 53 nodes.................... Permutation 9 : 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +Max max nodes: 46 nodes.................... Permutation 9 : 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| ________________________________________________________________________________________________ 48 permutations have 16 active nodes. +Index: 86 | Max_nodes: 32 | Time: 7.9045e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +Index: 119 | Max_nodes: 32 | Time: 7.9281e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +Index: 80 | Max_nodes: 32 | Time: 7.9914e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +Index: 84 | Max_nodes: 32 | Time: 8.0104e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +Index: 117 | Max_nodes: 32 | Time: 8.0168e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +Index: 113 | Max_nodes: 32 | Time: 8.0441e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +Index: 107 | Max_nodes: 32 | Time: 8.0584e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +Index: 105 | Max_nodes: 32 | Time: 8.1250e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +Index: 78 | Max_nodes: 32 | Time: 8.1300e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +Index: 72 | Max_nodes: 32 | Time: 8.1604e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +Index: 111 | Max_nodes: 32 | Time: 8.1741e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +Index: 95 | Max_nodes: 32 | Time: 8.1873e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +Index: 62 | Max_nodes: 32 | Time: 8.2067e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +Index: 93 | Max_nodes: 32 | Time: 8.2208e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +Index: 60 | Max_nodes: 32 | Time: 8.2210e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +Index: 56 | Max_nodes: 32 | Time: 8.2248e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +Index: 74 | Max_nodes: 32 | Time: 8.2334e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +Index: 14 | Max_nodes: 32 | Time: 8.2381e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +Index: 89 | Max_nodes: 32 | Time: 8.2511e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +Index: 83 | Max_nodes: 32 | Time: 8.2865e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +Index: 38 | Max_nodes: 32 | Time: 8.2883e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +Index: 50 | Max_nodes: 32 | Time: 8.3112e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +Index: 47 | Max_nodes: 32 | Time: 8.3165e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +Index: 26 | Max_nodes: 32 | Time: 8.3465e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +Index: 71 | Max_nodes: 32 | Time: 8.3613e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +Index: 81 | Max_nodes: 32 | Time: 8.3677e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +Index: 54 | Max_nodes: 32 | Time: 8.3760e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +Index: 2 | Max_nodes: 32 | Time: 8.3833e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +Index: 32 | Max_nodes: 32 | Time: 8.3865e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +Index: 12 | Max_nodes: 32 | Time: 8.3868e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +Index: 48 | Max_nodes: 32 | Time: 8.3874e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +Index: 35 | Max_nodes: 32 | Time: 8.3943e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +Index: 41 | Max_nodes: 32 | Time: 8.4005e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +Index: 8 | Max_nodes: 32 | Time: 8.4046e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +Index: 59 | Max_nodes: 32 | Time: 8.4109e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +Index: 24 | Max_nodes: 32 | Time: 8.4588e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +Index: 0 | Max_nodes: 32 | Time: 8.4673e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Index: 45 | Max_nodes: 32 | Time: 8.4792e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +Index: 65 | Max_nodes: 32 | Time: 8.4824e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +Index: 69 | Max_nodes: 32 | Time: 8.5203e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +Index: 36 | Max_nodes: 32 | Time: 8.5278e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +Index: 87 | Max_nodes: 32 | Time: 8.5463e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +Index: 39 | Max_nodes: 32 | Time: 8.5527e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +Index: 57 | Max_nodes: 32 | Time: 8.5824e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +Index: 33 | Max_nodes: 32 | Time: 8.6062e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +Index: 30 | Max_nodes: 32 | Time: 8.6467e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +Index: 6 | Max_nodes: 32 | Time: 8.6550e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +Index: 63 | Max_nodes: 32 | Time: 8.6894e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| ........................... -Average time: 1.0997e-05s +Average time: 8.3198e-05s 24 permutations have 17 active nodes. +Index: 110 | Max_nodes: 34 | Time: 7.9357e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +Index: 108 | Max_nodes: 34 | Time: 8.0274e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +Index: 104 | Max_nodes: 34 | Time: 8.0698e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +Index: 102 | Max_nodes: 34 | Time: 8.1156e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +Index: 98 | Max_nodes: 34 | Time: 8.1178e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +Index: 96 | Max_nodes: 34 | Time: 8.1591e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +Index: 68 | Max_nodes: 34 | Time: 8.1890e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +Index: 66 | Max_nodes: 34 | Time: 8.3082e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +Index: 55 | Max_nodes: 34 | Time: 8.3572e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +Index: 58 | Max_nodes: 34 | Time: 8.3592e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +Index: 49 | Max_nodes: 34 | Time: 8.3858e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +Index: 52 | Max_nodes: 34 | Time: 8.4004e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +Index: 44 | Max_nodes: 34 | Time: 8.4266e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +Index: 4 | Max_nodes: 34 | Time: 8.4561e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +Index: 10 | Max_nodes: 34 | Time: 8.4963e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +Index: 18 | Max_nodes: 34 | Time: 8.4970e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +Index: 28 | Max_nodes: 34 | Time: 8.5172e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +Index: 34 | Max_nodes: 34 | Time: 8.5265e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +Index: 7 | Max_nodes: 34 | Time: 8.5321e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +Index: 1 | Max_nodes: 34 | Time: 8.5454e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +Index: 25 | Max_nodes: 34 | Time: 8.5553e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +Index: 20 | Max_nodes: 34 | Time: 8.5657e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +Index: 31 | Max_nodes: 34 | Time: 8.5849e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +Index: 42 | Max_nodes: 34 | Time: 8.5890e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| ........................... -Average time: 1.1071e-05s +Average time: 8.3632e-05s 24 permutations have 19 active nodes. +Index: 116 | Max_nodes: 38 | Time: 8.0287e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +Index: 114 | Max_nodes: 38 | Time: 8.1213e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +Index: 106 | Max_nodes: 38 | Time: 8.1877e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +Index: 100 | Max_nodes: 38 | Time: 8.2116e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +Index: 103 | Max_nodes: 38 | Time: 8.2250e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +Index: 97 | Max_nodes: 38 | Time: 8.2595e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| +Index: 92 | Max_nodes: 38 | Time: 8.2660e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +Index: 90 | Max_nodes: 38 | Time: 8.3176e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +Index: 79 | Max_nodes: 38 | Time: 8.3963e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +Index: 76 | Max_nodes: 38 | Time: 8.4245e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +Index: 73 | Max_nodes: 38 | Time: 8.4631e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +Index: 22 | Max_nodes: 38 | Time: 8.5530e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +Index: 29 | Max_nodes: 38 | Time: 8.5693e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +Index: 46 | Max_nodes: 38 | Time: 8.5855e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +Index: 5 | Max_nodes: 38 | Time: 8.6140e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +Index: 43 | Max_nodes: 38 | Time: 8.6190e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +Index: 16 | Max_nodes: 38 | Time: 8.6217e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +Index: 13 | Max_nodes: 38 | Time: 8.6726e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +Index: 82 | Max_nodes: 38 | Time: 8.6895e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +Index: 27 | Max_nodes: 38 | Time: 8.6898e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +Index: 40 | Max_nodes: 38 | Time: 8.6974e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +Index: 3 | Max_nodes: 38 | Time: 8.7115e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +Index: 37 | Max_nodes: 38 | Time: 8.7161e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +Index: 19 | Max_nodes: 38 | Time: 8.8797e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| ........................... -Average time: 1.1342e-05s +Average time: 8.4800e-05s 24 permutations have 23 active nodes. +Index: 118 | Max_nodes: 46 | Time: 8.1446e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +Index: 115 | Max_nodes: 46 | Time: 8.2317e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +Index: 112 | Max_nodes: 46 | Time: 8.3582e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +Index: 94 | Max_nodes: 46 | Time: 8.3686e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +Index: 23 | Max_nodes: 46 | Time: 8.3709e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +Index: 109 | Max_nodes: 46 | Time: 8.3729e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +Index: 77 | Max_nodes: 46 | Time: 8.4348e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +Index: 101 | Max_nodes: 46 | Time: 8.4977e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +Index: 11 | Max_nodes: 46 | Time: 8.5216e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +Index: 99 | Max_nodes: 46 | Time: 8.5496e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +Index: 88 | Max_nodes: 46 | Time: 8.5564e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +Index: 53 | Max_nodes: 46 | Time: 8.6002e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +Index: 75 | Max_nodes: 46 | Time: 8.6006e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +Index: 15 | Max_nodes: 46 | Time: 8.6123e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +Index: 85 | Max_nodes: 46 | Time: 8.6137e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +Index: 9 | Max_nodes: 46 | Time: 8.6159e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +Index: 91 | Max_nodes: 46 | Time: 8.6253e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +Index: 70 | Max_nodes: 46 | Time: 8.6255e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +Index: 67 | Max_nodes: 46 | Time: 8.6478e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +Index: 21 | Max_nodes: 46 | Time: 8.6847e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +Index: 64 | Max_nodes: 46 | Time: 8.6851e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +Index: 61 | Max_nodes: 46 | Time: 8.7276e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +Index: 51 | Max_nodes: 46 | Time: 8.7816e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +Index: 17 | Max_nodes: 46 | Time: 8.8575e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| ........................... -Average time: 1.1182e-05s +Average time: 8.5452e-05s ________________________________________________________________________________________________ -6 permutations have 36 max nodes. +48 permutations have 32 max nodes. +Index: 86 | Active_nodes: 16 | Time: 7.9045e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +Index: 119 | Active_nodes: 16 | Time: 7.9281e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +Index: 80 | Active_nodes: 16 | Time: 7.9914e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +Index: 84 | Active_nodes: 16 | Time: 8.0104e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +Index: 117 | Active_nodes: 16 | Time: 8.0168e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +Index: 113 | Active_nodes: 16 | Time: 8.0441e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +Index: 107 | Active_nodes: 16 | Time: 8.0584e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +Index: 105 | Active_nodes: 16 | Time: 8.1250e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +Index: 78 | Active_nodes: 16 | Time: 8.1300e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +Index: 72 | Active_nodes: 16 | Time: 8.1604e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +Index: 111 | Active_nodes: 16 | Time: 8.1741e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +Index: 95 | Active_nodes: 16 | Time: 8.1873e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +Index: 62 | Active_nodes: 16 | Time: 8.2067e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +Index: 93 | Active_nodes: 16 | Time: 8.2208e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +Index: 60 | Active_nodes: 16 | Time: 8.2210e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +Index: 56 | Active_nodes: 16 | Time: 8.2248e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +Index: 74 | Active_nodes: 16 | Time: 8.2334e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +Index: 14 | Active_nodes: 16 | Time: 8.2381e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +Index: 89 | Active_nodes: 16 | Time: 8.2511e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +Index: 83 | Active_nodes: 16 | Time: 8.2865e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +Index: 38 | Active_nodes: 16 | Time: 8.2883e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +Index: 50 | Active_nodes: 16 | Time: 8.3112e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +Index: 47 | Active_nodes: 16 | Time: 8.3165e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +Index: 26 | Active_nodes: 16 | Time: 8.3465e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +Index: 71 | Active_nodes: 16 | Time: 8.3613e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +Index: 81 | Active_nodes: 16 | Time: 8.3677e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +Index: 54 | Active_nodes: 16 | Time: 8.3760e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +Index: 2 | Active_nodes: 16 | Time: 8.3833e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +Index: 32 | Active_nodes: 16 | Time: 8.3865e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +Index: 12 | Active_nodes: 16 | Time: 8.3868e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +Index: 48 | Active_nodes: 16 | Time: 8.3874e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +Index: 35 | Active_nodes: 16 | Time: 8.3943e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +Index: 41 | Active_nodes: 16 | Time: 8.4005e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +Index: 8 | Active_nodes: 16 | Time: 8.4046e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +Index: 59 | Active_nodes: 16 | Time: 8.4109e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +Index: 24 | Active_nodes: 16 | Time: 8.4588e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +Index: 0 | Active_nodes: 16 | Time: 8.4673e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Index: 45 | Active_nodes: 16 | Time: 8.4792e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +Index: 65 | Active_nodes: 16 | Time: 8.4824e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +Index: 69 | Active_nodes: 16 | Time: 8.5203e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +Index: 36 | Active_nodes: 16 | Time: 8.5278e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +Index: 87 | Active_nodes: 16 | Time: 8.5463e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +Index: 39 | Active_nodes: 16 | Time: 8.5527e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +Index: 57 | Active_nodes: 16 | Time: 8.5824e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +Index: 33 | Active_nodes: 16 | Time: 8.6062e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +Index: 30 | Active_nodes: 16 | Time: 8.6467e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +Index: 6 | Active_nodes: 16 | Time: 8.6550e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +Index: 63 | Active_nodes: 16 | Time: 8.6894e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| ........................... -Average time: 1.0686e-05s - -12 permutations have 37 max nodes. +Average time: 8.3198e-05s + +24 permutations have 34 max nodes. +Index: 110 | Active_nodes: 17 | Time: 7.9357e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +Index: 108 | Active_nodes: 17 | Time: 8.0274e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +Index: 104 | Active_nodes: 17 | Time: 8.0698e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +Index: 102 | Active_nodes: 17 | Time: 8.1156e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +Index: 98 | Active_nodes: 17 | Time: 8.1178e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +Index: 96 | Active_nodes: 17 | Time: 8.1591e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +Index: 68 | Active_nodes: 17 | Time: 8.1890e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +Index: 66 | Active_nodes: 17 | Time: 8.3082e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +Index: 55 | Active_nodes: 17 | Time: 8.3572e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +Index: 58 | Active_nodes: 17 | Time: 8.3592e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +Index: 49 | Active_nodes: 17 | Time: 8.3858e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +Index: 52 | Active_nodes: 17 | Time: 8.4004e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +Index: 44 | Active_nodes: 17 | Time: 8.4266e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +Index: 4 | Active_nodes: 17 | Time: 8.4561e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +Index: 10 | Active_nodes: 17 | Time: 8.4963e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +Index: 18 | Active_nodes: 17 | Time: 8.4970e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +Index: 28 | Active_nodes: 17 | Time: 8.5172e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +Index: 34 | Active_nodes: 17 | Time: 8.5265e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +Index: 7 | Active_nodes: 17 | Time: 8.5321e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +Index: 1 | Active_nodes: 17 | Time: 8.5454e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +Index: 25 | Active_nodes: 17 | Time: 8.5553e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +Index: 20 | Active_nodes: 17 | Time: 8.5657e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +Index: 31 | Active_nodes: 17 | Time: 8.5849e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +Index: 42 | Active_nodes: 17 | Time: 8.5890e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| ........................... -Average time: 1.0419e-05s +Average time: 8.3632e-05s + +24 permutations have 38 max nodes. +Index: 116 | Active_nodes: 19 | Time: 8.0287e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +Index: 114 | Active_nodes: 19 | Time: 8.1213e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +Index: 106 | Active_nodes: 19 | Time: 8.1877e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +Index: 100 | Active_nodes: 19 | Time: 8.2116e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +Index: 103 | Active_nodes: 19 | Time: 8.2250e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +Index: 97 | Active_nodes: 19 | Time: 8.2595e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| +Index: 92 | Active_nodes: 19 | Time: 8.2660e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +Index: 90 | Active_nodes: 19 | Time: 8.3176e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +Index: 79 | Active_nodes: 19 | Time: 8.3963e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +Index: 76 | Active_nodes: 19 | Time: 8.4245e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +Index: 73 | Active_nodes: 19 | Time: 8.4631e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +Index: 22 | Active_nodes: 19 | Time: 8.5530e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +Index: 29 | Active_nodes: 19 | Time: 8.5693e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +Index: 46 | Active_nodes: 19 | Time: 8.5855e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +Index: 5 | Active_nodes: 19 | Time: 8.6140e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +Index: 43 | Active_nodes: 19 | Time: 8.6190e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +Index: 16 | Active_nodes: 19 | Time: 8.6217e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +Index: 13 | Active_nodes: 19 | Time: 8.6726e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +Index: 82 | Active_nodes: 19 | Time: 8.6895e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +Index: 27 | Active_nodes: 19 | Time: 8.6898e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +Index: 40 | Active_nodes: 19 | Time: 8.6974e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +Index: 3 | Active_nodes: 19 | Time: 8.7115e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +Index: 37 | Active_nodes: 19 | Time: 8.7161e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +Index: 19 | Active_nodes: 19 | Time: 8.8797e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -6 permutations have 38 max nodes. +........................... +Average time: 8.4800e-05s + +24 permutations have 46 max nodes. +Index: 118 | Active_nodes: 23 | Time: 8.1446e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +Index: 115 | Active_nodes: 23 | Time: 8.2317e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +Index: 112 | Active_nodes: 23 | Time: 8.3582e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +Index: 94 | Active_nodes: 23 | Time: 8.3686e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +Index: 23 | Active_nodes: 23 | Time: 8.3709e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +Index: 109 | Active_nodes: 23 | Time: 8.3729e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +Index: 77 | Active_nodes: 23 | Time: 8.4348e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +Index: 101 | Active_nodes: 23 | Time: 8.4977e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +Index: 11 | Active_nodes: 23 | Time: 8.5216e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +Index: 99 | Active_nodes: 23 | Time: 8.5496e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +Index: 88 | Active_nodes: 23 | Time: 8.5564e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +Index: 53 | Active_nodes: 23 | Time: 8.6002e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +Index: 75 | Active_nodes: 23 | Time: 8.6006e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +Index: 15 | Active_nodes: 23 | Time: 8.6123e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +Index: 85 | Active_nodes: 23 | Time: 8.6137e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +Index: 9 | Active_nodes: 23 | Time: 8.6159e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +Index: 91 | Active_nodes: 23 | Time: 8.6253e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +Index: 70 | Active_nodes: 23 | Time: 8.6255e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +Index: 67 | Active_nodes: 23 | Time: 8.6478e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +Index: 21 | Active_nodes: 23 | Time: 8.6847e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +Index: 64 | Active_nodes: 23 | Time: 8.6851e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +Index: 61 | Active_nodes: 23 | Time: 8.7276e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +Index: 51 | Active_nodes: 23 | Time: 8.7816e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +Index: 17 | Active_nodes: 23 | Time: 8.8575e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| ........................... -Average time: 1.1056e-05s +Average time: 8.5452e-05s -18 permutations have 39 max nodes. +________________________________________________________________________________________________ -........................... -Average time: 1.0803e-05s +execution time of: 7.9045e-05s: Index: 86 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -12 permutations have 40 max nodes. +execution time of: 7.9281e-05s: Index: 119 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -........................... -Average time: 1.1647e-05s +execution time of: 7.9357e-05s: Index: 110 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -6 permutations have 41 max nodes. +execution time of: 7.9914e-05s: Index: 80 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -........................... -Average time: 1.1125e-05s +execution time of: 8.0104e-05s: Index: 84 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -12 permutations have 43 max nodes. +execution time of: 8.0168e-05s: Index: 117 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -........................... -Average time: 1.1426e-05s +execution time of: 8.0274e-05s: Index: 108 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -6 permutations have 44 max nodes. +execution time of: 8.0287e-05s: Index: 116 | Max_nodes: 38 | Active_nodes: 19 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -........................... -Average time: 1.1017e-05s +execution time of: 8.0441e-05s: Index: 113 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -6 permutations have 45 max nodes. +execution time of: 8.0584e-05s: Index: 107 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -........................... -Average time: 1.0720e-05s +execution time of: 8.0698e-05s: Index: 104 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -12 permutations have 49 max nodes. +execution time of: 8.1156e-05s: Index: 102 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -........................... -Average time: 1.1815e-05s +execution time of: 8.1178e-05s: Index: 98 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -6 permutations have 50 max nodes. +execution time of: 8.1213e-05s: Index: 114 | Max_nodes: 38 | Active_nodes: 19 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -........................... -Average time: 1.1083e-05s +execution time of: 8.1250e-05s: Index: 105 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -6 permutations have 51 max nodes. +execution time of: 8.1300e-05s: Index: 78 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -........................... -Average time: 1.0899e-05s +execution time of: 8.1446e-05s: Index: 118 | Max_nodes: 46 | Active_nodes: 23 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -12 permutations have 53 max nodes. +execution time of: 8.1591e-05s: Index: 96 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -........................... -Average time: 1.1373e-05s +execution time of: 8.1604e-05s: Index: 72 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -________________________________________________________________________________________________ +execution time of: 8.1741e-05s: Index: 111 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| + +execution time of: 8.1873e-05s: Index: 95 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| + +execution time of: 8.1877e-05s: Index: 106 | Max_nodes: 38 | Active_nodes: 19 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| + +execution time of: 8.1890e-05s: Index: 68 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| + +execution time of: 8.2067e-05s: Index: 62 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| + +execution time of: 8.2116e-05s: Index: 100 | Max_nodes: 38 | Active_nodes: 19 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| + +execution time of: 8.2208e-05s: Index: 93 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| + +execution time of: 8.2210e-05s: Index: 60 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| + +execution time of: 8.2248e-05s: Index: 56 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| + +execution time of: 8.2250e-05s: Index: 103 | Max_nodes: 38 | Active_nodes: 19 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| + +execution time of: 8.2317e-05s: Index: 115 | Max_nodes: 46 | Active_nodes: 23 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| + +execution time of: 8.2334e-05s: Index: 74 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| + +execution time of: 8.2381e-05s: Index: 14 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| + +execution time of: 8.2511e-05s: Index: 89 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| + +execution time of: 8.2595e-05s: Index: 97 | Max_nodes: 38 | Active_nodes: 19 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| + +execution time of: 8.2660e-05s: Index: 92 | Max_nodes: 38 | Active_nodes: 19 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| + +execution time of: 8.2865e-05s: Index: 83 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| + +execution time of: 8.2883e-05s: Index: 38 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| + +execution time of: 8.3082e-05s: Index: 66 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| + +execution time of: 8.3112e-05s: Index: 50 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| + +execution time of: 8.3165e-05s: Index: 47 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| + +execution time of: 8.3176e-05s: Index: 90 | Max_nodes: 38 | Active_nodes: 19 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| + +execution time of: 8.3465e-05s: Index: 26 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| + +execution time of: 8.3572e-05s: Index: 55 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| + +execution time of: 8.3582e-05s: Index: 112 | Max_nodes: 46 | Active_nodes: 23 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| + +execution time of: 8.3592e-05s: Index: 58 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| + +execution time of: 8.3613e-05s: Index: 71 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| + +execution time of: 8.3677e-05s: Index: 81 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| + +execution time of: 8.3686e-05s: Index: 94 | Max_nodes: 46 | Active_nodes: 23 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| + +execution time of: 8.3709e-05s: Index: 23 | Max_nodes: 46 | Active_nodes: 23 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| + +execution time of: 8.3729e-05s: Index: 109 | Max_nodes: 46 | Active_nodes: 23 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| + +execution time of: 8.3760e-05s: Index: 54 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| + +execution time of: 8.3833e-05s: Index: 2 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| + +execution time of: 8.3858e-05s: Index: 49 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| + +execution time of: 8.3865e-05s: Index: 32 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| + +execution time of: 8.3868e-05s: Index: 12 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| + +execution time of: 8.3874e-05s: Index: 48 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| + +execution time of: 8.3943e-05s: Index: 35 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| + +execution time of: 8.3963e-05s: Index: 79 | Max_nodes: 38 | Active_nodes: 19 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| + +execution time of: 8.4004e-05s: Index: 52 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| + +execution time of: 8.4005e-05s: Index: 41 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| + +execution time of: 8.4046e-05s: Index: 8 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| + +execution time of: 8.4109e-05s: Index: 59 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| + +execution time of: 8.4245e-05s: Index: 76 | Max_nodes: 38 | Active_nodes: 19 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| + +execution time of: 8.4266e-05s: Index: 44 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| + +execution time of: 8.4348e-05s: Index: 77 | Max_nodes: 46 | Active_nodes: 23 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| + +execution time of: 8.4561e-05s: Index: 4 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| + +execution time of: 8.4588e-05s: Index: 24 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| + +execution time of: 8.4631e-05s: Index: 73 | Max_nodes: 38 | Active_nodes: 19 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| + +execution time of: 8.4673e-05s: Index: 0 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| + +execution time of: 8.4792e-05s: Index: 45 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| + +execution time of: 8.4824e-05s: Index: 65 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| + +execution time of: 8.4963e-05s: Index: 10 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| + +execution time of: 8.4970e-05s: Index: 18 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| + +execution time of: 8.4977e-05s: Index: 101 | Max_nodes: 46 | Active_nodes: 23 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| + +execution time of: 8.5172e-05s: Index: 28 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| + +execution time of: 8.5203e-05s: Index: 69 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| + +execution time of: 8.5216e-05s: Index: 11 | Max_nodes: 46 | Active_nodes: 23 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| + +execution time of: 8.5265e-05s: Index: 34 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| + +execution time of: 8.5278e-05s: Index: 36 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| + +execution time of: 8.5321e-05s: Index: 7 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| + +execution time of: 8.5454e-05s: Index: 1 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| + +execution time of: 8.5463e-05s: Index: 87 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| + +execution time of: 8.5496e-05s: Index: 99 | Max_nodes: 46 | Active_nodes: 23 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| + +execution time of: 8.5527e-05s: Index: 39 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| + +execution time of: 8.5530e-05s: Index: 22 | Max_nodes: 38 | Active_nodes: 19 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| + +execution time of: 8.5553e-05s: Index: 25 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| + +execution time of: 8.5564e-05s: Index: 88 | Max_nodes: 46 | Active_nodes: 23 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| + +execution time of: 8.5657e-05s: Index: 20 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| + +execution time of: 8.5693e-05s: Index: 29 | Max_nodes: 38 | Active_nodes: 19 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| + +execution time of: 8.5824e-05s: Index: 57 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| + +execution time of: 8.5849e-05s: Index: 31 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| + +execution time of: 8.5855e-05s: Index: 46 | Max_nodes: 38 | Active_nodes: 19 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| + +execution time of: 8.5890e-05s: Index: 42 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| + +execution time of: 8.6002e-05s: Index: 53 | Max_nodes: 46 | Active_nodes: 23 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| + +execution time of: 8.6006e-05s: Index: 75 | Max_nodes: 46 | Active_nodes: 23 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| + +execution time of: 8.6062e-05s: Index: 33 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| + +execution time of: 8.6123e-05s: Index: 15 | Max_nodes: 46 | Active_nodes: 23 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| + +execution time of: 8.6137e-05s: Index: 85 | Max_nodes: 46 | Active_nodes: 23 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| + +execution time of: 8.6140e-05s: Index: 5 | Max_nodes: 38 | Active_nodes: 19 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| + +execution time of: 8.6159e-05s: Index: 9 | Max_nodes: 46 | Active_nodes: 23 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| + +execution time of: 8.6190e-05s: Index: 43 | Max_nodes: 38 | Active_nodes: 19 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| + +execution time of: 8.6217e-05s: Index: 16 | Max_nodes: 38 | Active_nodes: 19 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| + +execution time of: 8.6253e-05s: Index: 91 | Max_nodes: 46 | Active_nodes: 23 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| + +execution time of: 8.6255e-05s: Index: 70 | Max_nodes: 46 | Active_nodes: 23 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| + +execution time of: 8.6467e-05s: Index: 30 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| + +execution time of: 8.6478e-05s: Index: 67 | Max_nodes: 46 | Active_nodes: 23 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| + +execution time of: 8.6550e-05s: Index: 6 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| + +execution time of: 8.6726e-05s: Index: 13 | Max_nodes: 38 | Active_nodes: 19 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| + +execution time of: 8.6847e-05s: Index: 21 | Max_nodes: 46 | Active_nodes: 23 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| + +execution time of: 8.6851e-05s: Index: 64 | Max_nodes: 46 | Active_nodes: 23 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| + +execution time of: 8.6894e-05s: Index: 63 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| + +execution time of: 8.6895e-05s: Index: 82 | Max_nodes: 38 | Active_nodes: 19 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| + +execution time of: 8.6898e-05s: Index: 27 | Max_nodes: 38 | Active_nodes: 19 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| + +execution time of: 8.6974e-05s: Index: 40 | Max_nodes: 38 | Active_nodes: 19 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| + +execution time of: 8.7115e-05s: Index: 3 | Max_nodes: 38 | Active_nodes: 19 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| + +execution time of: 8.7161e-05s: Index: 37 | Max_nodes: 38 | Active_nodes: 19 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| + +execution time of: 8.7276e-05s: Index: 61 | Max_nodes: 46 | Active_nodes: 23 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| + +execution time of: 8.7816e-05s: Index: 51 | Max_nodes: 46 | Active_nodes: 23 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| + +execution time of: 8.8575e-05s: Index: 17 | Max_nodes: 46 | Active_nodes: 23 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| + +execution time of: 8.8797e-05s: Index: 19 | Max_nodes: 38 | Active_nodes: 19 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -execution time of: 9.8900e-06s: Index: 119 | Max_nodes: 36 | Active_nodes: 16 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -execution time of: 1.0145e-05s: Index: 95 | Max_nodes: 37 | Active_nodes: 16 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -execution time of: 1.0150e-05s: Index: 107 | Max_nodes: 36 | Active_nodes: 16 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -execution time of: 1.0175e-05s: Index: 110 | Max_nodes: 39 | Active_nodes: 17 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -execution time of: 1.0260e-05s: Index: 98 | Max_nodes: 39 | Active_nodes: 17 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -execution time of: 1.0283e-05s: Index: 84 | Max_nodes: 37 | Active_nodes: 16 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -execution time of: 1.0287e-05s: Index: 86 | Max_nodes: 37 | Active_nodes: 16 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -execution time of: 1.0290e-05s: Index: 72 | Max_nodes: 37 | Active_nodes: 16 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -execution time of: 1.0305e-05s: Index: 117 | Max_nodes: 36 | Active_nodes: 16 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -execution time of: 1.0328e-05s: Index: 111 | Max_nodes: 36 | Active_nodes: 16 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -execution time of: 1.0330e-05s: Index: 96 | Max_nodes: 39 | Active_nodes: 17 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -execution time of: 1.0338e-05s: Index: 102 | Max_nodes: 39 | Active_nodes: 17 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -execution time of: 1.0345e-05s: Index: 105 | Max_nodes: 36 | Active_nodes: 16 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -execution time of: 1.0362e-05s: Index: 104 | Max_nodes: 39 | Active_nodes: 17 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -execution time of: 1.0365e-05s: Index: 78 | Max_nodes: 37 | Active_nodes: 16 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -execution time of: 1.0370e-05s: Index: 74 | Max_nodes: 37 | Active_nodes: 16 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -execution time of: 1.0370e-05s: Index: 118 | Max_nodes: 50 | Active_nodes: 23 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -execution time of: 1.0375e-05s: Index: 108 | Max_nodes: 39 | Active_nodes: 17 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -execution time of: 1.0382e-05s: Index: 62 | Max_nodes: 38 | Active_nodes: 16 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -execution time of: 1.0385e-05s: Index: 60 | Max_nodes: 38 | Active_nodes: 16 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -execution time of: 1.0388e-05s: Index: 100 | Max_nodes: 44 | Active_nodes: 19 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -execution time of: 1.0395e-05s: Index: 80 | Max_nodes: 37 | Active_nodes: 16 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -execution time of: 1.0397e-05s: Index: 93 | Max_nodes: 37 | Active_nodes: 16 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -execution time of: 1.0460e-05s: Index: 92 | Max_nodes: 45 | Active_nodes: 19 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -execution time of: 1.0480e-05s: Index: 83 | Max_nodes: 37 | Active_nodes: 16 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -execution time of: 1.0483e-05s: Index: 68 | Max_nodes: 41 | Active_nodes: 17 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -execution time of: 1.0513e-05s: Index: 114 | Max_nodes: 44 | Active_nodes: 19 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -execution time of: 1.0518e-05s: Index: 89 | Max_nodes: 37 | Active_nodes: 16 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -execution time of: 1.0525e-05s: Index: 103 | Max_nodes: 44 | Active_nodes: 19 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -execution time of: 1.0548e-05s: Index: 90 | Max_nodes: 45 | Active_nodes: 19 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -execution time of: 1.0553e-05s: Index: 99 | Max_nodes: 50 | Active_nodes: 23 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -execution time of: 1.0558e-05s: Index: 81 | Max_nodes: 37 | Active_nodes: 16 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -execution time of: 1.0563e-05s: Index: 106 | Max_nodes: 44 | Active_nodes: 19 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -execution time of: 1.0565e-05s: Index: 112 | Max_nodes: 50 | Active_nodes: 23 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -execution time of: 1.0568e-05s: Index: 97 | Max_nodes: 44 | Active_nodes: 19 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -execution time of: 1.0570e-05s: Index: 50 | Max_nodes: 38 | Active_nodes: 16 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -execution time of: 1.0615e-05s: Index: 56 | Max_nodes: 38 | Active_nodes: 16 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -execution time of: 1.0623e-05s: Index: 2 | Max_nodes: 40 | Active_nodes: 16 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -execution time of: 1.0680e-05s: Index: 12 | Max_nodes: 40 | Active_nodes: 16 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -execution time of: 1.0685e-05s: Index: 77 | Max_nodes: 51 | Active_nodes: 23 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -execution time of: 1.0688e-05s: Index: 45 | Max_nodes: 39 | Active_nodes: 16 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -execution time of: 1.0708e-05s: Index: 54 | Max_nodes: 38 | Active_nodes: 16 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -execution time of: 1.0712e-05s: Index: 66 | Max_nodes: 41 | Active_nodes: 17 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -execution time of: 1.0715e-05s: Index: 0 | Max_nodes: 40 | Active_nodes: 16 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -execution time of: 1.0732e-05s: Index: 59 | Max_nodes: 39 | Active_nodes: 16 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -execution time of: 1.0740e-05s: Index: 109 | Max_nodes: 50 | Active_nodes: 23 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -execution time of: 1.0760e-05s: Index: 52 | Max_nodes: 41 | Active_nodes: 17 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -execution time of: 1.0760e-05s: Index: 35 | Max_nodes: 39 | Active_nodes: 16 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -execution time of: 1.0763e-05s: Index: 69 | Max_nodes: 39 | Active_nodes: 16 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -execution time of: 1.0785e-05s: Index: 76 | Max_nodes: 45 | Active_nodes: 19 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -execution time of: 1.0798e-05s: Index: 88 | Max_nodes: 51 | Active_nodes: 23 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -execution time of: 1.0820e-05s: Index: 79 | Max_nodes: 45 | Active_nodes: 19 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -execution time of: 1.0823e-05s: Index: 58 | Max_nodes: 41 | Active_nodes: 17 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -execution time of: 1.0830e-05s: Index: 82 | Max_nodes: 45 | Active_nodes: 19 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -execution time of: 1.0835e-05s: Index: 75 | Max_nodes: 51 | Active_nodes: 23 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -execution time of: 1.0842e-05s: Index: 21 | Max_nodes: 53 | Active_nodes: 23 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -execution time of: 1.0845e-05s: Index: 39 | Max_nodes: 39 | Active_nodes: 16 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -execution time of: 1.0845e-05s: Index: 101 | Max_nodes: 50 | Active_nodes: 23 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -execution time of: 1.0848e-05s: Index: 57 | Max_nodes: 39 | Active_nodes: 16 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -execution time of: 1.0850e-05s: Index: 24 | Max_nodes: 40 | Active_nodes: 16 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -execution time of: 1.0878e-05s: Index: 73 | Max_nodes: 45 | Active_nodes: 19 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -execution time of: 1.0878e-05s: Index: 8 | Max_nodes: 40 | Active_nodes: 16 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -execution time of: 1.0885e-05s: Index: 1 | Max_nodes: 43 | Active_nodes: 17 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -execution time of: 1.0893e-05s: Index: 6 | Max_nodes: 40 | Active_nodes: 16 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -execution time of: 1.0903e-05s: Index: 55 | Max_nodes: 41 | Active_nodes: 17 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -execution time of: 1.0905e-05s: Index: 14 | Max_nodes: 40 | Active_nodes: 16 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -execution time of: 1.0908e-05s: Index: 20 | Max_nodes: 43 | Active_nodes: 17 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -execution time of: 1.0910e-05s: Index: 18 | Max_nodes: 43 | Active_nodes: 17 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -execution time of: 1.0922e-05s: Index: 36 | Max_nodes: 40 | Active_nodes: 16 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -execution time of: 1.0940e-05s: Index: 65 | Max_nodes: 39 | Active_nodes: 16 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -execution time of: 1.0945e-05s: Index: 9 | Max_nodes: 53 | Active_nodes: 23 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -execution time of: 1.0955e-05s: Index: 63 | Max_nodes: 39 | Active_nodes: 16 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -execution time of: 1.0968e-05s: Index: 5 | Max_nodes: 49 | Active_nodes: 19 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -execution time of: 1.0970e-05s: Index: 85 | Max_nodes: 51 | Active_nodes: 23 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -execution time of: 1.0977e-05s: Index: 33 | Max_nodes: 39 | Active_nodes: 16 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -execution time of: 1.0980e-05s: Index: 11 | Max_nodes: 53 | Active_nodes: 23 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -execution time of: 1.0995e-05s: Index: 91 | Max_nodes: 51 | Active_nodes: 23 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -execution time of: 1.1010e-05s: Index: 4 | Max_nodes: 43 | Active_nodes: 17 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -execution time of: 1.1015e-05s: Index: 42 | Max_nodes: 43 | Active_nodes: 17 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -execution time of: 1.1038e-05s: Index: 44 | Max_nodes: 43 | Active_nodes: 17 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -execution time of: 1.1070e-05s: Index: 3 | Max_nodes: 49 | Active_nodes: 19 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -execution time of: 1.1070e-05s: Index: 7 | Max_nodes: 43 | Active_nodes: 17 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -execution time of: 1.1078e-05s: Index: 25 | Max_nodes: 43 | Active_nodes: 17 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -execution time of: 1.1080e-05s: Index: 30 | Max_nodes: 40 | Active_nodes: 16 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -execution time of: 1.1085e-05s: Index: 53 | Max_nodes: 53 | Active_nodes: 23 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -execution time of: 1.1090e-05s: Index: 51 | Max_nodes: 53 | Active_nodes: 23 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -execution time of: 1.1102e-05s: Index: 10 | Max_nodes: 43 | Active_nodes: 17 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -execution time of: 1.1107e-05s: Index: 94 | Max_nodes: 51 | Active_nodes: 23 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -execution time of: 1.1180e-05s: Index: 17 | Max_nodes: 53 | Active_nodes: 23 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -execution time of: 1.1205e-05s: Index: 15 | Max_nodes: 53 | Active_nodes: 23 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -execution time of: 1.1212e-05s: Index: 31 | Max_nodes: 43 | Active_nodes: 17 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -execution time of: 1.1245e-05s: Index: 19 | Max_nodes: 49 | Active_nodes: 19 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -execution time of: 1.1252e-05s: Index: 43 | Max_nodes: 49 | Active_nodes: 19 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -execution time of: 1.1278e-05s: Index: 34 | Max_nodes: 43 | Active_nodes: 17 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -execution time of: 1.1283e-05s: Index: 29 | Max_nodes: 49 | Active_nodes: 19 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -execution time of: 1.1313e-05s: Index: 67 | Max_nodes: 53 | Active_nodes: 23 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -execution time of: 1.1315e-05s: Index: 70 | Max_nodes: 53 | Active_nodes: 23 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -execution time of: 1.1343e-05s: Index: 16 | Max_nodes: 49 | Active_nodes: 19 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -execution time of: 1.1345e-05s: Index: 61 | Max_nodes: 53 | Active_nodes: 23 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -execution time of: 1.1423e-05s: Index: 27 | Max_nodes: 49 | Active_nodes: 19 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -execution time of: 1.1430e-05s: Index: 13 | Max_nodes: 49 | Active_nodes: 19 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -execution time of: 1.1497e-05s: Index: 37 | Max_nodes: 49 | Active_nodes: 19 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -execution time of: 1.1507e-05s: Index: 40 | Max_nodes: 49 | Active_nodes: 19 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -execution time of: 1.2105e-05s: Index: 64 | Max_nodes: 53 | Active_nodes: 23 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -execution time of: 1.3070e-05s: Index: 49 | Max_nodes: 41 | Active_nodes: 17 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -execution time of: 1.3075e-05s: Index: 23 | Max_nodes: 53 | Active_nodes: 23 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -execution time of: 1.3097e-05s: Index: 113 | Max_nodes: 36 | Active_nodes: 16 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -execution time of: 1.3425e-05s: Index: 115 | Max_nodes: 50 | Active_nodes: 23 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -execution time of: 1.3522e-05s: Index: 47 | Max_nodes: 39 | Active_nodes: 16 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -execution time of: 1.3548e-05s: Index: 116 | Max_nodes: 44 | Active_nodes: 19 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -execution time of: 1.3678e-05s: Index: 48 | Max_nodes: 38 | Active_nodes: 16 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -execution time of: 1.3935e-05s: Index: 26 | Max_nodes: 40 | Active_nodes: 16 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -execution time of: 1.4088e-05s: Index: 38 | Max_nodes: 40 | Active_nodes: 16 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -execution time of: 1.4193e-05s: Index: 32 | Max_nodes: 40 | Active_nodes: 16 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -execution time of: 1.4315e-05s: Index: 22 | Max_nodes: 49 | Active_nodes: 19 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -execution time of: 1.4443e-05s: Index: 46 | Max_nodes: 49 | Active_nodes: 19 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -execution time of: 1.5608e-05s: Index: 28 | Max_nodes: 43 | Active_nodes: 17 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| ________________________________________________________________________________________________ Start Simulation of qpeinexact_indep_qiskit_6__________________________________________________ @@ -499,717 +883,2947 @@ Start Simulation of qpeinexact_indep_qiskit_6___________________________________ 34:...|...|...|...|...4...| .o:...0...1...2...3...4...| Total Permutations: 720 -Min time: 1.5365e-05s................. Permutation 717: 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Max time: 2.7423e-05s................. Permutation 323: 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| +Min time: 1.1920e-04s................. Permutation 719: 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +Max time: 1.4545e-04s................. Permutation 175: 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| Min active nodes: 32 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Min max nodes: 72 nodes.................... Permutation 633: 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| +Min max nodes: 64 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| Max active nodes: 47 nodes.................... Permutation 33 : 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Max max nodes: 109 nodes.................... Permutation 33 : 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +Max max nodes: 94 nodes.................... Permutation 33 : 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| ________________________________________________________________________________________________ 240 permutations have 32 active nodes. +Index: 719 | Max_nodes: 64 | Time: 1.1920e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +Index: 566 | Max_nodes: 64 | Time: 1.1922e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +Index: 564 | Max_nodes: 64 | Time: 1.1994e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +Index: 717 | Max_nodes: 64 | Time: 1.2030e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +Index: 560 | Max_nodes: 64 | Time: 1.2034e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| +Index: 707 | Max_nodes: 64 | Time: 1.2079e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +Index: 695 | Max_nodes: 64 | Time: 1.2091e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +Index: 713 | Max_nodes: 64 | Time: 1.2097e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +Index: 542 | Max_nodes: 64 | Time: 1.2099e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| +Index: 554 | Max_nodes: 64 | Time: 1.2102e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| +Index: 599 | Max_nodes: 64 | Time: 1.2113e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +Index: 540 | Max_nodes: 64 | Time: 1.2155e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| +Index: 711 | Max_nodes: 64 | Time: 1.2168e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| +Index: 446 | Max_nodes: 64 | Time: 1.2175e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +Index: 558 | Max_nodes: 64 | Time: 1.2189e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| +Index: 552 | Max_nodes: 64 | Time: 1.2215e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| +Index: 444 | Max_nodes: 64 | Time: 1.2226e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +Index: 693 | Max_nodes: 64 | Time: 1.2234e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +Index: 597 | Max_nodes: 64 | Time: 1.2248e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +Index: 705 | Max_nodes: 64 | Time: 1.2258e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +Index: 434 | Max_nodes: 64 | Time: 1.2280e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| +Index: 647 | Max_nodes: 64 | Time: 1.2282e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 0| +Index: 683 | Max_nodes: 64 | Time: 1.2296e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| +Index: 528 | Max_nodes: 64 | Time: 1.2305e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| +Index: 440 | Max_nodes: 64 | Time: 1.2315e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| +Index: 536 | Max_nodes: 64 | Time: 1.2315e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| +Index: 530 | Max_nodes: 64 | Time: 1.2330e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| +Index: 432 | Max_nodes: 64 | Time: 1.2331e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| +Index: 422 | Max_nodes: 64 | Time: 1.2334e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| +Index: 593 | Max_nodes: 64 | Time: 1.2334e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +Index: 575 | Max_nodes: 64 | Time: 1.2336e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +Index: 492 | Max_nodes: 64 | Time: 1.2336e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| +Index: 687 | Max_nodes: 64 | Time: 1.2341e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +Index: 671 | Max_nodes: 64 | Time: 1.2351e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +Index: 534 | Max_nodes: 64 | Time: 1.2355e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5| +Index: 587 | Max_nodes: 64 | Time: 1.2358e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +Index: 689 | Max_nodes: 64 | Time: 1.2378e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +Index: 585 | Max_nodes: 64 | Time: 1.2379e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +Index: 488 | Max_nodes: 64 | Time: 1.2382e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| +Index: 635 | Max_nodes: 64 | Time: 1.2383e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| +Index: 494 | Max_nodes: 64 | Time: 1.2394e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| +Index: 645 | Max_nodes: 64 | Time: 1.2399e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| +Index: 573 | Max_nodes: 64 | Time: 1.2412e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +Index: 641 | Max_nodes: 64 | Time: 1.2418e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| +Index: 506 | Max_nodes: 64 | Time: 1.2424e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| +Index: 486 | Max_nodes: 64 | Time: 1.2424e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +Index: 438 | Max_nodes: 64 | Time: 1.2424e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| +Index: 518 | Max_nodes: 64 | Time: 1.2435e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| +Index: 479 | Max_nodes: 64 | Time: 1.2440e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +Index: 591 | Max_nodes: 64 | Time: 1.2442e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| +Index: 681 | Max_nodes: 64 | Time: 1.2466e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| +Index: 659 | Max_nodes: 64 | Time: 1.2470e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| +Index: 669 | Max_nodes: 64 | Time: 1.2485e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| +Index: 639 | Max_nodes: 64 | Time: 1.2485e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| +Index: 326 | Max_nodes: 64 | Time: 1.2496e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| +Index: 527 | Max_nodes: 64 | Time: 1.2520e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| +Index: 420 | Max_nodes: 64 | Time: 1.2520e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| +Index: 416 | Max_nodes: 64 | Time: 1.2529e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| +Index: 477 | Max_nodes: 64 | Time: 1.2533e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +Index: 324 | Max_nodes: 64 | Time: 1.2533e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| +Index: 510 | Max_nodes: 64 | Time: 1.2534e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| +Index: 633 | Max_nodes: 64 | Time: 1.2546e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| +Index: 516 | Max_nodes: 64 | Time: 1.2548e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| +Index: 482 | Max_nodes: 64 | Time: 1.2559e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| +Index: 657 | Max_nodes: 64 | Time: 1.2569e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| +Index: 414 | Max_nodes: 64 | Time: 1.2572e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| +Index: 408 | Max_nodes: 64 | Time: 1.2575e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| +Index: 563 | Max_nodes: 64 | Time: 1.2578e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| +Index: 567 | Max_nodes: 64 | Time: 1.2589e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| +Index: 398 | Max_nodes: 64 | Time: 1.2591e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| +Index: 525 | Max_nodes: 64 | Time: 1.2604e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| +Index: 551 | Max_nodes: 64 | Time: 1.2609e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +Index: 302 | Max_nodes: 64 | Time: 1.2620e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| +Index: 665 | 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| Time: 1.3336e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 0| +Index: 174 | Max_nodes: 64 | Time: 1.3341e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| +Index: 207 | Max_nodes: 64 | Time: 1.3343e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| +Index: 120 | Max_nodes: 64 | Time: 1.3348e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Index: 209 | Max_nodes: 64 | Time: 1.3357e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| +Index: 170 | Max_nodes: 64 | Time: 1.3361e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| +Index: 329 | Max_nodes: 64 | Time: 1.3361e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| +Index: 333 | Max_nodes: 64 | Time: 1.3367e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| +Index: 168 | Max_nodes: 64 | Time: 1.3374e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| +Index: 146 | Max_nodes: 64 | Time: 1.3375e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| +Index: 126 | Max_nodes: 64 | Time: 1.3387e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Index: 158 | Max_nodes: 64 | Time: 1.3388e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| +Index: 321 | Max_nodes: 64 | Time: 1.3388e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| +Index: 30 | Max_nodes: 64 | Time: 1.3399e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +Index: 134 | Max_nodes: 64 | Time: 1.3401e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +Index: 128 | Max_nodes: 64 | Time: 1.3418e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +Index: 309 | Max_nodes: 64 | Time: 1.3419e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| +Index: 327 | Max_nodes: 64 | Time: 1.3426e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| +Index: 156 | Max_nodes: 64 | Time: 1.3429e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| +Index: 12 | Max_nodes: 64 | Time: 1.3443e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +Index: 144 | Max_nodes: 64 | Time: 1.3452e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +Index: 38 | Max_nodes: 64 | Time: 1.3461e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| +Index: 72 | Max_nodes: 64 | Time: 1.3462e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +Index: 161 | Max_nodes: 64 | Time: 1.3467e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| +Index: 159 | Max_nodes: 64 | Time: 1.3474e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| +Index: 279 | Max_nodes: 64 | Time: 1.3500e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| +Index: 183 | Max_nodes: 64 | Time: 1.3508e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| +Index: 152 | Max_nodes: 64 | Time: 1.3534e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| +Index: 132 | Max_nodes: 64 | Time: 1.3543e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +Index: 305 | Max_nodes: 64 | Time: 1.3562e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| +Index: 297 | Max_nodes: 64 | Time: 1.3576e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| +Index: 198 | Max_nodes: 64 | Time: 1.3583e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| +Index: 150 | Max_nodes: 64 | Time: 1.3597e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| +Index: 303 | Max_nodes: 64 | Time: 1.3662e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| +Index: 311 | Max_nodes: 64 | Time: 1.3666e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| +Index: 192 | Max_nodes: 64 | Time: 1.3707e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| +Index: 299 | Max_nodes: 64 | Time: 1.3780e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| +Index: 176 | Max_nodes: 64 | Time: 1.3789e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| ........................... -Average time: 1.7076e-05s +Average time: 1.2878e-04s 120 permutations have 33 active nodes. +Index: 684 | Max_nodes: 66 | Time: 1.2107e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| +Index: 686 | Max_nodes: 66 | Time: 1.2130e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +Index: 662 | Max_nodes: 66 | Time: 1.2145e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| +Index: 680 | Max_nodes: 66 | Time: 1.2159e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| +Index: 674 | Max_nodes: 66 | Time: 1.2235e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| +Index: 470 | Max_nodes: 66 | Time: 1.2267e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +Index: 672 | Max_nodes: 66 | Time: 1.2283e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| +Index: 678 | Max_nodes: 66 | Time: 1.2288e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| +Index: 656 | Max_nodes: 66 | Time: 1.2302e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| +Index: 660 | Max_nodes: 66 | Time: 1.2307e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| +Index: 468 | Max_nodes: 66 | Time: 1.2314e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| +Index: 650 | Max_nodes: 66 | Time: 1.2345e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| +Index: 464 | Max_nodes: 66 | Time: 1.2364e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| +Index: 602 | Max_nodes: 66 | Time: 1.2391e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 4| +Index: 638 | Max_nodes: 66 | Time: 1.2401e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| +Index: 608 | Max_nodes: 66 | Time: 1.2417e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| +Index: 614 | Max_nodes: 66 | Time: 1.2420e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4| +Index: 648 | Max_nodes: 66 | Time: 1.2437e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| +Index: 654 | Max_nodes: 66 | Time: 1.2443e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4| +Index: 458 | Max_nodes: 66 | Time: 1.2455e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| +Index: 456 | Max_nodes: 66 | Time: 1.2456e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| +Index: 612 | Max_nodes: 66 | Time: 1.2460e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4| +Index: 626 | Max_nodes: 66 | Time: 1.2477e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| +Index: 428 | Max_nodes: 66 | Time: 1.2511e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| +Index: 462 | Max_nodes: 66 | Time: 1.2535e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 4| +Index: 636 | Max_nodes: 66 | Time: 1.2541e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| +Index: 426 | Max_nodes: 66 | Time: 1.2560e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| +Index: 350 | Max_nodes: 66 | Time: 1.2583e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| +Index: 606 | Max_nodes: 66 | Time: 1.2606e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4| +Index: 630 | Max_nodes: 66 | Time: 1.2663e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| +Index: 380 | Max_nodes: 66 | Time: 1.2696e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 4| +Index: 632 | Max_nodes: 66 | Time: 1.2709e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| +Index: 378 | Max_nodes: 66 | Time: 1.2739e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 4| +Index: 404 | Max_nodes: 66 | Time: 1.2754e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| +Index: 409 | Max_nodes: 66 | Time: 1.2791e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| +Index: 418 | Max_nodes: 66 | Time: 1.2808e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| +Index: 402 | Max_nodes: 66 | Time: 1.2813e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 4| +Index: 344 | Max_nodes: 66 | Time: 1.2814e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| +Index: 338 | Max_nodes: 66 | Time: 1.2820e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| +Index: 308 | Max_nodes: 66 | Time: 1.2826e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| +Index: 306 | Max_nodes: 66 | Time: 1.2842e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| +Index: 336 | Max_nodes: 66 | Time: 1.2891e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| +Index: 370 | Max_nodes: 66 | Time: 1.2891e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 4| +Index: 412 | Max_nodes: 66 | Time: 1.2895e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4| +Index: 367 | Max_nodes: 66 | Time: 1.2904e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| +Index: 342 | Max_nodes: 66 | Time: 1.2916e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 4| +Index: 348 | Max_nodes: 66 | Time: 1.2919e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 4| +Index: 361 | Max_nodes: 66 | Time: 1.2942e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +Index: 110 | Max_nodes: 66 | Time: 1.2956e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 4| +Index: 415 | Max_nodes: 66 | Time: 1.2958e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| +Index: 108 | Max_nodes: 66 | Time: 1.2981e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| +Index: 388 | Max_nodes: 66 | Time: 1.2981e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| +Index: 385 | Max_nodes: 66 | Time: 1.2981e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4| +Index: 391 | Max_nodes: 66 | Time: 1.2998e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| +Index: 364 | Max_nodes: 66 | Time: 1.3005e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| +Index: 98 | Max_nodes: 66 | Time: 1.3036e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| +Index: 295 | Max_nodes: 66 | Time: 1.3074e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 4| +Index: 292 | Max_nodes: 66 | Time: 1.3085e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 4| +Index: 600 | Max_nodes: 66 | Time: 1.3085e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +Index: 289 | Max_nodes: 66 | Time: 1.3087e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| +Index: 68 | Max_nodes: 66 | Time: 1.3088e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| +Index: 298 | Max_nodes: 66 | Time: 1.3089e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| +Index: 394 | Max_nodes: 66 | Time: 1.3098e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| +Index: 624 | Max_nodes: 66 | Time: 1.3100e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| +Index: 260 | Max_nodes: 66 | Time: 1.3115e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 4| +Index: 258 | Max_nodes: 66 | Time: 1.3130e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| +Index: 102 | Max_nodes: 66 | Time: 1.3135e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| +Index: 230 | Max_nodes: 66 | Time: 1.3142e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| +Index: 244 | Max_nodes: 66 | Time: 1.3170e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +Index: 228 | Max_nodes: 66 | Time: 1.3198e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 4| +Index: 66 | Max_nodes: 66 | Time: 1.3221e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| +Index: 268 | Max_nodes: 66 | Time: 1.3224e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| +Index: 241 | Max_nodes: 66 | Time: 1.3226e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +Index: 282 | Max_nodes: 66 | Time: 1.3240e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| +Index: 188 | Max_nodes: 66 | Time: 1.3282e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 4| +Index: 20 | Max_nodes: 66 | Time: 1.3283e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +Index: 250 | Max_nodes: 66 | Time: 1.3285e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| +Index: 224 | Max_nodes: 66 | Time: 1.3294e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| +Index: 44 | Max_nodes: 66 | Time: 1.3312e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| +Index: 218 | Max_nodes: 66 | Time: 1.3318e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| +Index: 271 | Max_nodes: 66 | Time: 1.3320e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| +Index: 55 | Max_nodes: 66 | Time: 1.3323e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| +Index: 247 | Max_nodes: 66 | Time: 1.3326e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| +Index: 58 | Max_nodes: 66 | Time: 1.3341e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| +Index: 49 | Max_nodes: 66 | Time: 1.3349e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +Index: 274 | Max_nodes: 66 | Time: 1.3363e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| +Index: 186 | Max_nodes: 66 | Time: 1.3366e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| +Index: 104 | Max_nodes: 66 | Time: 1.3369e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| +Index: 265 | Max_nodes: 66 | Time: 1.3372e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +Index: 1 | Max_nodes: 66 | Time: 1.3388e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Index: 4 | Max_nodes: 66 | Time: 1.3392e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +Index: 52 | Max_nodes: 66 | Time: 1.3403e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| +Index: 28 | Max_nodes: 66 | Time: 1.3456e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +Index: 10 | Max_nodes: 66 | Time: 1.3460e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +Index: 42 | Max_nodes: 66 | Time: 1.3465e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| +Index: 284 | Max_nodes: 66 | Time: 1.3479e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| +Index: 7 | Max_nodes: 66 | Time: 1.3510e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +Index: 172 | Max_nodes: 66 | Time: 1.3531e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| +Index: 31 | Max_nodes: 66 | Time: 1.3540e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| +Index: 25 | Max_nodes: 66 | Time: 1.3564e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +Index: 164 | Max_nodes: 66 | Time: 1.3575e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| +Index: 178 | Max_nodes: 66 | Time: 1.3594e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| +Index: 169 | Max_nodes: 66 | Time: 1.3613e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| +Index: 222 | Max_nodes: 66 | Time: 1.3626e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| +Index: 34 | Max_nodes: 66 | Time: 1.3635e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| +Index: 148 | Max_nodes: 66 | Time: 1.3659e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| +Index: 162 | Max_nodes: 66 | Time: 1.3690e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| +Index: 121 | Max_nodes: 66 | Time: 1.3707e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Index: 145 | Max_nodes: 66 | Time: 1.3711e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +Index: 154 | Max_nodes: 66 | Time: 1.3738e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| +Index: 151 | Max_nodes: 66 | Time: 1.3762e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| +Index: 140 | Max_nodes: 66 | Time: 1.3834e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +Index: 96 | Max_nodes: 66 | Time: 1.3850e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +Index: 18 | Max_nodes: 66 | Time: 1.3867e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +Index: 216 | Max_nodes: 66 | Time: 1.3924e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| +Index: 124 | Max_nodes: 66 | Time: 1.4023e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +Index: 138 | Max_nodes: 66 | Time: 1.4186e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +Index: 130 | Max_nodes: 66 | Time: 1.4336e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +Index: 127 | Max_nodes: 66 | Time: 1.4508e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +Index: 175 | Max_nodes: 66 | Time: 1.4545e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| ........................... -Average time: 1.7314e-05s +Average time: 1.3070e-04s 120 permutations have 35 active nodes. +Index: 710 | Max_nodes: 70 | Time: 1.2171e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +Index: 708 | Max_nodes: 70 | Time: 1.2235e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| +Index: 704 | Max_nodes: 70 | Time: 1.2261e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +Index: 590 | Max_nodes: 70 | Time: 1.2276e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +Index: 698 | Max_nodes: 70 | Time: 1.2284e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| +Index: 668 | Max_nodes: 70 | Time: 1.2314e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| +Index: 696 | Max_nodes: 70 | Time: 1.2357e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 3| +Index: 588 | Max_nodes: 70 | Time: 1.2426e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| +Index: 702 | Max_nodes: 70 | Time: 1.2432e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| +Index: 666 | Max_nodes: 70 | Time: 1.2472e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| +Index: 576 | Max_nodes: 70 | Time: 1.2486e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| +Index: 584 | Max_nodes: 70 | Time: 1.2511e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +Index: 578 | Max_nodes: 70 | Time: 1.2523e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| +Index: 620 | Max_nodes: 70 | Time: 1.2534e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| +Index: 618 | Max_nodes: 70 | Time: 1.2560e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| +Index: 582 | Max_nodes: 70 | Time: 1.2572e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3| +Index: 649 | Max_nodes: 70 | Time: 1.2575e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 3| +Index: 652 | Max_nodes: 70 | Time: 1.2584e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3| +Index: 658 | Max_nodes: 70 | Time: 1.2605e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| +Index: 655 | Max_nodes: 70 | Time: 1.2621e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 3| +Index: 546 | Max_nodes: 70 | Time: 1.2631e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| +Index: 642 | Max_nodes: 70 | Time: 1.2634e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| +Index: 604 | Max_nodes: 70 | Time: 1.2635e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| +Index: 610 | Max_nodes: 70 | Time: 1.2637e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 3| +Index: 644 | Max_nodes: 70 | Time: 1.2656e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| +Index: 500 | Max_nodes: 70 | Time: 1.2673e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 3| +Index: 601 | Max_nodes: 70 | Time: 1.2709e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| +Index: 548 | Max_nodes: 70 | Time: 1.2746e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| +Index: 356 | Max_nodes: 70 | Time: 1.2764e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| +Index: 498 | Max_nodes: 70 | Time: 1.2772e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| +Index: 628 | Max_nodes: 70 | Time: 1.2781e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 3| +Index: 607 | Max_nodes: 70 | Time: 1.2788e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3| +Index: 631 | Max_nodes: 70 | Time: 1.2800e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 3| +Index: 524 | Max_nodes: 70 | Time: 1.2814e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| +Index: 625 | Max_nodes: 70 | Time: 1.2835e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3| +Index: 535 | Max_nodes: 70 | Time: 1.2847e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 3| +Index: 484 | Max_nodes: 70 | Time: 1.2868e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| +Index: 532 | Max_nodes: 70 | Time: 1.2882e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| +Index: 332 | Max_nodes: 70 | Time: 1.2883e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| +Index: 354 | Max_nodes: 70 | Time: 1.2897e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 3| +Index: 634 | Max_nodes: 70 | Time: 1.2902e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| +Index: 538 | Max_nodes: 70 | Time: 1.2916e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| +Index: 522 | Max_nodes: 70 | Time: 1.2968e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| +Index: 529 | Max_nodes: 70 | Time: 1.2975e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| +Index: 490 | Max_nodes: 70 | Time: 1.2988e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| +Index: 330 | Max_nodes: 70 | Time: 1.2989e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| +Index: 481 | Max_nodes: 70 | Time: 1.2994e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 3| +Index: 505 | Max_nodes: 70 | Time: 1.3026e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 3| +Index: 514 | Max_nodes: 70 | Time: 1.3032e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| +Index: 511 | Max_nodes: 70 | Time: 1.3038e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 3| +Index: 340 | Max_nodes: 70 | Time: 1.3052e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| +Index: 508 | Max_nodes: 70 | Time: 1.3093e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 3| +Index: 116 | Max_nodes: 70 | Time: 1.3112e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 3| +Index: 346 | Max_nodes: 70 | Time: 1.3155e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| +Index: 337 | Max_nodes: 70 | Time: 1.3164e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| +Index: 114 | Max_nodes: 70 | Time: 1.3181e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| +Index: 322 | Max_nodes: 70 | Time: 1.3204e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| +Index: 92 | Max_nodes: 70 | Time: 1.3249e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3| +Index: 313 | Max_nodes: 70 | Time: 1.3255e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3| +Index: 487 | Max_nodes: 70 | Time: 1.3257e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3| +Index: 316 | Max_nodes: 70 | Time: 1.3261e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| +Index: 106 | Max_nodes: 70 | Time: 1.3312e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| +Index: 343 | Max_nodes: 70 | Time: 1.3317e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 3| +Index: 319 | Max_nodes: 70 | Time: 1.3320e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 3| +Index: 90 | Max_nodes: 70 | Time: 1.3339e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| +Index: 103 | Max_nodes: 70 | Time: 1.3355e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| +Index: 236 | Max_nodes: 70 | Time: 1.3387e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| +Index: 100 | Max_nodes: 70 | Time: 1.3411e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| +Index: 245 | Max_nodes: 70 | Time: 1.3420e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +Index: 97 | Max_nodes: 70 | Time: 1.3432e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| +Index: 262 | Max_nodes: 70 | Time: 1.3434e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| +Index: 286 | Max_nodes: 70 | Time: 1.3440e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 3| +Index: 212 | Max_nodes: 70 | Time: 1.3456e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| +Index: 259 | Max_nodes: 70 | Time: 1.3461e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| +Index: 234 | Max_nodes: 70 | Time: 1.3478e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 3| +Index: 267 | Max_nodes: 70 | Time: 1.3487e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| +Index: 76 | Max_nodes: 70 | Time: 1.3501e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| +Index: 220 | Max_nodes: 70 | Time: 1.3507e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| +Index: 243 | Max_nodes: 70 | Time: 1.3509e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +Index: 82 | Max_nodes: 70 | Time: 1.3526e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| +Index: 283 | Max_nodes: 70 | Time: 1.3526e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| +Index: 253 | Max_nodes: 70 | Time: 1.3526e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| +Index: 256 | Max_nodes: 70 | Time: 1.3536e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| +Index: 210 | Max_nodes: 70 | Time: 1.3542e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| +Index: 223 | Max_nodes: 70 | Time: 1.3559e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 3| +Index: 277 | Max_nodes: 70 | Time: 1.3571e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| +Index: 217 | Max_nodes: 70 | Time: 1.3580e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| +Index: 19 | Max_nodes: 70 | Time: 1.3581e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +Index: 22 | Max_nodes: 70 | Time: 1.3581e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +Index: 73 | Max_nodes: 70 | Time: 1.3583e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| +Index: 5 | Max_nodes: 70 | Time: 1.3594e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +Index: 226 | Max_nodes: 70 | Time: 1.3596e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| +Index: 269 | Max_nodes: 70 | Time: 1.3638e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| +Index: 29 | Max_nodes: 70 | Time: 1.3641e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +Index: 46 | Max_nodes: 70 | Time: 1.3651e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| +Index: 79 | Max_nodes: 70 | Time: 1.3659e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| +Index: 139 | Max_nodes: 70 | Time: 1.3676e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +Index: 193 | Max_nodes: 70 | Time: 1.3687e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| +Index: 125 | Max_nodes: 70 | Time: 1.3702e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +Index: 13 | Max_nodes: 70 | Time: 1.3719e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +Index: 202 | Max_nodes: 70 | Time: 1.3723e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| +Index: 196 | Max_nodes: 70 | Time: 1.3745e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| +Index: 199 | Max_nodes: 70 | Time: 1.3759e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 3| +Index: 280 | Max_nodes: 70 | Time: 1.3760e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| +Index: 27 | Max_nodes: 70 | Time: 1.3766e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +Index: 123 | Max_nodes: 70 | Time: 1.3776e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +Index: 40 | Max_nodes: 70 | Time: 1.3776e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| +Index: 136 | Max_nodes: 70 | Time: 1.3819e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +Index: 43 | Max_nodes: 70 | Time: 1.3827e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| +Index: 166 | Max_nodes: 70 | Time: 1.3831e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 3| +Index: 163 | Max_nodes: 70 | Time: 1.3863e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| +Index: 37 | Max_nodes: 70 | Time: 1.3895e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| +Index: 16 | Max_nodes: 70 | Time: 1.3951e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +Index: 133 | Max_nodes: 70 | Time: 1.3975e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +Index: 149 | Max_nodes: 70 | Time: 1.3997e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| +Index: 142 | Max_nodes: 70 | Time: 1.4003e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +Index: 157 | Max_nodes: 70 | Time: 1.4018e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| +Index: 160 | Max_nodes: 70 | Time: 1.4082e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| +Index: 147 | Max_nodes: 70 | Time: 1.4162e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| +Index: 3 | Max_nodes: 70 | Time: 1.4476e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| ........................... -Average time: 1.7621e-05s +Average time: 1.3203e-04s 120 permutations have 39 active nodes. +Index: 716 | Max_nodes: 78 | Time: 1.2267e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +Index: 714 | Max_nodes: 78 | Time: 1.2375e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +Index: 692 | Max_nodes: 78 | Time: 1.2425e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +Index: 706 | Max_nodes: 78 | Time: 1.2488e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| +Index: 690 | Max_nodes: 78 | Time: 1.2496e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| +Index: 697 | Max_nodes: 78 | Time: 1.2541e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| +Index: 596 | Max_nodes: 78 | Time: 1.2548e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +Index: 703 | Max_nodes: 78 | Time: 1.2567e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| +Index: 700 | Max_nodes: 78 | Time: 1.2567e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 2| +Index: 594 | Max_nodes: 78 | Time: 1.2599e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +Index: 572 | Max_nodes: 78 | Time: 1.2644e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| +Index: 676 | Max_nodes: 78 | Time: 1.2663e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| +Index: 673 | Max_nodes: 78 | Time: 1.2708e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| +Index: 586 | Max_nodes: 78 | Time: 1.2713e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| +Index: 682 | Max_nodes: 78 | Time: 1.2713e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| +Index: 679 | Max_nodes: 78 | Time: 1.2721e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| +Index: 580 | Max_nodes: 78 | Time: 1.2742e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 2| +Index: 577 | Max_nodes: 78 | Time: 1.2749e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| +Index: 476 | Max_nodes: 78 | Time: 1.2756e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +Index: 583 | Max_nodes: 78 | Time: 1.2769e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| +Index: 570 | Max_nodes: 78 | Time: 1.2791e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| +Index: 622 | Max_nodes: 78 | Time: 1.2793e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| +Index: 629 | Max_nodes: 78 | Time: 1.2826e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| +Index: 619 | Max_nodes: 78 | Time: 1.2842e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2| +Index: 616 | Max_nodes: 78 | Time: 1.2876e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| +Index: 643 | Max_nodes: 78 | Time: 1.2880e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| +Index: 452 | Max_nodes: 78 | Time: 1.2884e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| +Index: 474 | Max_nodes: 78 | Time: 1.2920e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| +Index: 646 | Max_nodes: 78 | Time: 1.2950e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| +Index: 502 | Max_nodes: 78 | Time: 1.2953e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| +Index: 556 | Max_nodes: 78 | Time: 1.2965e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| +Index: 562 | Max_nodes: 78 | Time: 1.2976e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| +Index: 553 | Max_nodes: 78 | Time: 1.2983e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2| +Index: 450 | Max_nodes: 78 | Time: 1.2996e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| +Index: 613 | Max_nodes: 78 | Time: 1.3006e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| +Index: 640 | Max_nodes: 78 | Time: 1.3007e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| +Index: 605 | Max_nodes: 78 | Time: 1.3022e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 2| +Index: 559 | Max_nodes: 78 | Time: 1.3024e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 2| +Index: 499 | Max_nodes: 78 | Time: 1.3042e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| +Index: 463 | Max_nodes: 78 | Time: 1.3068e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 2| +Index: 460 | Max_nodes: 78 | Time: 1.3074e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 2| +Index: 457 | Max_nodes: 78 | Time: 1.3075e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| +Index: 526 | Max_nodes: 78 | Time: 1.3090e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 2| +Index: 627 | Max_nodes: 78 | Time: 1.3097e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 2| +Index: 509 | Max_nodes: 78 | Time: 1.3097e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 2| +Index: 603 | Max_nodes: 78 | Time: 1.3101e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2| +Index: 523 | Max_nodes: 78 | Time: 1.3101e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| +Index: 466 | Max_nodes: 78 | Time: 1.3131e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| +Index: 637 | Max_nodes: 78 | Time: 1.3133e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 2| +Index: 496 | Max_nodes: 78 | Time: 1.3177e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 2| +Index: 483 | Max_nodes: 78 | Time: 1.3182e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| +Index: 436 | Max_nodes: 78 | Time: 1.3187e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 2| +Index: 493 | Max_nodes: 78 | Time: 1.3194e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2| +Index: 507 | Max_nodes: 78 | Time: 1.3234e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 2| +Index: 439 | Max_nodes: 78 | Time: 1.3242e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2| +Index: 520 | Max_nodes: 78 | Time: 1.3257e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| +Index: 433 | Max_nodes: 78 | Time: 1.3268e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 2| +Index: 517 | Max_nodes: 78 | Time: 1.3298e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| +Index: 485 | Max_nodes: 78 | Time: 1.3365e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| +Index: 365 | Max_nodes: 78 | Time: 1.3372e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +Index: 382 | Max_nodes: 78 | Time: 1.3384e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2| +Index: 379 | Max_nodes: 78 | Time: 1.3398e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| +Index: 389 | Max_nodes: 78 | Time: 1.3423e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| +Index: 442 | Max_nodes: 78 | Time: 1.3490e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| +Index: 406 | Max_nodes: 78 | Time: 1.3492e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| +Index: 118 | Max_nodes: 78 | Time: 1.3515e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| +Index: 376 | Max_nodes: 78 | Time: 1.3527e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2| +Index: 94 | Max_nodes: 78 | Time: 1.3545e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2| +Index: 403 | Max_nodes: 78 | Time: 1.3549e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2| +Index: 115 | Max_nodes: 78 | Time: 1.3569e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| +Index: 373 | Max_nodes: 78 | Time: 1.3579e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 2| +Index: 387 | Max_nodes: 78 | Time: 1.3591e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 2| +Index: 400 | Max_nodes: 78 | Time: 1.3601e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| +Index: 23 | Max_nodes: 78 | Time: 1.3621e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +Index: 397 | Max_nodes: 78 | Time: 1.3644e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 2| +Index: 99 | Max_nodes: 78 | Time: 1.3662e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| +Index: 101 | Max_nodes: 78 | Time: 1.3666e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| +Index: 112 | Max_nodes: 78 | Time: 1.3702e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| +Index: 11 | Max_nodes: 78 | Time: 1.3706e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +Index: 235 | Max_nodes: 78 | Time: 1.3708e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| +Index: 363 | Max_nodes: 78 | Time: 1.3724e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +Index: 91 | Max_nodes: 78 | Time: 1.3725e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| +Index: 238 | Max_nodes: 78 | Time: 1.3729e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 2| +Index: 141 | Max_nodes: 78 | Time: 1.3746e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +Index: 21 | Max_nodes: 78 | Time: 1.3751e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +Index: 17 | Max_nodes: 78 | Time: 1.3756e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +Index: 109 | Max_nodes: 78 | Time: 1.3763e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| +Index: 143 | Max_nodes: 78 | Time: 1.3767e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +Index: 77 | Max_nodes: 78 | Time: 1.3790e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| +Index: 214 | Max_nodes: 78 | Time: 1.3797e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 2| +Index: 221 | Max_nodes: 78 | Time: 1.3804e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| +Index: 219 | Max_nodes: 78 | Time: 1.3814e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| +Index: 211 | Max_nodes: 78 | Time: 1.3840e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 2| +Index: 15 | Max_nodes: 78 | Time: 1.3846e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +Index: 85 | Max_nodes: 78 | Time: 1.3853e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| +Index: 131 | Max_nodes: 78 | Time: 1.3868e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +Index: 137 | Max_nodes: 78 | Time: 1.3891e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +Index: 232 | Max_nodes: 78 | Time: 1.3894e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| +Index: 53 | Max_nodes: 78 | Time: 1.3905e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +Index: 197 | Max_nodes: 78 | Time: 1.3905e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| +Index: 75 | Max_nodes: 78 | Time: 1.3909e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| +Index: 229 | Max_nodes: 78 | Time: 1.3913e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2| +Index: 129 | Max_nodes: 78 | Time: 1.3937e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +Index: 195 | Max_nodes: 78 | Time: 1.3938e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| +Index: 135 | Max_nodes: 78 | Time: 1.3941e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +Index: 70 | Max_nodes: 78 | Time: 1.3952e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| +Index: 208 | Max_nodes: 78 | Time: 1.4009e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 2| +Index: 51 | Max_nodes: 78 | Time: 1.4026e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +Index: 64 | Max_nodes: 78 | Time: 1.4034e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| +Index: 9 | Max_nodes: 78 | Time: 1.4056e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +Index: 88 | Max_nodes: 78 | Time: 1.4056e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| +Index: 173 | Max_nodes: 78 | Time: 1.4075e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| +Index: 187 | Max_nodes: 78 | Time: 1.4101e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| +Index: 190 | Max_nodes: 78 | Time: 1.4129e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 2| +Index: 67 | Max_nodes: 78 | Time: 1.4147e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| +Index: 181 | Max_nodes: 78 | Time: 1.4150e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| +Index: 205 | Max_nodes: 78 | Time: 1.4173e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| +Index: 184 | Max_nodes: 78 | Time: 1.4177e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| +Index: 61 | Max_nodes: 78 | Time: 1.4195e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| +Index: 171 | Max_nodes: 78 | Time: 1.4248e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| ........................... -Average time: 1.7839e-05s +Average time: 1.3360e-04s 120 permutations have 47 active nodes. +Index: 718 | Max_nodes: 94 | Time: 1.2459e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +Index: 715 | Max_nodes: 94 | Time: 1.2529e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +Index: 598 | Max_nodes: 94 | Time: 1.2634e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +Index: 623 | Max_nodes: 94 | Time: 1.2650e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| +Index: 701 | Max_nodes: 94 | Time: 1.2684e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| +Index: 709 | Max_nodes: 94 | Time: 1.2705e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| +Index: 595 | Max_nodes: 94 | Time: 1.2721e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +Index: 712 | Max_nodes: 94 | Time: 1.2729e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +Index: 699 | Max_nodes: 94 | Time: 1.2745e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| +Index: 694 | Max_nodes: 94 | Time: 1.2785e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +Index: 617 | Max_nodes: 94 | Time: 1.2792e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| +Index: 621 | Max_nodes: 94 | Time: 1.2794e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| +Index: 581 | Max_nodes: 94 | Time: 1.2814e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| +Index: 574 | Max_nodes: 94 | Time: 1.2816e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +Index: 611 | Max_nodes: 94 | Time: 1.2819e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 1| +Index: 579 | Max_nodes: 94 | Time: 1.2849e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1| +Index: 670 | Max_nodes: 94 | Time: 1.2860e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| +Index: 503 | Max_nodes: 94 | Time: 1.2875e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1| +Index: 609 | Max_nodes: 94 | Time: 1.2876e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| +Index: 592 | Max_nodes: 94 | Time: 1.2885e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +Index: 691 | Max_nodes: 94 | Time: 1.2889e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| +Index: 571 | Max_nodes: 94 | Time: 1.2897e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| +Index: 589 | Max_nodes: 94 | Time: 1.2982e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| +Index: 615 | Max_nodes: 94 | Time: 1.2999e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 1| +Index: 475 | Max_nodes: 94 | Time: 1.3004e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| +Index: 677 | Max_nodes: 94 | Time: 1.3006e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| +Index: 478 | Max_nodes: 94 | Time: 1.3030e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +Index: 667 | Max_nodes: 94 | Time: 1.3040e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| +Index: 501 | Max_nodes: 94 | Time: 1.3044e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| +Index: 675 | Max_nodes: 94 | Time: 1.3061e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1| +Index: 117 | Max_nodes: 94 | Time: 1.3065e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| +Index: 557 | Max_nodes: 94 | Time: 1.3066e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| +Index: 653 | Max_nodes: 94 | Time: 1.3067e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| +Index: 497 | Max_nodes: 94 | Time: 1.3083e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 1| +Index: 685 | Max_nodes: 94 | Time: 1.3093e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| +Index: 454 | Max_nodes: 94 | Time: 1.3095e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +Index: 651 | Max_nodes: 94 | Time: 1.3097e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| +Index: 661 | Max_nodes: 94 | Time: 1.3098e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| +Index: 664 | Max_nodes: 94 | Time: 1.3099e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| +Index: 550 | Max_nodes: 94 | Time: 1.3103e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| +Index: 107 | Max_nodes: 94 | Time: 1.3122e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| +Index: 688 | Max_nodes: 94 | Time: 1.3128e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| +Index: 565 | Max_nodes: 94 | Time: 1.3133e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| +Index: 451 | Max_nodes: 94 | Time: 1.3141e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| +Index: 555 | Max_nodes: 94 | Time: 1.3149e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| +Index: 461 | Max_nodes: 94 | Time: 1.3151e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 1| +Index: 568 | Max_nodes: 94 | Time: 1.3151e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| +Index: 547 | Max_nodes: 94 | Time: 1.3156e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| +Index: 113 | Max_nodes: 94 | Time: 1.3200e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| +Index: 533 | Max_nodes: 94 | Time: 1.3200e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 1| +Index: 95 | Max_nodes: 94 | Time: 1.3202e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| +Index: 472 | Max_nodes: 94 | Time: 1.3211e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| +Index: 491 | Max_nodes: 94 | Time: 1.3259e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| +Index: 119 | Max_nodes: 94 | Time: 1.3269e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| +Index: 459 | Max_nodes: 94 | Time: 1.3280e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 1| +Index: 383 | Max_nodes: 94 | Time: 1.3296e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| +Index: 105 | Max_nodes: 94 | Time: 1.3304e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| +Index: 93 | Max_nodes: 94 | Time: 1.3315e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| +Index: 83 | Max_nodes: 94 | Time: 1.3330e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| +Index: 489 | Max_nodes: 94 | Time: 1.3344e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1| +Index: 469 | Max_nodes: 94 | Time: 1.3345e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| +Index: 47 | Max_nodes: 94 | Time: 1.3348e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| +Index: 81 | Max_nodes: 94 | Time: 1.3360e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| +Index: 541 | Max_nodes: 94 | Time: 1.3374e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| +Index: 531 | Max_nodes: 94 | Time: 1.3377e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| +Index: 448 | Max_nodes: 94 | Time: 1.3387e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| +Index: 111 | Max_nodes: 94 | Time: 1.3388e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| +Index: 445 | Max_nodes: 94 | Time: 1.3393e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| +Index: 544 | Max_nodes: 94 | Time: 1.3397e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| +Index: 495 | Max_nodes: 94 | Time: 1.3397e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 1| +Index: 437 | Max_nodes: 94 | Time: 1.3401e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 1| +Index: 35 | Max_nodes: 94 | Time: 1.3405e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| +Index: 435 | Max_nodes: 94 | Time: 1.3415e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| +Index: 71 | Max_nodes: 94 | Time: 1.3433e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| +Index: 381 | Max_nodes: 94 | Time: 1.3435e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1| +Index: 87 | Max_nodes: 94 | Time: 1.3444e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| +Index: 69 | Max_nodes: 94 | Time: 1.3452e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| +Index: 59 | Max_nodes: 94 | Time: 1.3457e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| +Index: 377 | Max_nodes: 94 | Time: 1.3466e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 1| +Index: 371 | Max_nodes: 94 | Time: 1.3478e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| +Index: 33 | Max_nodes: 94 | Time: 1.3484e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +Index: 375 | Max_nodes: 94 | Time: 1.3487e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| +Index: 369 | Max_nodes: 94 | Time: 1.3493e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 1| +Index: 358 | Max_nodes: 94 | Time: 1.3497e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| +Index: 65 | Max_nodes: 94 | Time: 1.3537e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| +Index: 263 | Max_nodes: 94 | Time: 1.3537e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| +Index: 427 | Max_nodes: 94 | Time: 1.3542e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 1| +Index: 411 | Max_nodes: 94 | Time: 1.3571e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 1| +Index: 39 | Max_nodes: 94 | Time: 1.3574e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +Index: 57 | Max_nodes: 94 | Time: 1.3575e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| +Index: 45 | Max_nodes: 94 | Time: 1.3583e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| +Index: 63 | Max_nodes: 94 | Time: 1.3590e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| +Index: 341 | Max_nodes: 94 | Time: 1.3609e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| +Index: 355 | Max_nodes: 94 | Time: 1.3640e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| +Index: 331 | Max_nodes: 94 | Time: 1.3646e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1| +Index: 257 | Max_nodes: 94 | Time: 1.3665e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| +Index: 41 | Max_nodes: 94 | Time: 1.3672e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| +Index: 249 | Max_nodes: 94 | Time: 1.3703e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +Index: 424 | Max_nodes: 94 | Time: 1.3705e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| +Index: 339 | Max_nodes: 94 | Time: 1.3706e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 1| +Index: 421 | Max_nodes: 94 | Time: 1.3714e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| +Index: 334 | Max_nodes: 94 | Time: 1.3720e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| +Index: 413 | Max_nodes: 94 | Time: 1.3748e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 1| +Index: 349 | Max_nodes: 94 | Time: 1.3749e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| +Index: 352 | Max_nodes: 94 | Time: 1.3749e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| +Index: 89 | Max_nodes: 94 | Time: 1.3787e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| +Index: 261 | Max_nodes: 94 | Time: 1.3788e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| +Index: 255 | Max_nodes: 94 | Time: 1.3818e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +Index: 430 | Max_nodes: 94 | Time: 1.3832e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| +Index: 315 | Max_nodes: 94 | Time: 1.3834e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| +Index: 325 | Max_nodes: 94 | Time: 1.3876e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1| +Index: 310 | Max_nodes: 94 | Time: 1.3884e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| +Index: 307 | Max_nodes: 94 | Time: 1.3902e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| +Index: 317 | Max_nodes: 94 | Time: 1.3904e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 1| +Index: 293 | Max_nodes: 94 | Time: 1.3953e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 1| +Index: 291 | Max_nodes: 94 | Time: 1.3956e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| +Index: 328 | Max_nodes: 94 | Time: 1.3956e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| +Index: 251 | Max_nodes: 94 | Time: 1.3965e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| +Index: 304 | Max_nodes: 94 | Time: 1.4014e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| +Index: 301 | Max_nodes: 94 | Time: 1.4046e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| ........................... -Average time: 1.7754e-05s +Average time: 1.3311e-04s ________________________________________________________________________________________________ -24 permutations have 72 max nodes. +240 permutations have 64 max nodes. +Index: 719 | Active_nodes: 32 | Time: 1.1920e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +Index: 566 | Active_nodes: 32 | Time: 1.1922e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +Index: 564 | Active_nodes: 32 | Time: 1.1994e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +Index: 717 | Active_nodes: 32 | Time: 1.2030e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +Index: 560 | Active_nodes: 32 | Time: 1.2034e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| +Index: 707 | Active_nodes: 32 | Time: 1.2079e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +Index: 695 | Active_nodes: 32 | Time: 1.2091e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +Index: 713 | Active_nodes: 32 | Time: 1.2097e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +Index: 542 | Active_nodes: 32 | Time: 1.2099e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| +Index: 554 | Active_nodes: 32 | Time: 1.2102e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| +Index: 599 | Active_nodes: 32 | Time: 1.2113e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +Index: 540 | Active_nodes: 32 | Time: 1.2155e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| +Index: 711 | Active_nodes: 32 | Time: 1.2168e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| +Index: 446 | Active_nodes: 32 | Time: 1.2175e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +Index: 558 | Active_nodes: 32 | Time: 1.2189e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| +Index: 552 | Active_nodes: 32 | Time: 1.2215e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| +Index: 444 | Active_nodes: 32 | Time: 1.2226e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +Index: 693 | Active_nodes: 32 | Time: 1.2234e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +Index: 597 | Active_nodes: 32 | Time: 1.2248e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +Index: 705 | Active_nodes: 32 | Time: 1.2258e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +Index: 434 | Active_nodes: 32 | Time: 1.2280e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| +Index: 647 | Active_nodes: 32 | Time: 1.2282e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 0| +Index: 683 | Active_nodes: 32 | Time: 1.2296e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| +Index: 528 | Active_nodes: 32 | Time: 1.2305e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| +Index: 440 | Active_nodes: 32 | Time: 1.2315e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| +Index: 536 | Active_nodes: 32 | Time: 1.2315e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| +Index: 530 | Active_nodes: 32 | Time: 1.2330e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| +Index: 432 | Active_nodes: 32 | Time: 1.2331e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| +Index: 422 | Active_nodes: 32 | Time: 1.2334e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| +Index: 593 | Active_nodes: 32 | Time: 1.2334e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +Index: 575 | Active_nodes: 32 | Time: 1.2336e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +Index: 492 | Active_nodes: 32 | Time: 1.2336e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| +Index: 687 | Active_nodes: 32 | Time: 1.2341e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +Index: 671 | Active_nodes: 32 | Time: 1.2351e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +Index: 534 | Active_nodes: 32 | Time: 1.2355e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5| +Index: 587 | Active_nodes: 32 | Time: 1.2358e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +Index: 689 | Active_nodes: 32 | Time: 1.2378e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +Index: 585 | Active_nodes: 32 | Time: 1.2379e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +Index: 488 | Active_nodes: 32 | Time: 1.2382e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| +Index: 635 | Active_nodes: 32 | Time: 1.2383e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| +Index: 494 | Active_nodes: 32 | Time: 1.2394e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| +Index: 645 | Active_nodes: 32 | Time: 1.2399e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| +Index: 573 | Active_nodes: 32 | Time: 1.2412e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +Index: 641 | Active_nodes: 32 | Time: 1.2418e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| +Index: 506 | Active_nodes: 32 | Time: 1.2424e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| +Index: 486 | Active_nodes: 32 | Time: 1.2424e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +Index: 438 | Active_nodes: 32 | Time: 1.2424e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| +Index: 518 | Active_nodes: 32 | Time: 1.2435e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| +Index: 479 | Active_nodes: 32 | Time: 1.2440e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +Index: 591 | Active_nodes: 32 | Time: 1.2442e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| +Index: 681 | Active_nodes: 32 | Time: 1.2466e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| +Index: 659 | Active_nodes: 32 | Time: 1.2470e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| +Index: 669 | Active_nodes: 32 | Time: 1.2485e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| +Index: 639 | Active_nodes: 32 | Time: 1.2485e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| +Index: 326 | Active_nodes: 32 | Time: 1.2496e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| +Index: 527 | Active_nodes: 32 | Time: 1.2520e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| +Index: 420 | Active_nodes: 32 | Time: 1.2520e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| +Index: 416 | Active_nodes: 32 | Time: 1.2529e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| +Index: 477 | Active_nodes: 32 | Time: 1.2533e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +Index: 324 | Active_nodes: 32 | Time: 1.2533e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| +Index: 510 | Active_nodes: 32 | Time: 1.2534e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| +Index: 633 | Active_nodes: 32 | Time: 1.2546e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| +Index: 516 | Active_nodes: 32 | Time: 1.2548e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| +Index: 482 | Active_nodes: 32 | Time: 1.2559e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| +Index: 657 | Active_nodes: 32 | Time: 1.2569e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| +Index: 414 | Active_nodes: 32 | Time: 1.2572e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| +Index: 408 | Active_nodes: 32 | Time: 1.2575e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| +Index: 563 | Active_nodes: 32 | Time: 1.2578e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| +Index: 567 | Active_nodes: 32 | Time: 1.2589e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| +Index: 398 | Active_nodes: 32 | Time: 1.2591e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| +Index: 525 | Active_nodes: 32 | Time: 1.2604e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| +Index: 551 | Active_nodes: 32 | Time: 1.2609e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +Index: 302 | Active_nodes: 32 | Time: 1.2620e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| +Index: 665 | Active_nodes: 32 | Time: 1.2625e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| +Index: 410 | Active_nodes: 32 | Time: 1.2631e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| +Index: 455 | Active_nodes: 32 | Time: 1.2637e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +Index: 569 | Active_nodes: 32 | Time: 1.2641e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| +Index: 362 | Active_nodes: 32 | Time: 1.2646e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| +Index: 561 | Active_nodes: 32 | Time: 1.2653e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| +Index: 396 | Active_nodes: 32 | Time: 1.2656e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| +Index: 549 | Active_nodes: 32 | Time: 1.2658e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| +Index: 300 | Active_nodes: 32 | Time: 1.2670e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| +Index: 467 | Active_nodes: 32 | Time: 1.2674e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| +Index: 374 | Active_nodes: 32 | Time: 1.2676e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 5| +Index: 521 | Active_nodes: 32 | Time: 1.2681e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| +Index: 473 | Active_nodes: 32 | Time: 1.2682e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +Index: 366 | Active_nodes: 32 | Time: 1.2686e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +Index: 314 | Active_nodes: 32 | Time: 1.2690e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| +Index: 453 | Active_nodes: 32 | Time: 1.2693e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +Index: 368 | Active_nodes: 32 | Time: 1.2701e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| +Index: 663 | Active_nodes: 32 | Time: 1.2707e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| +Index: 471 | Active_nodes: 32 | Time: 1.2711e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +Index: 386 | Active_nodes: 32 | Time: 1.2731e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| +Index: 515 | Active_nodes: 32 | Time: 1.2754e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0| +Index: 513 | Active_nodes: 32 | Time: 1.2765e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| +Index: 539 | Active_nodes: 32 | Time: 1.2771e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| +Index: 239 | Active_nodes: 32 | Time: 1.2775e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| +Index: 512 | Active_nodes: 32 | Time: 1.2790e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| +Index: 392 | Active_nodes: 32 | Time: 1.2802e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| +Index: 465 | Active_nodes: 32 | Time: 1.2807e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| +Index: 290 | Active_nodes: 32 | Time: 1.2816e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| +Index: 537 | Active_nodes: 32 | Time: 1.2818e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| +Index: 545 | Active_nodes: 32 | Time: 1.2838e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| +Index: 519 | Active_nodes: 32 | Time: 1.2839e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| +Index: 296 | Active_nodes: 32 | Time: 1.2839e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| +Index: 372 | Active_nodes: 32 | Time: 1.2842e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| +Index: 384 | Active_nodes: 32 | Time: 1.2843e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| +Index: 390 | Active_nodes: 32 | Time: 1.2846e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| +Index: 86 | Active_nodes: 32 | Time: 1.2851e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| +Index: 443 | Active_nodes: 32 | Time: 1.2854e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| +Index: 294 | Active_nodes: 32 | Time: 1.2870e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| +Index: 449 | Active_nodes: 32 | Time: 1.2890e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| +Index: 237 | Active_nodes: 32 | Time: 1.2892e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| +Index: 447 | Active_nodes: 32 | Time: 1.2895e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| +Index: 254 | Active_nodes: 32 | Time: 1.2903e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| +Index: 215 | Active_nodes: 32 | Time: 1.2903e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| +Index: 480 | Active_nodes: 32 | Time: 1.2910e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +Index: 407 | Active_nodes: 32 | Time: 1.2912e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| +Index: 84 | Active_nodes: 32 | Time: 1.2920e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| +Index: 242 | Active_nodes: 32 | Time: 1.2920e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +Index: 74 | Active_nodes: 32 | Time: 1.2924e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| +Index: 543 | Active_nodes: 32 | Time: 1.2934e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| +Index: 395 | Active_nodes: 32 | Time: 1.2946e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| +Index: 233 | Active_nodes: 32 | Time: 1.2948e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| +Index: 441 | Active_nodes: 32 | Time: 1.2950e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| +Index: 288 | Active_nodes: 32 | Time: 1.2956e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| +Index: 266 | Active_nodes: 32 | Time: 1.2974e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| +Index: 405 | Active_nodes: 32 | Time: 1.2975e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| +Index: 278 | Active_nodes: 32 | Time: 1.2978e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| +Index: 359 | Active_nodes: 32 | Time: 1.2981e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +Index: 62 | Active_nodes: 32 | Time: 1.2983e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| +Index: 431 | Active_nodes: 32 | Time: 1.2991e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| +Index: 227 | Active_nodes: 32 | Time: 1.2992e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| +Index: 60 | Active_nodes: 32 | Time: 1.2993e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| +Index: 206 | Active_nodes: 32 | Time: 1.3007e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| +Index: 213 | Active_nodes: 32 | Time: 1.3007e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| +Index: 504 | Active_nodes: 32 | Time: 1.3009e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 5| +Index: 429 | Active_nodes: 32 | Time: 1.3023e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| +Index: 231 | Active_nodes: 32 | Time: 1.3024e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| +Index: 78 | Active_nodes: 32 | Time: 1.3024e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +Index: 276 | Active_nodes: 32 | Time: 1.3027e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| +Index: 252 | Active_nodes: 32 | Time: 1.3029e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +Index: 248 | Active_nodes: 32 | Time: 1.3029e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +Index: 357 | Active_nodes: 32 | Time: 1.3043e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| +Index: 312 | Active_nodes: 32 | Time: 1.3049e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| +Index: 264 | Active_nodes: 32 | Time: 1.3051e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +Index: 204 | Active_nodes: 32 | Time: 1.3055e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| +Index: 182 | Active_nodes: 32 | Time: 1.3057e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| +Index: 401 | Active_nodes: 32 | Time: 1.3061e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0| +Index: 56 | Active_nodes: 32 | Time: 1.3067e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| +Index: 320 | Active_nodes: 32 | Time: 1.3070e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| +Index: 419 | Active_nodes: 32 | Time: 1.3073e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| +Index: 393 | Active_nodes: 32 | Time: 1.3091e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| +Index: 155 | Active_nodes: 32 | Time: 1.3094e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| +Index: 80 | Active_nodes: 32 | Time: 1.3106e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| +Index: 14 | Active_nodes: 32 | Time: 1.3110e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +Index: 167 | Active_nodes: 32 | Time: 1.3111e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| +Index: 225 | Active_nodes: 32 | Time: 1.3112e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| +Index: 272 | Active_nodes: 32 | Time: 1.3114e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| +Index: 417 | Active_nodes: 32 | Time: 1.3118e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| +Index: 54 | Active_nodes: 32 | Time: 1.3120e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +Index: 399 | Active_nodes: 32 | Time: 1.3125e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| +Index: 335 | Active_nodes: 32 | Time: 1.3125e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +Index: 347 | Active_nodes: 32 | Time: 1.3135e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| +Index: 48 | Active_nodes: 32 | Time: 1.3141e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +Index: 2 | Active_nodes: 32 | Time: 1.3144e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 203 | Active_nodes: 32 | Time: 1.3144e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| +Index: 287 | Active_nodes: 32 | Time: 1.3154e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| +Index: 8 | Active_nodes: 32 | Time: 1.3159e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +Index: 153 | Active_nodes: 32 | Time: 1.3168e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +Index: 50 | Active_nodes: 32 | Time: 1.3169e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| +Index: 240 | Active_nodes: 32 | Time: 1.3179e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +Index: 425 | Active_nodes: 32 | Time: 1.3180e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| +Index: 353 | Active_nodes: 32 | Time: 1.3184e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| +Index: 246 | Active_nodes: 32 | Time: 1.3186e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +Index: 26 | Active_nodes: 32 | Time: 1.3197e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +Index: 423 | Active_nodes: 32 | Time: 1.3199e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| +Index: 180 | Active_nodes: 32 | Time: 1.3204e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| +Index: 194 | Active_nodes: 32 | Time: 1.3220e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| +Index: 0 | Active_nodes: 32 | Time: 1.3223e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Index: 179 | Active_nodes: 32 | Time: 1.3227e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| +Index: 351 | Active_nodes: 32 | Time: 1.3229e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| +Index: 165 | Active_nodes: 32 | Time: 1.3230e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| +Index: 360 | Active_nodes: 32 | Time: 1.3235e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +Index: 275 | Active_nodes: 32 | Time: 1.3240e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| +Index: 36 | Active_nodes: 32 | Time: 1.3247e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +Index: 201 | Active_nodes: 32 | Time: 1.3248e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| +Index: 285 | Active_nodes: 32 | Time: 1.3259e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| +Index: 177 | Active_nodes: 32 | Time: 1.3264e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| +Index: 185 | Active_nodes: 32 | Time: 1.3266e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| +Index: 270 | Active_nodes: 32 | Time: 1.3280e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| +Index: 24 | Active_nodes: 32 | Time: 1.3285e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +Index: 191 | Active_nodes: 32 | Time: 1.3285e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| +Index: 200 | Active_nodes: 32 | Time: 1.3286e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| +Index: 345 | Active_nodes: 32 | Time: 1.3287e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| +Index: 318 | Active_nodes: 32 | Time: 1.3290e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 5| +Index: 32 | Active_nodes: 32 | Time: 1.3305e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +Index: 6 | Active_nodes: 32 | Time: 1.3308e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Index: 122 | Active_nodes: 32 | Time: 1.3315e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 273 | Active_nodes: 32 | Time: 1.3332e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +Index: 323 | Active_nodes: 32 | Time: 1.3334e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| +Index: 281 | Active_nodes: 32 | Time: 1.3334e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| +Index: 189 | Active_nodes: 32 | Time: 1.3336e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 0| +Index: 174 | Active_nodes: 32 | Time: 1.3341e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| +Index: 207 | Active_nodes: 32 | Time: 1.3343e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| +Index: 120 | Active_nodes: 32 | Time: 1.3348e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Index: 209 | Active_nodes: 32 | Time: 1.3357e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| +Index: 170 | Active_nodes: 32 | Time: 1.3361e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| +Index: 329 | Active_nodes: 32 | Time: 1.3361e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| +Index: 333 | Active_nodes: 32 | Time: 1.3367e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| +Index: 168 | Active_nodes: 32 | Time: 1.3374e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| +Index: 146 | Active_nodes: 32 | Time: 1.3375e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| +Index: 126 | Active_nodes: 32 | Time: 1.3387e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Index: 158 | Active_nodes: 32 | Time: 1.3388e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| +Index: 321 | Active_nodes: 32 | Time: 1.3388e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| +Index: 30 | Active_nodes: 32 | Time: 1.3399e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +Index: 134 | Active_nodes: 32 | Time: 1.3401e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +Index: 128 | Active_nodes: 32 | Time: 1.3418e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +Index: 309 | Active_nodes: 32 | Time: 1.3419e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| +Index: 327 | Active_nodes: 32 | Time: 1.3426e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| +Index: 156 | Active_nodes: 32 | Time: 1.3429e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| +Index: 12 | Active_nodes: 32 | Time: 1.3443e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +Index: 144 | Active_nodes: 32 | Time: 1.3452e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +Index: 38 | Active_nodes: 32 | Time: 1.3461e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| +Index: 72 | Active_nodes: 32 | Time: 1.3462e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +Index: 161 | Active_nodes: 32 | Time: 1.3467e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| +Index: 159 | Active_nodes: 32 | Time: 1.3474e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| +Index: 279 | Active_nodes: 32 | Time: 1.3500e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| +Index: 183 | Active_nodes: 32 | Time: 1.3508e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| +Index: 152 | Active_nodes: 32 | Time: 1.3534e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| +Index: 132 | Active_nodes: 32 | Time: 1.3543e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +Index: 305 | Active_nodes: 32 | Time: 1.3562e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| +Index: 297 | Active_nodes: 32 | Time: 1.3576e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| +Index: 198 | Active_nodes: 32 | Time: 1.3583e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| +Index: 150 | Active_nodes: 32 | Time: 1.3597e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| +Index: 303 | Active_nodes: 32 | Time: 1.3662e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| +Index: 311 | Active_nodes: 32 | Time: 1.3666e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| +Index: 192 | Active_nodes: 32 | Time: 1.3707e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| +Index: 299 | Active_nodes: 32 | Time: 1.3780e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| +Index: 176 | Active_nodes: 32 | Time: 1.3789e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| ........................... -Average time: 1.6153e-05s +Average time: 1.2878e-04s + +120 permutations have 66 max nodes. +Index: 684 | Active_nodes: 33 | Time: 1.2107e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| +Index: 686 | Active_nodes: 33 | Time: 1.2130e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +Index: 662 | Active_nodes: 33 | Time: 1.2145e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| +Index: 680 | Active_nodes: 33 | Time: 1.2159e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| +Index: 674 | Active_nodes: 33 | Time: 1.2235e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| +Index: 470 | Active_nodes: 33 | Time: 1.2267e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +Index: 672 | Active_nodes: 33 | Time: 1.2283e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| +Index: 678 | Active_nodes: 33 | Time: 1.2288e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| +Index: 656 | Active_nodes: 33 | Time: 1.2302e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| +Index: 660 | Active_nodes: 33 | Time: 1.2307e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| +Index: 468 | Active_nodes: 33 | Time: 1.2314e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| +Index: 650 | Active_nodes: 33 | Time: 1.2345e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| +Index: 464 | Active_nodes: 33 | Time: 1.2364e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| +Index: 602 | Active_nodes: 33 | Time: 1.2391e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 4| +Index: 638 | Active_nodes: 33 | Time: 1.2401e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| +Index: 608 | Active_nodes: 33 | Time: 1.2417e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| +Index: 614 | Active_nodes: 33 | Time: 1.2420e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4| +Index: 648 | Active_nodes: 33 | Time: 1.2437e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| +Index: 654 | Active_nodes: 33 | Time: 1.2443e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4| +Index: 458 | Active_nodes: 33 | Time: 1.2455e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| +Index: 456 | Active_nodes: 33 | Time: 1.2456e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| +Index: 612 | Active_nodes: 33 | Time: 1.2460e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4| +Index: 626 | Active_nodes: 33 | Time: 1.2477e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| +Index: 428 | Active_nodes: 33 | Time: 1.2511e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| +Index: 462 | Active_nodes: 33 | Time: 1.2535e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 4| +Index: 636 | Active_nodes: 33 | Time: 1.2541e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| +Index: 426 | Active_nodes: 33 | Time: 1.2560e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| +Index: 350 | Active_nodes: 33 | Time: 1.2583e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| +Index: 606 | Active_nodes: 33 | Time: 1.2606e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4| +Index: 630 | Active_nodes: 33 | Time: 1.2663e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| +Index: 380 | Active_nodes: 33 | Time: 1.2696e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 4| +Index: 632 | Active_nodes: 33 | Time: 1.2709e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| +Index: 378 | Active_nodes: 33 | Time: 1.2739e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 4| +Index: 404 | Active_nodes: 33 | Time: 1.2754e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| +Index: 409 | Active_nodes: 33 | Time: 1.2791e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| +Index: 418 | Active_nodes: 33 | Time: 1.2808e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| +Index: 402 | Active_nodes: 33 | Time: 1.2813e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 4| +Index: 344 | Active_nodes: 33 | Time: 1.2814e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| +Index: 338 | Active_nodes: 33 | Time: 1.2820e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| +Index: 308 | Active_nodes: 33 | Time: 1.2826e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| +Index: 306 | Active_nodes: 33 | Time: 1.2842e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| +Index: 336 | Active_nodes: 33 | Time: 1.2891e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| +Index: 370 | Active_nodes: 33 | Time: 1.2891e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 4| +Index: 412 | Active_nodes: 33 | Time: 1.2895e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4| +Index: 367 | Active_nodes: 33 | Time: 1.2904e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| +Index: 342 | Active_nodes: 33 | Time: 1.2916e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 4| +Index: 348 | Active_nodes: 33 | Time: 1.2919e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 4| +Index: 361 | Active_nodes: 33 | Time: 1.2942e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +Index: 110 | Active_nodes: 33 | Time: 1.2956e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 4| +Index: 415 | Active_nodes: 33 | Time: 1.2958e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| +Index: 108 | Active_nodes: 33 | Time: 1.2981e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| +Index: 388 | Active_nodes: 33 | Time: 1.2981e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| +Index: 385 | Active_nodes: 33 | Time: 1.2981e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4| +Index: 391 | Active_nodes: 33 | Time: 1.2998e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| +Index: 364 | Active_nodes: 33 | Time: 1.3005e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| +Index: 98 | Active_nodes: 33 | Time: 1.3036e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| +Index: 295 | Active_nodes: 33 | Time: 1.3074e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 4| +Index: 292 | Active_nodes: 33 | Time: 1.3085e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 4| +Index: 600 | Active_nodes: 33 | Time: 1.3085e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +Index: 289 | Active_nodes: 33 | Time: 1.3087e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| +Index: 68 | Active_nodes: 33 | Time: 1.3088e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| +Index: 298 | Active_nodes: 33 | Time: 1.3089e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| +Index: 394 | Active_nodes: 33 | Time: 1.3098e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| +Index: 624 | Active_nodes: 33 | Time: 1.3100e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| +Index: 260 | Active_nodes: 33 | Time: 1.3115e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 4| +Index: 258 | Active_nodes: 33 | Time: 1.3130e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| +Index: 102 | Active_nodes: 33 | Time: 1.3135e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| +Index: 230 | Active_nodes: 33 | Time: 1.3142e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| +Index: 244 | Active_nodes: 33 | Time: 1.3170e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +Index: 228 | Active_nodes: 33 | Time: 1.3198e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 4| +Index: 66 | Active_nodes: 33 | Time: 1.3221e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| +Index: 268 | Active_nodes: 33 | Time: 1.3224e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| +Index: 241 | Active_nodes: 33 | Time: 1.3226e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +Index: 282 | Active_nodes: 33 | Time: 1.3240e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| +Index: 188 | Active_nodes: 33 | Time: 1.3282e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 4| +Index: 20 | Active_nodes: 33 | Time: 1.3283e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +Index: 250 | Active_nodes: 33 | Time: 1.3285e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| +Index: 224 | Active_nodes: 33 | Time: 1.3294e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| +Index: 44 | Active_nodes: 33 | Time: 1.3312e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| +Index: 218 | Active_nodes: 33 | Time: 1.3318e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| +Index: 271 | Active_nodes: 33 | Time: 1.3320e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| +Index: 55 | Active_nodes: 33 | Time: 1.3323e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| +Index: 247 | Active_nodes: 33 | Time: 1.3326e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| +Index: 58 | Active_nodes: 33 | Time: 1.3341e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| +Index: 49 | Active_nodes: 33 | Time: 1.3349e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +Index: 274 | Active_nodes: 33 | Time: 1.3363e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| +Index: 186 | Active_nodes: 33 | Time: 1.3366e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| +Index: 104 | Active_nodes: 33 | Time: 1.3369e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| +Index: 265 | Active_nodes: 33 | Time: 1.3372e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +Index: 1 | Active_nodes: 33 | Time: 1.3388e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Index: 4 | Active_nodes: 33 | Time: 1.3392e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +Index: 52 | Active_nodes: 33 | Time: 1.3403e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| +Index: 28 | Active_nodes: 33 | Time: 1.3456e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +Index: 10 | Active_nodes: 33 | Time: 1.3460e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +Index: 42 | Active_nodes: 33 | Time: 1.3465e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| +Index: 284 | Active_nodes: 33 | Time: 1.3479e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| +Index: 7 | Active_nodes: 33 | Time: 1.3510e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +Index: 172 | Active_nodes: 33 | Time: 1.3531e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| +Index: 31 | Active_nodes: 33 | Time: 1.3540e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| +Index: 25 | Active_nodes: 33 | Time: 1.3564e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +Index: 164 | Active_nodes: 33 | Time: 1.3575e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| +Index: 178 | Active_nodes: 33 | Time: 1.3594e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| +Index: 169 | Active_nodes: 33 | Time: 1.3613e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| +Index: 222 | Active_nodes: 33 | Time: 1.3626e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| +Index: 34 | Active_nodes: 33 | Time: 1.3635e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| +Index: 148 | Active_nodes: 33 | Time: 1.3659e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| +Index: 162 | Active_nodes: 33 | Time: 1.3690e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| +Index: 121 | Active_nodes: 33 | Time: 1.3707e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Index: 145 | Active_nodes: 33 | Time: 1.3711e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +Index: 154 | Active_nodes: 33 | Time: 1.3738e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| +Index: 151 | Active_nodes: 33 | Time: 1.3762e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| +Index: 140 | Active_nodes: 33 | Time: 1.3834e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +Index: 96 | Active_nodes: 33 | Time: 1.3850e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +Index: 18 | Active_nodes: 33 | Time: 1.3867e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +Index: 216 | Active_nodes: 33 | Time: 1.3924e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| +Index: 124 | Active_nodes: 33 | Time: 1.4023e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +Index: 138 | Active_nodes: 33 | Time: 1.4186e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +Index: 130 | Active_nodes: 33 | Time: 1.4336e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +Index: 127 | Active_nodes: 33 | Time: 1.4508e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +Index: 175 | Active_nodes: 33 | Time: 1.4545e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -48 permutations have 73 max nodes. +........................... +Average time: 1.3070e-04s + +120 permutations have 70 max nodes. +Index: 710 | Active_nodes: 35 | Time: 1.2171e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +Index: 708 | Active_nodes: 35 | Time: 1.2235e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| +Index: 704 | Active_nodes: 35 | Time: 1.2261e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +Index: 590 | Active_nodes: 35 | Time: 1.2276e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +Index: 698 | Active_nodes: 35 | Time: 1.2284e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| +Index: 668 | Active_nodes: 35 | Time: 1.2314e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| +Index: 696 | Active_nodes: 35 | Time: 1.2357e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 3| +Index: 588 | Active_nodes: 35 | Time: 1.2426e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| +Index: 702 | Active_nodes: 35 | Time: 1.2432e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| +Index: 666 | Active_nodes: 35 | Time: 1.2472e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| +Index: 576 | Active_nodes: 35 | Time: 1.2486e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| +Index: 584 | Active_nodes: 35 | Time: 1.2511e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +Index: 578 | Active_nodes: 35 | Time: 1.2523e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| +Index: 620 | Active_nodes: 35 | Time: 1.2534e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| +Index: 618 | Active_nodes: 35 | Time: 1.2560e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| +Index: 582 | Active_nodes: 35 | Time: 1.2572e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3| +Index: 649 | Active_nodes: 35 | Time: 1.2575e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 3| +Index: 652 | Active_nodes: 35 | Time: 1.2584e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3| +Index: 658 | Active_nodes: 35 | Time: 1.2605e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| +Index: 655 | Active_nodes: 35 | Time: 1.2621e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 3| +Index: 546 | Active_nodes: 35 | Time: 1.2631e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| +Index: 642 | Active_nodes: 35 | Time: 1.2634e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| +Index: 604 | Active_nodes: 35 | Time: 1.2635e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| +Index: 610 | Active_nodes: 35 | Time: 1.2637e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 3| +Index: 644 | Active_nodes: 35 | Time: 1.2656e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| +Index: 500 | Active_nodes: 35 | Time: 1.2673e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 3| +Index: 601 | Active_nodes: 35 | Time: 1.2709e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| +Index: 548 | Active_nodes: 35 | Time: 1.2746e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| +Index: 356 | Active_nodes: 35 | Time: 1.2764e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| +Index: 498 | Active_nodes: 35 | Time: 1.2772e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| +Index: 628 | Active_nodes: 35 | Time: 1.2781e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 3| +Index: 607 | Active_nodes: 35 | Time: 1.2788e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3| +Index: 631 | Active_nodes: 35 | Time: 1.2800e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 3| +Index: 524 | Active_nodes: 35 | Time: 1.2814e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| +Index: 625 | Active_nodes: 35 | Time: 1.2835e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3| +Index: 535 | Active_nodes: 35 | Time: 1.2847e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 3| +Index: 484 | Active_nodes: 35 | Time: 1.2868e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| +Index: 532 | Active_nodes: 35 | Time: 1.2882e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| +Index: 332 | Active_nodes: 35 | Time: 1.2883e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| +Index: 354 | Active_nodes: 35 | Time: 1.2897e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 3| +Index: 634 | Active_nodes: 35 | Time: 1.2902e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| +Index: 538 | Active_nodes: 35 | Time: 1.2916e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| +Index: 522 | Active_nodes: 35 | Time: 1.2968e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| +Index: 529 | Active_nodes: 35 | Time: 1.2975e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| +Index: 490 | Active_nodes: 35 | Time: 1.2988e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| +Index: 330 | Active_nodes: 35 | Time: 1.2989e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| +Index: 481 | Active_nodes: 35 | Time: 1.2994e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 3| +Index: 505 | Active_nodes: 35 | Time: 1.3026e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 3| +Index: 514 | Active_nodes: 35 | Time: 1.3032e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| +Index: 511 | Active_nodes: 35 | Time: 1.3038e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 3| +Index: 340 | Active_nodes: 35 | Time: 1.3052e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| +Index: 508 | Active_nodes: 35 | Time: 1.3093e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 3| +Index: 116 | Active_nodes: 35 | Time: 1.3112e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 3| +Index: 346 | Active_nodes: 35 | Time: 1.3155e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| +Index: 337 | Active_nodes: 35 | Time: 1.3164e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| +Index: 114 | Active_nodes: 35 | Time: 1.3181e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| +Index: 322 | Active_nodes: 35 | Time: 1.3204e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| +Index: 92 | Active_nodes: 35 | Time: 1.3249e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3| +Index: 313 | Active_nodes: 35 | Time: 1.3255e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3| +Index: 487 | Active_nodes: 35 | Time: 1.3257e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3| +Index: 316 | Active_nodes: 35 | Time: 1.3261e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| +Index: 106 | Active_nodes: 35 | Time: 1.3312e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| +Index: 343 | Active_nodes: 35 | Time: 1.3317e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 3| +Index: 319 | Active_nodes: 35 | Time: 1.3320e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 3| +Index: 90 | Active_nodes: 35 | Time: 1.3339e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| +Index: 103 | Active_nodes: 35 | Time: 1.3355e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| +Index: 236 | Active_nodes: 35 | Time: 1.3387e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| +Index: 100 | Active_nodes: 35 | Time: 1.3411e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| +Index: 245 | Active_nodes: 35 | Time: 1.3420e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +Index: 97 | Active_nodes: 35 | Time: 1.3432e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| +Index: 262 | Active_nodes: 35 | Time: 1.3434e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| +Index: 286 | Active_nodes: 35 | Time: 1.3440e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 3| +Index: 212 | Active_nodes: 35 | Time: 1.3456e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| +Index: 259 | Active_nodes: 35 | Time: 1.3461e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| +Index: 234 | Active_nodes: 35 | Time: 1.3478e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 3| +Index: 267 | Active_nodes: 35 | Time: 1.3487e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| +Index: 76 | Active_nodes: 35 | Time: 1.3501e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| +Index: 220 | Active_nodes: 35 | Time: 1.3507e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| +Index: 243 | Active_nodes: 35 | Time: 1.3509e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +Index: 82 | Active_nodes: 35 | Time: 1.3526e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| +Index: 283 | Active_nodes: 35 | Time: 1.3526e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| +Index: 253 | Active_nodes: 35 | Time: 1.3526e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| +Index: 256 | Active_nodes: 35 | Time: 1.3536e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| +Index: 210 | Active_nodes: 35 | Time: 1.3542e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| +Index: 223 | Active_nodes: 35 | Time: 1.3559e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 3| +Index: 277 | Active_nodes: 35 | Time: 1.3571e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| +Index: 217 | Active_nodes: 35 | Time: 1.3580e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| +Index: 19 | Active_nodes: 35 | Time: 1.3581e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +Index: 22 | Active_nodes: 35 | Time: 1.3581e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +Index: 73 | Active_nodes: 35 | Time: 1.3583e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| +Index: 5 | Active_nodes: 35 | Time: 1.3594e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +Index: 226 | Active_nodes: 35 | Time: 1.3596e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| +Index: 269 | Active_nodes: 35 | Time: 1.3638e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| +Index: 29 | Active_nodes: 35 | Time: 1.3641e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +Index: 46 | Active_nodes: 35 | Time: 1.3651e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| +Index: 79 | Active_nodes: 35 | Time: 1.3659e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| +Index: 139 | Active_nodes: 35 | Time: 1.3676e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +Index: 193 | Active_nodes: 35 | Time: 1.3687e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| +Index: 125 | Active_nodes: 35 | Time: 1.3702e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +Index: 13 | Active_nodes: 35 | Time: 1.3719e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +Index: 202 | Active_nodes: 35 | Time: 1.3723e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| +Index: 196 | Active_nodes: 35 | Time: 1.3745e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| +Index: 199 | Active_nodes: 35 | Time: 1.3759e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 3| +Index: 280 | Active_nodes: 35 | Time: 1.3760e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| +Index: 27 | Active_nodes: 35 | Time: 1.3766e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +Index: 123 | Active_nodes: 35 | Time: 1.3776e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +Index: 40 | Active_nodes: 35 | Time: 1.3776e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| +Index: 136 | Active_nodes: 35 | Time: 1.3819e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +Index: 43 | Active_nodes: 35 | Time: 1.3827e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| +Index: 166 | Active_nodes: 35 | Time: 1.3831e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 3| +Index: 163 | Active_nodes: 35 | Time: 1.3863e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| +Index: 37 | Active_nodes: 35 | Time: 1.3895e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| +Index: 16 | Active_nodes: 35 | Time: 1.3951e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +Index: 133 | Active_nodes: 35 | Time: 1.3975e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +Index: 149 | Active_nodes: 35 | Time: 1.3997e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| +Index: 142 | Active_nodes: 35 | Time: 1.4003e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +Index: 157 | Active_nodes: 35 | Time: 1.4018e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| +Index: 160 | Active_nodes: 35 | Time: 1.4082e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| +Index: 147 | Active_nodes: 35 | Time: 1.4162e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| +Index: 3 | Active_nodes: 35 | Time: 1.4476e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| ........................... -Average time: 1.6324e-05s +Average time: 1.3203e-04s + +120 permutations have 78 max nodes. +Index: 716 | Active_nodes: 39 | Time: 1.2267e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +Index: 714 | Active_nodes: 39 | Time: 1.2375e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +Index: 692 | Active_nodes: 39 | Time: 1.2425e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +Index: 706 | Active_nodes: 39 | Time: 1.2488e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| +Index: 690 | Active_nodes: 39 | Time: 1.2496e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| +Index: 697 | Active_nodes: 39 | Time: 1.2541e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| +Index: 596 | Active_nodes: 39 | Time: 1.2548e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +Index: 703 | Active_nodes: 39 | Time: 1.2567e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| +Index: 700 | Active_nodes: 39 | Time: 1.2567e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 2| +Index: 594 | Active_nodes: 39 | Time: 1.2599e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +Index: 572 | Active_nodes: 39 | Time: 1.2644e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| +Index: 676 | Active_nodes: 39 | Time: 1.2663e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| +Index: 673 | Active_nodes: 39 | Time: 1.2708e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| +Index: 586 | Active_nodes: 39 | Time: 1.2713e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| +Index: 682 | Active_nodes: 39 | Time: 1.2713e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| +Index: 679 | Active_nodes: 39 | Time: 1.2721e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| +Index: 580 | Active_nodes: 39 | Time: 1.2742e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 2| +Index: 577 | Active_nodes: 39 | Time: 1.2749e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| +Index: 476 | Active_nodes: 39 | Time: 1.2756e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +Index: 583 | Active_nodes: 39 | Time: 1.2769e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| +Index: 570 | Active_nodes: 39 | Time: 1.2791e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| +Index: 622 | Active_nodes: 39 | Time: 1.2793e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| +Index: 629 | Active_nodes: 39 | Time: 1.2826e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| +Index: 619 | Active_nodes: 39 | Time: 1.2842e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2| +Index: 616 | Active_nodes: 39 | Time: 1.2876e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| +Index: 643 | Active_nodes: 39 | Time: 1.2880e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| +Index: 452 | Active_nodes: 39 | Time: 1.2884e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| +Index: 474 | Active_nodes: 39 | Time: 1.2920e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| +Index: 646 | Active_nodes: 39 | Time: 1.2950e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| +Index: 502 | Active_nodes: 39 | Time: 1.2953e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| +Index: 556 | Active_nodes: 39 | Time: 1.2965e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| +Index: 562 | Active_nodes: 39 | Time: 1.2976e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| +Index: 553 | Active_nodes: 39 | Time: 1.2983e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2| +Index: 450 | Active_nodes: 39 | Time: 1.2996e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| +Index: 613 | Active_nodes: 39 | Time: 1.3006e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| +Index: 640 | Active_nodes: 39 | Time: 1.3007e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| +Index: 605 | Active_nodes: 39 | Time: 1.3022e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 2| +Index: 559 | Active_nodes: 39 | Time: 1.3024e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 2| +Index: 499 | Active_nodes: 39 | Time: 1.3042e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| +Index: 463 | Active_nodes: 39 | Time: 1.3068e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 2| +Index: 460 | Active_nodes: 39 | Time: 1.3074e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 2| +Index: 457 | Active_nodes: 39 | Time: 1.3075e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| +Index: 526 | Active_nodes: 39 | Time: 1.3090e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 2| +Index: 627 | Active_nodes: 39 | Time: 1.3097e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 2| +Index: 509 | Active_nodes: 39 | Time: 1.3097e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 2| +Index: 603 | Active_nodes: 39 | Time: 1.3101e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2| +Index: 523 | Active_nodes: 39 | Time: 1.3101e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| +Index: 466 | Active_nodes: 39 | Time: 1.3131e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| +Index: 637 | Active_nodes: 39 | Time: 1.3133e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 2| +Index: 496 | Active_nodes: 39 | Time: 1.3177e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 2| +Index: 483 | Active_nodes: 39 | Time: 1.3182e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| +Index: 436 | Active_nodes: 39 | Time: 1.3187e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 2| +Index: 493 | Active_nodes: 39 | Time: 1.3194e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2| +Index: 507 | Active_nodes: 39 | Time: 1.3234e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 2| +Index: 439 | Active_nodes: 39 | Time: 1.3242e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2| +Index: 520 | Active_nodes: 39 | Time: 1.3257e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| +Index: 433 | Active_nodes: 39 | Time: 1.3268e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 2| +Index: 517 | Active_nodes: 39 | Time: 1.3298e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| +Index: 485 | Active_nodes: 39 | Time: 1.3365e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| +Index: 365 | Active_nodes: 39 | Time: 1.3372e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +Index: 382 | Active_nodes: 39 | Time: 1.3384e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2| +Index: 379 | Active_nodes: 39 | Time: 1.3398e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| +Index: 389 | Active_nodes: 39 | Time: 1.3423e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| +Index: 442 | Active_nodes: 39 | Time: 1.3490e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| +Index: 406 | Active_nodes: 39 | Time: 1.3492e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| +Index: 118 | Active_nodes: 39 | Time: 1.3515e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| +Index: 376 | Active_nodes: 39 | Time: 1.3527e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2| +Index: 94 | Active_nodes: 39 | Time: 1.3545e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2| +Index: 403 | Active_nodes: 39 | Time: 1.3549e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2| +Index: 115 | Active_nodes: 39 | Time: 1.3569e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| +Index: 373 | Active_nodes: 39 | Time: 1.3579e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 2| +Index: 387 | Active_nodes: 39 | Time: 1.3591e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 2| +Index: 400 | Active_nodes: 39 | Time: 1.3601e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| +Index: 23 | Active_nodes: 39 | Time: 1.3621e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +Index: 397 | Active_nodes: 39 | Time: 1.3644e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 2| +Index: 99 | Active_nodes: 39 | Time: 1.3662e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| +Index: 101 | Active_nodes: 39 | Time: 1.3666e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| +Index: 112 | Active_nodes: 39 | Time: 1.3702e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| +Index: 11 | Active_nodes: 39 | Time: 1.3706e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +Index: 235 | Active_nodes: 39 | Time: 1.3708e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| +Index: 363 | Active_nodes: 39 | Time: 1.3724e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +Index: 91 | Active_nodes: 39 | Time: 1.3725e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| +Index: 238 | Active_nodes: 39 | Time: 1.3729e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 2| +Index: 141 | Active_nodes: 39 | Time: 1.3746e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +Index: 21 | Active_nodes: 39 | Time: 1.3751e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +Index: 17 | Active_nodes: 39 | Time: 1.3756e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +Index: 109 | Active_nodes: 39 | Time: 1.3763e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| +Index: 143 | Active_nodes: 39 | Time: 1.3767e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +Index: 77 | Active_nodes: 39 | Time: 1.3790e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| +Index: 214 | Active_nodes: 39 | Time: 1.3797e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 2| +Index: 221 | Active_nodes: 39 | Time: 1.3804e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| +Index: 219 | Active_nodes: 39 | Time: 1.3814e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| +Index: 211 | Active_nodes: 39 | Time: 1.3840e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 2| +Index: 15 | Active_nodes: 39 | Time: 1.3846e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +Index: 85 | Active_nodes: 39 | Time: 1.3853e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| +Index: 131 | Active_nodes: 39 | Time: 1.3868e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +Index: 137 | Active_nodes: 39 | Time: 1.3891e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +Index: 232 | Active_nodes: 39 | Time: 1.3894e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| +Index: 53 | Active_nodes: 39 | Time: 1.3905e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +Index: 197 | Active_nodes: 39 | Time: 1.3905e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| +Index: 75 | Active_nodes: 39 | Time: 1.3909e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| +Index: 229 | Active_nodes: 39 | Time: 1.3913e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2| +Index: 129 | Active_nodes: 39 | Time: 1.3937e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +Index: 195 | Active_nodes: 39 | Time: 1.3938e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| +Index: 135 | Active_nodes: 39 | Time: 1.3941e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +Index: 70 | Active_nodes: 39 | Time: 1.3952e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| +Index: 208 | Active_nodes: 39 | Time: 1.4009e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 2| +Index: 51 | Active_nodes: 39 | Time: 1.4026e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +Index: 64 | Active_nodes: 39 | Time: 1.4034e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| +Index: 9 | Active_nodes: 39 | Time: 1.4056e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +Index: 88 | Active_nodes: 39 | Time: 1.4056e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| +Index: 173 | Active_nodes: 39 | Time: 1.4075e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| +Index: 187 | Active_nodes: 39 | Time: 1.4101e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| +Index: 190 | Active_nodes: 39 | Time: 1.4129e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 2| +Index: 67 | Active_nodes: 39 | Time: 1.4147e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| +Index: 181 | Active_nodes: 39 | Time: 1.4150e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| +Index: 205 | Active_nodes: 39 | Time: 1.4173e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| +Index: 184 | Active_nodes: 39 | Time: 1.4177e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| +Index: 61 | Active_nodes: 39 | Time: 1.4195e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| +Index: 171 | Active_nodes: 39 | Time: 1.4248e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -24 permutations have 74 max nodes. +........................... +Average time: 1.3360e-04s + +120 permutations have 94 max nodes. +Index: 718 | Active_nodes: 47 | Time: 1.2459e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +Index: 715 | Active_nodes: 47 | Time: 1.2529e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +Index: 598 | Active_nodes: 47 | Time: 1.2634e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +Index: 623 | Active_nodes: 47 | Time: 1.2650e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| +Index: 701 | Active_nodes: 47 | Time: 1.2684e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| +Index: 709 | Active_nodes: 47 | Time: 1.2705e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| +Index: 595 | Active_nodes: 47 | Time: 1.2721e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +Index: 712 | Active_nodes: 47 | Time: 1.2729e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +Index: 699 | Active_nodes: 47 | Time: 1.2745e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| +Index: 694 | Active_nodes: 47 | Time: 1.2785e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +Index: 617 | Active_nodes: 47 | Time: 1.2792e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| +Index: 621 | Active_nodes: 47 | Time: 1.2794e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| +Index: 581 | Active_nodes: 47 | Time: 1.2814e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| +Index: 574 | Active_nodes: 47 | Time: 1.2816e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +Index: 611 | Active_nodes: 47 | Time: 1.2819e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 1| +Index: 579 | Active_nodes: 47 | Time: 1.2849e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1| +Index: 670 | Active_nodes: 47 | Time: 1.2860e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| +Index: 503 | Active_nodes: 47 | Time: 1.2875e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1| +Index: 609 | Active_nodes: 47 | Time: 1.2876e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| +Index: 592 | Active_nodes: 47 | Time: 1.2885e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +Index: 691 | Active_nodes: 47 | Time: 1.2889e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| +Index: 571 | Active_nodes: 47 | Time: 1.2897e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| +Index: 589 | Active_nodes: 47 | Time: 1.2982e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| +Index: 615 | Active_nodes: 47 | Time: 1.2999e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 1| +Index: 475 | Active_nodes: 47 | Time: 1.3004e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| +Index: 677 | Active_nodes: 47 | Time: 1.3006e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| +Index: 478 | Active_nodes: 47 | Time: 1.3030e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +Index: 667 | Active_nodes: 47 | Time: 1.3040e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| +Index: 501 | Active_nodes: 47 | Time: 1.3044e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| +Index: 675 | Active_nodes: 47 | Time: 1.3061e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1| +Index: 117 | Active_nodes: 47 | Time: 1.3065e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| +Index: 557 | Active_nodes: 47 | Time: 1.3066e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| +Index: 653 | Active_nodes: 47 | Time: 1.3067e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| +Index: 497 | Active_nodes: 47 | Time: 1.3083e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 1| +Index: 685 | Active_nodes: 47 | Time: 1.3093e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| +Index: 454 | Active_nodes: 47 | Time: 1.3095e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +Index: 651 | Active_nodes: 47 | Time: 1.3097e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| +Index: 661 | Active_nodes: 47 | Time: 1.3098e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| +Index: 664 | Active_nodes: 47 | Time: 1.3099e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| +Index: 550 | Active_nodes: 47 | Time: 1.3103e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| +Index: 107 | Active_nodes: 47 | Time: 1.3122e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| +Index: 688 | Active_nodes: 47 | Time: 1.3128e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| +Index: 565 | Active_nodes: 47 | Time: 1.3133e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| +Index: 451 | Active_nodes: 47 | Time: 1.3141e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| +Index: 555 | Active_nodes: 47 | Time: 1.3149e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| +Index: 461 | Active_nodes: 47 | Time: 1.3151e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 1| +Index: 568 | Active_nodes: 47 | Time: 1.3151e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| +Index: 547 | Active_nodes: 47 | Time: 1.3156e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| +Index: 113 | Active_nodes: 47 | Time: 1.3200e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| +Index: 533 | Active_nodes: 47 | Time: 1.3200e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 1| +Index: 95 | Active_nodes: 47 | Time: 1.3202e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| +Index: 472 | Active_nodes: 47 | Time: 1.3211e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| +Index: 491 | Active_nodes: 47 | Time: 1.3259e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| +Index: 119 | Active_nodes: 47 | Time: 1.3269e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| +Index: 459 | Active_nodes: 47 | Time: 1.3280e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 1| +Index: 383 | Active_nodes: 47 | Time: 1.3296e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| +Index: 105 | Active_nodes: 47 | Time: 1.3304e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| +Index: 93 | Active_nodes: 47 | Time: 1.3315e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| +Index: 83 | Active_nodes: 47 | Time: 1.3330e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| +Index: 489 | Active_nodes: 47 | Time: 1.3344e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1| +Index: 469 | Active_nodes: 47 | Time: 1.3345e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| +Index: 47 | Active_nodes: 47 | Time: 1.3348e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| +Index: 81 | Active_nodes: 47 | Time: 1.3360e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| +Index: 541 | Active_nodes: 47 | Time: 1.3374e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| +Index: 531 | Active_nodes: 47 | Time: 1.3377e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| +Index: 448 | Active_nodes: 47 | Time: 1.3387e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| +Index: 111 | Active_nodes: 47 | Time: 1.3388e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| +Index: 445 | Active_nodes: 47 | Time: 1.3393e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| +Index: 544 | Active_nodes: 47 | Time: 1.3397e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| +Index: 495 | Active_nodes: 47 | Time: 1.3397e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 1| +Index: 437 | Active_nodes: 47 | Time: 1.3401e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 1| +Index: 35 | Active_nodes: 47 | Time: 1.3405e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| +Index: 435 | Active_nodes: 47 | Time: 1.3415e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| +Index: 71 | Active_nodes: 47 | Time: 1.3433e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| +Index: 381 | Active_nodes: 47 | Time: 1.3435e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1| +Index: 87 | Active_nodes: 47 | Time: 1.3444e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| +Index: 69 | Active_nodes: 47 | Time: 1.3452e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| +Index: 59 | Active_nodes: 47 | Time: 1.3457e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| +Index: 377 | Active_nodes: 47 | Time: 1.3466e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 1| +Index: 371 | Active_nodes: 47 | Time: 1.3478e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| +Index: 33 | Active_nodes: 47 | Time: 1.3484e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +Index: 375 | Active_nodes: 47 | Time: 1.3487e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| +Index: 369 | Active_nodes: 47 | Time: 1.3493e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 1| +Index: 358 | Active_nodes: 47 | Time: 1.3497e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| +Index: 65 | Active_nodes: 47 | Time: 1.3537e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| +Index: 263 | Active_nodes: 47 | Time: 1.3537e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| +Index: 427 | Active_nodes: 47 | Time: 1.3542e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 1| +Index: 411 | Active_nodes: 47 | Time: 1.3571e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 1| +Index: 39 | Active_nodes: 47 | Time: 1.3574e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +Index: 57 | Active_nodes: 47 | Time: 1.3575e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| +Index: 45 | Active_nodes: 47 | Time: 1.3583e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| +Index: 63 | Active_nodes: 47 | Time: 1.3590e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| +Index: 341 | Active_nodes: 47 | Time: 1.3609e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| +Index: 355 | Active_nodes: 47 | Time: 1.3640e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| +Index: 331 | Active_nodes: 47 | Time: 1.3646e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1| +Index: 257 | Active_nodes: 47 | Time: 1.3665e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| +Index: 41 | Active_nodes: 47 | Time: 1.3672e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| +Index: 249 | Active_nodes: 47 | Time: 1.3703e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +Index: 424 | Active_nodes: 47 | Time: 1.3705e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| +Index: 339 | Active_nodes: 47 | Time: 1.3706e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 1| +Index: 421 | Active_nodes: 47 | Time: 1.3714e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| +Index: 334 | Active_nodes: 47 | Time: 1.3720e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| +Index: 413 | Active_nodes: 47 | Time: 1.3748e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 1| +Index: 349 | Active_nodes: 47 | Time: 1.3749e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| +Index: 352 | Active_nodes: 47 | Time: 1.3749e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| +Index: 89 | Active_nodes: 47 | Time: 1.3787e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| +Index: 261 | Active_nodes: 47 | Time: 1.3788e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| +Index: 255 | Active_nodes: 47 | Time: 1.3818e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +Index: 430 | Active_nodes: 47 | Time: 1.3832e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| +Index: 315 | Active_nodes: 47 | Time: 1.3834e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| +Index: 325 | Active_nodes: 47 | Time: 1.3876e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1| +Index: 310 | Active_nodes: 47 | Time: 1.3884e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| +Index: 307 | Active_nodes: 47 | Time: 1.3902e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| +Index: 317 | Active_nodes: 47 | Time: 1.3904e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 1| +Index: 293 | Active_nodes: 47 | Time: 1.3953e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 1| +Index: 291 | Active_nodes: 47 | Time: 1.3956e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| +Index: 328 | Active_nodes: 47 | Time: 1.3956e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| +Index: 251 | Active_nodes: 47 | Time: 1.3965e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| +Index: 304 | Active_nodes: 47 | Time: 1.4014e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| +Index: 301 | Active_nodes: 47 | Time: 1.4046e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| ........................... -Average time: 1.7036e-05s +Average time: 1.3311e-04s -48 permutations have 75 max nodes. +________________________________________________________________________________________________ -........................... -Average time: 1.6740e-05s +execution time of: 1.1920e-04s: Index: 719 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -24 permutations have 76 max nodes. +execution time of: 1.1922e-04s: Index: 566 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -........................... -Average time: 1.7299e-05s +execution time of: 1.1994e-04s: Index: 564 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -24 permutations have 77 max nodes. +execution time of: 1.2030e-04s: Index: 717 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -........................... -Average time: 1.6844e-05s +execution time of: 1.2034e-04s: Index: 560 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -72 permutations have 79 max nodes. +execution time of: 1.2079e-04s: Index: 707 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -........................... -Average time: 1.7595e-05s +execution time of: 1.2091e-04s: Index: 695 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -72 permutations have 80 max nodes. +execution time of: 1.2097e-04s: Index: 713 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -........................... -Average time: 1.7281e-05s +execution time of: 1.2099e-04s: Index: 542 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -24 permutations have 81 max nodes. +execution time of: 1.2102e-04s: Index: 554 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -........................... -Average time: 1.6895e-05s +execution time of: 1.2107e-04s: Index: 684 | Max_nodes: 66 | Active_nodes: 33 | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -48 permutations have 83 max nodes. +execution time of: 1.2113e-04s: Index: 599 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -........................... -Average time: 1.7912e-05s +execution time of: 1.2130e-04s: Index: 686 | Max_nodes: 66 | Active_nodes: 33 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -24 permutations have 85 max nodes. +execution time of: 1.2145e-04s: Index: 662 | Max_nodes: 66 | Active_nodes: 33 | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -........................... -Average time: 1.7982e-05s +execution time of: 1.2155e-04s: Index: 540 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -48 permutations have 89 max nodes. +execution time of: 1.2159e-04s: Index: 680 | Max_nodes: 66 | Active_nodes: 33 | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -........................... -Average time: 1.8322e-05s +execution time of: 1.2168e-04s: Index: 711 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -24 permutations have 90 max nodes. +execution time of: 1.2171e-04s: Index: 710 | Max_nodes: 70 | Active_nodes: 35 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -........................... -Average time: 1.6840e-05s +execution time of: 1.2175e-04s: Index: 446 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -24 permutations have 91 max nodes. +execution time of: 1.2189e-04s: Index: 558 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -........................... -Average time: 1.7154e-05s +execution time of: 1.2215e-04s: Index: 552 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -24 permutations have 93 max nodes. +execution time of: 1.2226e-04s: Index: 444 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -........................... -Average time: 1.7915e-05s +execution time of: 1.2234e-04s: Index: 693 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -48 permutations have 101 max nodes. +execution time of: 1.2235e-04s: Index: 674 | Max_nodes: 66 | Active_nodes: 33 | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -........................... -Average time: 1.8644e-05s +execution time of: 1.2235e-04s: Index: 708 | Max_nodes: 70 | Active_nodes: 35 | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -24 permutations have 102 max nodes. +execution time of: 1.2248e-04s: Index: 597 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -........................... -Average time: 1.7297e-05s +execution time of: 1.2258e-04s: Index: 705 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -24 permutations have 103 max nodes. +execution time of: 1.2261e-04s: Index: 704 | Max_nodes: 70 | Active_nodes: 35 | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -........................... -Average time: 1.7295e-05s +execution time of: 1.2267e-04s: Index: 470 | Max_nodes: 66 | Active_nodes: 33 | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -24 permutations have 105 max nodes. +execution time of: 1.2267e-04s: Index: 716 | Max_nodes: 78 | Active_nodes: 39 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -........................... -Average time: 1.7896e-05s +execution time of: 1.2276e-04s: Index: 590 | Max_nodes: 70 | Active_nodes: 35 | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -48 permutations have 109 max nodes. +execution time of: 1.2280e-04s: Index: 434 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -........................... -Average time: 1.8142e-05s +execution time of: 1.2282e-04s: Index: 647 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -________________________________________________________________________________________________ +execution time of: 1.2283e-04s: Index: 672 | Max_nodes: 66 | Active_nodes: 33 | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| + +execution time of: 1.2284e-04s: Index: 698 | Max_nodes: 70 | Active_nodes: 35 | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| + +execution time of: 1.2288e-04s: Index: 678 | Max_nodes: 66 | Active_nodes: 33 | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| + +execution time of: 1.2296e-04s: Index: 683 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| + +execution time of: 1.2302e-04s: Index: 656 | Max_nodes: 66 | Active_nodes: 33 | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| + +execution time of: 1.2305e-04s: Index: 528 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| + +execution time of: 1.2307e-04s: Index: 660 | Max_nodes: 66 | Active_nodes: 33 | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| + +execution time of: 1.2314e-04s: Index: 468 | Max_nodes: 66 | Active_nodes: 33 | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| + +execution time of: 1.2314e-04s: Index: 668 | Max_nodes: 70 | Active_nodes: 35 | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| + +execution time of: 1.2315e-04s: Index: 440 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| + +execution time of: 1.2315e-04s: Index: 536 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| + +execution time of: 1.2330e-04s: Index: 530 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| + +execution time of: 1.2331e-04s: Index: 432 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| + +execution time of: 1.2334e-04s: Index: 422 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| + +execution time of: 1.2334e-04s: Index: 593 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| + +execution time of: 1.2336e-04s: Index: 575 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| + +execution time of: 1.2336e-04s: Index: 492 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| + +execution time of: 1.2341e-04s: Index: 687 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| + +execution time of: 1.2345e-04s: Index: 650 | Max_nodes: 66 | Active_nodes: 33 | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| + +execution time of: 1.2351e-04s: Index: 671 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| + +execution time of: 1.2355e-04s: Index: 534 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5| + +execution time of: 1.2357e-04s: Index: 696 | Max_nodes: 70 | Active_nodes: 35 | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 3| + +execution time of: 1.2358e-04s: Index: 587 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| + +execution time of: 1.2364e-04s: Index: 464 | Max_nodes: 66 | Active_nodes: 33 | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| + +execution time of: 1.2375e-04s: Index: 714 | Max_nodes: 78 | Active_nodes: 39 | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| + +execution time of: 1.2378e-04s: Index: 689 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| + +execution time of: 1.2379e-04s: Index: 585 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| + +execution time of: 1.2382e-04s: Index: 488 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| + +execution time of: 1.2383e-04s: Index: 635 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| + +execution time of: 1.2391e-04s: Index: 602 | Max_nodes: 66 | Active_nodes: 33 | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 4| + +execution time of: 1.2394e-04s: Index: 494 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| + +execution time of: 1.2399e-04s: Index: 645 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| + +execution time of: 1.2401e-04s: Index: 638 | Max_nodes: 66 | Active_nodes: 33 | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| + +execution time of: 1.2412e-04s: Index: 573 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| + +execution time of: 1.2417e-04s: Index: 608 | Max_nodes: 66 | Active_nodes: 33 | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| + +execution time of: 1.2418e-04s: Index: 641 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| + +execution time of: 1.2420e-04s: Index: 614 | Max_nodes: 66 | Active_nodes: 33 | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4| + +execution time of: 1.2424e-04s: Index: 506 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| + +execution time of: 1.2424e-04s: Index: 486 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| + +execution time of: 1.2424e-04s: Index: 438 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| + +execution time of: 1.2425e-04s: Index: 692 | Max_nodes: 78 | Active_nodes: 39 | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| + +execution time of: 1.2426e-04s: Index: 588 | Max_nodes: 70 | Active_nodes: 35 | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| + +execution time of: 1.2432e-04s: Index: 702 | Max_nodes: 70 | Active_nodes: 35 | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| + +execution time of: 1.2435e-04s: Index: 518 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| + +execution time of: 1.2437e-04s: Index: 648 | Max_nodes: 66 | Active_nodes: 33 | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| + +execution time of: 1.2440e-04s: Index: 479 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| + +execution time of: 1.2442e-04s: Index: 591 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| + +execution time of: 1.2443e-04s: Index: 654 | Max_nodes: 66 | Active_nodes: 33 | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4| + +execution time of: 1.2455e-04s: Index: 458 | Max_nodes: 66 | Active_nodes: 33 | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| + +execution time of: 1.2456e-04s: Index: 456 | Max_nodes: 66 | Active_nodes: 33 | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| + +execution time of: 1.2459e-04s: Index: 718 | Max_nodes: 94 | Active_nodes: 47 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| + +execution time of: 1.2460e-04s: Index: 612 | Max_nodes: 66 | Active_nodes: 33 | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4| + +execution time of: 1.2466e-04s: Index: 681 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| + +execution time of: 1.2470e-04s: Index: 659 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| + +execution time of: 1.2472e-04s: Index: 666 | Max_nodes: 70 | Active_nodes: 35 | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| + +execution time of: 1.2477e-04s: Index: 626 | Max_nodes: 66 | Active_nodes: 33 | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| + +execution time of: 1.2485e-04s: Index: 669 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| + +execution time of: 1.2485e-04s: Index: 639 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| + +execution time of: 1.2486e-04s: Index: 576 | Max_nodes: 70 | Active_nodes: 35 | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| + +execution time of: 1.2488e-04s: Index: 706 | Max_nodes: 78 | Active_nodes: 39 | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| + +execution time of: 1.2496e-04s: Index: 326 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| + +execution time of: 1.2496e-04s: Index: 690 | Max_nodes: 78 | Active_nodes: 39 | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| + +execution time of: 1.2511e-04s: Index: 584 | Max_nodes: 70 | Active_nodes: 35 | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| + +execution time of: 1.2511e-04s: Index: 428 | Max_nodes: 66 | Active_nodes: 33 | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| + +execution time of: 1.2520e-04s: Index: 527 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| + +execution time of: 1.2520e-04s: Index: 420 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| + +execution time of: 1.2523e-04s: Index: 578 | Max_nodes: 70 | Active_nodes: 35 | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| + +execution time of: 1.2529e-04s: Index: 715 | Max_nodes: 94 | Active_nodes: 47 | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| + +execution time of: 1.2529e-04s: Index: 416 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| + +execution time of: 1.2533e-04s: Index: 477 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| + +execution time of: 1.2533e-04s: Index: 324 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| + +execution time of: 1.2534e-04s: Index: 620 | Max_nodes: 70 | Active_nodes: 35 | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| + +execution time of: 1.2534e-04s: Index: 510 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| + +execution time of: 1.2535e-04s: Index: 462 | Max_nodes: 66 | Active_nodes: 33 | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 4| + +execution time of: 1.2541e-04s: Index: 697 | Max_nodes: 78 | Active_nodes: 39 | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| + +execution time of: 1.2541e-04s: Index: 636 | Max_nodes: 66 | Active_nodes: 33 | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| + +execution time of: 1.2546e-04s: Index: 633 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| + +execution time of: 1.2548e-04s: Index: 516 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| + +execution time of: 1.2548e-04s: Index: 596 | Max_nodes: 78 | Active_nodes: 39 | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| + +execution time of: 1.2559e-04s: Index: 482 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| + +execution time of: 1.2560e-04s: Index: 618 | Max_nodes: 70 | Active_nodes: 35 | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| + +execution time of: 1.2560e-04s: Index: 426 | Max_nodes: 66 | Active_nodes: 33 | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| + +execution time of: 1.2567e-04s: Index: 703 | Max_nodes: 78 | Active_nodes: 39 | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| + +execution time of: 1.2567e-04s: Index: 700 | Max_nodes: 78 | Active_nodes: 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-> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -execution time of: 1.7513e-05s: Index: 457 | Max_nodes: 93 | Active_nodes: 39 | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -execution time of: 1.7520e-05s: Index: 66 | Max_nodes: 83 | Active_nodes: 33 | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -execution time of: 1.7523e-05s: Index: 113 | Max_nodes: 109 | Active_nodes: 47 | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -execution time of: 1.7523e-05s: Index: 191 | Max_nodes: 79 | Active_nodes: 32 | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -execution time of: 1.7528e-05s: Index: 520 | Max_nodes: 91 | Active_nodes: 39 | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -execution time of: 1.7535e-05s: Index: 10 | Max_nodes: 83 | Active_nodes: 33 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -execution time of: 1.7538e-05s: Index: 340 | Max_nodes: 85 | Active_nodes: 35 | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -execution time of: 1.7540e-05s: Index: 275 | Max_nodes: 79 | Active_nodes: 32 | 0 -> 2|1 -> 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-> 3|5 -> 4| -execution time of: 1.7610e-05s: Index: 204 | Max_nodes: 80 | Active_nodes: 32 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -execution time of: 1.7610e-05s: Index: 186 | Max_nodes: 83 | Active_nodes: 33 | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -execution time of: 1.7615e-05s: Index: 194 | Max_nodes: 80 | Active_nodes: 32 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -execution time of: 1.7623e-05s: Index: 313 | Max_nodes: 85 | Active_nodes: 35 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -execution time of: 1.7625e-05s: Index: 351 | Max_nodes: 79 | Active_nodes: 32 | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -execution time of: 1.7625e-05s: Index: 469 | Max_nodes: 105 | Active_nodes: 47 | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -execution time of: 1.7633e-05s: Index: 134 | Max_nodes: 80 | Active_nodes: 32 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -execution time of: 1.7635e-05s: Index: 568 | Max_nodes: 103 | Active_nodes: 47 | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -execution time of: 1.7638e-05s: Index: 222 | Max_nodes: 83 | Active_nodes: 33 | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -execution time of: 1.7643e-05s: Index: 258 | Max_nodes: 79 | Active_nodes: 33 | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -execution time of: 1.7648e-05s: Index: 185 | Max_nodes: 79 | Active_nodes: 32 | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -execution time of: 1.7653e-05s: Index: 161 | Max_nodes: 79 | Active_nodes: 32 | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -execution time of: 1.7662e-05s: Index: 247 | Max_nodes: 79 | Active_nodes: 33 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -execution time of: 1.7665e-05s: Index: 329 | Max_nodes: 79 | Active_nodes: 32 | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -execution time of: 1.7670e-05s: Index: 39 | Max_nodes: 109 | Active_nodes: 47 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -execution time of: 1.7680e-05s: Index: 268 | Max_nodes: 79 | Active_nodes: 33 | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -execution time of: 1.7693e-05s: Index: 531 | Max_nodes: 103 | Active_nodes: 47 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -execution time of: 1.7695e-05s: Index: 485 | Max_nodes: 91 | Active_nodes: 39 | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -execution time of: 1.7700e-05s: Index: 371 | Max_nodes: 105 | Active_nodes: 47 | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -execution time of: 1.7707e-05s: Index: 90 | Max_nodes: 89 | Active_nodes: 35 | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -execution time of: 1.7718e-05s: Index: 608 | Max_nodes: 75 | Active_nodes: 33 | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -execution time of: 1.7723e-05s: Index: 182 | Max_nodes: 80 | Active_nodes: 32 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -execution time of: 1.7725e-05s: Index: 279 | Max_nodes: 79 | Active_nodes: 32 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -execution time of: 1.7728e-05s: Index: 174 | Max_nodes: 80 | Active_nodes: 32 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -execution time of: 1.7730e-05s: Index: 346 | Max_nodes: 85 | Active_nodes: 35 | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -execution time of: 1.7738e-05s: Index: 42 | Max_nodes: 83 | Active_nodes: 33 | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -execution time of: 1.7743e-05s: Index: 517 | Max_nodes: 91 | Active_nodes: 39 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -execution time of: 1.7743e-05s: Index: 369 | Max_nodes: 105 | Active_nodes: 47 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -execution time of: 1.7753e-05s: Index: 105 | Max_nodes: 109 | Active_nodes: 47 | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -execution time of: 1.7760e-05s: Index: 97 | Max_nodes: 89 | Active_nodes: 35 | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -execution time of: 1.7770e-05s: Index: 44 | Max_nodes: 83 | Active_nodes: 33 | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -execution time of: 1.7772e-05s: Index: 87 | Max_nodes: 109 | Active_nodes: 47 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -execution time of: 1.7778e-05s: Index: 381 | Max_nodes: 105 | Active_nodes: 47 | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -execution time of: 1.7783e-05s: Index: 379 | Max_nodes: 93 | Active_nodes: 39 | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -execution time of: 1.7790e-05s: Index: 391 | Max_nodes: 77 | Active_nodes: 33 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -execution time of: 1.7792e-05s: Index: 363 | Max_nodes: 93 | Active_nodes: 39 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -execution time of: 1.7793e-05s: Index: 71 | Max_nodes: 109 | Active_nodes: 47 | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -execution time of: 1.7795e-05s: Index: 514 | Max_nodes: 81 | Active_nodes: 35 | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -execution time of: 1.7798e-05s: Index: 200 | Max_nodes: 80 | Active_nodes: 32 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -execution time of: 1.7800e-05s: Index: 224 | Max_nodes: 83 | Active_nodes: 33 | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -execution time of: 1.7803e-05s: Index: 122 | Max_nodes: 80 | Active_nodes: 32 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -execution time of: 1.7808e-05s: Index: 128 | Max_nodes: 80 | Active_nodes: 32 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -execution time of: 1.7810e-05s: Index: 303 | Max_nodes: 79 | Active_nodes: 32 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -execution time of: 1.7813e-05s: Index: 25 | Max_nodes: 83 | Active_nodes: 33 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -execution time of: 1.7815e-05s: Index: 59 | Max_nodes: 109 | Active_nodes: 47 | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -execution time of: 1.7818e-05s: Index: 57 | Max_nodes: 109 | Active_nodes: 47 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -execution time of: 1.7820e-05s: Index: 19 | Max_nodes: 89 | Active_nodes: 35 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -execution time of: 1.7823e-05s: Index: 100 | Max_nodes: 89 | Active_nodes: 35 | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -execution 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Max_nodes: 89 | Active_nodes: 35 | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -execution time of: 1.8713e-05s: Index: 214 | Max_nodes: 101 | Active_nodes: 39 | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -execution time of: 1.8735e-05s: Index: 51 | Max_nodes: 101 | Active_nodes: 39 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -execution time of: 1.8740e-05s: Index: 70 | Max_nodes: 101 | Active_nodes: 39 | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -execution time of: 1.8743e-05s: Index: 321 | Max_nodes: 79 | Active_nodes: 32 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -execution time of: 1.8770e-05s: Index: 301 | Max_nodes: 109 | Active_nodes: 47 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -execution time of: 1.8775e-05s: Index: 7 | Max_nodes: 83 | Active_nodes: 33 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -execution time of: 1.8800e-05s: Index: 149 | Max_nodes: 89 | Active_nodes: 35 | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -execution time of: 1.8813e-05s: Index: 64 | Max_nodes: 101 | Active_nodes: 39 | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -execution time of: 1.8818e-05s: Index: 147 | Max_nodes: 89 | Active_nodes: 35 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -execution time of: 1.8835e-05s: Index: 157 | Max_nodes: 89 | Active_nodes: 35 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -execution time of: 1.8840e-05s: Index: 136 | Max_nodes: 89 | Active_nodes: 35 | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -execution time of: 1.8858e-05s: Index: 291 | Max_nodes: 109 | Active_nodes: 47 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -execution time of: 1.8883e-05s: Index: 293 | Max_nodes: 109 | Active_nodes: 47 | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -execution time of: 1.8888e-05s: Index: 61 | Max_nodes: 101 | Active_nodes: 39 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -execution time of: 1.8923e-05s: Index: 171 | Max_nodes: 101 | Active_nodes: 39 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -execution time of: 1.8933e-05s: Index: 173 | Max_nodes: 101 | Active_nodes: 39 | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -execution time of: 1.8955e-05s: Index: 232 | Max_nodes: 101 | Active_nodes: 39 | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -execution time of: 1.8985e-05s: Index: 135 | Max_nodes: 101 | Active_nodes: 39 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -execution time of: 1.8990e-05s: Index: 310 | Max_nodes: 109 | Active_nodes: 47 | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -execution time of: 1.9023e-05s: Index: 187 | Max_nodes: 101 | Active_nodes: 39 | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -execution time of: 1.9083e-05s: Index: 274 | Max_nodes: 79 | Active_nodes: 33 | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -execution time of: 1.9123e-05s: Index: 304 | Max_nodes: 109 | Active_nodes: 47 | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -execution time of: 1.9130e-05s: Index: 166 | Max_nodes: 89 | Active_nodes: 35 | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -execution time of: 1.9150e-05s: Index: 146 | Max_nodes: 80 | Active_nodes: 32 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -execution time of: 1.9155e-05s: Index: 366 | Max_nodes: 74 | Active_nodes: 32 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -execution time of: 1.9175e-05s: Index: 190 | Max_nodes: 101 | Active_nodes: 39 | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -execution time of: 1.9198e-05s: Index: 272 | Max_nodes: 76 | Active_nodes: 32 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -execution time of: 1.9230e-05s: Index: 208 | Max_nodes: 101 | Active_nodes: 39 | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -execution time of: 1.9235e-05s: Index: 181 | Max_nodes: 101 | Active_nodes: 39 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -execution time of: 1.9258e-05s: Index: 154 | Max_nodes: 83 | Active_nodes: 33 | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -execution time of: 1.9275e-05s: Index: 160 | Max_nodes: 89 | Active_nodes: 35 | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -execution time of: 1.9278e-05s: Index: 32 | Max_nodes: 80 | Active_nodes: 32 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -execution time of: 1.9385e-05s: Index: 162 | Max_nodes: 83 | Active_nodes: 33 | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -execution time of: 1.9433e-05s: Index: 164 | Max_nodes: 83 | Active_nodes: 33 | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -execution time of: 1.9438e-05s: Index: 104 | Max_nodes: 83 | Active_nodes: 33 | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -execution time of: 1.9495e-05s: Index: 88 | Max_nodes: 101 | Active_nodes: 39 | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -execution time of: 1.9515e-05s: Index: 137 | Max_nodes: 101 | Active_nodes: 39 | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -execution time of: 1.9525e-05s: Index: 184 | Max_nodes: 101 | Active_nodes: 39 | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -execution time of: 1.9673e-05s: Index: 245 | Max_nodes: 85 | Active_nodes: 35 | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -execution time of: 1.9683e-05s: Index: 106 | Max_nodes: 89 | Active_nodes: 35 | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -execution time of: 1.9750e-05s: Index: 651 | Max_nodes: 102 | Active_nodes: 47 | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -execution time of: 2.0085e-05s: Index: 328 | Max_nodes: 109 | Active_nodes: 47 | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -execution time of: 2.0118e-05s: Index: 163 | Max_nodes: 89 | Active_nodes: 35 | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -execution time of: 2.0188e-05s: Index: 445 | Max_nodes: 105 | Active_nodes: 47 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -execution time of: 2.0568e-05s: Index: 365 | Max_nodes: 93 | Active_nodes: 39 | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -execution time of: 2.7423e-05s: Index: 323 | Max_nodes: 79 | Active_nodes: 32 | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| ________________________________________________________________________________________________ diff --git a/test/BenchmarkQuasm/results/qpeinexact_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/qpeinexact_indep_qiskit_controls.txt index 05c3bacc..d236f83e 100644 --- a/test/BenchmarkQuasm/results/qpeinexact_indep_qiskit_controls.txt +++ b/test/BenchmarkQuasm/results/qpeinexact_indep_qiskit_controls.txt @@ -8,15 +8,14 @@ i: 0 1 5:======== 6: 0 | o: 0 | -Q: 0 w: 1 | Q: 1 w: 3 | Computed Permutation: ................0 -> 0|1 -> 1| Original Permutation: ................0 -> 0|1 -> 1| -Identity Duration: 1.6500e-06s............................. -Permuted Duration: 1.6575e-06s............................. +Identity Duration: 1.5151e-05s............................. +Permuted Duration: 1.5166e-05s............................. Identity active_nodes: 2 ...................................... Permuted active_nodes: 2 ...................................... -Identity max_nodes: 6 ...................................... -Permuted max_nodes: 6 ...................................... +Identity max_nodes: 4 ...................................... +Permuted max_nodes: 4 ...................................... ________________________________________________________________________________________________ Start Simulation of qpeinexact_indep_qiskit_3__________________________________________________ @@ -35,15 +34,14 @@ Start Simulation of qpeinexact_indep_qiskit_3___________________________________ 11:...0...|...| 12:...|...1...| .o:...0...1...| -Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 4.1425e-06s............................. -Permuted Duration: 3.5400e-06s............................. +Identity Duration: 3.0340e-05s............................. +Permuted Duration: 3.0546e-05s............................. Identity active_nodes: 4 ...................................... Permuted active_nodes: 4 ...................................... -Identity max_nodes: 10 ...................................... -Permuted max_nodes: 10 ...................................... +Identity max_nodes: 8 ...................................... +Permuted max_nodes: 8 ...................................... ________________________________________________________________________________________________ Start Simulation of qpeinexact_indep_qiskit_4__________________________________________________ @@ -68,15 +66,14 @@ Start Simulation of qpeinexact_indep_qiskit_4___________________________________ 17:...|...1...|...| 18:...|...|...2...| .o:...0...1...2...| -Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | Q: 3 w: 5 | Computed Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Identity Duration: 6.9200e-06s............................. -Permuted Duration: 6.4478e-06s............................. +Identity Duration: 5.2025e-05s............................. +Permuted Duration: 5.2098e-05s............................. Identity active_nodes: 8 ...................................... Permuted active_nodes: 8 ...................................... -Identity max_nodes: 19 ...................................... -Permuted max_nodes: 20 ...................................... +Identity max_nodes: 16 ...................................... +Permuted max_nodes: 16 ...................................... ________________________________________________________________________________________________ Start Simulation of qpeinexact_indep_qiskit_5__________________________________________________ @@ -109,15 +106,14 @@ Start Simulation of qpeinexact_indep_qiskit_5___________________________________ 25:...|...|...2...|...| 26:...|...|...|...3...| .o:...0...1...2...3...| -Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | Q: 3 w: 5 | Q: 4 w: 6 | Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: 1.1655e-05s............................. -Permuted Duration: 1.0915e-05s............................. +Identity Duration: 8.4673e-05s............................. +Permuted Duration: 8.4874e-05s............................. Identity active_nodes: 16 ...................................... Permuted active_nodes: 16 ...................................... -Identity max_nodes: 37 ...................................... -Permuted max_nodes: 40 ...................................... +Identity max_nodes: 32 ...................................... +Permuted max_nodes: 32 ...................................... ________________________________________________________________________________________________ Start Simulation of qpeinexact_indep_qiskit_6__________________________________________________ @@ -158,73 +154,13 @@ Start Simulation of qpeinexact_indep_qiskit_6___________________________________ 33:...|...|...|...3...|...| 34:...|...|...|...|...4...| .o:...0...1...2...3...4...| -Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | Q: 3 w: 5 | Q: 4 w: 6 | Q: 5 w: 7 | Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Identity Duration: 1.7790e-05s............................. -Permuted Duration: 1.8153e-05s............................. +Identity Duration: 1.3223e-04s............................. +Permuted Duration: 1.3228e-04s............................. Identity active_nodes: 32 ...................................... Permuted active_nodes: 32 ...................................... -Identity max_nodes: 73 ...................................... -Permuted max_nodes: 80 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qpeinexact_indep_qiskit_7__________________________________________________ - -.i:...0...1...2...3...4...5...6 -.1:...h...|...|...|...|...|...| -.2:...|...h...|...|...|...|...| -.3:...|...|...h...|...|...|...| -.4:...|...|...|...h...|...|...| -.5:...|...|...|...|...h...|...| -.6:...|...|...|...|...|...h...| -.7:...|...|...|...|...|...|...x -.8:...p...|...|...|...|...|...c p: (-2.6998e+00) -.9:...|...p...|...|...|...|...c p: (8.8357e-01) -10:...|...|...p...|...|...|...c p: (1.7671e+00) -11:...|...|...|...p...|...|...c p: (-2.7489e+00) -12:...|...|..sw..sw...|...|...| -13:...|...|...|...|...t...|...c -14:...|..sw...|...|..sw...|...| -15:...|...|...|...|...|...s...c -16:..sw...|...|...|...|..sw...| -17:...h...|...|...|...|...|...| -18:.sdg...c...|...|...|...|...| -19:...|...h...|...|...|...|...| -20:.tdg...|...c...|...|...|...| -21:...|.sdg...c...|...|...|...| -22:...|...|...h...|...|...|...| -23:...p...|...|...c...|...|...| p: (-3.9270e-01) -24:...|.tdg...|...c...|...|...| -25:...|...|.sdg...c...|...|...| -26:...|...|...|...h...|...|...| -27:...p...|...|...|...c...|...| p: (-1.9635e-01) -28:...|...p...|...|...c...|...| p: (-3.9270e-01) -29:...|...|.tdg...|...c...|...| -30:...|...|...|.sdg...c...|...| -31:...|...|...|...|...h...|...| -32:...p...|...|...|...|...c...| p: (-9.8175e-02) -33:...|...p...|...|...|...c...| p: (-1.9635e-01) -34:...|...|...p...|...|...c...| p: (-3.9270e-01) -35:...|...|...|.tdg...|...c...| -36:...|...|...|...|.sdg...c...| -37:...|...|...|...|...|...h...| -38:============================ -39:...0...|...|...|...|...|...| -40:...|...1...|...|...|...|...| -41:...|...|...2...|...|...|...| -42:...|...|...|...3...|...|...| -43:...|...|...|...|...4...|...| -44:...|...|...|...|...|...5...| -.o:...0...1...2...3...4...5...| -Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | Q: 3 w: 5 | Q: 4 w: 6 | Q: 5 w: 7 | Q: 6 w: 8 | -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Identity Duration: 2.7610e-05s............................. -Permuted Duration: 3.0340e-05s............................. -Identity active_nodes: 64 ...................................... -Permuted active_nodes: 64 ...................................... -Identity max_nodes: 145...................................... -Permuted max_nodes: 160...................................... +Identity max_nodes: 64 ...................................... +Permuted max_nodes: 64 ...................................... ________________________________________________________________________________________________ diff --git a/test/BenchmarkQuasm/results/qpeinexact_indep_qiskit_gates.txt b/test/BenchmarkQuasm/results/qpeinexact_indep_qiskit_gates.txt deleted file mode 100644 index be7749fb..00000000 --- a/test/BenchmarkQuasm/results/qpeinexact_indep_qiskit_gates.txt +++ /dev/null @@ -1,224 +0,0 @@ -Start Simulation of qpeinexact_indep_qiskit_2__________________________________________________ - -i: 0 1 -1: h | -2: | x -3: s c -4: h | -5:======== -6: 0 | -o: 0 | -Computed Permutation: ................0 -> 0|1 -> 1| -Original Permutation: ................0 -> 0|1 -> 1| -Identity Duration: 1.6225e-06s............................. -Permuted Duration: 1.6125e-06s............................. -Identity active_nodes: 2 ...................................... -Permuted active_nodes: 2 ...................................... -Identity max_nodes: 6 ...................................... -Permuted max_nodes: 6 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qpeinexact_indep_qiskit_3__________________________________________________ - -.i:...0...1...2 -.1:...h...|...| -.2:...|...h...| -.3:...|...|...x -.4:...p...|...c p: (2.3562e+00) -.5:...|.sdg...c -.6:..sw..sw...| -.7:...h...|...| -.8:.sdg...c...| -.9:...|...h...| -10:============ -11:...0...|...| -12:...|...1...| -.o:...0...1...| -Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 5.3525e-06s............................. -Permuted Duration: 4.4950e-06s............................. -Identity active_nodes: 4 ...................................... -Permuted active_nodes: 4 ...................................... -Identity max_nodes: 10 ...................................... -Permuted max_nodes: 10 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qpeinexact_indep_qiskit_4__________________________________________________ - -.i:...0...1...2...3 -.1:...h...|...|...| -.2:...|...h...|...| -.3:...|...|...h...| -.4:...|...|...|...x -.5:...p...|...|...c p: (-2.7489e+00) -.6:...|...t...|...c -.7:...|...|...s...c -.8:..sw...|..sw...| -.9:...h...|...|...| -10:.sdg...c...|...| -11:...|...h...|...| -12:.tdg...|...c...| -13:...|.sdg...c...| -14:...|...|...h...| -15:================ -16:...0...|...|...| -17:...|...1...|...| -18:...|...|...2...| -.o:...0...1...2...| -Computed Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Identity Duration: 8.7575e-06s............................. -Permuted Duration: 8.1178e-06s............................. -Identity active_nodes: 8 ...................................... -Permuted active_nodes: 8 ...................................... -Identity max_nodes: 19 ...................................... -Permuted max_nodes: 20 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qpeinexact_indep_qiskit_5__________________________________________________ - -.i:...0...1...2...3...4 -.1:...h...|...|...|...| -.2:...|...h...|...|...| -.3:...|...|...h...|...| -.4:...|...|...|...h...| -.5:...|...|...|...|...x -.6:...p...|...|...|...c p: (1.9635e-01) -.7:...|...p...|...|...c p: (3.9270e-01) -.8:...|...|...t...|...c -.9:...|..sw..sw...|...| -10:...|...|...|...s...c -11:..sw...|...|..sw...| -12:...h...|...|...|...| -13:.sdg...c...|...|...| -14:...|...h...|...|...| -15:.tdg...|...c...|...| -16:...|.sdg...c...|...| -17:...|...|...h...|...| -18:...p...|...|...c...| p: (-3.9270e-01) -19:...|.tdg...|...c...| -20:...|...|.sdg...c...| -21:...|...|...|...h...| -22:==================== -23:...0...|...|...|...| -24:...|...1...|...|...| -25:...|...|...2...|...| -26:...|...|...|...3...| -.o:...0...1...2...3...| -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: 1.6941e-05s............................. -Permuted Duration: 2.7493e-05s............................. -Identity active_nodes: 16 ...................................... -Permuted active_nodes: 16 ...................................... -Identity max_nodes: 37 ...................................... -Permuted max_nodes: 40 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qpeinexact_indep_qiskit_6__________________________________________________ - -.i:...0...1...2...3...4...5 -.1:...h...|...|...|...|...| -.2:...|...h...|...|...|...| -.3:...|...|...h...|...|...| -.4:...|...|...|...h...|...| -.5:...|...|...|...|...h...| -.6:...|...|...|...|...|...x -.7:...p...|...|...|...|...c p: (2.6507e+00) -.8:...|...p...|...|...|...c p: (-9.8175e-01) -.9:...|...|...p...|...|...c p: (-1.9635e+00) -10:...|...|...|...p...|...c p: (2.3562e+00) -11:...|..sw...|..sw...|...| -12:...|...|...|...|.sdg...c -13:..sw...|...|...|..sw...| -14:...h...|...|...|...|...| -15:.sdg...c...|...|...|...| -16:...|...h...|...|...|...| -17:.tdg...|...c...|...|...| -18:...|.sdg...c...|...|...| -19:...|...|...h...|...|...| -20:...p...|...|...c...|...| p: (-3.9270e-01) -21:...|.tdg...|...c...|...| -22:...|...|.sdg...c...|...| -23:...|...|...|...h...|...| -24:...p...|...|...|...c...| p: (-1.9635e-01) -25:...|...p...|...|...c...| p: (-3.9270e-01) -26:...|...|.tdg...|...c...| -27:...|...|...|.sdg...c...| -28:...|...|...|...|...h...| -29:======================== -30:...0...|...|...|...|...| -31:...|...1...|...|...|...| -32:...|...|...2...|...|...| -33:...|...|...|...3...|...| -34:...|...|...|...|...4...| -.o:...0...1...2...3...4...| -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Identity Duration: 1.7760e-05s............................. -Permuted Duration: 1.8133e-05s............................. -Identity active_nodes: 32 ...................................... -Permuted active_nodes: 32 ...................................... -Identity max_nodes: 73 ...................................... -Permuted max_nodes: 80 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qpeinexact_indep_qiskit_7__________________________________________________ - -.i:...0...1...2...3...4...5...6 -.1:...h...|...|...|...|...|...| -.2:...|...h...|...|...|...|...| -.3:...|...|...h...|...|...|...| -.4:...|...|...|...h...|...|...| -.5:...|...|...|...|...h...|...| -.6:...|...|...|...|...|...h...| -.7:...|...|...|...|...|...|...x -.8:...p...|...|...|...|...|...c p: (-2.6998e+00) -.9:...|...p...|...|...|...|...c p: (8.8357e-01) -10:...|...|...p...|...|...|...c p: (1.7671e+00) -11:...|...|...|...p...|...|...c p: (-2.7489e+00) -12:...|...|..sw..sw...|...|...| -13:...|...|...|...|...t...|...c -14:...|..sw...|...|..sw...|...| -15:...|...|...|...|...|...s...c -16:..sw...|...|...|...|..sw...| -17:...h...|...|...|...|...|...| -18:.sdg...c...|...|...|...|...| -19:...|...h...|...|...|...|...| -20:.tdg...|...c...|...|...|...| -21:...|.sdg...c...|...|...|...| -22:...|...|...h...|...|...|...| -23:...p...|...|...c...|...|...| p: (-3.9270e-01) -24:...|.tdg...|...c...|...|...| -25:...|...|.sdg...c...|...|...| -26:...|...|...|...h...|...|...| -27:...p...|...|...|...c...|...| p: (-1.9635e-01) -28:...|...p...|...|...c...|...| p: (-3.9270e-01) -29:...|...|.tdg...|...c...|...| -30:...|...|...|.sdg...c...|...| -31:...|...|...|...|...h...|...| -32:...p...|...|...|...|...c...| p: (-9.8175e-02) -33:...|...p...|...|...|...c...| p: (-1.9635e-01) -34:...|...|...p...|...|...c...| p: (-3.9270e-01) -35:...|...|...|.tdg...|...c...| -36:...|...|...|...|.sdg...c...| -37:...|...|...|...|...|...h...| -38:============================ -39:...0...|...|...|...|...|...| -40:...|...1...|...|...|...|...| -41:...|...|...2...|...|...|...| -42:...|...|...|...3...|...|...| -43:...|...|...|...|...4...|...| -44:...|...|...|...|...|...5...| -.o:...0...1...2...3...4...5...| -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Identity Duration: 2.7843e-05s............................. -Permuted Duration: 3.0691e-05s............................. -Identity active_nodes: 64 ...................................... -Permuted active_nodes: 64 ...................................... -Identity max_nodes: 145...................................... -Permuted max_nodes: 160...................................... -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/qwalk-noancilla_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/qwalk-noancilla_indep_qiskit_all.txt index 2e7a2d7a..2b7d589f 100644 --- a/test/BenchmarkQuasm/results/qwalk-noancilla_indep_qiskit_all.txt +++ b/test/BenchmarkQuasm/results/qwalk-noancilla_indep_qiskit_all.txt @@ -32,39 +32,57 @@ Start Simulation of qwalk-noancilla_indep_qiskit_3______________________________ 29: | | 2 o: 0 1 2 Total Permutations: 6 -Min time: 9.4602e-06s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max time: 1.5008e-05s................. Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| +Min time: 8.2151e-05s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max time: 1.1562e-04s................. Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| Min active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Min max nodes: 10 nodes.................... Permutation 2 : 0 -> 1|1 -> 0|2 -> 2| +Min max nodes: 8 nodes.................... Permutation 2 : 0 -> 1|1 -> 0|2 -> 2| Max active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max max nodes: 12 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max max nodes: 10 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| ________________________________________________________________________________________________ 6 permutations have 3 active nodes. +Index: 2 | Max_nodes: 8 | Time: 9.1965e-05s | 0 -> 1|1 -> 0|2 -> 2| +Index: 4 | Max_nodes: 8 | Time: 1.0495e-04s | 0 -> 2|1 -> 0|2 -> 1| +Index: 0 | Max_nodes: 10 | Time: 8.2151e-05s | 0 -> 0|1 -> 1|2 -> 2| +Index: 1 | Max_nodes: 10 | Time: 9.2245e-05s | 0 -> 0|1 -> 2|2 -> 1| +Index: 3 | Max_nodes: 10 | Time: 1.0384e-04s | 0 -> 1|1 -> 2|2 -> 0| +Index: 5 | Max_nodes: 10 | Time: 1.1562e-04s | 0 -> 2|1 -> 1|2 -> 0| ........................... -Average time: 1.1843e-05s +Average time: 9.8461e-05s ________________________________________________________________________________________________ -2 permutations have 10 max nodes. +2 permutations have 8 max nodes. +Index: 2 | Active_nodes: 3 | Time: 9.1965e-05s | 0 -> 1|1 -> 0|2 -> 2| +Index: 4 | Active_nodes: 3 | Time: 1.0495e-04s | 0 -> 2|1 -> 0|2 -> 1| ........................... -Average time: 1.1616e-05s +Average time: 9.8456e-05s -4 permutations have 12 max nodes. +4 permutations have 10 max nodes. +Index: 0 | Active_nodes: 3 | Time: 8.2151e-05s | 0 -> 0|1 -> 1|2 -> 2| +Index: 1 | Active_nodes: 3 | Time: 9.2245e-05s | 0 -> 0|1 -> 2|2 -> 1| +Index: 3 | Active_nodes: 3 | Time: 1.0384e-04s | 0 -> 1|1 -> 2|2 -> 0| +Index: 5 | Active_nodes: 3 | Time: 1.1562e-04s | 0 -> 2|1 -> 1|2 -> 0| ........................... -Average time: 1.1956e-05s +Average time: 9.8464e-05s ________________________________________________________________________________________________ -execution time of: 9.4602e-06s: Index: 0 | Max_nodes: 12 | Active_nodes: 3 | 0 -> 0|1 -> 1|2 -> 2| -execution time of: 1.0607e-05s: Index: 2 | Max_nodes: 10 | Active_nodes: 3 | 0 -> 1|1 -> 0|2 -> 2| -execution time of: 1.0815e-05s: Index: 1 | Max_nodes: 12 | Active_nodes: 3 | 0 -> 0|1 -> 2|2 -> 1| -execution time of: 1.2543e-05s: Index: 3 | Max_nodes: 12 | Active_nodes: 3 | 0 -> 1|1 -> 2|2 -> 0| -execution time of: 1.2625e-05s: Index: 4 | Max_nodes: 10 | Active_nodes: 3 | 0 -> 2|1 -> 0|2 -> 1| -execution time of: 1.5008e-05s: Index: 5 | Max_nodes: 12 | Active_nodes: 3 | 0 -> 2|1 -> 1|2 -> 0| +execution time of: 8.2151e-05s: Index: 0 | Max_nodes: 10 | Active_nodes: 3 | 0 -> 0|1 -> 1|2 -> 2| + +execution time of: 9.1965e-05s: Index: 2 | Max_nodes: 8 | Active_nodes: 3 | 0 -> 1|1 -> 0|2 -> 2| + +execution time of: 9.2245e-05s: Index: 1 | Max_nodes: 10 | Active_nodes: 3 | 0 -> 0|1 -> 2|2 -> 1| + +execution time of: 1.0384e-04s: Index: 3 | Max_nodes: 10 | Active_nodes: 3 | 0 -> 1|1 -> 2|2 -> 0| + +execution time of: 1.0495e-04s: Index: 4 | Max_nodes: 8 | Active_nodes: 3 | 0 -> 2|1 -> 0|2 -> 1| + +execution time of: 1.1562e-04s: Index: 5 | Max_nodes: 10 | Active_nodes: 3 | 0 -> 2|1 -> 1|2 -> 0| + ________________________________________________________________________________________________ Start Simulation of qwalk-noancilla_indep_qiskit_4__________________________________________________ @@ -267,107 +285,154 @@ Start Simulation of qwalk-noancilla_indep_qiskit_4______________________________ 195:...|...|...|...3 ..o:...0...1...2...3 Total Permutations: 24 -Min time: 8.9666e-05s................. Permutation 2 : 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -Max time: 1.3282e-04s................. Permutation 22 : 0 -> 3|1 -> 2|2 -> 0|3 -> 1| +Min time: 6.7770e-04s................. Permutation 2 : 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +Max time: 8.0011e-04s................. Permutation 23 : 0 -> 3|1 -> 2|2 -> 1|3 -> 0| Min active nodes: 7 nodes.................... Permutation 1 : 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -Min max nodes: 21 nodes.................... Permutation 16 : 0 -> 2|1 -> 3|2 -> 0|3 -> 1| +Min max nodes: 15 nodes.................... Permutation 16 : 0 -> 2|1 -> 3|2 -> 0|3 -> 1| Max active nodes: 9 nodes.................... Permutation 2 : 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -Max max nodes: 31 nodes.................... Permutation 12 : 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +Max max nodes: 22 nodes.................... Permutation 2 : 0 -> 0|1 -> 2|2 -> 1|3 -> 3| ________________________________________________________________________________________________ 12 permutations have 7 active nodes. +Index: 16 | Max_nodes: 15 | Time: 7.5520e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| +Index: 22 | Max_nodes: 15 | Time: 7.7393e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| +Index: 8 | Max_nodes: 16 | Time: 7.0324e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| +Index: 14 | Max_nodes: 16 | Time: 7.1003e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +Index: 20 | Max_nodes: 16 | Time: 7.2315e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +Index: 10 | Max_nodes: 16 | Time: 7.3708e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +Index: 1 | Max_nodes: 19 | Time: 7.1848e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +Index: 7 | Max_nodes: 19 | Time: 7.3382e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +Index: 9 | Max_nodes: 20 | Time: 7.5623e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +Index: 15 | Max_nodes: 20 | Time: 7.7900e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +Index: 13 | Max_nodes: 22 | Time: 7.3811e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +Index: 3 | Max_nodes: 22 | Time: 7.5707e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| ........................... -Average time: 1.0234e-04s +Average time: 7.4044e-04s 6 permutations have 8 active nodes. +Index: 0 | Max_nodes: 19 | Time: 6.9352e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Index: 6 | Max_nodes: 19 | Time: 6.9590e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +Index: 11 | Max_nodes: 20 | Time: 7.5481e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| +Index: 21 | Max_nodes: 20 | Time: 7.9779e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| +Index: 5 | Max_nodes: 22 | Time: 7.5761e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +Index: 19 | Max_nodes: 22 | Time: 7.7998e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| ........................... -Average time: 1.0015e-04s +Average time: 7.4660e-04s 6 permutations have 9 active nodes. +Index: 17 | Max_nodes: 19 | Time: 7.7885e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +Index: 23 | Max_nodes: 19 | Time: 8.0011e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +Index: 2 | Max_nodes: 22 | Time: 6.7770e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +Index: 4 | Max_nodes: 22 | Time: 7.0087e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| +Index: 12 | Max_nodes: 22 | Time: 7.3570e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +Index: 18 | Max_nodes: 22 | Time: 7.5324e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| ........................... -Average time: 9.8592e-05s +Average time: 7.4108e-04s ________________________________________________________________________________________________ -2 permutations have 21 max nodes. +2 permutations have 15 max nodes. +Index: 16 | Active_nodes: 7 | Time: 7.5520e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| +Index: 22 | Active_nodes: 7 | Time: 7.7393e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| ........................... -Average time: 1.1563e-04s +Average time: 7.6457e-04s -4 permutations have 22 max nodes. +4 permutations have 16 max nodes. +Index: 8 | Active_nodes: 7 | Time: 7.0324e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| +Index: 14 | Active_nodes: 7 | Time: 7.1003e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +Index: 20 | Active_nodes: 7 | Time: 7.2315e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +Index: 10 | Active_nodes: 7 | Time: 7.3708e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| ........................... -Average time: 9.8716e-05s +Average time: 7.1837e-04s -1 permutations have 24 max nodes. +6 permutations have 19 max nodes. +Index: 1 | Active_nodes: 7 | Time: 7.1848e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +Index: 7 | Active_nodes: 7 | Time: 7.3382e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +Index: 0 | Active_nodes: 8 | Time: 6.9352e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Index: 6 | Active_nodes: 8 | Time: 6.9590e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +Index: 17 | Active_nodes: 9 | Time: 7.7885e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +Index: 23 | Active_nodes: 9 | Time: 8.0011e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| ........................... -Average time: 9.5666e-05s +Average time: 7.3678e-04s -1 permutations have 25 max nodes. +4 permutations have 20 max nodes. +Index: 9 | Active_nodes: 7 | Time: 7.5623e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +Index: 15 | Active_nodes: 7 | Time: 7.7900e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +Index: 11 | Active_nodes: 8 | Time: 7.5481e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| +Index: 21 | Active_nodes: 8 | Time: 7.9779e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| ........................... -Average time: 9.4206e-05s - -1 permutations have 26 max nodes. +Average time: 7.7196e-04s + +8 permutations have 22 max nodes. +Index: 13 | Active_nodes: 7 | Time: 7.3811e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +Index: 3 | Active_nodes: 7 | Time: 7.5707e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +Index: 5 | Active_nodes: 8 | Time: 7.5761e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +Index: 19 | Active_nodes: 8 | Time: 7.7998e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| +Index: 2 | Active_nodes: 9 | Time: 6.7770e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +Index: 4 | Active_nodes: 9 | Time: 7.0087e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| +Index: 12 | Active_nodes: 9 | Time: 7.3570e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +Index: 18 | Active_nodes: 9 | Time: 7.5324e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| ........................... -Average time: 9.8904e-05s +Average time: 7.3754e-04s + +________________________________________________________________________________________________ -4 permutations have 27 max nodes. +execution time of: 6.7770e-04s: Index: 2 | Max_nodes: 22 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -........................... -Average time: 1.0013e-04s +execution time of: 6.9352e-04s: Index: 0 | Max_nodes: 19 | Active_nodes: 8 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -5 permutations have 28 max nodes. +execution time of: 6.9590e-04s: Index: 6 | Max_nodes: 19 | Active_nodes: 8 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -........................... -Average time: 1.0423e-04s +execution time of: 7.0087e-04s: Index: 4 | Max_nodes: 22 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -3 permutations have 29 max nodes. +execution time of: 7.0324e-04s: Index: 8 | Max_nodes: 16 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| -........................... -Average time: 9.3961e-05s +execution time of: 7.1003e-04s: Index: 14 | Max_nodes: 16 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -1 permutations have 30 max nodes. +execution time of: 7.1848e-04s: Index: 1 | Max_nodes: 19 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -........................... -Average time: 1.0330e-04s +execution time of: 7.2315e-04s: Index: 20 | Max_nodes: 16 | Active_nodes: 7 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -2 permutations have 31 max nodes. +execution time of: 7.3382e-04s: Index: 7 | Max_nodes: 19 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -........................... -Average time: 9.9376e-05s +execution time of: 7.3570e-04s: Index: 12 | Max_nodes: 22 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -________________________________________________________________________________________________ +execution time of: 7.3708e-04s: Index: 10 | Max_nodes: 16 | Active_nodes: 7 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| + +execution time of: 7.3811e-04s: Index: 13 | Max_nodes: 22 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| + +execution time of: 7.5324e-04s: Index: 18 | Max_nodes: 22 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| + +execution time of: 7.5481e-04s: Index: 11 | Max_nodes: 20 | Active_nodes: 8 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| + +execution time of: 7.5520e-04s: Index: 16 | Max_nodes: 15 | Active_nodes: 7 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| + +execution time of: 7.5623e-04s: Index: 9 | Max_nodes: 20 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| + +execution time of: 7.5707e-04s: Index: 3 | Max_nodes: 22 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| + +execution time of: 7.5761e-04s: Index: 5 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| + +execution time of: 7.7393e-04s: Index: 22 | Max_nodes: 15 | Active_nodes: 7 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| + +execution time of: 7.7885e-04s: Index: 17 | Max_nodes: 19 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| + +execution time of: 7.7900e-04s: Index: 15 | Max_nodes: 20 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| + +execution time of: 7.7998e-04s: Index: 19 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| + +execution time of: 7.9779e-04s: Index: 21 | Max_nodes: 20 | Active_nodes: 8 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| + +execution time of: 8.0011e-04s: Index: 23 | Max_nodes: 19 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -execution time of: 8.9666e-05s: Index: 2 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -execution time of: 9.2369e-05s: Index: 4 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -execution time of: 9.2986e-05s: Index: 6 | Max_nodes: 27 | Active_nodes: 8 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -execution time of: 9.4106e-05s: Index: 8 | Max_nodes: 22 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| -execution time of: 9.4126e-05s: Index: 20 | Max_nodes: 22 | Active_nodes: 7 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -execution time of: 9.4206e-05s: Index: 0 | Max_nodes: 25 | Active_nodes: 8 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -execution time of: 9.5666e-05s: Index: 1 | Max_nodes: 24 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -execution time of: 9.6753e-05s: Index: 10 | Max_nodes: 22 | Active_nodes: 7 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| -execution time of: 9.8431e-05s: Index: 16 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| -execution time of: 9.8774e-05s: Index: 12 | Max_nodes: 31 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -execution time of: 9.8904e-05s: Index: 7 | Max_nodes: 26 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -execution time of: 9.9849e-05s: Index: 13 | Max_nodes: 29 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| -execution time of: 9.9979e-05s: Index: 18 | Max_nodes: 31 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| -execution time of: 1.0112e-04s: Index: 3 | Max_nodes: 27 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -execution time of: 1.0114e-04s: Index: 9 | Max_nodes: 27 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -execution time of: 1.0138e-04s: Index: 11 | Max_nodes: 28 | Active_nodes: 8 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -execution time of: 1.0274e-04s: Index: 17 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -execution time of: 1.0279e-04s: Index: 5 | Max_nodes: 28 | Active_nodes: 8 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| -execution time of: 1.0330e-04s: Index: 19 | Max_nodes: 30 | Active_nodes: 8 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| -execution time of: 1.0528e-04s: Index: 15 | Max_nodes: 27 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -execution time of: 1.0622e-04s: Index: 21 | Max_nodes: 28 | Active_nodes: 8 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| -execution time of: 1.0803e-04s: Index: 23 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -execution time of: 1.0988e-04s: Index: 14 | Max_nodes: 22 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -execution time of: 1.3282e-04s: Index: 22 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| ________________________________________________________________________________________________ Start Simulation of qwalk-noancilla_indep_qiskit_5__________________________________________________ @@ -834,228 +899,568 @@ Start Simulation of qwalk-noancilla_indep_qiskit_5______________________________ 459:...|...|...|...|...4 ..o:...0...1...2...3...4 Total Permutations: 120 -Min time: 2.7108e-04s................. Permutation 10 : 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -Max time: 4.7795e-04s................. Permutation 36 : 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +Min time: 1.8558e-03s................. Permutation 2 : 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +Max time: 2.3919e-03s................. Permutation 117: 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| Min active nodes: 9 nodes.................... Permutation 1 : 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -Min max nodes: 38 nodes.................... Permutation 1 : 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +Min max nodes: 29 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| Max active nodes: 14 nodes.................... Permutation 36 : 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -Max max nodes: 49 nodes.................... Permutation 72 : 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +Max max nodes: 36 nodes.................... Permutation 48 : 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| ________________________________________________________________________________________________ 16 permutations have 9 active nodes. +Index: 1 | Max_nodes: 29 | Time: 2.0182e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +Index: 3 | Max_nodes: 29 | Time: 2.0458e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +Index: 92 | Max_nodes: 31 | Time: 2.0304e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +Index: 116 | Max_nodes: 31 | Time: 2.1350e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +Index: 25 | Max_nodes: 32 | Time: 2.0561e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +Index: 27 | Max_nodes: 32 | Time: 2.0914e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +Index: 32 | Max_nodes: 33 | Time: 1.9393e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +Index: 56 | Max_nodes: 33 | Time: 1.9880e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +Index: 34 | Max_nodes: 33 | Time: 1.9919e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +Index: 58 | Max_nodes: 33 | Time: 1.9943e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +Index: 94 | Max_nodes: 33 | Time: 2.2118e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +Index: 118 | Max_nodes: 33 | Time: 2.2903e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +Index: 61 | Max_nodes: 35 | Time: 2.0528e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +Index: 85 | Max_nodes: 35 | Time: 2.1291e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +Index: 63 | Max_nodes: 35 | Time: 2.1293e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +Index: 87 | Max_nodes: 35 | Time: 2.1665e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| ........................... -Average time: 3.1525e-04s +Average time: 2.0794e-03s 32 permutations have 10 active nodes. +Index: 5 | Max_nodes: 29 | Time: 1.9038e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +Index: 0 | Max_nodes: 29 | Time: 1.9246e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Index: 7 | Max_nodes: 29 | Time: 1.9698e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +Index: 13 | Max_nodes: 29 | Time: 1.9811e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +Index: 9 | Max_nodes: 30 | Time: 2.0957e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +Index: 15 | Max_nodes: 30 | Time: 2.1291e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +Index: 8 | Max_nodes: 31 | Time: 1.9001e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +Index: 10 | Max_nodes: 31 | Time: 1.9189e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +Index: 24 | Max_nodes: 32 | Time: 1.9758e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +Index: 29 | Max_nodes: 32 | Time: 2.0739e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +Index: 44 | Max_nodes: 33 | Time: 2.0153e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +Index: 40 | Max_nodes: 33 | Time: 2.0206e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +Index: 38 | Max_nodes: 33 | Time: 2.0269e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +Index: 46 | Max_nodes: 33 | Time: 2.0954e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +Index: 80 | Max_nodes: 33 | Time: 2.1165e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +Index: 106 | Max_nodes: 33 | Time: 2.1847e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +Index: 104 | Max_nodes: 33 | Time: 2.2108e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +Index: 82 | Max_nodes: 33 | Time: 2.2402e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +Index: 52 | Max_nodes: 34 | Time: 2.0501e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +Index: 50 | Max_nodes: 34 | Time: 2.0501e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +Index: 67 | Max_nodes: 35 | Time: 2.0817e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +Index: 69 | Max_nodes: 35 | Time: 2.1360e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +Index: 75 | Max_nodes: 35 | Time: 2.1713e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +Index: 51 | Max_nodes: 35 | Time: 2.2155e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +Index: 109 | Max_nodes: 35 | Time: 2.2414e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +Index: 91 | Max_nodes: 35 | Time: 2.2709e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +Index: 93 | Max_nodes: 35 | Time: 2.2772e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +Index: 111 | Max_nodes: 35 | Time: 2.2824e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +Index: 115 | Max_nodes: 35 | Time: 2.3475e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +Index: 117 | Max_nodes: 35 | Time: 2.3919e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +Index: 73 | Max_nodes: 36 | Time: 2.0741e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +Index: 49 | Max_nodes: 36 | Time: 2.1074e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| ........................... -Average time: 3.1973e-04s +Average time: 2.1088e-03s 40 permutations have 11 active nodes. +Index: 2 | Max_nodes: 29 | Time: 1.8558e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +Index: 6 | Max_nodes: 29 | Time: 1.9030e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +Index: 4 | Max_nodes: 29 | Time: 1.9331e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +Index: 19 | Max_nodes: 29 | Time: 2.1212e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +Index: 11 | Max_nodes: 30 | Time: 1.9919e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +Index: 37 | Max_nodes: 30 | Time: 2.0464e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +Index: 31 | Max_nodes: 30 | Time: 2.0948e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +Index: 90 | Max_nodes: 30 | Time: 2.1146e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +Index: 21 | Max_nodes: 30 | Time: 2.1511e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +Index: 114 | Max_nodes: 30 | Time: 2.2101e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +Index: 20 | Max_nodes: 31 | Time: 1.9441e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +Index: 14 | Max_nodes: 31 | Time: 1.9583e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +Index: 62 | Max_nodes: 31 | Time: 1.9943e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +Index: 16 | Max_nodes: 31 | Time: 2.0066e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +Index: 110 | Max_nodes: 31 | Time: 2.0891e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +Index: 33 | Max_nodes: 31 | Time: 2.0954e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +Index: 22 | Max_nodes: 31 | Time: 2.1004e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +Index: 86 | Max_nodes: 31 | Time: 2.1715e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +Index: 68 | Max_nodes: 31 | Time: 2.1815e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +Index: 39 | Max_nodes: 31 | Time: 2.2109e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +Index: 28 | Max_nodes: 32 | Time: 1.9263e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +Index: 26 | Max_nodes: 32 | Time: 1.9428e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +Index: 95 | Max_nodes: 32 | Time: 2.2393e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +Index: 119 | Max_nodes: 32 | Time: 2.3816e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +Index: 64 | Max_nodes: 33 | Time: 2.1301e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +Index: 57 | Max_nodes: 33 | Time: 2.1561e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +Index: 81 | Max_nodes: 33 | Time: 2.1660e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +Index: 112 | Max_nodes: 33 | Time: 2.1920e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +Index: 88 | Max_nodes: 33 | Time: 2.2269e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +Index: 70 | Max_nodes: 33 | Time: 2.3751e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +Index: 55 | Max_nodes: 34 | Time: 2.0864e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +Index: 98 | Max_nodes: 34 | Time: 2.1842e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +Index: 79 | Max_nodes: 34 | Time: 2.1882e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +Index: 74 | Max_nodes: 34 | Time: 2.2284e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +Index: 100 | Max_nodes: 34 | Time: 2.2379e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +Index: 76 | Max_nodes: 34 | Time: 2.2445e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +Index: 53 | Max_nodes: 35 | Time: 2.0674e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +Index: 99 | Max_nodes: 35 | Time: 2.3540e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +Index: 48 | Max_nodes: 36 | Time: 2.1098e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +Index: 97 | Max_nodes: 36 | Time: 2.2279e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| ........................... -Average time: 3.2253e-04s +Average time: 2.1210e-03s 8 permutations have 12 active nodes. +Index: 30 | Max_nodes: 30 | Time: 1.9857e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +Index: 43 | Max_nodes: 30 | Time: 2.1023e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +Index: 35 | Max_nodes: 31 | Time: 2.0437e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +Index: 45 | Max_nodes: 31 | Time: 2.1587e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +Index: 59 | Max_nodes: 33 | Time: 2.0965e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +Index: 105 | Max_nodes: 33 | Time: 2.2583e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +Index: 54 | Max_nodes: 34 | Time: 2.0859e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +Index: 103 | Max_nodes: 34 | Time: 2.2517e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| ........................... -Average time: 3.1370e-04s +Average time: 2.1229e-03s 16 permutations have 13 active nodes. +Index: 12 | Max_nodes: 29 | Time: 1.9717e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +Index: 18 | Max_nodes: 29 | Time: 2.1369e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +Index: 60 | Max_nodes: 30 | Time: 2.0763e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +Index: 17 | Max_nodes: 30 | Time: 2.0813e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +Index: 23 | Max_nodes: 30 | Time: 2.1020e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +Index: 84 | Max_nodes: 30 | Time: 2.1237e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +Index: 66 | Max_nodes: 30 | Time: 2.1552e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +Index: 108 | Max_nodes: 30 | Time: 2.2492e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +Index: 65 | Max_nodes: 32 | Time: 2.2469e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +Index: 113 | Max_nodes: 32 | Time: 2.2654e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +Index: 89 | Max_nodes: 32 | Time: 2.2850e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +Index: 71 | Max_nodes: 32 | Time: 2.3387e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +Index: 77 | Max_nodes: 35 | Time: 2.1964e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +Index: 101 | Max_nodes: 35 | Time: 2.2769e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +Index: 72 | Max_nodes: 36 | Time: 2.1530e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +Index: 96 | Max_nodes: 36 | Time: 2.2770e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| ........................... -Average time: 3.3032e-04s +Average time: 2.1835e-03s 8 permutations have 14 active nodes. +Index: 36 | Max_nodes: 30 | Time: 2.0122e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +Index: 42 | Max_nodes: 30 | Time: 2.1426e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +Index: 41 | Max_nodes: 31 | Time: 2.0709e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +Index: 47 | Max_nodes: 31 | Time: 2.1785e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +Index: 83 | Max_nodes: 33 | Time: 2.1707e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +Index: 107 | Max_nodes: 33 | Time: 2.2879e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +Index: 78 | Max_nodes: 34 | Time: 2.1634e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +Index: 102 | Max_nodes: 34 | Time: 2.2199e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| ........................... -Average time: 3.5176e-04s +Average time: 2.1558e-03s ________________________________________________________________________________________________ -2 permutations have 38 max nodes. +12 permutations have 29 max nodes. +Index: 1 | Active_nodes: 9 | Time: 2.0182e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +Index: 3 | Active_nodes: 9 | Time: 2.0458e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +Index: 5 | Active_nodes: 10 | Time: 1.9038e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +Index: 0 | Active_nodes: 10 | Time: 1.9246e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Index: 7 | Active_nodes: 10 | Time: 1.9698e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +Index: 13 | Active_nodes: 10 | Time: 1.9811e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +Index: 2 | Active_nodes: 11 | Time: 1.8558e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +Index: 6 | Active_nodes: 11 | Time: 1.9030e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +Index: 4 | Active_nodes: 11 | Time: 1.9331e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +Index: 19 | Active_nodes: 11 | Time: 2.1212e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +Index: 12 | Active_nodes: 13 | Time: 1.9717e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +Index: 18 | Active_nodes: 13 | Time: 2.1369e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| ........................... -Average time: 3.2984e-04s +Average time: 1.9804e-03s + +18 permutations have 30 max nodes. +Index: 9 | Active_nodes: 10 | Time: 2.0957e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +Index: 15 | Active_nodes: 10 | Time: 2.1291e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +Index: 11 | Active_nodes: 11 | Time: 1.9919e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +Index: 37 | Active_nodes: 11 | Time: 2.0464e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +Index: 31 | Active_nodes: 11 | Time: 2.0948e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +Index: 90 | Active_nodes: 11 | Time: 2.1146e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +Index: 21 | Active_nodes: 11 | Time: 2.1511e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +Index: 114 | Active_nodes: 11 | Time: 2.2101e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +Index: 30 | Active_nodes: 12 | Time: 1.9857e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +Index: 43 | Active_nodes: 12 | Time: 2.1023e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +Index: 60 | Active_nodes: 13 | Time: 2.0763e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +Index: 17 | Active_nodes: 13 | Time: 2.0813e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +Index: 23 | Active_nodes: 13 | Time: 2.1020e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +Index: 84 | Active_nodes: 13 | Time: 2.1237e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +Index: 66 | Active_nodes: 13 | Time: 2.1552e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +Index: 108 | Active_nodes: 13 | Time: 2.2492e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +Index: 36 | Active_nodes: 14 | Time: 2.0122e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +Index: 42 | Active_nodes: 14 | Time: 2.1426e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -4 permutations have 39 max nodes. +........................... +Average time: 2.1036e-03s + +18 permutations have 31 max nodes. +Index: 92 | Active_nodes: 9 | Time: 2.0304e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +Index: 116 | Active_nodes: 9 | Time: 2.1350e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +Index: 8 | Active_nodes: 10 | Time: 1.9001e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +Index: 10 | Active_nodes: 10 | Time: 1.9189e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +Index: 20 | Active_nodes: 11 | Time: 1.9441e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +Index: 14 | Active_nodes: 11 | Time: 1.9583e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +Index: 62 | Active_nodes: 11 | Time: 1.9943e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +Index: 16 | Active_nodes: 11 | Time: 2.0066e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +Index: 110 | Active_nodes: 11 | Time: 2.0891e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +Index: 33 | Active_nodes: 11 | Time: 2.0954e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +Index: 22 | Active_nodes: 11 | Time: 2.1004e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +Index: 86 | Active_nodes: 11 | Time: 2.1715e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +Index: 68 | Active_nodes: 11 | Time: 2.1815e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +Index: 39 | Active_nodes: 11 | Time: 2.2109e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +Index: 35 | Active_nodes: 12 | Time: 2.0437e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +Index: 45 | Active_nodes: 12 | Time: 2.1587e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +Index: 41 | Active_nodes: 14 | Time: 2.0709e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +Index: 47 | Active_nodes: 14 | Time: 2.1785e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| ........................... -Average time: 3.0685e-04s +Average time: 2.0660e-03s + +12 permutations have 32 max nodes. +Index: 25 | Active_nodes: 9 | Time: 2.0561e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +Index: 27 | Active_nodes: 9 | Time: 2.0914e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +Index: 24 | Active_nodes: 10 | Time: 1.9758e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +Index: 29 | Active_nodes: 10 | Time: 2.0739e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +Index: 28 | Active_nodes: 11 | Time: 1.9263e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +Index: 26 | Active_nodes: 11 | Time: 1.9428e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +Index: 95 | Active_nodes: 11 | Time: 2.2393e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +Index: 119 | Active_nodes: 11 | Time: 2.3816e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +Index: 65 | Active_nodes: 13 | Time: 2.2469e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +Index: 113 | Active_nodes: 13 | Time: 2.2654e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +Index: 89 | Active_nodes: 13 | Time: 2.2850e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +Index: 71 | Active_nodes: 13 | Time: 2.3387e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -10 permutations have 40 max nodes. +........................... +Average time: 2.1519e-03s + +24 permutations have 33 max nodes. +Index: 32 | Active_nodes: 9 | Time: 1.9393e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +Index: 56 | Active_nodes: 9 | Time: 1.9880e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +Index: 34 | Active_nodes: 9 | Time: 1.9919e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +Index: 58 | Active_nodes: 9 | Time: 1.9943e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +Index: 94 | Active_nodes: 9 | Time: 2.2118e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +Index: 118 | Active_nodes: 9 | Time: 2.2903e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +Index: 44 | Active_nodes: 10 | Time: 2.0153e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +Index: 40 | Active_nodes: 10 | Time: 2.0206e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +Index: 38 | Active_nodes: 10 | Time: 2.0269e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +Index: 46 | Active_nodes: 10 | Time: 2.0954e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +Index: 80 | Active_nodes: 10 | Time: 2.1165e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +Index: 106 | Active_nodes: 10 | Time: 2.1847e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +Index: 104 | Active_nodes: 10 | Time: 2.2108e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +Index: 82 | Active_nodes: 10 | Time: 2.2402e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +Index: 64 | Active_nodes: 11 | Time: 2.1301e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +Index: 57 | Active_nodes: 11 | Time: 2.1561e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +Index: 81 | Active_nodes: 11 | Time: 2.1660e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +Index: 112 | Active_nodes: 11 | Time: 2.1920e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +Index: 88 | Active_nodes: 11 | Time: 2.2269e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +Index: 70 | Active_nodes: 11 | Time: 2.3751e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +Index: 59 | Active_nodes: 12 | Time: 2.0965e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +Index: 105 | Active_nodes: 12 | Time: 2.2583e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +Index: 83 | Active_nodes: 14 | Time: 2.1707e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +Index: 107 | Active_nodes: 14 | Time: 2.2879e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| ........................... -Average time: 3.1626e-04s +Average time: 2.1411e-03s + +12 permutations have 34 max nodes. +Index: 52 | Active_nodes: 10 | Time: 2.0501e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +Index: 50 | Active_nodes: 10 | Time: 2.0501e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +Index: 55 | Active_nodes: 11 | Time: 2.0864e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +Index: 98 | Active_nodes: 11 | Time: 2.1842e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +Index: 79 | Active_nodes: 11 | Time: 2.1882e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +Index: 74 | Active_nodes: 11 | Time: 2.2284e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +Index: 100 | Active_nodes: 11 | Time: 2.2379e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +Index: 76 | Active_nodes: 11 | Time: 2.2445e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +Index: 54 | Active_nodes: 12 | Time: 2.0859e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +Index: 103 | Active_nodes: 12 | Time: 2.2517e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +Index: 78 | Active_nodes: 14 | Time: 2.1634e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +Index: 102 | Active_nodes: 14 | Time: 2.2199e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -16 permutations have 41 max nodes. +........................... +Average time: 2.1659e-03s + +18 permutations have 35 max nodes. +Index: 61 | Active_nodes: 9 | Time: 2.0528e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +Index: 85 | Active_nodes: 9 | Time: 2.1291e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +Index: 63 | Active_nodes: 9 | Time: 2.1293e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +Index: 87 | Active_nodes: 9 | Time: 2.1665e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +Index: 67 | Active_nodes: 10 | Time: 2.0817e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +Index: 69 | Active_nodes: 10 | Time: 2.1360e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +Index: 75 | Active_nodes: 10 | Time: 2.1713e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +Index: 51 | Active_nodes: 10 | Time: 2.2155e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +Index: 109 | Active_nodes: 10 | Time: 2.2414e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +Index: 91 | Active_nodes: 10 | Time: 2.2709e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +Index: 93 | Active_nodes: 10 | Time: 2.2772e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +Index: 111 | Active_nodes: 10 | Time: 2.2824e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +Index: 115 | Active_nodes: 10 | Time: 2.3475e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +Index: 117 | Active_nodes: 10 | Time: 2.3919e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +Index: 53 | Active_nodes: 11 | Time: 2.0674e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +Index: 99 | Active_nodes: 11 | Time: 2.3540e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +Index: 77 | Active_nodes: 13 | Time: 2.1964e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +Index: 101 | Active_nodes: 13 | Time: 2.2769e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| ........................... -Average time: 3.1997e-04s +Average time: 2.2105e-03s -24 permutations have 42 max nodes. +6 permutations have 36 max nodes. +Index: 73 | Active_nodes: 10 | Time: 2.0741e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +Index: 49 | Active_nodes: 10 | Time: 2.1074e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +Index: 48 | Active_nodes: 11 | Time: 2.1098e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +Index: 97 | Active_nodes: 11 | Time: 2.2279e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| +Index: 72 | Active_nodes: 13 | Time: 2.1530e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +Index: 96 | Active_nodes: 13 | Time: 2.2770e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| ........................... -Average time: 3.0922e-04s +Average time: 2.1582e-03s + +________________________________________________________________________________________________ -26 permutations have 43 max nodes. +execution time of: 1.8558e-03s: Index: 2 | Max_nodes: 29 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -........................... -Average time: 3.2340e-04s +execution time of: 1.9001e-03s: Index: 8 | Max_nodes: 31 | Active_nodes: 10 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -14 permutations have 44 max nodes. +execution time of: 1.9030e-03s: Index: 6 | Max_nodes: 29 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -........................... -Average time: 3.3842e-04s +execution time of: 1.9038e-03s: Index: 5 | Max_nodes: 29 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -12 permutations have 45 max nodes. +execution time of: 1.9189e-03s: Index: 10 | Max_nodes: 31 | Active_nodes: 10 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -........................... -Average time: 3.3839e-04s +execution time of: 1.9246e-03s: Index: 0 | Max_nodes: 29 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -4 permutations have 46 max nodes. +execution time of: 1.9263e-03s: Index: 28 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -........................... -Average time: 3.1814e-04s +execution time of: 1.9331e-03s: Index: 4 | Max_nodes: 29 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -4 permutations have 47 max nodes. +execution time of: 1.9393e-03s: Index: 32 | Max_nodes: 33 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -........................... -Average time: 3.3432e-04s +execution time of: 1.9428e-03s: Index: 26 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -2 permutations have 48 max nodes. +execution time of: 1.9441e-03s: Index: 20 | Max_nodes: 31 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -........................... -Average time: 3.4918e-04s +execution time of: 1.9583e-03s: Index: 14 | Max_nodes: 31 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -2 permutations have 49 max nodes. +execution time of: 1.9698e-03s: Index: 7 | Max_nodes: 29 | Active_nodes: 10 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -........................... -Average time: 3.3996e-04s +execution time of: 1.9717e-03s: Index: 12 | Max_nodes: 29 | Active_nodes: 13 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -________________________________________________________________________________________________ +execution time of: 1.9758e-03s: Index: 24 | Max_nodes: 32 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| + +execution time of: 1.9811e-03s: Index: 13 | Max_nodes: 29 | Active_nodes: 10 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| + +execution time of: 1.9857e-03s: Index: 30 | Max_nodes: 30 | Active_nodes: 12 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| + +execution time of: 1.9880e-03s: Index: 56 | Max_nodes: 33 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| + +execution time of: 1.9919e-03s: Index: 34 | Max_nodes: 33 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| + +execution time of: 1.9919e-03s: Index: 11 | Max_nodes: 30 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| + +execution time of: 1.9943e-03s: Index: 58 | Max_nodes: 33 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| + +execution time of: 1.9943e-03s: Index: 62 | Max_nodes: 31 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| + +execution time of: 2.0066e-03s: Index: 16 | Max_nodes: 31 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| + +execution time of: 2.0122e-03s: Index: 36 | Max_nodes: 30 | Active_nodes: 14 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| + +execution time of: 2.0153e-03s: Index: 44 | Max_nodes: 33 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| + +execution time of: 2.0182e-03s: Index: 1 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| + +execution time of: 2.0206e-03s: Index: 40 | Max_nodes: 33 | Active_nodes: 10 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| + +execution time of: 2.0269e-03s: Index: 38 | Max_nodes: 33 | Active_nodes: 10 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| + +execution time of: 2.0304e-03s: Index: 92 | Max_nodes: 31 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| + +execution time of: 2.0437e-03s: Index: 35 | Max_nodes: 31 | Active_nodes: 12 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| + +execution time of: 2.0458e-03s: Index: 3 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| + +execution time of: 2.0464e-03s: Index: 37 | Max_nodes: 30 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| + +execution time of: 2.0501e-03s: Index: 52 | Max_nodes: 34 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| + +execution time of: 2.0501e-03s: Index: 50 | Max_nodes: 34 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| + +execution time of: 2.0528e-03s: Index: 61 | Max_nodes: 35 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| + +execution time of: 2.0561e-03s: Index: 25 | Max_nodes: 32 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| + +execution time of: 2.0674e-03s: Index: 53 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| + +execution time 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4| + +execution time of: 2.1552e-03s: Index: 66 | Max_nodes: 30 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| + +execution time of: 2.1561e-03s: Index: 57 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| + +execution time of: 2.1587e-03s: Index: 45 | Max_nodes: 31 | Active_nodes: 12 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| + +execution time of: 2.1634e-03s: Index: 78 | Max_nodes: 34 | Active_nodes: 14 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| + +execution time of: 2.1660e-03s: Index: 81 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| + +execution time of: 2.1665e-03s: Index: 87 | Max_nodes: 35 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| + +execution time of: 2.1707e-03s: Index: 83 | Max_nodes: 33 | Active_nodes: 14 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| + +execution time of: 2.1713e-03s: Index: 75 | Max_nodes: 35 | Active_nodes: 10 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| + +execution time of: 2.1715e-03s: Index: 86 | 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0|3 -> 1|4 -> 2| + +execution time of: 2.2108e-03s: Index: 104 | Max_nodes: 33 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| + +execution time of: 2.2109e-03s: Index: 39 | Max_nodes: 31 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| + +execution time of: 2.2118e-03s: Index: 94 | Max_nodes: 33 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| + +execution time of: 2.2155e-03s: Index: 51 | Max_nodes: 35 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| + +execution time of: 2.2199e-03s: Index: 102 | Max_nodes: 34 | Active_nodes: 14 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| + +execution time of: 2.2269e-03s: Index: 88 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| + +execution time of: 2.2279e-03s: Index: 97 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| + +execution time of: 2.2284e-03s: Index: 74 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| + +execution time of: 2.2379e-03s: Index: 100 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| + +execution time of: 2.2393e-03s: Index: 95 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| + +execution time of: 2.2402e-03s: Index: 82 | Max_nodes: 33 | Active_nodes: 10 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| + +execution time of: 2.2414e-03s: Index: 109 | Max_nodes: 35 | Active_nodes: 10 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| + +execution time of: 2.2445e-03s: Index: 76 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| + +execution time of: 2.2469e-03s: Index: 65 | Max_nodes: 32 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| + +execution time of: 2.2492e-03s: Index: 108 | Max_nodes: 30 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| + +execution time of: 2.2517e-03s: Index: 103 | Max_nodes: 34 | Active_nodes: 12 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| + +execution time of: 2.2583e-03s: Index: 105 | Max_nodes: 33 | Active_nodes: 12 | 0 -> 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2.2903e-03s: Index: 118 | Max_nodes: 33 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| + +execution time of: 2.3387e-03s: Index: 71 | Max_nodes: 32 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| + +execution time of: 2.3475e-03s: Index: 115 | Max_nodes: 35 | Active_nodes: 10 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| + +execution time of: 2.3540e-03s: Index: 99 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| + +execution time of: 2.3751e-03s: Index: 70 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| + +execution time of: 2.3816e-03s: Index: 119 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| + +execution time of: 2.3919e-03s: Index: 117 | Max_nodes: 35 | Active_nodes: 10 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -execution time of: 2.7108e-04s: Index: 10 | Max_nodes: 41 | Active_nodes: 10 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -execution time of: 2.7267e-04s: Index: 32 | Max_nodes: 42 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -execution time of: 2.7362e-04s: Index: 28 | Max_nodes: 43 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -execution time of: 2.7599e-04s: Index: 26 | Max_nodes: 43 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -execution time of: 2.8557e-04s: Index: 6 | Max_nodes: 40 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -execution time of: 2.8646e-04s: Index: 58 | Max_nodes: 42 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -execution time of: 2.8661e-04s: Index: 38 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -execution time of: 2.8695e-04s: Index: 35 | Max_nodes: 41 | Active_nodes: 12 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -execution time of: 2.8729e-04s: Index: 14 | Max_nodes: 42 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -execution time of: 2.8831e-04s: Index: 24 | Max_nodes: 42 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -execution time of: 2.8902e-04s: Index: 0 | Max_nodes: 39 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -execution time of: 2.9052e-04s: Index: 34 | Max_nodes: 42 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -execution time of: 2.9135e-04s: Index: 3 | Max_nodes: 38 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -execution time of: 2.9154e-04s: Index: 16 | Max_nodes: 42 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -execution time of: 2.9256e-04s: Index: 7 | Max_nodes: 39 | Active_nodes: 10 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -execution time of: 2.9368e-04s: Index: 30 | Max_nodes: 42 | Active_nodes: 12 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -execution time of: 2.9407e-04s: Index: 20 | Max_nodes: 42 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -execution time of: 2.9505e-04s: Index: 56 | Max_nodes: 42 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -execution time of: 2.9539e-04s: Index: 29 | Max_nodes: 42 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -execution time of: 2.9693e-04s: Index: 33 | Max_nodes: 40 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -execution time of: 2.9747e-04s: Index: 13 | Max_nodes: 39 | Active_nodes: 10 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -execution time of: 2.9825e-04s: Index: 44 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -execution time of: 2.9859e-04s: Index: 11 | Max_nodes: 41 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -execution time of: 2.9869e-04s: Index: 62 | Max_nodes: 42 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -execution time of: 2.9966e-04s: Index: 40 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -execution time of: 3.0146e-04s: Index: 52 | Max_nodes: 44 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -execution time of: 3.0159e-04s: Index: 9 | Max_nodes: 40 | Active_nodes: 10 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -execution time of: 3.0170e-04s: Index: 37 | Max_nodes: 41 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -execution time of: 3.0208e-04s: Index: 23 | Max_nodes: 43 | Active_nodes: 13 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -execution time of: 3.0327e-04s: Index: 50 | Max_nodes: 44 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -execution time of: 3.0352e-04s: Index: 12 | Max_nodes: 42 | Active_nodes: 13 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -execution time of: 3.0373e-04s: Index: 17 | Max_nodes: 43 | Active_nodes: 13 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -execution time of: 3.0481e-04s: Index: 59 | Max_nodes: 42 | Active_nodes: 12 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -execution time of: 3.0577e-04s: Index: 27 | Max_nodes: 41 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -execution time of: 3.0665e-04s: Index: 53 | Max_nodes: 45 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -execution time of: 3.0763e-04s: Index: 41 | Max_nodes: 43 | Active_nodes: 14 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -execution time of: 3.0792e-04s: Index: 21 | Max_nodes: 41 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -execution time of: 3.0948e-04s: Index: 22 | Max_nodes: 42 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -execution time of: 3.0995e-04s: Index: 92 | Max_nodes: 40 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -execution time of: 3.1008e-04s: Index: 55 | Max_nodes: 45 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -execution time of: 3.1044e-04s: Index: 49 | Max_nodes: 46 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -execution time of: 3.1077e-04s: Index: 60 | Max_nodes: 43 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -execution time of: 3.1083e-04s: Index: 19 | Max_nodes: 40 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -execution time of: 3.1150e-04s: Index: 61 | Max_nodes: 44 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -execution time of: 3.1179e-04s: Index: 43 | Max_nodes: 42 | Active_nodes: 12 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -execution time of: 3.1191e-04s: Index: 73 | Max_nodes: 46 | Active_nodes: 10 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -execution time of: 3.1262e-04s: Index: 25 | Max_nodes: 41 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -execution time of: 3.1314e-04s: Index: 54 | Max_nodes: 46 | Active_nodes: 12 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -execution time of: 3.1332e-04s: Index: 31 | Max_nodes: 41 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -execution time of: 3.1347e-04s: Index: 67 | Max_nodes: 45 | Active_nodes: 10 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -execution time of: 3.1348e-04s: Index: 110 | Max_nodes: 42 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -execution time of: 3.1383e-04s: Index: 15 | Max_nodes: 40 | Active_nodes: 10 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -execution time of: 3.1627e-04s: Index: 46 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -execution time of: 3.1742e-04s: Index: 116 | Max_nodes: 40 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -execution time of: 3.1766e-04s: Index: 48 | Max_nodes: 47 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -execution time of: 3.2012e-04s: Index: 63 | Max_nodes: 42 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -execution time of: 3.2087e-04s: Index: 64 | Max_nodes: 44 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -execution time of: 3.2124e-04s: Index: 57 | Max_nodes: 41 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -execution time of: 3.2168e-04s: Index: 45 | Max_nodes: 41 | Active_nodes: 12 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -execution time of: 3.2208e-04s: Index: 18 | Max_nodes: 42 | Active_nodes: 13 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -execution time of: 3.2216e-04s: Index: 42 | Max_nodes: 44 | Active_nodes: 14 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -execution time of: 3.2237e-04s: Index: 85 | Max_nodes: 44 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -execution time of: 3.2265e-04s: Index: 81 | Max_nodes: 41 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -execution time of: 3.2285e-04s: Index: 66 | Max_nodes: 43 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -execution time of: 3.2473e-04s: Index: 112 | Max_nodes: 44 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -execution time of: 3.2503e-04s: Index: 39 | Max_nodes: 40 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -execution time of: 3.2612e-04s: Index: 77 | Max_nodes: 47 | Active_nodes: 13 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -execution time of: 3.2638e-04s: Index: 75 | Max_nodes: 44 | Active_nodes: 10 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -execution time of: 3.2716e-04s: Index: 84 | Max_nodes: 43 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -execution time of: 3.2719e-04s: Index: 106 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -execution time of: 3.2742e-04s: Index: 83 | Max_nodes: 44 | Active_nodes: 14 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -execution time of: 3.2773e-04s: Index: 95 | Max_nodes: 41 | Active_nodes: 11 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -execution time of: 3.2798e-04s: Index: 68 | Max_nodes: 42 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -execution time of: 3.2904e-04s: Index: 51 | Max_nodes: 44 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -execution time of: 3.2948e-04s: Index: 69 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -execution time of: 3.2968e-04s: Index: 80 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -execution time of: 3.3078e-04s: Index: 87 | Max_nodes: 42 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -execution time of: 3.3099e-04s: Index: 47 | Max_nodes: 43 | Active_nodes: 14 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -execution time of: 3.3220e-04s: Index: 65 | Max_nodes: 43 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -execution time of: 3.3221e-04s: Index: 72 | Max_nodes: 49 | Active_nodes: 13 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -execution time of: 3.3254e-04s: Index: 82 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -execution time of: 3.3397e-04s: Index: 86 | Max_nodes: 42 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -execution time of: 3.3447e-04s: Index: 90 | Max_nodes: 41 | Active_nodes: 11 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -execution time of: 3.3514e-04s: Index: 104 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -execution time of: 3.3636e-04s: Index: 76 | Max_nodes: 45 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -execution time of: 3.3644e-04s: Index: 74 | Max_nodes: 45 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -execution time of: 3.3708e-04s: Index: 103 | Max_nodes: 46 | Active_nodes: 12 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -execution time of: 3.3723e-04s: Index: 91 | Max_nodes: 45 | Active_nodes: 10 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -execution time of: 3.3785e-04s: Index: 93 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -execution time of: 3.3906e-04s: Index: 94 | Max_nodes: 42 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -execution time of: 3.3986e-04s: Index: 97 | Max_nodes: 47 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -execution time of: 3.4024e-04s: Index: 78 | Max_nodes: 48 | Active_nodes: 14 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -execution time of: 3.4033e-04s: Index: 89 | Max_nodes: 43 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -execution time of: 3.4050e-04s: Index: 105 | Max_nodes: 42 | Active_nodes: 12 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -execution time of: 3.4155e-04s: Index: 109 | Max_nodes: 45 | Active_nodes: 10 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -execution time of: 3.4208e-04s: Index: 79 | Max_nodes: 45 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -execution time of: 3.4622e-04s: Index: 113 | Max_nodes: 43 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -execution time of: 3.4695e-04s: Index: 98 | Max_nodes: 45 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -execution time of: 3.4770e-04s: Index: 96 | Max_nodes: 49 | Active_nodes: 13 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -execution time of: 3.4833e-04s: Index: 5 | Max_nodes: 39 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -execution time of: 3.4905e-04s: Index: 2 | Max_nodes: 40 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -execution time of: 3.4959e-04s: Index: 107 | Max_nodes: 44 | Active_nodes: 14 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -execution time of: 3.4988e-04s: Index: 100 | Max_nodes: 45 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -execution time of: 3.5241e-04s: Index: 4 | Max_nodes: 40 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -execution time of: 3.5364e-04s: Index: 101 | Max_nodes: 47 | Active_nodes: 13 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -execution time of: 3.5420e-04s: Index: 114 | Max_nodes: 41 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -execution time of: 3.5442e-04s: Index: 111 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -execution time of: 3.5514e-04s: Index: 71 | Max_nodes: 43 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -execution time of: 3.5553e-04s: Index: 88 | Max_nodes: 44 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -execution time of: 3.5811e-04s: Index: 102 | Max_nodes: 48 | Active_nodes: 14 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -execution time of: 3.5930e-04s: Index: 108 | Max_nodes: 43 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -execution time of: 3.6532e-04s: Index: 8 | Max_nodes: 41 | Active_nodes: 10 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -execution time of: 3.6558e-04s: Index: 70 | Max_nodes: 44 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -execution time of: 3.6668e-04s: Index: 99 | Max_nodes: 45 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -execution time of: 3.6833e-04s: Index: 1 | Max_nodes: 38 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -execution time of: 3.7001e-04s: Index: 118 | Max_nodes: 42 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -execution time of: 3.7323e-04s: Index: 117 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -execution time of: 3.7325e-04s: Index: 115 | Max_nodes: 45 | Active_nodes: 10 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -execution time of: 3.7424e-04s: Index: 119 | Max_nodes: 41 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -execution time of: 4.7795e-04s: Index: 36 | Max_nodes: 44 | Active_nodes: 14 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| ________________________________________________________________________________________________ Start Simulation of qwalk-noancilla_indep_qiskit_6__________________________________________________ @@ -1901,901 +2306,3047 @@ Start Simulation of qwalk-noancilla_indep_qiskit_6______________________________ 838:...|...|...|...|...|...5 ..o:...0...1...2...3...4...5 Total Permutations: 720 -Min time: 5.7451e-04s................. Permutation 25 : 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Max time: 9.8333e-04s................. Permutation 671: 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +Min time: 3.8314e-03s................. Permutation 1 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Max time: 5.7151e-03s................. Permutation 718: 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| Min active nodes: 11 nodes.................... Permutation 1 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Min max nodes: 50 nodes.................... Permutation 1 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Min max nodes: 39 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| Max active nodes: 18 nodes.................... Permutation 156: 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Max max nodes: 74 nodes.................... Permutation 437: 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 1| +Max max nodes: 64 nodes.................... Permutation 445: 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| ________________________________________________________________________________________________ 48 permutations have 11 active nodes. +Index: 1 | Max_nodes: 39 | Time: 3.8314e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Index: 25 | Max_nodes: 39 | Time: 3.8677e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +Index: 3 | Max_nodes: 39 | Time: 3.9228e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +Index: 123 | Max_nodes: 39 | Time: 3.9387e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +Index: 121 | Max_nodes: 39 | Time: 3.9791e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Index: 27 | Max_nodes: 39 | Time: 4.0065e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +Index: 145 | Max_nodes: 42 | Time: 3.9524e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +Index: 243 | Max_nodes: 42 | Time: 3.9914e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +Index: 241 | Max_nodes: 42 | Time: 4.0226e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +Index: 147 | Max_nodes: 42 | Time: 4.0385e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| +Index: 152 | Max_nodes: 43 | Time: 4.2574e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| +Index: 272 | Max_nodes: 43 | Time: 4.2744e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| +Index: 154 | Max_nodes: 43 | Time: 4.3917e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| +Index: 392 | Max_nodes: 43 | Time: 4.4158e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| +Index: 274 | Max_nodes: 43 | Time: 4.4227e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| +Index: 176 | Max_nodes: 43 | Time: 4.4535e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| +Index: 394 | Max_nodes: 43 | Time: 4.4721e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| +Index: 178 | Max_nodes: 43 | Time: 4.5354e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| +Index: 265 | Max_nodes: 45 | Time: 4.0085e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +Index: 267 | Max_nodes: 45 | Time: 4.0715e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| +Index: 296 | Max_nodes: 47 | Time: 4.3895e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| +Index: 418 | Max_nodes: 47 | Time: 4.4344e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| +Index: 416 | Max_nodes: 47 | Time: 4.4371e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| +Index: 298 | Max_nodes: 47 | Time: 4.4994e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| +Index: 452 | Max_nodes: 50 | Time: 4.7988e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| +Index: 476 | Max_nodes: 50 | Time: 4.8156e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +Index: 572 | Max_nodes: 50 | Time: 4.9686e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| +Index: 692 | Max_nodes: 50 | Time: 5.2379e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +Index: 596 | Max_nodes: 50 | Time: 5.3904e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +Index: 716 | Max_nodes: 50 | Time: 5.4961e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +Index: 478 | Max_nodes: 57 | Time: 4.7744e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +Index: 454 | Max_nodes: 57 | Time: 4.8323e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +Index: 574 | Max_nodes: 57 | Time: 5.2851e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +Index: 694 | Max_nodes: 57 | Time: 5.4721e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +Index: 598 | Max_nodes: 57 | Time: 5.5313e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +Index: 718 | Max_nodes: 57 | Time: 5.7151e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +Index: 303 | Max_nodes: 61 | Time: 4.3311e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| +Index: 325 | Max_nodes: 61 | Time: 4.4312e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1| +Index: 301 | Max_nodes: 61 | Time: 4.4457e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| +Index: 327 | Max_nodes: 61 | Time: 4.5770e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| +Index: 541 | Max_nodes: 62 | Time: 4.3288e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| +Index: 421 | Max_nodes: 62 | Time: 4.4128e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| +Index: 543 | Max_nodes: 62 | Time: 4.4408e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| +Index: 423 | Max_nodes: 62 | Time: 4.4903e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| +Index: 565 | Max_nodes: 64 | Time: 4.7782e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| +Index: 567 | Max_nodes: 64 | Time: 4.8102e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| +Index: 445 | Max_nodes: 64 | Time: 4.8492e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| +Index: 447 | Max_nodes: 64 | Time: 4.8504e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| ........................... -Average time: 6.9898e-04s +Average time: 4.5350e-03s 144 permutations have 12 active nodes. +Index: 5 | Max_nodes: 39 | Time: 3.9592e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +Index: 29 | Max_nodes: 39 | Time: 3.9597e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +Index: 120 | Max_nodes: 39 | Time: 3.9747e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Index: 125 | Max_nodes: 39 | Time: 3.9954e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +Index: 24 | Max_nodes: 39 | Time: 3.9988e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +Index: 0 | Max_nodes: 39 | Time: 4.0743e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Index: 7 | Max_nodes: 41 | Time: 3.9393e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +Index: 127 | Max_nodes: 41 | Time: 3.9820e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +Index: 133 | Max_nodes: 41 | Time: 3.9937e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +Index: 9 | Max_nodes: 41 | Time: 4.0058e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +Index: 15 | Max_nodes: 41 | Time: 4.0572e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +Index: 135 | Max_nodes: 41 | Time: 4.0685e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +Index: 129 | Max_nodes: 41 | Time: 4.1135e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +Index: 8 | Max_nodes: 41 | Time: 4.1313e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +Index: 13 | Max_nodes: 41 | Time: 4.1416e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +Index: 128 | Max_nodes: 41 | Time: 4.1607e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +Index: 130 | Max_nodes: 41 | Time: 4.1622e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +Index: 10 | Max_nodes: 41 | Time: 4.1783e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +Index: 32 | Max_nodes: 41 | Time: 4.2109e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +Index: 250 | Max_nodes: 41 | Time: 4.2368e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| +Index: 50 | Max_nodes: 41 | Time: 4.2475e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| +Index: 248 | Max_nodes: 41 | Time: 4.2484e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +Index: 368 | Max_nodes: 41 | Time: 4.3177e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| +Index: 34 | Max_nodes: 41 | Time: 4.3221e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| +Index: 52 | Max_nodes: 41 | Time: 4.3391e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| +Index: 58 | Max_nodes: 41 | Time: 4.4402e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| +Index: 370 | Max_nodes: 41 | Time: 4.4551e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 4| +Index: 56 | Max_nodes: 41 | Time: 4.5112e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| +Index: 51 | Max_nodes: 42 | Time: 3.9842e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +Index: 240 | Max_nodes: 42 | Time: 4.0442e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +Index: 245 | Max_nodes: 42 | Time: 4.0972e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +Index: 144 | Max_nodes: 42 | Time: 4.1101e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +Index: 75 | Max_nodes: 42 | Time: 4.1248e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| +Index: 149 | Max_nodes: 42 | Time: 4.1433e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| +Index: 286 | Max_nodes: 43 | Time: 4.3801e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 3| +Index: 166 | Max_nodes: 43 | Time: 4.3807e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 3| +Index: 284 | Max_nodes: 43 | Time: 4.3911e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| +Index: 512 | Max_nodes: 43 | Time: 4.3987e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| +Index: 280 | Max_nodes: 43 | Time: 4.4123e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| +Index: 160 | Max_nodes: 43 | Time: 4.4510e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| +Index: 158 | Max_nodes: 43 | Time: 4.4571e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| +Index: 278 | Max_nodes: 43 | Time: 4.4883e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| +Index: 202 | Max_nodes: 43 | Time: 4.4935e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| +Index: 164 | Max_nodes: 43 | Time: 4.5422e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| +Index: 200 | Max_nodes: 43 | Time: 4.5790e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| +Index: 224 | Max_nodes: 43 | Time: 4.6684e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| +Index: 514 | Max_nodes: 43 | Time: 4.7044e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| +Index: 524 | Max_nodes: 43 | Time: 4.7387e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| +Index: 226 | Max_nodes: 43 | Time: 4.7562e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| +Index: 634 | Max_nodes: 43 | Time: 4.7639e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| +Index: 526 | Max_nodes: 43 | Time: 4.8051e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 2| +Index: 632 | Max_nodes: 43 | Time: 4.8192e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| +Index: 644 | Max_nodes: 43 | Time: 4.9986e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| +Index: 646 | Max_nodes: 43 | Time: 5.0444e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| +Index: 362 | Max_nodes: 44 | Time: 4.2069e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| +Index: 364 | Max_nodes: 44 | Time: 4.3118e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| +Index: 170 | Max_nodes: 44 | Time: 4.3702e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| +Index: 172 | Max_nodes: 44 | Time: 4.3978e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| +Index: 212 | Max_nodes: 44 | Time: 4.5017e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| +Index: 236 | Max_nodes: 44 | Time: 4.5855e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| +Index: 214 | Max_nodes: 44 | Time: 4.6415e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 2| +Index: 238 | Max_nodes: 44 | Time: 4.6709e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 2| +Index: 171 | Max_nodes: 45 | Time: 3.9754e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| +Index: 49 | Max_nodes: 45 | Time: 4.0835e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +Index: 264 | Max_nodes: 45 | Time: 4.1304e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +Index: 269 | Max_nodes: 45 | Time: 4.1380e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| +Index: 85 | Max_nodes: 45 | Time: 4.1630e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| +Index: 73 | Max_nodes: 45 | Time: 4.1728e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| +Index: 195 | Max_nodes: 45 | Time: 4.2093e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| +Index: 373 | Max_nodes: 45 | Time: 4.2488e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 2| +Index: 61 | Max_nodes: 45 | Time: 4.2921e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| +Index: 493 | Max_nodes: 45 | Time: 4.3608e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2| +Index: 63 | Max_nodes: 46 | Time: 4.2039e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| +Index: 87 | Max_nodes: 46 | Time: 4.2657e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| +Index: 388 | Max_nodes: 47 | Time: 4.2548e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| +Index: 375 | Max_nodes: 47 | Time: 4.2597e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| +Index: 386 | Max_nodes: 47 | Time: 4.3329e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| +Index: 495 | Max_nodes: 47 | Time: 4.3649e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 1| +Index: 322 | Max_nodes: 47 | Time: 4.4801e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| +Index: 320 | Max_nodes: 47 | Time: 4.6974e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| +Index: 344 | Max_nodes: 47 | Time: 4.7067e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| +Index: 536 | Max_nodes: 47 | Time: 4.7083e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| +Index: 346 | Max_nodes: 47 | Time: 4.7617e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| +Index: 538 | Max_nodes: 47 | Time: 4.7802e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| +Index: 656 | Max_nodes: 47 | Time: 4.8264e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| +Index: 658 | Max_nodes: 47 | Time: 4.8722e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| +Index: 361 | Max_nodes: 48 | Time: 3.9845e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +Index: 169 | Max_nodes: 48 | Time: 4.0447e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| +Index: 363 | Max_nodes: 48 | Time: 4.1914e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +Index: 193 | Max_nodes: 48 | Time: 4.2283e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| +Index: 410 | Max_nodes: 48 | Time: 4.2698e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| +Index: 481 | Max_nodes: 48 | Time: 4.2772e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 3| +Index: 483 | Max_nodes: 48 | Time: 4.2977e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| +Index: 412 | Max_nodes: 48 | Time: 4.3943e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4| +Index: 290 | Max_nodes: 48 | Time: 4.4354e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| +Index: 292 | Max_nodes: 48 | Time: 4.4475e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 4| +Index: 584 | Max_nodes: 49 | Time: 5.2247e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +Index: 704 | Max_nodes: 49 | Time: 5.4470e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +Index: 385 | Max_nodes: 51 | Time: 4.0330e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4| +Index: 387 | Max_nodes: 51 | Time: 4.2716e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 2| +Index: 505 | Max_nodes: 51 | Time: 4.3169e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 3| +Index: 507 | Max_nodes: 51 | Time: 4.3688e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 2| +Index: 586 | Max_nodes: 53 | Time: 5.3895e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| +Index: 706 | Max_nodes: 53 | Time: 5.5475e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| +Index: 433 | Max_nodes: 55 | Time: 4.6967e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 2| +Index: 553 | Max_nodes: 55 | Time: 4.8917e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2| +Index: 435 | Max_nodes: 59 | Time: 4.6575e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| +Index: 555 | Max_nodes: 59 | Time: 4.8637e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| +Index: 307 | Max_nodes: 61 | Time: 4.3870e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| +Index: 309 | Max_nodes: 61 | Time: 4.5303e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| +Index: 331 | Max_nodes: 61 | Time: 4.5793e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1| +Index: 333 | Max_nodes: 61 | Time: 4.5825e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| +Index: 357 | Max_nodes: 61 | Time: 4.6867e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| +Index: 349 | Max_nodes: 61 | Time: 4.7685e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| +Index: 355 | Max_nodes: 61 | Time: 4.7862e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| +Index: 351 | Max_nodes: 61 | Time: 4.8221e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| +Index: 427 | Max_nodes: 62 | Time: 4.5345e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 1| +Index: 429 | Max_nodes: 62 | Time: 4.5493e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| +Index: 549 | Max_nodes: 62 | Time: 4.8294e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| +Index: 661 | Max_nodes: 62 | Time: 4.8315e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| +Index: 547 | Max_nodes: 62 | Time: 4.8315e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| +Index: 663 | Max_nodes: 62 | Time: 5.0013e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| +Index: 669 | Max_nodes: 62 | Time: 5.0485e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| +Index: 667 | Max_nodes: 62 | Time: 5.0722e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| +Index: 451 | Max_nodes: 64 | Time: 4.7740e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| +Index: 571 | Max_nodes: 64 | Time: 4.9017e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| +Index: 453 | Max_nodes: 64 | Time: 4.9067e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +Index: 475 | Max_nodes: 64 | Time: 4.9942e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| +Index: 687 | Max_nodes: 64 | Time: 5.0295e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +Index: 477 | Max_nodes: 64 | Time: 5.0369e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +Index: 573 | Max_nodes: 64 | Time: 5.0572e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +Index: 685 | Max_nodes: 64 | Time: 5.0657e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| +Index: 469 | Max_nodes: 64 | Time: 5.0729e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| +Index: 471 | Max_nodes: 64 | Time: 5.1958e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +Index: 589 | Max_nodes: 64 | Time: 5.2367e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| +Index: 693 | Max_nodes: 64 | Time: 5.2549e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +Index: 591 | Max_nodes: 64 | Time: 5.2768e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| +Index: 595 | Max_nodes: 64 | Time: 5.3101e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +Index: 691 | Max_nodes: 64 | Time: 5.3238e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| +Index: 597 | Max_nodes: 64 | Time: 5.3560e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +Index: 709 | Max_nodes: 64 | Time: 5.3574e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| +Index: 715 | Max_nodes: 64 | Time: 5.4368e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +Index: 711 | Max_nodes: 64 | Time: 5.4722e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| +Index: 717 | Max_nodes: 64 | Time: 5.5108e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| ........................... -Average time: 7.0653e-04s +Average time: 4.5394e-03s 156 permutations have 13 active nodes. +Index: 2 | Max_nodes: 39 | Time: 3.9505e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 4 | Max_nodes: 39 | Time: 4.0138e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +Index: 122 | Max_nodes: 39 | Time: 4.0887e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 28 | Max_nodes: 39 | Time: 4.0989e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +Index: 124 | Max_nodes: 39 | Time: 4.1521e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +Index: 26 | Max_nodes: 39 | Time: 4.1698e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +Index: 11 | Max_nodes: 41 | Time: 3.9506e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +Index: 6 | Max_nodes: 41 | Time: 4.0100e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Index: 126 | Max_nodes: 41 | Time: 4.0204e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Index: 131 | Max_nodes: 41 | Time: 4.0323e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +Index: 139 | Max_nodes: 41 | Time: 4.0918e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +Index: 141 | Max_nodes: 41 | Time: 4.1555e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +Index: 19 | Max_nodes: 41 | Time: 4.1629e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +Index: 16 | Max_nodes: 41 | Time: 4.1667e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +Index: 140 | Max_nodes: 41 | Time: 4.1712e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +Index: 21 | Max_nodes: 41 | Time: 4.1958e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +Index: 20 | Max_nodes: 41 | Time: 4.2340e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +Index: 136 | Max_nodes: 41 | Time: 4.2348e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +Index: 76 | Max_nodes: 41 | Time: 4.2379e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| +Index: 262 | Max_nodes: 41 | Time: 4.2454e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| +Index: 134 | Max_nodes: 41 | Time: 4.2705e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +Index: 14 | Max_nodes: 41 | Time: 4.3062e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +Index: 142 | Max_nodes: 41 | Time: 4.3102e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +Index: 22 | Max_nodes: 41 | Time: 4.3161e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +Index: 260 | Max_nodes: 41 | Time: 4.3336e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 4| +Index: 256 | Max_nodes: 41 | Time: 4.3458e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| +Index: 254 | Max_nodes: 41 | Time: 4.4044e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| +Index: 40 | Max_nodes: 41 | Time: 4.4054e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| +Index: 46 | Max_nodes: 41 | Time: 4.4107e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| +Index: 44 | Max_nodes: 41 | Time: 4.4183e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| +Index: 98 | Max_nodes: 41 | Time: 4.4272e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| +Index: 488 | Max_nodes: 41 | Time: 4.4517e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| +Index: 80 | Max_nodes: 41 | Time: 4.4623e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| +Index: 82 | Max_nodes: 41 | Time: 4.4676e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| +Index: 104 | Max_nodes: 41 | Time: 4.4877e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| +Index: 74 | Max_nodes: 41 | Time: 4.5124e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| +Index: 38 | Max_nodes: 41 | Time: 4.5678e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| +Index: 100 | Max_nodes: 41 | Time: 4.5815e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| +Index: 502 | Max_nodes: 41 | Time: 4.5893e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| +Index: 608 | Max_nodes: 41 | Time: 4.6303e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| +Index: 490 | Max_nodes: 41 | Time: 4.6563e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| +Index: 106 | Max_nodes: 41 | Time: 4.6599e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| +Index: 610 | Max_nodes: 41 | Time: 4.6683e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 3| +Index: 500 | Max_nodes: 41 | Time: 4.6797e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 3| +Index: 620 | Max_nodes: 41 | Time: 4.8325e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| +Index: 622 | Max_nodes: 41 | Time: 4.9078e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| +Index: 148 | Max_nodes: 42 | Time: 4.1070e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| +Index: 242 | Max_nodes: 42 | Time: 4.1109e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +Index: 146 | Max_nodes: 42 | Time: 4.1603e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| +Index: 53 | Max_nodes: 42 | Time: 4.2785e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +Index: 244 | Max_nodes: 42 | Time: 4.2853e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +Index: 94 | Max_nodes: 42 | Time: 4.4148e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2| +Index: 92 | Max_nodes: 42 | Time: 4.4843e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3| +Index: 99 | Max_nodes: 42 | Time: 4.5017e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| +Index: 116 | Max_nodes: 42 | Time: 4.5773e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 3| +Index: 118 | Max_nodes: 42 | Time: 4.5934e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| +Index: 196 | Max_nodes: 44 | Time: 4.3852e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| +Index: 194 | Max_nodes: 44 | Time: 4.4018e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| +Index: 482 | Max_nodes: 44 | Time: 4.4145e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| +Index: 484 | Max_nodes: 44 | Time: 4.5202e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| +Index: 218 | Max_nodes: 44 | Time: 4.5408e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| +Index: 604 | Max_nodes: 44 | Time: 4.5550e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| +Index: 220 | Max_nodes: 44 | Time: 4.5860e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| +Index: 602 | Max_nodes: 44 | Time: 4.7506e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 4| +Index: 548 | Max_nodes: 44 | Time: 4.7736e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| +Index: 668 | Max_nodes: 44 | Time: 5.0778e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| +Index: 268 | Max_nodes: 45 | Time: 4.1325e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| +Index: 48 | Max_nodes: 45 | Time: 4.1433e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +Index: 266 | Max_nodes: 45 | Time: 4.1527e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| +Index: 173 | Max_nodes: 45 | Time: 4.2084e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| +Index: 67 | Max_nodes: 45 | Time: 4.3478e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| +Index: 97 | Max_nodes: 45 | Time: 4.3762e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| +Index: 379 | Max_nodes: 45 | Time: 4.3974e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| +Index: 91 | Max_nodes: 45 | Time: 4.4377e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| +Index: 332 | Max_nodes: 45 | Time: 4.4972e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| +Index: 219 | Max_nodes: 45 | Time: 4.5079e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| +Index: 109 | Max_nodes: 45 | Time: 4.5346e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| +Index: 356 | Max_nodes: 45 | Time: 4.6109e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| +Index: 499 | Max_nodes: 45 | Time: 4.6695e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| +Index: 115 | Max_nodes: 45 | Time: 4.6736e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| +Index: 613 | Max_nodes: 45 | Time: 4.7054e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| +Index: 619 | Max_nodes: 45 | Time: 4.8407e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2| +Index: 69 | Max_nodes: 46 | Time: 4.2457e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| +Index: 93 | Max_nodes: 46 | Time: 4.4209e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| +Index: 111 | Max_nodes: 46 | Time: 4.5654e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| +Index: 117 | Max_nodes: 46 | Time: 4.7292e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| +Index: 590 | Max_nodes: 46 | Time: 5.4346e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +Index: 710 | Max_nodes: 46 | Time: 5.6314e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +Index: 381 | Max_nodes: 47 | Time: 4.3781e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1| +Index: 506 | Max_nodes: 47 | Time: 4.6864e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| +Index: 501 | Max_nodes: 47 | Time: 4.7063e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| +Index: 628 | Max_nodes: 47 | Time: 4.7129e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 3| +Index: 508 | Max_nodes: 47 | Time: 4.7183e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 3| +Index: 621 | Max_nodes: 47 | Time: 4.7260e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| +Index: 615 | Max_nodes: 47 | Time: 4.7903e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 1| +Index: 626 | Max_nodes: 47 | Time: 4.8563e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| +Index: 360 | Max_nodes: 48 | Time: 4.1448e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +Index: 168 | Max_nodes: 48 | Time: 4.1762e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| +Index: 181 | Max_nodes: 48 | Time: 4.1775e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| +Index: 205 | Max_nodes: 48 | Time: 4.2309e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| +Index: 397 | Max_nodes: 48 | Time: 4.2848e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 2| +Index: 365 | Max_nodes: 48 | Time: 4.2925e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +Index: 316 | Max_nodes: 48 | Time: 4.4360e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| +Index: 217 | Max_nodes: 48 | Time: 4.4532e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| +Index: 601 | Max_nodes: 48 | Time: 4.4991e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| +Index: 517 | Max_nodes: 48 | Time: 4.5262e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| +Index: 603 | Max_nodes: 48 | Time: 4.5996e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2| +Index: 314 | Max_nodes: 48 | Time: 4.6488e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| +Index: 530 | Max_nodes: 48 | Time: 4.6711e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| +Index: 340 | Max_nodes: 48 | Time: 4.7192e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| +Index: 532 | Max_nodes: 48 | Time: 4.7346e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| +Index: 338 | Max_nodes: 48 | Time: 4.7814e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| +Index: 652 | Max_nodes: 48 | Time: 4.8619e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3| +Index: 650 | Max_nodes: 48 | Time: 5.0130e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| +Index: 183 | Max_nodes: 49 | Time: 4.1928e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| +Index: 207 | Max_nodes: 49 | Time: 4.4234e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| +Index: 399 | Max_nodes: 50 | Time: 4.2889e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| +Index: 519 | Max_nodes: 50 | Time: 4.4716e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| +Index: 578 | Max_nodes: 50 | Time: 5.2362e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| +Index: 698 | Max_nodes: 50 | Time: 5.4627e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| +Index: 384 | Max_nodes: 51 | Time: 4.1905e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| +Index: 389 | Max_nodes: 51 | Time: 4.2715e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| +Index: 627 | Max_nodes: 51 | Time: 4.5343e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 2| +Index: 625 | Max_nodes: 51 | Time: 4.5938e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3| +Index: 450 | Max_nodes: 51 | Time: 4.7878e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| +Index: 570 | Max_nodes: 51 | Time: 4.9947e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| +Index: 474 | Max_nodes: 51 | Time: 5.0524e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| +Index: 550 | Max_nodes: 51 | Time: 5.2370e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| +Index: 690 | Max_nodes: 51 | Time: 5.3372e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| +Index: 714 | Max_nodes: 51 | Time: 5.3906e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +Index: 594 | Max_nodes: 51 | Time: 5.4534e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +Index: 670 | Max_nodes: 51 | Time: 5.5369e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| +Index: 334 | Max_nodes: 52 | Time: 4.7615e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| +Index: 358 | Max_nodes: 52 | Time: 4.9459e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| +Index: 580 | Max_nodes: 54 | Time: 5.2792e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 2| +Index: 700 | Max_nodes: 54 | Time: 5.4846e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 2| +Index: 559 | Max_nodes: 55 | Time: 4.6093e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 2| +Index: 439 | Max_nodes: 55 | Time: 4.8128e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2| +Index: 673 | Max_nodes: 55 | Time: 5.2173e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| +Index: 457 | Max_nodes: 55 | Time: 5.2283e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| +Index: 697 | Max_nodes: 55 | Time: 5.2622e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| +Index: 577 | Max_nodes: 55 | Time: 5.3495e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| +Index: 592 | Max_nodes: 57 | Time: 5.5164e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +Index: 712 | Max_nodes: 57 | Time: 5.6748e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +Index: 455 | Max_nodes: 58 | Time: 4.8515e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +Index: 479 | Max_nodes: 58 | Time: 4.9841e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +Index: 575 | Max_nodes: 58 | Time: 5.0388e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +Index: 695 | Max_nodes: 58 | Time: 5.1759e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +Index: 599 | Max_nodes: 58 | Time: 5.4460e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +Index: 719 | Max_nodes: 58 | Time: 5.5996e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +Index: 441 | Max_nodes: 59 | Time: 4.5547e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| +Index: 561 | Max_nodes: 59 | Time: 4.9590e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| +Index: 459 | Max_nodes: 59 | Time: 5.0550e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 1| +Index: 675 | Max_nodes: 59 | Time: 5.0701e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1| +Index: 699 | Max_nodes: 59 | Time: 5.3379e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| +Index: 579 | Max_nodes: 59 | Time: 5.3573e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1| ........................... -Average time: 7.1932e-04s +Average time: 4.6098e-03s 72 permutations have 14 active nodes. +Index: 247 | Max_nodes: 41 | Time: 3.9036e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| +Index: 253 | Max_nodes: 41 | Time: 4.1277e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| +Index: 31 | Max_nodes: 42 | Time: 4.0009e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| +Index: 37 | Max_nodes: 42 | Time: 4.0313e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| +Index: 249 | Max_nodes: 43 | Time: 4.1019e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +Index: 33 | Max_nodes: 43 | Time: 4.1480e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +Index: 255 | Max_nodes: 43 | Time: 4.1766e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +Index: 39 | Max_nodes: 43 | Time: 4.2365e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +Index: 398 | Max_nodes: 43 | Time: 4.4480e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| +Index: 404 | Max_nodes: 43 | Time: 4.4801e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| +Index: 406 | Max_nodes: 43 | Time: 4.5870e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| +Index: 400 | Max_nodes: 43 | Time: 4.5878e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| +Index: 518 | Max_nodes: 43 | Time: 4.6553e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| +Index: 520 | Max_nodes: 43 | Time: 4.7117e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| +Index: 638 | Max_nodes: 43 | Time: 4.9386e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| +Index: 640 | Max_nodes: 43 | Time: 4.9527e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| +Index: 57 | Max_nodes: 44 | Time: 4.1327e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| +Index: 81 | Max_nodes: 44 | Time: 4.2236e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| +Index: 184 | Max_nodes: 44 | Time: 4.2652e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| +Index: 208 | Max_nodes: 44 | Time: 4.4551e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 2| +Index: 190 | Max_nodes: 44 | Time: 4.4553e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 2| +Index: 188 | Max_nodes: 44 | Time: 4.5268e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 4| +Index: 182 | Max_nodes: 44 | Time: 4.6190e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| +Index: 206 | Max_nodes: 44 | Time: 4.6532e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| +Index: 230 | Max_nodes: 44 | Time: 4.6682e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| +Index: 232 | Max_nodes: 44 | Time: 4.7688e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| +Index: 367 | Max_nodes: 45 | Time: 4.1468e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| +Index: 487 | Max_nodes: 45 | Time: 4.3390e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3| +Index: 55 | Max_nodes: 46 | Time: 4.0448e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| +Index: 79 | Max_nodes: 46 | Time: 4.1356e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| +Index: 369 | Max_nodes: 47 | Time: 4.2416e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 1| +Index: 489 | Max_nodes: 47 | Time: 4.4426e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1| +Index: 187 | Max_nodes: 48 | Time: 4.2612e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| +Index: 211 | Max_nodes: 48 | Time: 4.3814e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 2| +Index: 403 | Max_nodes: 48 | Time: 4.5220e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2| +Index: 229 | Max_nodes: 48 | Time: 4.5852e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2| +Index: 235 | Max_nodes: 48 | Time: 4.5913e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| +Index: 523 | Max_nodes: 48 | Time: 4.7557e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| +Index: 637 | Max_nodes: 48 | Time: 4.8160e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 2| +Index: 643 | Max_nodes: 48 | Time: 4.9339e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| +Index: 189 | Max_nodes: 49 | Time: 4.4459e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 0| +Index: 213 | Max_nodes: 49 | Time: 4.5080e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| +Index: 231 | Max_nodes: 49 | Time: 4.6889e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| +Index: 237 | Max_nodes: 49 | Time: 4.7125e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| +Index: 560 | Max_nodes: 49 | Time: 4.7274e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| +Index: 464 | Max_nodes: 49 | Time: 4.8274e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| +Index: 440 | Max_nodes: 49 | Time: 4.8340e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| +Index: 680 | Max_nodes: 49 | Time: 5.1463e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| +Index: 405 | Max_nodes: 50 | Time: 4.3473e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| +Index: 525 | Max_nodes: 50 | Time: 4.6633e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| +Index: 639 | Max_nodes: 50 | Time: 4.7114e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| +Index: 645 | Max_nodes: 50 | Time: 4.9357e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| +Index: 289 | Max_nodes: 53 | Time: 4.2718e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| +Index: 409 | Max_nodes: 53 | Time: 4.2753e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| +Index: 313 | Max_nodes: 53 | Time: 4.2860e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3| +Index: 529 | Max_nodes: 53 | Time: 4.3924e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| +Index: 562 | Max_nodes: 53 | Time: 4.8512e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| +Index: 442 | Max_nodes: 53 | Time: 5.0346e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| +Index: 466 | Max_nodes: 53 | Time: 5.1927e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| +Index: 682 | Max_nodes: 53 | Time: 5.2713e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| +Index: 291 | Max_nodes: 54 | Time: 4.1802e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| +Index: 315 | Max_nodes: 54 | Time: 4.3790e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| +Index: 679 | Max_nodes: 55 | Time: 4.9550e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| +Index: 463 | Max_nodes: 55 | Time: 5.0015e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 2| +Index: 583 | Max_nodes: 55 | Time: 5.2722e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| +Index: 703 | Max_nodes: 55 | Time: 5.3530e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| +Index: 411 | Max_nodes: 57 | Time: 4.4242e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 1| +Index: 531 | Max_nodes: 57 | Time: 4.5794e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| +Index: 681 | Max_nodes: 59 | Time: 5.0582e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| +Index: 465 | Max_nodes: 59 | Time: 5.1398e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| +Index: 585 | Max_nodes: 59 | Time: 5.2770e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +Index: 705 | Max_nodes: 59 | Time: 5.4023e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| ........................... -Average time: 7.1476e-04s +Average time: 4.5861e-03s 144 permutations have 15 active nodes. +Index: 246 | Max_nodes: 41 | Time: 4.0206e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +Index: 17 | Max_nodes: 41 | Time: 4.1137e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +Index: 137 | Max_nodes: 41 | Time: 4.1154e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +Index: 12 | Max_nodes: 41 | Time: 4.1503e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +Index: 259 | Max_nodes: 41 | Time: 4.1542e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| +Index: 18 | Max_nodes: 41 | Time: 4.1760e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +Index: 143 | Max_nodes: 41 | Time: 4.1862e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +Index: 23 | Max_nodes: 41 | Time: 4.2060e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +Index: 132 | Max_nodes: 41 | Time: 4.2175e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +Index: 138 | Max_nodes: 41 | Time: 4.2486e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +Index: 374 | Max_nodes: 41 | Time: 4.2997e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 5| +Index: 380 | Max_nodes: 41 | Time: 4.3517e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 4| +Index: 376 | Max_nodes: 41 | Time: 4.3967e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2| +Index: 382 | Max_nodes: 41 | Time: 4.5047e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2| +Index: 494 | Max_nodes: 41 | Time: 4.5710e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| +Index: 496 | Max_nodes: 41 | Time: 4.6214e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 2| +Index: 498 | Max_nodes: 41 | Time: 4.6320e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| +Index: 614 | Max_nodes: 41 | Time: 4.7623e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4| +Index: 618 | Max_nodes: 41 | Time: 4.8416e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| +Index: 616 | Max_nodes: 41 | Time: 4.8576e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| +Index: 30 | Max_nodes: 42 | Time: 4.0402e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +Index: 43 | Max_nodes: 42 | Time: 4.1612e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| +Index: 64 | Max_nodes: 42 | Time: 4.2500e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| +Index: 77 | Max_nodes: 42 | Time: 4.2951e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| +Index: 70 | Max_nodes: 42 | Time: 4.3328e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| +Index: 68 | Max_nodes: 42 | Time: 4.5023e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| +Index: 86 | Max_nodes: 42 | Time: 4.5416e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| +Index: 101 | Max_nodes: 42 | Time: 4.5499e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| +Index: 88 | Max_nodes: 42 | Time: 4.5774e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| +Index: 62 | Max_nodes: 42 | Time: 4.5778e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| +Index: 112 | Max_nodes: 42 | Time: 4.6898e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| +Index: 110 | Max_nodes: 42 | Time: 4.7014e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 4| +Index: 35 | Max_nodes: 43 | Time: 4.2036e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| +Index: 45 | Max_nodes: 43 | Time: 4.2283e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| +Index: 261 | Max_nodes: 43 | Time: 4.2816e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| +Index: 251 | Max_nodes: 43 | Time: 4.3094e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| +Index: 90 | Max_nodes: 43 | Time: 4.4320e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| +Index: 114 | Max_nodes: 43 | Time: 4.5182e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| +Index: 503 | Max_nodes: 43 | Time: 4.7588e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1| +Index: 623 | Max_nodes: 43 | Time: 4.9458e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| +Index: 271 | Max_nodes: 44 | Time: 3.9476e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| +Index: 277 | Max_nodes: 44 | Time: 4.1521e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| +Index: 59 | Max_nodes: 44 | Time: 4.2575e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| +Index: 95 | Max_nodes: 44 | Time: 4.5180e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| +Index: 428 | Max_nodes: 44 | Time: 4.5251e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| +Index: 422 | Max_nodes: 44 | Time: 4.5456e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| +Index: 542 | Max_nodes: 44 | Time: 4.6071e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| +Index: 105 | Max_nodes: 44 | Time: 4.6206e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| +Index: 119 | Max_nodes: 44 | Time: 4.6807e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| +Index: 662 | Max_nodes: 44 | Time: 4.9761e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| +Index: 151 | Max_nodes: 45 | Time: 3.9450e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| +Index: 157 | Max_nodes: 45 | Time: 4.1038e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| +Index: 366 | Max_nodes: 45 | Time: 4.1652e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +Index: 197 | Max_nodes: 45 | Time: 4.3931e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| +Index: 72 | Max_nodes: 45 | Time: 4.4029e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +Index: 302 | Max_nodes: 45 | Time: 4.4524e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| +Index: 221 | Max_nodes: 45 | Time: 4.5373e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| +Index: 350 | Max_nodes: 45 | Time: 4.5720e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| +Index: 326 | Max_nodes: 45 | Time: 4.5725e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| +Index: 96 | Max_nodes: 45 | Time: 4.6031e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +Index: 308 | Max_nodes: 45 | Time: 4.6521e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| +Index: 607 | Max_nodes: 45 | Time: 4.6934e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3| +Index: 546 | Max_nodes: 45 | Time: 4.7734e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| +Index: 666 | Max_nodes: 45 | Time: 5.1208e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| +Index: 159 | Max_nodes: 46 | Time: 4.1352e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| +Index: 279 | Max_nodes: 46 | Time: 4.1543e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| +Index: 273 | Max_nodes: 46 | Time: 4.1966e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +Index: 153 | Max_nodes: 46 | Time: 4.2474e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +Index: 54 | Max_nodes: 46 | Time: 4.2536e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +Index: 103 | Max_nodes: 46 | Time: 4.3644e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| +Index: 330 | Max_nodes: 46 | Time: 4.4942e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| +Index: 354 | Max_nodes: 46 | Time: 4.5047e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 3| +Index: 446 | Max_nodes: 46 | Time: 4.7791e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +Index: 470 | Max_nodes: 46 | Time: 4.8858e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +Index: 566 | Max_nodes: 46 | Time: 4.9015e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +Index: 686 | Max_nodes: 46 | Time: 5.2771e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +Index: 177 | Max_nodes: 47 | Time: 4.2901e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| +Index: 371 | Max_nodes: 47 | Time: 4.4022e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| +Index: 201 | Max_nodes: 47 | Time: 4.4045e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| +Index: 609 | Max_nodes: 47 | Time: 4.7220e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| +Index: 588 | Max_nodes: 47 | Time: 5.4595e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| +Index: 708 | Max_nodes: 47 | Time: 5.5285e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| +Index: 391 | Max_nodes: 48 | Time: 4.1273e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| +Index: 480 | Max_nodes: 48 | Time: 4.4111e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +Index: 511 | Max_nodes: 48 | Time: 4.4919e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 3| +Index: 192 | Max_nodes: 48 | Time: 4.4935e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| +Index: 216 | Max_nodes: 48 | Time: 4.5654e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| +Index: 485 | Max_nodes: 48 | Time: 4.6993e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| +Index: 600 | Max_nodes: 48 | Time: 4.7078e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +Index: 605 | Max_nodes: 48 | Time: 4.7549e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 2| +Index: 175 | Max_nodes: 49 | Time: 4.1080e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| +Index: 199 | Max_nodes: 49 | Time: 4.2751e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 3| +Index: 393 | Max_nodes: 50 | Time: 4.2283e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| +Index: 513 | Max_nodes: 50 | Time: 4.4610e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| +Index: 458 | Max_nodes: 50 | Time: 4.7290e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| +Index: 554 | Max_nodes: 50 | Time: 4.7951e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| +Index: 434 | Max_nodes: 50 | Time: 4.8176e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| +Index: 674 | Max_nodes: 50 | Time: 5.1269e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| +Index: 504 | Max_nodes: 51 | Time: 4.4516e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 5| +Index: 509 | Max_nodes: 51 | Time: 4.6043e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 2| +Index: 424 | Max_nodes: 51 | Time: 4.6849e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| +Index: 430 | Max_nodes: 51 | Time: 4.7673e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| +Index: 629 | Max_nodes: 51 | Time: 4.8558e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| +Index: 624 | Max_nodes: 51 | Time: 4.8638e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| +Index: 544 | Max_nodes: 51 | Time: 5.1521e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| +Index: 696 | Max_nodes: 51 | Time: 5.3659e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 3| +Index: 664 | Max_nodes: 51 | Time: 5.4012e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| +Index: 576 | Max_nodes: 51 | Time: 5.5433e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| +Index: 310 | Max_nodes: 52 | Time: 4.6776e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| +Index: 304 | Max_nodes: 52 | Time: 4.7389e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| +Index: 328 | Max_nodes: 52 | Time: 4.7713e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| +Index: 551 | Max_nodes: 52 | Time: 5.0259e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +Index: 352 | Max_nodes: 52 | Time: 5.2063e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| +Index: 671 | Max_nodes: 52 | Time: 5.2632e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +Index: 288 | Max_nodes: 53 | Time: 4.2559e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| +Index: 295 | Max_nodes: 53 | Time: 4.2929e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 4| +Index: 415 | Max_nodes: 53 | Time: 4.3272e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| +Index: 319 | Max_nodes: 53 | Time: 4.3387e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 3| +Index: 408 | Max_nodes: 53 | Time: 4.3745e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| +Index: 337 | Max_nodes: 53 | Time: 4.5376e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| +Index: 535 | Max_nodes: 53 | Time: 4.5510e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 3| +Index: 335 | Max_nodes: 53 | Time: 4.6706e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +Index: 649 | Max_nodes: 53 | Time: 4.7391e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 3| +Index: 359 | Max_nodes: 53 | Time: 4.9868e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +Index: 297 | Max_nodes: 54 | Time: 4.2686e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| +Index: 293 | Max_nodes: 54 | Time: 4.4059e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 1| +Index: 321 | Max_nodes: 54 | Time: 4.4938e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| +Index: 339 | Max_nodes: 54 | Time: 4.6900e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 1| +Index: 436 | Max_nodes: 54 | Time: 4.8224e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 2| +Index: 556 | Max_nodes: 54 | Time: 4.8562e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| +Index: 460 | Max_nodes: 54 | Time: 5.2084e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 2| +Index: 676 | Max_nodes: 54 | Time: 5.2440e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| +Index: 417 | Max_nodes: 57 | Time: 4.3117e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| +Index: 413 | Max_nodes: 57 | Time: 4.4142e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 1| +Index: 537 | Max_nodes: 57 | Time: 4.5107e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| +Index: 651 | Max_nodes: 57 | Time: 4.7735e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| +Index: 472 | Max_nodes: 57 | Time: 5.2122e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| +Index: 448 | Max_nodes: 57 | Time: 5.2225e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| +Index: 688 | Max_nodes: 57 | Time: 5.2432e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| +Index: 568 | Max_nodes: 57 | Time: 5.3579e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| +Index: 593 | Max_nodes: 58 | Time: 5.4361e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +Index: 713 | Max_nodes: 58 | Time: 5.6242e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +Index: 581 | Max_nodes: 59 | Time: 5.2193e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| +Index: 701 | Max_nodes: 59 | Time: 5.6333e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| ........................... -Average time: 7.1693e-04s +Average time: 4.6065e-03s 36 permutations have 16 active nodes. +Index: 270 | Max_nodes: 44 | Time: 4.0880e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| +Index: 283 | Max_nodes: 44 | Time: 4.2140e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| +Index: 522 | Max_nodes: 44 | Time: 4.7075e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| +Index: 642 | Max_nodes: 44 | Time: 5.1776e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| +Index: 150 | Max_nodes: 45 | Time: 4.0885e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| +Index: 163 | Max_nodes: 45 | Time: 4.2671e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| +Index: 165 | Max_nodes: 46 | Time: 4.2411e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| +Index: 155 | Max_nodes: 46 | Time: 4.2418e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| +Index: 275 | Max_nodes: 46 | Time: 4.2486e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| +Index: 285 | Max_nodes: 46 | Time: 4.3810e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| +Index: 234 | Max_nodes: 46 | Time: 4.5002e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 3| +Index: 210 | Max_nodes: 46 | Time: 4.5015e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| +Index: 527 | Max_nodes: 46 | Time: 4.7235e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| +Index: 647 | Max_nodes: 46 | Time: 4.9292e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 0| +Index: 179 | Max_nodes: 47 | Time: 4.3298e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| +Index: 215 | Max_nodes: 47 | Time: 4.5776e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| +Index: 239 | Max_nodes: 47 | Time: 4.7193e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| +Index: 225 | Max_nodes: 47 | Time: 4.8475e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| +Index: 390 | Max_nodes: 48 | Time: 4.2344e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| +Index: 631 | Max_nodes: 48 | Time: 4.6370e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 3| +Index: 174 | Max_nodes: 49 | Time: 4.1718e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| +Index: 223 | Max_nodes: 49 | Time: 4.3858e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 3| +Index: 395 | Max_nodes: 50 | Time: 4.1212e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| +Index: 633 | Max_nodes: 50 | Time: 4.5876e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| +Index: 582 | Max_nodes: 51 | Time: 5.2216e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3| +Index: 702 | Max_nodes: 51 | Time: 5.3016e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| +Index: 414 | Max_nodes: 53 | Time: 4.2719e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| +Index: 294 | Max_nodes: 53 | Time: 4.3484e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| +Index: 343 | Max_nodes: 53 | Time: 4.5733e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 3| +Index: 655 | Max_nodes: 53 | Time: 4.6816e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 3| +Index: 299 | Max_nodes: 54 | Time: 4.3707e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| +Index: 345 | Max_nodes: 54 | Time: 4.7761e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| +Index: 419 | Max_nodes: 57 | Time: 4.3687e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| +Index: 657 | Max_nodes: 57 | Time: 4.7096e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| +Index: 587 | Max_nodes: 59 | Time: 5.3395e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +Index: 707 | Max_nodes: 59 | Time: 5.4915e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| ........................... -Average time: 7.1324e-04s +Average time: 4.5660e-03s 72 permutations have 17 active nodes. +Index: 258 | Max_nodes: 41 | Time: 4.2134e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| +Index: 252 | Max_nodes: 41 | Time: 4.3806e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +Index: 378 | Max_nodes: 41 | Time: 4.4106e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 4| +Index: 372 | Max_nodes: 41 | Time: 4.4560e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| +Index: 492 | Max_nodes: 41 | Time: 4.4705e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| +Index: 612 | Max_nodes: 41 | Time: 4.9013e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4| +Index: 36 | Max_nodes: 42 | Time: 4.1917e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +Index: 42 | Max_nodes: 42 | Time: 4.2924e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| +Index: 41 | Max_nodes: 43 | Time: 4.1808e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| +Index: 47 | Max_nodes: 43 | Time: 4.2146e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| +Index: 257 | Max_nodes: 43 | Time: 4.3227e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| +Index: 263 | Max_nodes: 43 | Time: 4.4428e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| +Index: 60 | Max_nodes: 43 | Time: 4.4469e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| +Index: 383 | Max_nodes: 43 | Time: 4.4769e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| +Index: 108 | Max_nodes: 43 | Time: 4.5087e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| +Index: 66 | Max_nodes: 43 | Time: 4.5190e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| +Index: 377 | Max_nodes: 43 | Time: 4.5225e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 1| +Index: 84 | Max_nodes: 43 | Time: 4.6325e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| +Index: 497 | Max_nodes: 43 | Time: 4.7585e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 1| +Index: 617 | Max_nodes: 43 | Time: 4.9785e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| +Index: 65 | Max_nodes: 44 | Time: 4.2458e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| +Index: 71 | Max_nodes: 44 | Time: 4.4099e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| +Index: 83 | Max_nodes: 44 | Time: 4.4223e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| +Index: 89 | Max_nodes: 44 | Time: 4.4502e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| +Index: 107 | Max_nodes: 44 | Time: 4.6168e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| +Index: 113 | Max_nodes: 44 | Time: 4.7352e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| +Index: 486 | Max_nodes: 45 | Time: 4.4277e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +Index: 426 | Max_nodes: 45 | Time: 4.5675e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| +Index: 606 | Max_nodes: 45 | Time: 4.6536e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4| +Index: 540 | Max_nodes: 45 | Time: 4.6599e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| +Index: 420 | Max_nodes: 45 | Time: 4.6918e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| +Index: 660 | Max_nodes: 45 | Time: 5.0395e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| +Index: 78 | Max_nodes: 46 | Time: 4.4837e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +Index: 102 | Max_nodes: 46 | Time: 4.5567e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| +Index: 300 | Max_nodes: 46 | Time: 4.6176e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| +Index: 348 | Max_nodes: 46 | Time: 4.6348e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 4| +Index: 324 | Max_nodes: 46 | Time: 4.6422e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| +Index: 306 | Max_nodes: 46 | Time: 4.6762e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| +Index: 444 | Max_nodes: 47 | Time: 4.6383e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +Index: 491 | Max_nodes: 47 | Time: 4.7666e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| +Index: 611 | Max_nodes: 47 | Time: 4.8246e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 1| +Index: 468 | Max_nodes: 47 | Time: 4.9089e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| +Index: 564 | Max_nodes: 47 | Time: 4.9301e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +Index: 684 | Max_nodes: 47 | Time: 5.3861e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| +Index: 552 | Max_nodes: 51 | Time: 4.8318e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| +Index: 456 | Max_nodes: 51 | Time: 4.8378e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| +Index: 432 | Max_nodes: 51 | Time: 4.8520e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| +Index: 672 | Max_nodes: 51 | Time: 5.2738e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| +Index: 425 | Max_nodes: 52 | Time: 4.6240e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| +Index: 431 | Max_nodes: 52 | Time: 4.6791e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| +Index: 545 | Max_nodes: 52 | Time: 4.9206e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| +Index: 665 | Max_nodes: 52 | Time: 5.1359e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| +Index: 311 | Max_nodes: 53 | Time: 4.5267e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| +Index: 305 | Max_nodes: 53 | Time: 4.5931e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| +Index: 312 | Max_nodes: 53 | Time: 4.6027e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| +Index: 528 | Max_nodes: 53 | Time: 4.7614e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| +Index: 336 | Max_nodes: 53 | Time: 4.7864e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| +Index: 329 | Max_nodes: 53 | Time: 4.7983e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| +Index: 648 | Max_nodes: 53 | Time: 4.8846e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| +Index: 353 | Max_nodes: 53 | Time: 4.9631e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| +Index: 341 | Max_nodes: 54 | Time: 4.6984e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| +Index: 317 | Max_nodes: 54 | Time: 4.7926e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 1| +Index: 533 | Max_nodes: 57 | Time: 4.5968e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 1| +Index: 653 | Max_nodes: 57 | Time: 4.8666e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| +Index: 449 | Max_nodes: 58 | Time: 5.0278e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| +Index: 473 | Max_nodes: 58 | Time: 5.1745e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +Index: 689 | Max_nodes: 58 | Time: 5.2898e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +Index: 569 | Max_nodes: 58 | Time: 5.3067e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| +Index: 437 | Max_nodes: 59 | Time: 4.8889e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 1| +Index: 461 | Max_nodes: 59 | Time: 5.0175e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 1| +Index: 557 | Max_nodes: 59 | Time: 5.1397e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| +Index: 677 | Max_nodes: 59 | Time: 5.2129e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| ........................... -Average time: 7.3361e-04s +Average time: 4.6999e-03s 48 permutations have 18 active nodes. +Index: 282 | Max_nodes: 44 | Time: 4.2278e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| +Index: 396 | Max_nodes: 44 | Time: 4.3977e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| +Index: 276 | Max_nodes: 44 | Time: 4.4154e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| +Index: 516 | Max_nodes: 44 | Time: 4.4456e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| +Index: 402 | Max_nodes: 44 | Time: 4.5133e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 4| +Index: 636 | Max_nodes: 44 | Time: 4.9487e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| +Index: 156 | Max_nodes: 45 | Time: 4.1987e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| +Index: 162 | Max_nodes: 45 | Time: 4.2644e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| +Index: 161 | Max_nodes: 46 | Time: 4.1452e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| +Index: 281 | Max_nodes: 46 | Time: 4.1921e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| +Index: 167 | Max_nodes: 46 | Time: 4.2645e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| +Index: 287 | Max_nodes: 46 | Time: 4.2847e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| +Index: 401 | Max_nodes: 46 | Time: 4.3028e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0| +Index: 407 | Max_nodes: 46 | Time: 4.3910e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| +Index: 180 | Max_nodes: 46 | Time: 4.4481e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| +Index: 186 | Max_nodes: 46 | Time: 4.4929e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| +Index: 228 | Max_nodes: 46 | Time: 4.5058e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 4| +Index: 204 | Max_nodes: 46 | Time: 4.5393e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| +Index: 521 | Max_nodes: 46 | Time: 4.7559e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| +Index: 641 | Max_nodes: 46 | Time: 4.9436e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| +Index: 185 | Max_nodes: 47 | Time: 4.2748e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| +Index: 191 | Max_nodes: 47 | Time: 4.5127e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| +Index: 203 | Max_nodes: 47 | Time: 4.5492e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| +Index: 209 | Max_nodes: 47 | Time: 4.5947e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| +Index: 227 | Max_nodes: 47 | Time: 4.6910e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| +Index: 233 | Max_nodes: 47 | Time: 4.8223e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| +Index: 510 | Max_nodes: 48 | Time: 4.5286e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| +Index: 630 | Max_nodes: 48 | Time: 4.7906e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| +Index: 198 | Max_nodes: 49 | Time: 4.5002e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| +Index: 222 | Max_nodes: 49 | Time: 4.6686e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| +Index: 515 | Max_nodes: 50 | Time: 4.4846e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0| +Index: 635 | Max_nodes: 50 | Time: 4.7601e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| +Index: 558 | Max_nodes: 51 | Time: 4.7579e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| +Index: 438 | Max_nodes: 51 | Time: 4.8408e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| +Index: 462 | Max_nodes: 51 | Time: 4.8491e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 4| +Index: 678 | Max_nodes: 51 | Time: 5.3907e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| +Index: 318 | Max_nodes: 53 | Time: 4.6829e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 5| +Index: 342 | Max_nodes: 53 | Time: 4.6966e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 4| +Index: 534 | Max_nodes: 53 | Time: 4.7695e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5| +Index: 654 | Max_nodes: 53 | Time: 4.8866e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4| +Index: 323 | Max_nodes: 54 | Time: 4.6974e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| +Index: 347 | Max_nodes: 54 | Time: 4.7582e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| +Index: 539 | Max_nodes: 57 | Time: 4.6892e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| +Index: 659 | Max_nodes: 57 | Time: 5.0565e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| +Index: 467 | Max_nodes: 59 | Time: 5.0291e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| +Index: 563 | Max_nodes: 59 | Time: 5.0569e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| +Index: 443 | Max_nodes: 59 | Time: 5.0614e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| +Index: 683 | Max_nodes: 59 | Time: 5.2221e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| ........................... -Average time: 7.2117e-04s +Average time: 4.6313e-03s ________________________________________________________________________________________________ -6 permutations have 50 max nodes. +18 permutations have 39 max nodes. +Index: 1 | Active_nodes: 11 | Time: 3.8314e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Index: 25 | Active_nodes: 11 | Time: 3.8677e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +Index: 3 | Active_nodes: 11 | Time: 3.9228e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +Index: 123 | Active_nodes: 11 | Time: 3.9387e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +Index: 121 | Active_nodes: 11 | Time: 3.9791e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Index: 27 | Active_nodes: 11 | Time: 4.0065e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +Index: 5 | Active_nodes: 12 | Time: 3.9592e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +Index: 29 | Active_nodes: 12 | Time: 3.9597e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +Index: 120 | Active_nodes: 12 | Time: 3.9747e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Index: 125 | Active_nodes: 12 | Time: 3.9954e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +Index: 24 | Active_nodes: 12 | Time: 3.9988e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +Index: 0 | Active_nodes: 12 | Time: 4.0743e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Index: 2 | Active_nodes: 13 | Time: 3.9505e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 4 | Active_nodes: 13 | Time: 4.0138e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +Index: 122 | Active_nodes: 13 | Time: 4.0887e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 28 | Active_nodes: 13 | Time: 4.0989e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +Index: 124 | Active_nodes: 13 | Time: 4.1521e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +Index: 26 | Active_nodes: 13 | Time: 4.1698e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| ........................... -Average time: 5.8355e-04s - -6 permutations have 51 max nodes. +Average time: 3.9990e-03s + +90 permutations have 41 max nodes. +Index: 7 | Active_nodes: 12 | Time: 3.9393e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +Index: 127 | Active_nodes: 12 | Time: 3.9820e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +Index: 133 | Active_nodes: 12 | Time: 3.9937e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +Index: 9 | Active_nodes: 12 | Time: 4.0058e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +Index: 15 | Active_nodes: 12 | Time: 4.0572e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +Index: 135 | Active_nodes: 12 | Time: 4.0685e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +Index: 129 | Active_nodes: 12 | Time: 4.1135e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +Index: 8 | Active_nodes: 12 | Time: 4.1313e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +Index: 13 | Active_nodes: 12 | Time: 4.1416e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +Index: 128 | Active_nodes: 12 | Time: 4.1607e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +Index: 130 | Active_nodes: 12 | Time: 4.1622e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +Index: 10 | Active_nodes: 12 | Time: 4.1783e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +Index: 32 | Active_nodes: 12 | Time: 4.2109e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +Index: 250 | Active_nodes: 12 | Time: 4.2368e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| +Index: 50 | Active_nodes: 12 | Time: 4.2475e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| +Index: 248 | Active_nodes: 12 | Time: 4.2484e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +Index: 368 | Active_nodes: 12 | Time: 4.3177e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| +Index: 34 | Active_nodes: 12 | Time: 4.3221e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| +Index: 52 | Active_nodes: 12 | Time: 4.3391e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| +Index: 58 | Active_nodes: 12 | Time: 4.4402e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| +Index: 370 | Active_nodes: 12 | Time: 4.4551e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 4| +Index: 56 | Active_nodes: 12 | Time: 4.5112e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| +Index: 11 | Active_nodes: 13 | Time: 3.9506e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +Index: 6 | Active_nodes: 13 | Time: 4.0100e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Index: 126 | Active_nodes: 13 | Time: 4.0204e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Index: 131 | Active_nodes: 13 | Time: 4.0323e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +Index: 139 | Active_nodes: 13 | Time: 4.0918e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +Index: 141 | Active_nodes: 13 | Time: 4.1555e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +Index: 19 | Active_nodes: 13 | Time: 4.1629e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +Index: 16 | Active_nodes: 13 | Time: 4.1667e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +Index: 140 | Active_nodes: 13 | Time: 4.1712e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +Index: 21 | Active_nodes: 13 | Time: 4.1958e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +Index: 20 | Active_nodes: 13 | Time: 4.2340e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +Index: 136 | Active_nodes: 13 | Time: 4.2348e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +Index: 76 | Active_nodes: 13 | Time: 4.2379e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| +Index: 262 | Active_nodes: 13 | Time: 4.2454e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| +Index: 134 | Active_nodes: 13 | Time: 4.2705e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +Index: 14 | Active_nodes: 13 | Time: 4.3062e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +Index: 142 | Active_nodes: 13 | Time: 4.3102e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +Index: 22 | Active_nodes: 13 | Time: 4.3161e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +Index: 260 | Active_nodes: 13 | Time: 4.3336e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 4| +Index: 256 | Active_nodes: 13 | Time: 4.3458e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| +Index: 254 | Active_nodes: 13 | Time: 4.4044e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| +Index: 40 | Active_nodes: 13 | Time: 4.4054e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| +Index: 46 | Active_nodes: 13 | Time: 4.4107e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| +Index: 44 | Active_nodes: 13 | Time: 4.4183e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| +Index: 98 | Active_nodes: 13 | Time: 4.4272e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| +Index: 488 | Active_nodes: 13 | Time: 4.4517e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| +Index: 80 | Active_nodes: 13 | Time: 4.4623e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| +Index: 82 | Active_nodes: 13 | Time: 4.4676e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| +Index: 104 | Active_nodes: 13 | Time: 4.4877e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| +Index: 74 | Active_nodes: 13 | Time: 4.5124e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| +Index: 38 | Active_nodes: 13 | Time: 4.5678e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| +Index: 100 | Active_nodes: 13 | Time: 4.5815e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| +Index: 502 | Active_nodes: 13 | Time: 4.5893e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| +Index: 608 | Active_nodes: 13 | Time: 4.6303e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| +Index: 490 | Active_nodes: 13 | Time: 4.6563e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| +Index: 106 | Active_nodes: 13 | Time: 4.6599e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| +Index: 610 | Active_nodes: 13 | Time: 4.6683e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 3| +Index: 500 | Active_nodes: 13 | Time: 4.6797e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 3| +Index: 620 | Active_nodes: 13 | Time: 4.8325e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| +Index: 622 | Active_nodes: 13 | Time: 4.9078e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| +Index: 247 | Active_nodes: 14 | Time: 3.9036e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| +Index: 253 | Active_nodes: 14 | Time: 4.1277e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| +Index: 246 | Active_nodes: 15 | Time: 4.0206e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +Index: 17 | Active_nodes: 15 | Time: 4.1137e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +Index: 137 | Active_nodes: 15 | Time: 4.1154e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +Index: 12 | Active_nodes: 15 | Time: 4.1503e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +Index: 259 | Active_nodes: 15 | Time: 4.1542e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| +Index: 18 | Active_nodes: 15 | Time: 4.1760e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +Index: 143 | Active_nodes: 15 | Time: 4.1862e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +Index: 23 | Active_nodes: 15 | Time: 4.2060e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +Index: 132 | Active_nodes: 15 | Time: 4.2175e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +Index: 138 | Active_nodes: 15 | Time: 4.2486e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +Index: 374 | Active_nodes: 15 | Time: 4.2997e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 5| +Index: 380 | Active_nodes: 15 | Time: 4.3517e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 4| +Index: 376 | Active_nodes: 15 | Time: 4.3967e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2| +Index: 382 | Active_nodes: 15 | Time: 4.5047e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2| +Index: 494 | Active_nodes: 15 | Time: 4.5710e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| +Index: 496 | Active_nodes: 15 | Time: 4.6214e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 2| +Index: 498 | Active_nodes: 15 | Time: 4.6320e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| +Index: 614 | Active_nodes: 15 | Time: 4.7623e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4| +Index: 618 | Active_nodes: 15 | Time: 4.8416e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| +Index: 616 | Active_nodes: 15 | Time: 4.8576e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| +Index: 258 | Active_nodes: 17 | Time: 4.2134e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| +Index: 252 | Active_nodes: 17 | Time: 4.3806e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +Index: 378 | Active_nodes: 17 | Time: 4.4106e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 4| +Index: 372 | Active_nodes: 17 | Time: 4.4560e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| +Index: 492 | Active_nodes: 17 | Time: 4.4705e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| +Index: 612 | Active_nodes: 17 | Time: 4.9013e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4| ........................... -Average time: 6.0476e-04s +Average time: 4.3285e-03s + +36 permutations have 42 max nodes. +Index: 145 | Active_nodes: 11 | Time: 3.9524e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +Index: 243 | Active_nodes: 11 | Time: 3.9914e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +Index: 241 | Active_nodes: 11 | Time: 4.0226e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +Index: 147 | Active_nodes: 11 | Time: 4.0385e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| +Index: 51 | Active_nodes: 12 | Time: 3.9842e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +Index: 240 | Active_nodes: 12 | Time: 4.0442e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +Index: 245 | Active_nodes: 12 | Time: 4.0972e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +Index: 144 | Active_nodes: 12 | Time: 4.1101e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +Index: 75 | Active_nodes: 12 | Time: 4.1248e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| +Index: 149 | Active_nodes: 12 | Time: 4.1433e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| +Index: 148 | Active_nodes: 13 | Time: 4.1070e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| +Index: 242 | Active_nodes: 13 | Time: 4.1109e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +Index: 146 | Active_nodes: 13 | Time: 4.1603e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| +Index: 53 | Active_nodes: 13 | Time: 4.2785e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +Index: 244 | Active_nodes: 13 | Time: 4.2853e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +Index: 94 | Active_nodes: 13 | Time: 4.4148e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2| +Index: 92 | Active_nodes: 13 | Time: 4.4843e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3| +Index: 99 | Active_nodes: 13 | Time: 4.5017e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| +Index: 116 | Active_nodes: 13 | Time: 4.5773e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 3| +Index: 118 | Active_nodes: 13 | Time: 4.5934e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| +Index: 31 | Active_nodes: 14 | Time: 4.0009e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| +Index: 37 | Active_nodes: 14 | Time: 4.0313e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| +Index: 30 | Active_nodes: 15 | Time: 4.0402e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +Index: 43 | Active_nodes: 15 | Time: 4.1612e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| +Index: 64 | Active_nodes: 15 | Time: 4.2500e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| +Index: 77 | Active_nodes: 15 | Time: 4.2951e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| +Index: 70 | Active_nodes: 15 | Time: 4.3328e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| +Index: 68 | Active_nodes: 15 | Time: 4.5023e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| +Index: 86 | Active_nodes: 15 | Time: 4.5416e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| +Index: 101 | Active_nodes: 15 | Time: 4.5499e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| +Index: 88 | Active_nodes: 15 | Time: 4.5774e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| +Index: 62 | Active_nodes: 15 | Time: 4.5778e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| +Index: 112 | Active_nodes: 15 | Time: 4.6898e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| +Index: 110 | Active_nodes: 15 | Time: 4.7014e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 4| +Index: 36 | Active_nodes: 17 | Time: 4.1917e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +Index: 42 | Active_nodes: 17 | Time: 4.2924e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -6 permutations have 52 max nodes. +........................... +Average time: 4.2711e-03s + +60 permutations have 43 max nodes. +Index: 152 | Active_nodes: 11 | Time: 4.2574e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| +Index: 272 | Active_nodes: 11 | Time: 4.2744e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| +Index: 154 | Active_nodes: 11 | Time: 4.3917e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| +Index: 392 | Active_nodes: 11 | Time: 4.4158e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| +Index: 274 | Active_nodes: 11 | Time: 4.4227e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| +Index: 176 | Active_nodes: 11 | Time: 4.4535e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| +Index: 394 | Active_nodes: 11 | Time: 4.4721e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| +Index: 178 | Active_nodes: 11 | Time: 4.5354e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| +Index: 286 | Active_nodes: 12 | Time: 4.3801e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 3| +Index: 166 | Active_nodes: 12 | Time: 4.3807e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 3| +Index: 284 | Active_nodes: 12 | Time: 4.3911e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| +Index: 512 | Active_nodes: 12 | Time: 4.3987e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| +Index: 280 | Active_nodes: 12 | Time: 4.4123e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| +Index: 160 | Active_nodes: 12 | Time: 4.4510e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| +Index: 158 | Active_nodes: 12 | Time: 4.4571e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| +Index: 278 | Active_nodes: 12 | Time: 4.4883e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| +Index: 202 | Active_nodes: 12 | Time: 4.4935e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| +Index: 164 | Active_nodes: 12 | Time: 4.5422e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| +Index: 200 | Active_nodes: 12 | Time: 4.5790e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| +Index: 224 | Active_nodes: 12 | Time: 4.6684e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| +Index: 514 | Active_nodes: 12 | Time: 4.7044e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| +Index: 524 | Active_nodes: 12 | Time: 4.7387e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| +Index: 226 | Active_nodes: 12 | Time: 4.7562e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| +Index: 634 | Active_nodes: 12 | Time: 4.7639e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| +Index: 526 | Active_nodes: 12 | Time: 4.8051e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 2| +Index: 632 | Active_nodes: 12 | Time: 4.8192e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| +Index: 644 | Active_nodes: 12 | Time: 4.9986e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| +Index: 646 | Active_nodes: 12 | Time: 5.0444e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| +Index: 249 | Active_nodes: 14 | Time: 4.1019e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +Index: 33 | Active_nodes: 14 | Time: 4.1480e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +Index: 255 | Active_nodes: 14 | Time: 4.1766e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +Index: 39 | Active_nodes: 14 | Time: 4.2365e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +Index: 398 | Active_nodes: 14 | Time: 4.4480e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| +Index: 404 | Active_nodes: 14 | Time: 4.4801e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| +Index: 406 | Active_nodes: 14 | Time: 4.5870e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| +Index: 400 | Active_nodes: 14 | Time: 4.5878e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| +Index: 518 | Active_nodes: 14 | Time: 4.6553e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| +Index: 520 | Active_nodes: 14 | Time: 4.7117e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| +Index: 638 | Active_nodes: 14 | Time: 4.9386e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| +Index: 640 | Active_nodes: 14 | Time: 4.9527e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| +Index: 35 | Active_nodes: 15 | Time: 4.2036e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| +Index: 45 | Active_nodes: 15 | Time: 4.2283e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| +Index: 261 | Active_nodes: 15 | Time: 4.2816e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| +Index: 251 | Active_nodes: 15 | Time: 4.3094e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| +Index: 90 | Active_nodes: 15 | Time: 4.4320e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| +Index: 114 | Active_nodes: 15 | Time: 4.5182e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| +Index: 503 | Active_nodes: 15 | Time: 4.7588e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1| +Index: 623 | Active_nodes: 15 | Time: 4.9458e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| +Index: 41 | Active_nodes: 17 | Time: 4.1808e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| +Index: 47 | Active_nodes: 17 | Time: 4.2146e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| +Index: 257 | Active_nodes: 17 | Time: 4.3227e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| +Index: 263 | Active_nodes: 17 | Time: 4.4428e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| +Index: 60 | Active_nodes: 17 | Time: 4.4469e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| +Index: 383 | Active_nodes: 17 | Time: 4.4769e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| +Index: 108 | Active_nodes: 17 | Time: 4.5087e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| +Index: 66 | Active_nodes: 17 | Time: 4.5190e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| +Index: 377 | Active_nodes: 17 | Time: 4.5225e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 1| +Index: 84 | Active_nodes: 17 | Time: 4.6325e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| +Index: 497 | Active_nodes: 17 | Time: 4.7585e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 1| +Index: 617 | Active_nodes: 17 | Time: 4.9785e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| ........................... -Average time: 6.1566e-04s +Average time: 4.5200e-03s + +54 permutations have 44 max nodes. +Index: 362 | Active_nodes: 12 | Time: 4.2069e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| +Index: 364 | Active_nodes: 12 | Time: 4.3118e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| +Index: 170 | Active_nodes: 12 | Time: 4.3702e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| +Index: 172 | Active_nodes: 12 | Time: 4.3978e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| +Index: 212 | Active_nodes: 12 | Time: 4.5017e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| +Index: 236 | Active_nodes: 12 | Time: 4.5855e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| +Index: 214 | Active_nodes: 12 | Time: 4.6415e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 2| +Index: 238 | Active_nodes: 12 | Time: 4.6709e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 2| +Index: 196 | Active_nodes: 13 | Time: 4.3852e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| +Index: 194 | Active_nodes: 13 | Time: 4.4018e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| +Index: 482 | Active_nodes: 13 | Time: 4.4145e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| +Index: 484 | Active_nodes: 13 | Time: 4.5202e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| +Index: 218 | Active_nodes: 13 | Time: 4.5408e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| +Index: 604 | Active_nodes: 13 | Time: 4.5550e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| +Index: 220 | Active_nodes: 13 | Time: 4.5860e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| +Index: 602 | Active_nodes: 13 | Time: 4.7506e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 4| +Index: 548 | Active_nodes: 13 | Time: 4.7736e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| +Index: 668 | Active_nodes: 13 | Time: 5.0778e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| +Index: 57 | Active_nodes: 14 | Time: 4.1327e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| +Index: 81 | Active_nodes: 14 | Time: 4.2236e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| +Index: 184 | Active_nodes: 14 | Time: 4.2652e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| +Index: 208 | Active_nodes: 14 | Time: 4.4551e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 2| +Index: 190 | Active_nodes: 14 | Time: 4.4553e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 2| +Index: 188 | Active_nodes: 14 | Time: 4.5268e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 4| +Index: 182 | Active_nodes: 14 | Time: 4.6190e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| +Index: 206 | Active_nodes: 14 | Time: 4.6532e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| +Index: 230 | Active_nodes: 14 | Time: 4.6682e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| +Index: 232 | Active_nodes: 14 | Time: 4.7688e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| +Index: 271 | Active_nodes: 15 | Time: 3.9476e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| +Index: 277 | Active_nodes: 15 | Time: 4.1521e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| +Index: 59 | Active_nodes: 15 | Time: 4.2575e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| +Index: 95 | Active_nodes: 15 | Time: 4.5180e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| +Index: 428 | Active_nodes: 15 | Time: 4.5251e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| +Index: 422 | Active_nodes: 15 | Time: 4.5456e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| +Index: 542 | Active_nodes: 15 | Time: 4.6071e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| +Index: 105 | Active_nodes: 15 | Time: 4.6206e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| +Index: 119 | Active_nodes: 15 | Time: 4.6807e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| +Index: 662 | Active_nodes: 15 | Time: 4.9761e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| +Index: 270 | Active_nodes: 16 | Time: 4.0880e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| +Index: 283 | Active_nodes: 16 | Time: 4.2140e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| +Index: 522 | Active_nodes: 16 | Time: 4.7075e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| +Index: 642 | Active_nodes: 16 | Time: 5.1776e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| +Index: 65 | Active_nodes: 17 | Time: 4.2458e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| +Index: 71 | Active_nodes: 17 | Time: 4.4099e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| +Index: 83 | Active_nodes: 17 | Time: 4.4223e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| +Index: 89 | Active_nodes: 17 | Time: 4.4502e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| +Index: 107 | Active_nodes: 17 | Time: 4.6168e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| +Index: 113 | Active_nodes: 17 | Time: 4.7352e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| +Index: 282 | Active_nodes: 18 | Time: 4.2278e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| +Index: 396 | Active_nodes: 18 | Time: 4.3977e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| +Index: 276 | Active_nodes: 18 | Time: 4.4154e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| +Index: 516 | Active_nodes: 18 | Time: 4.4456e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| +Index: 402 | Active_nodes: 18 | Time: 4.5133e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 4| +Index: 636 | Active_nodes: 18 | Time: 4.9487e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -26 permutations have 53 max nodes. +........................... +Average time: 4.5057e-03s + +54 permutations have 45 max nodes. +Index: 265 | Active_nodes: 11 | Time: 4.0085e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +Index: 267 | Active_nodes: 11 | Time: 4.0715e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| +Index: 171 | Active_nodes: 12 | Time: 3.9754e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| +Index: 49 | Active_nodes: 12 | Time: 4.0835e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +Index: 264 | Active_nodes: 12 | Time: 4.1304e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +Index: 269 | Active_nodes: 12 | Time: 4.1380e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| +Index: 85 | Active_nodes: 12 | Time: 4.1630e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| +Index: 73 | Active_nodes: 12 | Time: 4.1728e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| +Index: 195 | Active_nodes: 12 | Time: 4.2093e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| +Index: 373 | Active_nodes: 12 | Time: 4.2488e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 2| +Index: 61 | Active_nodes: 12 | Time: 4.2921e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| +Index: 493 | Active_nodes: 12 | Time: 4.3608e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2| +Index: 268 | Active_nodes: 13 | Time: 4.1325e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| +Index: 48 | Active_nodes: 13 | Time: 4.1433e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +Index: 266 | Active_nodes: 13 | Time: 4.1527e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| +Index: 173 | Active_nodes: 13 | Time: 4.2084e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| +Index: 67 | Active_nodes: 13 | Time: 4.3478e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| +Index: 97 | Active_nodes: 13 | Time: 4.3762e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| +Index: 379 | Active_nodes: 13 | Time: 4.3974e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| +Index: 91 | Active_nodes: 13 | Time: 4.4377e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| +Index: 332 | Active_nodes: 13 | Time: 4.4972e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| +Index: 219 | Active_nodes: 13 | Time: 4.5079e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| +Index: 109 | Active_nodes: 13 | Time: 4.5346e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| +Index: 356 | Active_nodes: 13 | Time: 4.6109e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| +Index: 499 | Active_nodes: 13 | Time: 4.6695e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| +Index: 115 | Active_nodes: 13 | Time: 4.6736e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| +Index: 613 | Active_nodes: 13 | Time: 4.7054e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| +Index: 619 | Active_nodes: 13 | Time: 4.8407e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2| +Index: 367 | Active_nodes: 14 | Time: 4.1468e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| +Index: 487 | Active_nodes: 14 | Time: 4.3390e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3| +Index: 151 | Active_nodes: 15 | Time: 3.9450e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| +Index: 157 | Active_nodes: 15 | Time: 4.1038e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| +Index: 366 | Active_nodes: 15 | Time: 4.1652e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +Index: 197 | Active_nodes: 15 | Time: 4.3931e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| +Index: 72 | Active_nodes: 15 | Time: 4.4029e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +Index: 302 | Active_nodes: 15 | Time: 4.4524e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| +Index: 221 | Active_nodes: 15 | Time: 4.5373e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| +Index: 350 | Active_nodes: 15 | Time: 4.5720e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| +Index: 326 | Active_nodes: 15 | Time: 4.5725e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| +Index: 96 | Active_nodes: 15 | Time: 4.6031e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +Index: 308 | Active_nodes: 15 | Time: 4.6521e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| +Index: 607 | Active_nodes: 15 | Time: 4.6934e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3| +Index: 546 | Active_nodes: 15 | Time: 4.7734e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| +Index: 666 | Active_nodes: 15 | Time: 5.1208e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| +Index: 150 | Active_nodes: 16 | Time: 4.0885e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| +Index: 163 | Active_nodes: 16 | Time: 4.2671e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| +Index: 486 | Active_nodes: 17 | Time: 4.4277e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +Index: 426 | Active_nodes: 17 | Time: 4.5675e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| +Index: 606 | Active_nodes: 17 | Time: 4.6536e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4| +Index: 540 | Active_nodes: 17 | Time: 4.6599e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| +Index: 420 | Active_nodes: 17 | Time: 4.6918e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| +Index: 660 | Active_nodes: 17 | Time: 5.0395e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| +Index: 156 | Active_nodes: 18 | Time: 4.1987e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| +Index: 162 | Active_nodes: 18 | Time: 4.2644e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| ........................... -Average time: 6.2774e-04s +Average time: 4.3967e-03s + +48 permutations have 46 max nodes. +Index: 63 | Active_nodes: 12 | Time: 4.2039e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| +Index: 87 | Active_nodes: 12 | Time: 4.2657e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| +Index: 69 | Active_nodes: 13 | Time: 4.2457e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| +Index: 93 | Active_nodes: 13 | Time: 4.4209e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| +Index: 111 | Active_nodes: 13 | Time: 4.5654e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| +Index: 117 | Active_nodes: 13 | Time: 4.7292e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| +Index: 590 | Active_nodes: 13 | Time: 5.4346e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +Index: 710 | Active_nodes: 13 | Time: 5.6314e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +Index: 55 | Active_nodes: 14 | Time: 4.0448e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| +Index: 79 | Active_nodes: 14 | Time: 4.1356e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| +Index: 159 | Active_nodes: 15 | Time: 4.1352e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| +Index: 279 | Active_nodes: 15 | Time: 4.1543e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| +Index: 273 | Active_nodes: 15 | Time: 4.1966e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +Index: 153 | Active_nodes: 15 | Time: 4.2474e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +Index: 54 | Active_nodes: 15 | Time: 4.2536e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +Index: 103 | Active_nodes: 15 | Time: 4.3644e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| +Index: 330 | Active_nodes: 15 | Time: 4.4942e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| +Index: 354 | Active_nodes: 15 | Time: 4.5047e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 3| +Index: 446 | Active_nodes: 15 | Time: 4.7791e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +Index: 470 | Active_nodes: 15 | Time: 4.8858e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +Index: 566 | Active_nodes: 15 | Time: 4.9015e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +Index: 686 | Active_nodes: 15 | Time: 5.2771e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +Index: 165 | Active_nodes: 16 | Time: 4.2411e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| +Index: 155 | Active_nodes: 16 | Time: 4.2418e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| +Index: 275 | Active_nodes: 16 | Time: 4.2486e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| +Index: 285 | Active_nodes: 16 | Time: 4.3810e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| +Index: 234 | Active_nodes: 16 | Time: 4.5002e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 3| +Index: 210 | Active_nodes: 16 | Time: 4.5015e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| +Index: 527 | Active_nodes: 16 | Time: 4.7235e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| +Index: 647 | Active_nodes: 16 | Time: 4.9292e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 0| +Index: 78 | Active_nodes: 17 | Time: 4.4837e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +Index: 102 | Active_nodes: 17 | Time: 4.5567e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| +Index: 300 | Active_nodes: 17 | Time: 4.6176e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| +Index: 348 | Active_nodes: 17 | Time: 4.6348e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 4| +Index: 324 | Active_nodes: 17 | Time: 4.6422e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| +Index: 306 | Active_nodes: 17 | Time: 4.6762e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| +Index: 161 | Active_nodes: 18 | Time: 4.1452e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| +Index: 281 | Active_nodes: 18 | Time: 4.1921e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| +Index: 167 | Active_nodes: 18 | Time: 4.2645e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| +Index: 287 | Active_nodes: 18 | Time: 4.2847e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| +Index: 401 | Active_nodes: 18 | Time: 4.3028e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0| +Index: 407 | Active_nodes: 18 | Time: 4.3910e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| +Index: 180 | Active_nodes: 18 | Time: 4.4481e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| +Index: 186 | Active_nodes: 18 | Time: 4.4929e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| +Index: 228 | Active_nodes: 18 | Time: 4.5058e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 4| +Index: 204 | Active_nodes: 18 | Time: 4.5393e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| +Index: 521 | Active_nodes: 18 | Time: 4.7559e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| +Index: 641 | Active_nodes: 18 | Time: 4.9436e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -60 permutations have 54 max nodes. +........................... +Average time: 4.5107e-03s + +48 permutations have 47 max nodes. +Index: 296 | Active_nodes: 11 | Time: 4.3895e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| +Index: 418 | Active_nodes: 11 | Time: 4.4344e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| +Index: 416 | Active_nodes: 11 | Time: 4.4371e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| +Index: 298 | Active_nodes: 11 | Time: 4.4994e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| +Index: 388 | Active_nodes: 12 | Time: 4.2548e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| +Index: 375 | Active_nodes: 12 | Time: 4.2597e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| +Index: 386 | Active_nodes: 12 | Time: 4.3329e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| +Index: 495 | Active_nodes: 12 | Time: 4.3649e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 1| +Index: 322 | Active_nodes: 12 | Time: 4.4801e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| +Index: 320 | Active_nodes: 12 | Time: 4.6974e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| +Index: 344 | Active_nodes: 12 | Time: 4.7067e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| +Index: 536 | Active_nodes: 12 | Time: 4.7083e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| +Index: 346 | Active_nodes: 12 | Time: 4.7617e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| +Index: 538 | Active_nodes: 12 | Time: 4.7802e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| +Index: 656 | Active_nodes: 12 | Time: 4.8264e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| +Index: 658 | Active_nodes: 12 | Time: 4.8722e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| +Index: 381 | Active_nodes: 13 | Time: 4.3781e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1| +Index: 506 | Active_nodes: 13 | Time: 4.6864e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| +Index: 501 | Active_nodes: 13 | Time: 4.7063e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| +Index: 628 | Active_nodes: 13 | Time: 4.7129e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 3| +Index: 508 | Active_nodes: 13 | Time: 4.7183e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 3| +Index: 621 | Active_nodes: 13 | Time: 4.7260e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| +Index: 615 | Active_nodes: 13 | Time: 4.7903e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 1| +Index: 626 | Active_nodes: 13 | Time: 4.8563e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| +Index: 369 | Active_nodes: 14 | Time: 4.2416e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 1| +Index: 489 | Active_nodes: 14 | Time: 4.4426e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1| +Index: 177 | Active_nodes: 15 | Time: 4.2901e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| +Index: 371 | Active_nodes: 15 | Time: 4.4022e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| +Index: 201 | Active_nodes: 15 | Time: 4.4045e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| +Index: 609 | Active_nodes: 15 | Time: 4.7220e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| +Index: 588 | Active_nodes: 15 | Time: 5.4595e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| +Index: 708 | Active_nodes: 15 | Time: 5.5285e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| +Index: 179 | Active_nodes: 16 | Time: 4.3298e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| +Index: 215 | Active_nodes: 16 | Time: 4.5776e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| +Index: 239 | Active_nodes: 16 | Time: 4.7193e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| +Index: 225 | Active_nodes: 16 | Time: 4.8475e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| +Index: 444 | Active_nodes: 17 | Time: 4.6383e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +Index: 491 | Active_nodes: 17 | Time: 4.7666e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| +Index: 611 | Active_nodes: 17 | Time: 4.8246e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 1| +Index: 468 | Active_nodes: 17 | Time: 4.9089e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| +Index: 564 | Active_nodes: 17 | Time: 4.9301e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +Index: 684 | Active_nodes: 17 | Time: 5.3861e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| +Index: 185 | Active_nodes: 18 | Time: 4.2748e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| +Index: 191 | Active_nodes: 18 | Time: 4.5127e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| +Index: 203 | Active_nodes: 18 | Time: 4.5492e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| +Index: 209 | Active_nodes: 18 | Time: 4.5947e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| +Index: 227 | Active_nodes: 18 | Time: 4.6910e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| +Index: 233 | Active_nodes: 18 | Time: 4.8223e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| ........................... -Average time: 6.7113e-04s +Average time: 4.6509e-03s + +48 permutations have 48 max nodes. +Index: 361 | Active_nodes: 12 | Time: 3.9845e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +Index: 169 | Active_nodes: 12 | Time: 4.0447e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| +Index: 363 | Active_nodes: 12 | Time: 4.1914e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +Index: 193 | Active_nodes: 12 | Time: 4.2283e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| +Index: 410 | Active_nodes: 12 | Time: 4.2698e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| +Index: 481 | Active_nodes: 12 | Time: 4.2772e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 3| +Index: 483 | Active_nodes: 12 | Time: 4.2977e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| +Index: 412 | Active_nodes: 12 | Time: 4.3943e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4| +Index: 290 | Active_nodes: 12 | Time: 4.4354e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| +Index: 292 | Active_nodes: 12 | Time: 4.4475e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 4| +Index: 360 | Active_nodes: 13 | Time: 4.1448e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +Index: 168 | Active_nodes: 13 | Time: 4.1762e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| +Index: 181 | Active_nodes: 13 | Time: 4.1775e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| +Index: 205 | Active_nodes: 13 | Time: 4.2309e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| +Index: 397 | Active_nodes: 13 | Time: 4.2848e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 2| +Index: 365 | Active_nodes: 13 | Time: 4.2925e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +Index: 316 | Active_nodes: 13 | Time: 4.4360e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| +Index: 217 | Active_nodes: 13 | Time: 4.4532e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| +Index: 601 | Active_nodes: 13 | Time: 4.4991e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| +Index: 517 | Active_nodes: 13 | Time: 4.5262e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| +Index: 603 | Active_nodes: 13 | Time: 4.5996e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2| +Index: 314 | Active_nodes: 13 | Time: 4.6488e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| +Index: 530 | Active_nodes: 13 | Time: 4.6711e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| +Index: 340 | Active_nodes: 13 | Time: 4.7192e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| +Index: 532 | Active_nodes: 13 | Time: 4.7346e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| +Index: 338 | Active_nodes: 13 | Time: 4.7814e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| +Index: 652 | Active_nodes: 13 | Time: 4.8619e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3| +Index: 650 | Active_nodes: 13 | Time: 5.0130e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| +Index: 187 | Active_nodes: 14 | Time: 4.2612e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| +Index: 211 | Active_nodes: 14 | Time: 4.3814e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 2| +Index: 403 | Active_nodes: 14 | Time: 4.5220e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2| +Index: 229 | Active_nodes: 14 | Time: 4.5852e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2| +Index: 235 | Active_nodes: 14 | Time: 4.5913e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| +Index: 523 | Active_nodes: 14 | Time: 4.7557e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| +Index: 637 | Active_nodes: 14 | Time: 4.8160e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 2| +Index: 643 | Active_nodes: 14 | Time: 4.9339e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| +Index: 391 | Active_nodes: 15 | Time: 4.1273e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| +Index: 480 | Active_nodes: 15 | Time: 4.4111e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +Index: 511 | Active_nodes: 15 | Time: 4.4919e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 3| +Index: 192 | Active_nodes: 15 | Time: 4.4935e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| +Index: 216 | Active_nodes: 15 | Time: 4.5654e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| +Index: 485 | Active_nodes: 15 | Time: 4.6993e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| +Index: 600 | Active_nodes: 15 | Time: 4.7078e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +Index: 605 | Active_nodes: 15 | Time: 4.7549e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 2| +Index: 390 | Active_nodes: 16 | Time: 4.2344e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| +Index: 631 | Active_nodes: 16 | Time: 4.6370e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 3| +Index: 510 | Active_nodes: 18 | Time: 4.5286e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| +Index: 630 | Active_nodes: 18 | Time: 4.7906e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -38 permutations have 55 max nodes. +........................... +Average time: 4.4815e-03s + +18 permutations have 49 max nodes. +Index: 584 | Active_nodes: 12 | Time: 5.2247e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +Index: 704 | Active_nodes: 12 | Time: 5.4470e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +Index: 183 | Active_nodes: 13 | Time: 4.1928e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| +Index: 207 | Active_nodes: 13 | Time: 4.4234e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| +Index: 189 | Active_nodes: 14 | Time: 4.4459e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 0| +Index: 213 | Active_nodes: 14 | Time: 4.5080e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| +Index: 231 | Active_nodes: 14 | Time: 4.6889e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| +Index: 237 | Active_nodes: 14 | Time: 4.7125e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| +Index: 560 | Active_nodes: 14 | Time: 4.7274e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| +Index: 464 | Active_nodes: 14 | Time: 4.8274e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| +Index: 440 | Active_nodes: 14 | Time: 4.8340e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| +Index: 680 | Active_nodes: 14 | Time: 5.1463e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| +Index: 175 | Active_nodes: 15 | Time: 4.1080e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| +Index: 199 | Active_nodes: 15 | Time: 4.2751e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 3| +Index: 174 | Active_nodes: 16 | Time: 4.1718e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| +Index: 223 | Active_nodes: 16 | Time: 4.3858e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 3| +Index: 198 | Active_nodes: 18 | Time: 4.5002e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| +Index: 222 | Active_nodes: 18 | Time: 4.6686e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| ........................... -Average time: 6.9550e-04s +Average time: 4.6271e-03s + +24 permutations have 50 max nodes. +Index: 452 | Active_nodes: 11 | Time: 4.7988e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| +Index: 476 | Active_nodes: 11 | Time: 4.8156e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +Index: 572 | Active_nodes: 11 | Time: 4.9686e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| +Index: 692 | Active_nodes: 11 | Time: 5.2379e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +Index: 596 | Active_nodes: 11 | Time: 5.3904e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +Index: 716 | Active_nodes: 11 | Time: 5.4961e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +Index: 399 | Active_nodes: 13 | Time: 4.2889e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| +Index: 519 | Active_nodes: 13 | Time: 4.4716e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| +Index: 578 | Active_nodes: 13 | Time: 5.2362e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| +Index: 698 | Active_nodes: 13 | Time: 5.4627e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| +Index: 405 | Active_nodes: 14 | Time: 4.3473e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| +Index: 525 | Active_nodes: 14 | Time: 4.6633e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| +Index: 639 | Active_nodes: 14 | Time: 4.7114e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| +Index: 645 | Active_nodes: 14 | Time: 4.9357e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| +Index: 393 | Active_nodes: 15 | Time: 4.2283e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| +Index: 513 | Active_nodes: 15 | Time: 4.4610e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| +Index: 458 | Active_nodes: 15 | Time: 4.7290e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| +Index: 554 | Active_nodes: 15 | Time: 4.7951e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| +Index: 434 | Active_nodes: 15 | Time: 4.8176e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| +Index: 674 | Active_nodes: 15 | Time: 5.1269e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| +Index: 395 | Active_nodes: 16 | Time: 4.1212e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| +Index: 633 | Active_nodes: 16 | Time: 4.5876e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| +Index: 515 | Active_nodes: 18 | Time: 4.4846e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0| +Index: 635 | Active_nodes: 18 | Time: 4.7601e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -48 permutations have 56 max nodes. +........................... +Average time: 4.7890e-03s + +36 permutations have 51 max nodes. +Index: 385 | Active_nodes: 12 | Time: 4.0330e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4| +Index: 387 | Active_nodes: 12 | Time: 4.2716e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 2| +Index: 505 | Active_nodes: 12 | Time: 4.3169e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 3| +Index: 507 | Active_nodes: 12 | Time: 4.3688e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 2| +Index: 384 | Active_nodes: 13 | Time: 4.1905e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| +Index: 389 | Active_nodes: 13 | Time: 4.2715e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| +Index: 627 | Active_nodes: 13 | Time: 4.5343e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 2| +Index: 625 | Active_nodes: 13 | Time: 4.5938e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3| +Index: 450 | Active_nodes: 13 | Time: 4.7878e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| +Index: 570 | Active_nodes: 13 | Time: 4.9947e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| +Index: 474 | Active_nodes: 13 | Time: 5.0524e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| +Index: 550 | Active_nodes: 13 | Time: 5.2370e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| +Index: 690 | Active_nodes: 13 | Time: 5.3372e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| +Index: 714 | Active_nodes: 13 | Time: 5.3906e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +Index: 594 | Active_nodes: 13 | Time: 5.4534e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +Index: 670 | Active_nodes: 13 | Time: 5.5369e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| +Index: 504 | Active_nodes: 15 | Time: 4.4516e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 5| +Index: 509 | Active_nodes: 15 | Time: 4.6043e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 2| +Index: 424 | Active_nodes: 15 | Time: 4.6849e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| +Index: 430 | Active_nodes: 15 | Time: 4.7673e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| +Index: 629 | Active_nodes: 15 | Time: 4.8558e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| +Index: 624 | Active_nodes: 15 | Time: 4.8638e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| +Index: 544 | Active_nodes: 15 | Time: 5.1521e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| +Index: 696 | Active_nodes: 15 | Time: 5.3659e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 3| +Index: 664 | Active_nodes: 15 | Time: 5.4012e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| +Index: 576 | Active_nodes: 15 | Time: 5.5433e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| +Index: 582 | Active_nodes: 16 | Time: 5.2216e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3| +Index: 702 | Active_nodes: 16 | Time: 5.3016e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| +Index: 552 | Active_nodes: 17 | Time: 4.8318e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| +Index: 456 | Active_nodes: 17 | Time: 4.8378e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| +Index: 432 | Active_nodes: 17 | Time: 4.8520e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| +Index: 672 | Active_nodes: 17 | Time: 5.2738e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| +Index: 558 | Active_nodes: 18 | Time: 4.7579e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| +Index: 438 | Active_nodes: 18 | Time: 4.8408e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| +Index: 462 | Active_nodes: 18 | Time: 4.8491e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 4| +Index: 678 | Active_nodes: 18 | Time: 5.3907e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| ........................... -Average time: 6.8856e-04s +Average time: 4.8949e-03s + +12 permutations have 52 max nodes. +Index: 334 | Active_nodes: 13 | Time: 4.7615e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| +Index: 358 | Active_nodes: 13 | Time: 4.9459e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| +Index: 310 | Active_nodes: 15 | Time: 4.6776e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| +Index: 304 | Active_nodes: 15 | Time: 4.7389e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| +Index: 328 | Active_nodes: 15 | Time: 4.7713e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| +Index: 551 | Active_nodes: 15 | Time: 5.0259e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +Index: 352 | Active_nodes: 15 | Time: 5.2063e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| +Index: 671 | Active_nodes: 15 | Time: 5.2632e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +Index: 425 | Active_nodes: 17 | Time: 4.6240e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| +Index: 431 | Active_nodes: 17 | Time: 4.6791e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| +Index: 545 | Active_nodes: 17 | Time: 4.9206e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| +Index: 665 | Active_nodes: 17 | Time: 5.1359e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -56 permutations have 57 max nodes. +........................... +Average time: 4.8958e-03s + +36 permutations have 53 max nodes. +Index: 586 | Active_nodes: 12 | Time: 5.3895e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| +Index: 706 | Active_nodes: 12 | Time: 5.5475e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| +Index: 289 | Active_nodes: 14 | Time: 4.2718e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| +Index: 409 | Active_nodes: 14 | Time: 4.2753e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| +Index: 313 | Active_nodes: 14 | Time: 4.2860e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3| +Index: 529 | Active_nodes: 14 | Time: 4.3924e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| +Index: 562 | Active_nodes: 14 | Time: 4.8512e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| +Index: 442 | Active_nodes: 14 | Time: 5.0346e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| +Index: 466 | Active_nodes: 14 | Time: 5.1927e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| +Index: 682 | Active_nodes: 14 | Time: 5.2713e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| +Index: 288 | Active_nodes: 15 | Time: 4.2559e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| +Index: 295 | Active_nodes: 15 | Time: 4.2929e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 4| +Index: 415 | Active_nodes: 15 | Time: 4.3272e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| +Index: 319 | Active_nodes: 15 | Time: 4.3387e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 3| +Index: 408 | Active_nodes: 15 | Time: 4.3745e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| +Index: 337 | Active_nodes: 15 | Time: 4.5376e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| +Index: 535 | Active_nodes: 15 | Time: 4.5510e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 3| +Index: 335 | Active_nodes: 15 | Time: 4.6706e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +Index: 649 | Active_nodes: 15 | Time: 4.7391e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 3| +Index: 359 | Active_nodes: 15 | Time: 4.9868e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +Index: 414 | Active_nodes: 16 | Time: 4.2719e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| +Index: 294 | Active_nodes: 16 | Time: 4.3484e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| +Index: 343 | Active_nodes: 16 | Time: 4.5733e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 3| +Index: 655 | Active_nodes: 16 | Time: 4.6816e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 3| +Index: 311 | Active_nodes: 17 | Time: 4.5267e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| +Index: 305 | Active_nodes: 17 | Time: 4.5931e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| +Index: 312 | Active_nodes: 17 | Time: 4.6027e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| +Index: 528 | Active_nodes: 17 | Time: 4.7614e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| +Index: 336 | Active_nodes: 17 | Time: 4.7864e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| +Index: 329 | Active_nodes: 17 | Time: 4.7983e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| +Index: 648 | Active_nodes: 17 | Time: 4.8846e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| +Index: 353 | Active_nodes: 17 | Time: 4.9631e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| +Index: 318 | Active_nodes: 18 | Time: 4.6829e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 5| +Index: 342 | Active_nodes: 18 | Time: 4.6966e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 4| +Index: 534 | Active_nodes: 18 | Time: 4.7695e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5| +Index: 654 | Active_nodes: 18 | Time: 4.8866e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4| ........................... -Average time: 6.9326e-04s +Average time: 4.6782e-03s + +18 permutations have 54 max nodes. +Index: 580 | Active_nodes: 13 | Time: 5.2792e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 2| +Index: 700 | Active_nodes: 13 | Time: 5.4846e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 2| +Index: 291 | Active_nodes: 14 | Time: 4.1802e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| +Index: 315 | Active_nodes: 14 | Time: 4.3790e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| +Index: 297 | Active_nodes: 15 | Time: 4.2686e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| +Index: 293 | Active_nodes: 15 | Time: 4.4059e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 1| +Index: 321 | Active_nodes: 15 | Time: 4.4938e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| +Index: 339 | Active_nodes: 15 | Time: 4.6900e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 1| +Index: 436 | Active_nodes: 15 | Time: 4.8224e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 2| +Index: 556 | Active_nodes: 15 | Time: 4.8562e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| +Index: 460 | Active_nodes: 15 | Time: 5.2084e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 2| +Index: 676 | Active_nodes: 15 | Time: 5.2440e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| +Index: 299 | Active_nodes: 16 | Time: 4.3707e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| +Index: 345 | Active_nodes: 16 | Time: 4.7761e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| +Index: 341 | Active_nodes: 17 | Time: 4.6984e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| +Index: 317 | Active_nodes: 17 | Time: 4.7926e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 1| +Index: 323 | Active_nodes: 18 | Time: 4.6974e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| +Index: 347 | Active_nodes: 18 | Time: 4.7582e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -60 permutations have 58 max nodes. +........................... +Average time: 4.7448e-03s + +12 permutations have 55 max nodes. +Index: 433 | Active_nodes: 12 | Time: 4.6967e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 2| +Index: 553 | Active_nodes: 12 | Time: 4.8917e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2| +Index: 559 | Active_nodes: 13 | Time: 4.6093e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 2| +Index: 439 | Active_nodes: 13 | Time: 4.8128e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2| +Index: 673 | Active_nodes: 13 | Time: 5.2173e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| +Index: 457 | Active_nodes: 13 | Time: 5.2283e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| +Index: 697 | Active_nodes: 13 | Time: 5.2622e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| +Index: 577 | Active_nodes: 13 | Time: 5.3495e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| +Index: 679 | Active_nodes: 14 | Time: 4.9550e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| +Index: 463 | Active_nodes: 14 | Time: 5.0015e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 2| +Index: 583 | Active_nodes: 14 | Time: 5.2722e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| +Index: 703 | Active_nodes: 14 | Time: 5.3530e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| ........................... -Average time: 6.9729e-04s +Average time: 5.0541e-03s + +24 permutations have 57 max nodes. +Index: 478 | Active_nodes: 11 | Time: 4.7744e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +Index: 454 | Active_nodes: 11 | Time: 4.8323e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +Index: 574 | Active_nodes: 11 | Time: 5.2851e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +Index: 694 | Active_nodes: 11 | Time: 5.4721e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +Index: 598 | Active_nodes: 11 | Time: 5.5313e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +Index: 718 | Active_nodes: 11 | Time: 5.7151e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +Index: 592 | Active_nodes: 13 | Time: 5.5164e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +Index: 712 | Active_nodes: 13 | Time: 5.6748e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +Index: 411 | Active_nodes: 14 | Time: 4.4242e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 1| +Index: 531 | Active_nodes: 14 | Time: 4.5794e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| +Index: 417 | Active_nodes: 15 | Time: 4.3117e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| +Index: 413 | Active_nodes: 15 | Time: 4.4142e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 1| +Index: 537 | Active_nodes: 15 | Time: 4.5107e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| +Index: 651 | Active_nodes: 15 | Time: 4.7735e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| +Index: 472 | Active_nodes: 15 | Time: 5.2122e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| +Index: 448 | Active_nodes: 15 | Time: 5.2225e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| +Index: 688 | Active_nodes: 15 | Time: 5.2432e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| +Index: 568 | Active_nodes: 15 | Time: 5.3579e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| +Index: 419 | Active_nodes: 16 | Time: 4.3687e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| +Index: 657 | Active_nodes: 16 | Time: 4.7096e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| +Index: 533 | Active_nodes: 17 | Time: 4.5968e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 1| +Index: 653 | Active_nodes: 17 | Time: 4.8666e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| +Index: 539 | Active_nodes: 18 | Time: 4.6892e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| +Index: 659 | Active_nodes: 18 | Time: 5.0565e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -44 permutations have 59 max nodes. +........................... +Average time: 4.9641e-03s + +12 permutations have 58 max nodes. +Index: 455 | Active_nodes: 13 | Time: 4.8515e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +Index: 479 | Active_nodes: 13 | Time: 4.9841e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +Index: 575 | Active_nodes: 13 | Time: 5.0388e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +Index: 695 | Active_nodes: 13 | Time: 5.1759e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +Index: 599 | Active_nodes: 13 | Time: 5.4460e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +Index: 719 | Active_nodes: 13 | Time: 5.5996e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +Index: 593 | Active_nodes: 15 | Time: 5.4361e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +Index: 713 | Active_nodes: 15 | Time: 5.6242e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +Index: 449 | Active_nodes: 17 | Time: 5.0278e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| +Index: 473 | Active_nodes: 17 | Time: 5.1745e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +Index: 689 | Active_nodes: 17 | Time: 5.2898e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +Index: 569 | Active_nodes: 17 | Time: 5.3067e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| ........................... -Average time: 7.2163e-04s +Average time: 5.2463e-03s + +24 permutations have 59 max nodes. +Index: 435 | Active_nodes: 12 | Time: 4.6575e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| +Index: 555 | Active_nodes: 12 | Time: 4.8637e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| +Index: 441 | Active_nodes: 13 | Time: 4.5547e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| +Index: 561 | Active_nodes: 13 | Time: 4.9590e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| +Index: 459 | Active_nodes: 13 | Time: 5.0550e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 1| +Index: 675 | Active_nodes: 13 | Time: 5.0701e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1| +Index: 699 | Active_nodes: 13 | Time: 5.3379e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| +Index: 579 | Active_nodes: 13 | Time: 5.3573e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1| +Index: 681 | Active_nodes: 14 | Time: 5.0582e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| +Index: 465 | Active_nodes: 14 | Time: 5.1398e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| +Index: 585 | Active_nodes: 14 | Time: 5.2770e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +Index: 705 | Active_nodes: 14 | Time: 5.4023e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +Index: 581 | Active_nodes: 15 | Time: 5.2193e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| +Index: 701 | Active_nodes: 15 | Time: 5.6333e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| +Index: 587 | Active_nodes: 16 | Time: 5.3395e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +Index: 707 | Active_nodes: 16 | Time: 5.4915e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +Index: 437 | Active_nodes: 17 | Time: 4.8889e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 1| +Index: 461 | Active_nodes: 17 | Time: 5.0175e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 1| +Index: 557 | Active_nodes: 17 | Time: 5.1397e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| +Index: 677 | Active_nodes: 17 | Time: 5.2129e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| +Index: 467 | Active_nodes: 18 | Time: 5.0291e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| +Index: 563 | Active_nodes: 18 | Time: 5.0569e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| +Index: 443 | Active_nodes: 18 | Time: 5.0614e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| +Index: 683 | Active_nodes: 18 | Time: 5.2221e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -60 permutations have 60 max nodes. +........................... +Average time: 5.1269e-03s + +12 permutations have 61 max nodes. +Index: 303 | Active_nodes: 11 | Time: 4.3311e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| +Index: 325 | Active_nodes: 11 | Time: 4.4312e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1| +Index: 301 | Active_nodes: 11 | Time: 4.4457e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| +Index: 327 | Active_nodes: 11 | Time: 4.5770e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| +Index: 307 | Active_nodes: 12 | Time: 4.3870e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| +Index: 309 | Active_nodes: 12 | Time: 4.5303e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| +Index: 331 | Active_nodes: 12 | Time: 4.5793e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1| +Index: 333 | Active_nodes: 12 | Time: 4.5825e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| +Index: 357 | Active_nodes: 12 | Time: 4.6867e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| +Index: 349 | Active_nodes: 12 | Time: 4.7685e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| +Index: 355 | Active_nodes: 12 | Time: 4.7862e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| +Index: 351 | Active_nodes: 12 | Time: 4.8221e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| ........................... -Average time: 6.8453e-04s +Average time: 4.5773e-03s + +12 permutations have 62 max nodes. +Index: 541 | Active_nodes: 11 | Time: 4.3288e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| +Index: 421 | Active_nodes: 11 | Time: 4.4128e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| +Index: 543 | Active_nodes: 11 | Time: 4.4408e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| +Index: 423 | Active_nodes: 11 | Time: 4.4903e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| +Index: 427 | Active_nodes: 12 | Time: 4.5345e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 1| +Index: 429 | Active_nodes: 12 | Time: 4.5493e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| +Index: 549 | Active_nodes: 12 | Time: 4.8294e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| +Index: 661 | Active_nodes: 12 | Time: 4.8315e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| +Index: 547 | Active_nodes: 12 | Time: 4.8315e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| +Index: 663 | Active_nodes: 12 | Time: 5.0013e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| +Index: 669 | Active_nodes: 12 | Time: 5.0485e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| +Index: 667 | Active_nodes: 12 | Time: 5.0722e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -38 permutations have 61 max nodes. +........................... +Average time: 4.6976e-03s + +24 permutations have 64 max nodes. +Index: 565 | Active_nodes: 11 | Time: 4.7782e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| +Index: 567 | Active_nodes: 11 | Time: 4.8102e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| +Index: 445 | Active_nodes: 11 | Time: 4.8492e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| +Index: 447 | Active_nodes: 11 | Time: 4.8504e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| +Index: 451 | Active_nodes: 12 | Time: 4.7740e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| +Index: 571 | Active_nodes: 12 | Time: 4.9017e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| +Index: 453 | Active_nodes: 12 | Time: 4.9067e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +Index: 475 | Active_nodes: 12 | Time: 4.9942e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| +Index: 687 | Active_nodes: 12 | Time: 5.0295e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +Index: 477 | Active_nodes: 12 | Time: 5.0369e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +Index: 573 | Active_nodes: 12 | Time: 5.0572e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +Index: 685 | Active_nodes: 12 | Time: 5.0657e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| +Index: 469 | Active_nodes: 12 | Time: 5.0729e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| +Index: 471 | Active_nodes: 12 | Time: 5.1958e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +Index: 589 | Active_nodes: 12 | Time: 5.2367e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| +Index: 693 | Active_nodes: 12 | Time: 5.2549e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +Index: 591 | Active_nodes: 12 | Time: 5.2768e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| +Index: 595 | Active_nodes: 12 | Time: 5.3101e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +Index: 691 | Active_nodes: 12 | Time: 5.3238e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| +Index: 597 | Active_nodes: 12 | Time: 5.3560e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +Index: 709 | Active_nodes: 12 | Time: 5.3574e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| +Index: 715 | Active_nodes: 12 | Time: 5.4368e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +Index: 711 | Active_nodes: 12 | Time: 5.4722e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| +Index: 717 | Active_nodes: 12 | Time: 5.5108e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| ........................... -Average time: 7.0489e-04s +Average time: 5.1191e-03s -22 permutations have 62 max nodes. +________________________________________________________________________________________________ -........................... -Average time: 6.8676e-04s +execution time of: 3.8314e-03s: Index: 1 | Max_nodes: 39 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -24 permutations have 63 max nodes. +execution time of: 3.8677e-03s: Index: 25 | Max_nodes: 39 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -........................... -Average time: 7.0861e-04s +execution time of: 3.9036e-03s: Index: 247 | Max_nodes: 41 | Active_nodes: 14 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -16 permutations have 64 max nodes. +execution time of: 3.9228e-03s: Index: 3 | Max_nodes: 39 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -........................... -Average time: 7.4617e-04s +execution time of: 3.9387e-03s: Index: 123 | Max_nodes: 39 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -20 permutations have 65 max nodes. +execution time of: 3.9393e-03s: Index: 7 | Max_nodes: 41 | Active_nodes: 12 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -........................... -Average time: 7.7292e-04s +execution time of: 3.9450e-03s: Index: 151 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -34 permutations have 66 max nodes. +execution time of: 3.9476e-03s: Index: 271 | Max_nodes: 44 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -........................... -Average time: 7.4688e-04s +execution time of: 3.9505e-03s: Index: 2 | Max_nodes: 39 | Active_nodes: 13 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -28 permutations have 67 max nodes. +execution time of: 3.9506e-03s: Index: 11 | Max_nodes: 41 | Active_nodes: 13 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -........................... -Average time: 7.8056e-04s +execution time of: 3.9524e-03s: Index: 145 | Max_nodes: 42 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -20 permutations have 68 max nodes. +execution time of: 3.9592e-03s: Index: 5 | Max_nodes: 39 | Active_nodes: 12 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -........................... -Average time: 7.6756e-04s +execution time of: 3.9597e-03s: Index: 29 | Max_nodes: 39 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -26 permutations have 69 max nodes. +execution time of: 3.9747e-03s: Index: 120 | Max_nodes: 39 | Active_nodes: 12 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -........................... -Average time: 7.8331e-04s +execution time of: 3.9754e-03s: Index: 171 | Max_nodes: 45 | Active_nodes: 12 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -12 permutations have 70 max nodes. +execution time of: 3.9791e-03s: Index: 121 | Max_nodes: 39 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -........................... -Average time: 7.8335e-04s +execution time of: 3.9820e-03s: Index: 127 | Max_nodes: 41 | Active_nodes: 12 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -18 permutations have 71 max nodes. +execution time of: 3.9842e-03s: Index: 51 | Max_nodes: 42 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -........................... -Average time: 7.6005e-04s +execution time of: 3.9845e-03s: Index: 361 | Max_nodes: 48 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -16 permutations have 72 max nodes. +execution time of: 3.9914e-03s: Index: 243 | Max_nodes: 42 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -........................... -Average time: 7.9387e-04s +execution time of: 3.9937e-03s: Index: 133 | Max_nodes: 41 | Active_nodes: 12 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -12 permutations have 73 max nodes. +execution time of: 3.9954e-03s: Index: 125 | Max_nodes: 39 | Active_nodes: 12 | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -........................... -Average time: 8.0478e-04s +execution time of: 3.9988e-03s: Index: 24 | Max_nodes: 39 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -24 permutations have 74 max nodes. +execution time of: 4.0009e-03s: Index: 31 | Max_nodes: 42 | Active_nodes: 14 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -........................... -Average time: 8.4319e-04s +execution time of: 4.0058e-03s: Index: 9 | Max_nodes: 41 | Active_nodes: 12 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -________________________________________________________________________________________________ +execution time of: 4.0065e-03s: Index: 27 | Max_nodes: 39 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| + +execution time of: 4.0085e-03s: Index: 265 | Max_nodes: 45 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| + +execution time of: 4.0100e-03s: Index: 6 | Max_nodes: 41 | Active_nodes: 13 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| + +execution time of: 4.0138e-03s: Index: 4 | Max_nodes: 39 | Active_nodes: 13 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| + +execution time of: 4.0204e-03s: Index: 126 | Max_nodes: 41 | Active_nodes: 13 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| + +execution time of: 4.0206e-03s: Index: 246 | Max_nodes: 41 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| + +execution time of: 4.0226e-03s: Index: 241 | Max_nodes: 42 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| + +execution time of: 4.0313e-03s: Index: 37 | Max_nodes: 42 | Active_nodes: 14 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| + +execution time of: 4.0323e-03s: Index: 131 | Max_nodes: 41 | Active_nodes: 13 | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| + +execution time of: 4.0330e-03s: Index: 385 | Max_nodes: 51 | Active_nodes: 12 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4| + +execution time of: 4.0385e-03s: Index: 147 | Max_nodes: 42 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| + +execution time of: 4.0402e-03s: Index: 30 | Max_nodes: 42 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| + +execution time of: 4.0442e-03s: Index: 240 | Max_nodes: 42 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| + +execution time of: 4.0447e-03s: Index: 169 | Max_nodes: 48 | Active_nodes: 12 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| + +execution time of: 4.0448e-03s: Index: 55 | Max_nodes: 46 | Active_nodes: 14 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| + +execution time of: 4.0572e-03s: Index: 15 | Max_nodes: 41 | Active_nodes: 12 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| + +execution time of: 4.0685e-03s: Index: 135 | Max_nodes: 41 | Active_nodes: 12 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| + +execution time of: 4.0715e-03s: Index: 267 | Max_nodes: 45 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| + +execution time of: 4.0743e-03s: Index: 0 | Max_nodes: 39 | Active_nodes: 12 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| + +execution time of: 4.0835e-03s: Index: 49 | Max_nodes: 45 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| + +execution time of: 4.0880e-03s: Index: 270 | Max_nodes: 44 | Active_nodes: 16 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| + +execution time of: 4.0885e-03s: Index: 150 | Max_nodes: 45 | Active_nodes: 16 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| + +execution time of: 4.0887e-03s: Index: 122 | Max_nodes: 39 | Active_nodes: 13 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| + +execution time of: 4.0918e-03s: Index: 139 | Max_nodes: 41 | Active_nodes: 13 | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| + +execution time of: 4.0972e-03s: Index: 245 | Max_nodes: 42 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| + +execution time of: 4.0989e-03s: Index: 28 | Max_nodes: 39 | Active_nodes: 13 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| + +execution time of: 4.1019e-03s: Index: 249 | Max_nodes: 43 | Active_nodes: 14 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| + +execution time of: 4.1038e-03s: Index: 157 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| + +execution time of: 4.1070e-03s: Index: 148 | Max_nodes: 42 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| + +execution time of: 4.1080e-03s: Index: 175 | Max_nodes: 49 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| + +execution time of: 4.1101e-03s: Index: 144 | Max_nodes: 42 | Active_nodes: 12 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| + +execution time of: 4.1109e-03s: Index: 242 | Max_nodes: 42 | Active_nodes: 13 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| + +execution time of: 4.1135e-03s: Index: 129 | Max_nodes: 41 | Active_nodes: 12 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| + +execution time of: 4.1137e-03s: Index: 17 | Max_nodes: 41 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| + +execution time of: 4.1154e-03s: Index: 137 | Max_nodes: 41 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| + +execution time of: 4.1212e-03s: Index: 395 | Max_nodes: 50 | Active_nodes: 16 | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| + +execution time of: 4.1248e-03s: Index: 75 | Max_nodes: 42 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| + +execution time of: 4.1273e-03s: Index: 391 | Max_nodes: 48 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| + +execution time of: 4.1277e-03s: Index: 253 | Max_nodes: 41 | Active_nodes: 14 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| + +execution time of: 4.1304e-03s: Index: 264 | Max_nodes: 45 | Active_nodes: 12 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| + +execution time of: 4.1313e-03s: Index: 8 | Max_nodes: 41 | Active_nodes: 12 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| + +execution time of: 4.1325e-03s: Index: 268 | Max_nodes: 45 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| + +execution time of: 4.1327e-03s: Index: 57 | Max_nodes: 44 | Active_nodes: 14 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| + +execution time of: 4.1352e-03s: Index: 159 | Max_nodes: 46 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| + +execution time of: 4.1356e-03s: Index: 79 | Max_nodes: 46 | Active_nodes: 14 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| + +execution time of: 4.1380e-03s: Index: 269 | Max_nodes: 45 | Active_nodes: 12 | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| + +execution time of: 4.1416e-03s: Index: 13 | Max_nodes: 41 | Active_nodes: 12 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| + +execution time of: 4.1433e-03s: Index: 48 | Max_nodes: 45 | Active_nodes: 13 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| + +execution time of: 4.1433e-03s: Index: 149 | Max_nodes: 42 | Active_nodes: 12 | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| + +execution time of: 4.1448e-03s: Index: 360 | Max_nodes: 48 | Active_nodes: 13 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| + +execution time of: 4.1452e-03s: Index: 161 | Max_nodes: 46 | Active_nodes: 18 | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| + +execution time of: 4.1468e-03s: Index: 367 | Max_nodes: 45 | Active_nodes: 14 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| + +execution time of: 4.1480e-03s: Index: 33 | Max_nodes: 43 | Active_nodes: 14 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| + +execution time of: 4.1503e-03s: Index: 12 | Max_nodes: 41 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| + +execution time of: 4.1521e-03s: Index: 277 | Max_nodes: 44 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| + +execution time of: 4.1521e-03s: Index: 124 | Max_nodes: 39 | Active_nodes: 13 | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| + +execution time of: 4.1527e-03s: Index: 266 | Max_nodes: 45 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| + +execution time of: 4.1542e-03s: Index: 259 | Max_nodes: 41 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| + +execution time of: 4.1543e-03s: Index: 279 | Max_nodes: 46 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| + +execution time of: 4.1555e-03s: Index: 141 | Max_nodes: 41 | Active_nodes: 13 | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| + +execution time of: 4.1603e-03s: Index: 146 | Max_nodes: 42 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| + +execution time of: 4.1607e-03s: Index: 128 | Max_nodes: 41 | Active_nodes: 12 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| + +execution time of: 4.1612e-03s: Index: 43 | Max_nodes: 42 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| + +execution time of: 4.1622e-03s: Index: 130 | Max_nodes: 41 | Active_nodes: 12 | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| + +execution time of: 4.1629e-03s: Index: 19 | Max_nodes: 41 | Active_nodes: 13 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| + +execution time of: 4.1630e-03s: Index: 85 | Max_nodes: 45 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| + +execution time of: 4.1652e-03s: Index: 366 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| + +execution time of: 4.1667e-03s: Index: 16 | Max_nodes: 41 | Active_nodes: 13 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| + +execution time of: 4.1698e-03s: Index: 26 | Max_nodes: 39 | Active_nodes: 13 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| + +execution time of: 4.1712e-03s: Index: 140 | Max_nodes: 41 | Active_nodes: 13 | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| + +execution time of: 4.1718e-03s: Index: 174 | Max_nodes: 49 | Active_nodes: 16 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| + +execution time of: 4.1728e-03s: Index: 73 | Max_nodes: 45 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| + +execution time of: 4.1760e-03s: Index: 18 | Max_nodes: 41 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| + +execution time of: 4.1762e-03s: Index: 168 | Max_nodes: 48 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| + +execution time of: 4.1766e-03s: Index: 255 | Max_nodes: 43 | Active_nodes: 14 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| + +execution time of: 4.1775e-03s: Index: 181 | Max_nodes: 48 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| + +execution time of: 4.1783e-03s: Index: 10 | Max_nodes: 41 | Active_nodes: 12 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| + +execution time of: 4.1802e-03s: Index: 291 | Max_nodes: 54 | Active_nodes: 14 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| + +execution time of: 4.1808e-03s: Index: 41 | Max_nodes: 43 | Active_nodes: 17 | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| + +execution time of: 4.1862e-03s: Index: 143 | Max_nodes: 41 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| + +execution time of: 4.1905e-03s: Index: 384 | Max_nodes: 51 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| + +execution time of: 4.1914e-03s: Index: 363 | Max_nodes: 48 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| + +execution time of: 4.1917e-03s: Index: 36 | Max_nodes: 42 | Active_nodes: 17 | 0 -> 0|1 -> 2|2 -> 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Index: 598 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| + +execution time of: 5.5369e-03s: Index: 670 | Max_nodes: 51 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| + +execution time of: 5.5433e-03s: Index: 576 | Max_nodes: 51 | Active_nodes: 15 | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| + +execution time of: 5.5475e-03s: Index: 706 | Max_nodes: 53 | Active_nodes: 12 | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| + +execution time of: 5.5996e-03s: Index: 719 | Max_nodes: 58 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| + +execution time of: 5.6242e-03s: Index: 713 | Max_nodes: 58 | Active_nodes: 15 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| + +execution time of: 5.6314e-03s: Index: 710 | Max_nodes: 46 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| + +execution time of: 5.6333e-03s: Index: 701 | Max_nodes: 59 | Active_nodes: 15 | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| + +execution time of: 5.6748e-03s: Index: 712 | Max_nodes: 57 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| + +execution time of: 5.7151e-03s: Index: 718 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -execution time of: 5.7451e-04s: Index: 25 | Max_nodes: 50 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -execution time of: 5.7560e-04s: Index: 121 | Max_nodes: 50 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -execution time of: 5.7774e-04s: Index: 126 | Max_nodes: 54 | Active_nodes: 13 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -execution time of: 5.7912e-04s: Index: 123 | Max_nodes: 50 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -execution time of: 5.7969e-04s: Index: 1 | Max_nodes: 50 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -execution time of: 5.8232e-04s: Index: 147 | Max_nodes: 53 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -execution time of: 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-> 5|4 -> 4|5 -> 2| -execution time of: 6.3819e-04s: Index: 399 | Max_nodes: 61 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -execution time of: 6.3843e-04s: Index: 34 | Max_nodes: 53 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -execution time of: 6.3851e-04s: Index: 8 | Max_nodes: 53 | Active_nodes: 12 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -execution time of: 6.3867e-04s: Index: 73 | Max_nodes: 57 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -execution time of: 6.3875e-04s: Index: 250 | Max_nodes: 53 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -execution time of: 6.3885e-04s: Index: 32 | Max_nodes: 53 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -execution time of: 6.3906e-04s: Index: 295 | Max_nodes: 65 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -execution time of: 6.3921e-04s: Index: 52 | Max_nodes: 53 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -execution time of: 6.3921e-04s: Index: 45 | Max_nodes: 58 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -execution time of: 6.3936e-04s: Index: 185 | Max_nodes: 63 | Active_nodes: 18 | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -execution time of: 6.3964e-04s: Index: 179 | Max_nodes: 61 | Active_nodes: 16 | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -execution time of: 6.3968e-04s: Index: 264 | Max_nodes: 57 | Active_nodes: 12 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -execution time of: 6.4027e-04s: Index: 55 | Max_nodes: 59 | Active_nodes: 14 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -execution time of: 6.4030e-04s: Index: 50 | Max_nodes: 53 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -execution time of: 6.4041e-04s: Index: 390 | Max_nodes: 62 | Active_nodes: 16 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -execution time of: 6.4069e-04s: Index: 289 | Max_nodes: 66 | Active_nodes: 14 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| 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8.6067e-04s: Index: 695 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -execution time of: 8.6117e-04s: Index: 673 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -execution time of: 8.6142e-04s: Index: 570 | Max_nodes: 59 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -execution time of: 8.6421e-04s: Index: 569 | Max_nodes: 73 | Active_nodes: 17 | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -execution time of: 8.6459e-04s: Index: 697 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -execution time of: 8.6542e-04s: Index: 704 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -execution time of: 8.6547e-04s: Index: 678 | Max_nodes: 66 | Active_nodes: 18 | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -execution time of: 8.6732e-04s: Index: 694 | Max_nodes: 68 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -execution time of: 8.6857e-04s: Index: 576 | Max_nodes: 65 | Active_nodes: 15 | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -execution time of: 8.7424e-04s: Index: 698 | Max_nodes: 63 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -execution time of: 8.7679e-04s: Index: 716 | Max_nodes: 58 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -execution time of: 8.7864e-04s: Index: 709 | Max_nodes: 74 | Active_nodes: 12 | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -execution time of: 8.8191e-04s: Index: 719 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -execution time of: 8.8370e-04s: Index: 691 | Max_nodes: 74 | Active_nodes: 12 | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -execution time of: 8.8456e-04s: Index: 587 | Max_nodes: 71 | Active_nodes: 16 | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -execution time of: 8.8765e-04s: Index: 581 | Max_nodes: 72 | Active_nodes: 15 | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -execution time of: 8.8771e-04s: Index: 580 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -execution time of: 8.8881e-04s: Index: 595 | Max_nodes: 74 | Active_nodes: 12 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -execution time of: 8.8920e-04s: Index: 591 | Max_nodes: 74 | Active_nodes: 12 | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -execution time of: 8.8998e-04s: Index: 699 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -execution time of: 8.9227e-04s: Index: 596 | Max_nodes: 58 | Active_nodes: 11 | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -execution time of: 8.9230e-04s: Index: 688 | Max_nodes: 72 | Active_nodes: 15 | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -execution time of: 8.9444e-04s: Index: 328 | Max_nodes: 67 | Active_nodes: 15 | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -execution time of: 8.9556e-04s: Index: 696 | Max_nodes: 65 | Active_nodes: 15 | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -execution time of: 8.9668e-04s: Index: 672 | Max_nodes: 67 | Active_nodes: 17 | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -execution time of: 8.9949e-04s: Index: 686 | Max_nodes: 58 | Active_nodes: 15 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -execution time of: 8.9989e-04s: Index: 702 | Max_nodes: 64 | Active_nodes: 16 | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -execution time of: 9.0251e-04s: Index: 582 | Max_nodes: 64 | Active_nodes: 16 | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -execution time of: 9.0433e-04s: Index: 701 | Max_nodes: 72 | Active_nodes: 15 | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -execution time of: 9.0491e-04s: Index: 710 | Max_nodes: 56 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -execution time of: 9.0543e-04s: Index: 707 | Max_nodes: 71 | Active_nodes: 16 | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -execution time of: 9.0572e-04s: Index: 711 | Max_nodes: 74 | Active_nodes: 12 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -execution time of: 9.0875e-04s: Index: 571 | Max_nodes: 74 | Active_nodes: 12 | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -execution time of: 9.1118e-04s: Index: 708 | Max_nodes: 57 | Active_nodes: 15 | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -execution time of: 9.1214e-04s: Index: 585 | Max_nodes: 69 | Active_nodes: 14 | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -execution time of: 9.1222e-04s: Index: 577 | Max_nodes: 67 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -execution time of: 9.1257e-04s: Index: 713 | Max_nodes: 71 | Active_nodes: 15 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -execution time of: 9.1467e-04s: Index: 329 | Max_nodes: 68 | Active_nodes: 17 | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -execution time of: 9.1553e-04s: Index: 593 | Max_nodes: 71 | Active_nodes: 15 | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -execution time of: 9.1920e-04s: Index: 718 | Max_nodes: 68 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -execution time of: 9.1951e-04s: Index: 706 | Max_nodes: 65 | Active_nodes: 12 | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -execution time of: 9.2049e-04s: Index: 714 | Max_nodes: 59 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -execution time of: 9.2371e-04s: Index: 684 | Max_nodes: 59 | Active_nodes: 17 | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -execution time of: 9.2507e-04s: Index: 712 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -execution time of: 9.3145e-04s: Index: 588 | Max_nodes: 57 | Active_nodes: 15 | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -execution time of: 9.3352e-04s: Index: 590 | Max_nodes: 56 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -execution time of: 9.3368e-04s: Index: 598 | Max_nodes: 68 | Active_nodes: 11 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -execution time of: 9.3778e-04s: Index: 670 | Max_nodes: 64 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -execution time of: 9.4220e-04s: Index: 594 | Max_nodes: 59 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -execution time of: 9.4665e-04s: Index: 592 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -execution time of: 9.5236e-04s: Index: 599 | Max_nodes: 69 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -execution time of: 9.5309e-04s: Index: 597 | Max_nodes: 74 | Active_nodes: 12 | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -execution time of: 9.5932e-04s: Index: 579 | Max_nodes: 70 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -execution time of: 9.6040e-04s: Index: 583 | Max_nodes: 66 | Active_nodes: 14 | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -execution time of: 9.6924e-04s: Index: 589 | Max_nodes: 74 | Active_nodes: 12 | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -execution time of: 9.8333e-04s: Index: 671 | Max_nodes: 65 | Active_nodes: 15 | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| ________________________________________________________________________________________________ diff --git a/test/BenchmarkQuasm/results/qwalk-noancilla_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/qwalk-noancilla_indep_qiskit_controls.txt index 1908614d..291a0218 100644 --- a/test/BenchmarkQuasm/results/qwalk-noancilla_indep_qiskit_controls.txt +++ b/test/BenchmarkQuasm/results/qwalk-noancilla_indep_qiskit_controls.txt @@ -31,15 +31,14 @@ Start Simulation of qwalk-noancilla_indep_qiskit_3______________________________ 28: | 1 | 29: | | 2 o: 0 1 2 -Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 9.2025e-06s............................. -Permuted Duration: 9.1800e-06s............................. +Identity Duration: 8.2151e-05s............................. +Permuted Duration: 8.0854e-05s............................. Identity active_nodes: 3 ...................................... Permuted active_nodes: 3 ...................................... -Identity max_nodes: 12 ...................................... -Permuted max_nodes: 12 ...................................... +Identity max_nodes: 10 ...................................... +Permuted max_nodes: 10 ...................................... ________________________________________________________________________________________________ Start Simulation of qwalk-noancilla_indep_qiskit_4__________________________________________________ @@ -241,15 +240,14 @@ Start Simulation of qwalk-noancilla_indep_qiskit_4______________________________ 194:...|...|...2...| 195:...|...|...|...3 ..o:...0...1...2...3 -Q: 0 w: 1 | Q: 1 w: 4 | Q: 2 w: 5 | Q: 3 w: 6 | Computed Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Identity Duration: 9.1444e-05s............................. -Permuted Duration: 9.3486e-05s............................. +Identity Duration: 6.9352e-04s............................. +Permuted Duration: 6.9045e-04s............................. Identity active_nodes: 8 ...................................... Permuted active_nodes: 8 ...................................... -Identity max_nodes: 25 ...................................... -Permuted max_nodes: 25 ...................................... +Identity max_nodes: 19 ...................................... +Permuted max_nodes: 19 ...................................... ________________________________________________________________________________________________ Start Simulation of qwalk-noancilla_indep_qiskit_5__________________________________________________ @@ -715,15 +713,14 @@ Start Simulation of qwalk-noancilla_indep_qiskit_5______________________________ 458:...|...|...|...3...| 459:...|...|...|...|...4 ..o:...0...1...2...3...4 -Q: 0 w: 1 | Q: 1 w: 5 | Q: 2 w: 7 | Q: 3 w: 8 | Q: 4 w: 9 | Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: 2.8150e-04s............................. -Permuted Duration: 2.7632e-04s............................. +Identity Duration: 1.9246e-03s............................. +Permuted Duration: 1.9279e-03s............................. Identity active_nodes: 10 ...................................... Permuted active_nodes: 10 ...................................... -Identity max_nodes: 39 ...................................... -Permuted max_nodes: 39 ...................................... +Identity max_nodes: 29 ...................................... +Permuted max_nodes: 29 ...................................... ________________________________________________________________________________________________ Start Simulation of qwalk-noancilla_indep_qiskit_6__________________________________________________ @@ -1568,1630 +1565,13 @@ Start Simulation of qwalk-noancilla_indep_qiskit_6______________________________ 837:...|...|...|...|...4...| 838:...|...|...|...|...|...5 ..o:...0...1...2...3...4...5 -Q: 0 w: 1 | Q: 1 w: 4 | Q: 2 w: 8 | Q: 3 w: 11 | Q: 4 w: 13 | Q: 5 w: 14 | Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Identity Duration: 6.0480e-04s............................. -Permuted Duration: 5.9825e-04s............................. +Identity Duration: 4.0743e-03s............................. +Permuted Duration: 3.9893e-03s............................. Identity active_nodes: 12 ...................................... Permuted active_nodes: 12 ...................................... -Identity max_nodes: 51 ...................................... -Permuted max_nodes: 51 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qwalk-noancilla_indep_qiskit_7__________________________________________________ - -...i:...0...1...2...3...4...5...6 -...1:...h...|...|...|...|...|...| -...2:...p...|...|...|...|...c...| p: (9.8175e-02) -...3:...|...|...|...|...x...c...| -...4:...p...|...|...|...c...|...| p: (-9.8175e-02) -...5:...|...|...|...|...x...c...| -...6:...p...|...|...|...c...|...| p: (9.8175e-02) -...7:...|...|...|...x...c...|...| -...8:...p...|...|...c...|...|...| p: (-9.8175e-02) -...9:...|...|...|...x...|...c...| -..10:...p...|...|...c...|...|...| p: (9.8175e-02) -..11:...|...|...|...x...c...|...| -..12:...p...|...|...c...|...|...| p: (-9.8175e-02) -..13:...|...|...|...x...|...c...| 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active_nodes: 14 ...................................... -Permuted active_nodes: 14 ...................................... -Identity max_nodes: 61 ...................................... -Permuted max_nodes: 61 ...................................... +Identity max_nodes: 39 ...................................... +Permuted max_nodes: 39 ...................................... ________________________________________________________________________________________________ diff --git a/test/BenchmarkQuasm/results/qwalk-noancilla_indep_qiskit_gates.txt b/test/BenchmarkQuasm/results/qwalk-noancilla_indep_qiskit_gates.txt deleted file mode 100644 index 2b9141a6..00000000 --- a/test/BenchmarkQuasm/results/qwalk-noancilla_indep_qiskit_gates.txt +++ /dev/null @@ -1,3192 +0,0 @@ -Start Simulation of qwalk-noancilla_indep_qiskit_3__________________________________________________ - - i: 0 1 2 - 1: | | h - 2: x c c - 3: | x c - 4: | x | - 5: | | x - 6: x c c - 7: | x c - 8: | x | - 9: | | u2 p: (-3.14159) (-3.14159) -10: x c c -11: | x c -12: | x | -13: | | x -14: x c c -15: | x c -16: | x | -17: | | u2 p: (-3.14159) (-3.14159) -18: x c c -19: | x c -20: | x | -21: | | x -22: x c c -23: | x c -24: | x | -25: | | x -26:============ -27: 0 | | -28: | 1 | -29: | | 2 - o: 0 1 2 -Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 9.1725e-06s............................. -Permuted Duration: 9.1678e-06s............................. -Identity active_nodes: 3 ...................................... -Permuted active_nodes: 3 ...................................... -Identity max_nodes: 12 ...................................... -Permuted max_nodes: 12 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qwalk-noancilla_indep_qiskit_4__________________________________________________ - -..i:...0...1...2...3 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-186:...|...x...c...c -187:...|...x...|...| -188:...|...|...x...c -189:...|...|...x...| -190:...|...|...|...x -191:================ -192:...0...|...|...| -193:...|...1...|...| -194:...|...|...2...| -195:...|...|...|...3 -..o:...0...1...2...3 -Computed Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Identity Duration: 9.1364e-05s............................. -Permuted Duration: 9.2204e-05s............................. -Identity active_nodes: 8 ...................................... -Permuted active_nodes: 8 ...................................... -Identity max_nodes: 25 ...................................... -Permuted max_nodes: 25 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qwalk-noancilla_indep_qiskit_5__________________________________________________ - -..i:...0...1...2...3...4 -..1:...h...|...|...|...| 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(-3.9270e-01) -435:...|...x...c...|...| -436:...|...p...|...|...| p: (3.9270e-01) -437:...|...x...|...c...| -438:...|...p...|...|...| p: (-3.9270e-01) -439:...|...x...|...|...c -440:...|...p...|...|...| p: (3.9270e-01) -441:...|...x...|...c...| -442:...|...p...|...|...| p: (-3.9270e-01) -443:...|...x...c...|...| -444:...|...p...|...|...| p: (3.9270e-01) -445:...|...x...|...c...| -446:...|...p...|...|...| p: (-3.9270e-01) -447:...|...x...|...|...c -448:...|..ry...|...|...| p: (1.5708e+00) -449:...|...|...x...c...c -450:...|...|...x...|...| -451:...|...|...|...x...c -452:...|...|...|...x...| -453:...|...|...|...|...x -454:==================== -455:...0...|...|...|...| -456:...|...1...|...|...| -457:...|...|...2...|...| -458:...|...|...|...3...| -459:...|...|...|...|...4 -..o:...0...1...2...3...4 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: 2.7637e-04s............................. -Permuted Duration: 2.7590e-04s............................. -Identity active_nodes: 10 ...................................... -Permuted active_nodes: 10 ...................................... -Identity max_nodes: 39 ...................................... -Permuted max_nodes: 39 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qwalk-noancilla_indep_qiskit_6__________________________________________________ - -..i:...0...1...2...3...4...5 -..1:...h...|...|...|...|...| -..2:...p...|...|...|...c...| p: (1.9635e-01) -..3:...|...|...|...x...c...| -..4:...p...|...|...c...|...| p: (-1.9635e-01) -..5:...|...|...|...x...c...| -..6:...p...|...|...c...|...| p: (1.9635e-01) -..7:...|...|...x...c...|...| -..8:...p...|...c...|...|...| p: (-1.9635e-01) -..9:...|...|...x...|...c...| -.10:...p...|...c...|...|...| p: (1.9635e-01) -.11:...|...|...x...c...|...| -.12:...p...|...c...|...|...| p: 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(3.9270e-01) -1555:...|...|...|...c...x...|...| -1556:...|...|...|..u2...|...|...| p: (3.9270e-01) (-3.1416e+00) -1557:...|...|...p...|...c...|...| p: (-3.9270e-01) -1558:...|...|...|...|...x...|...c -1559:...|...|...p...|...c...|...| p: (3.9270e-01) -1560:...|...|..ry...|...|...|...| p: (1.5708e+00) -1561:...|...|...|...|...p...|...| p: (3.9270e-01) -1562:...|...|...|...|...|...|...p p: (3.9270e-01) -1563:...|...|...|...|...x...|...c -1564:...|...|...|...|...p...|...| p: (-3.9270e-01) -1565:...|...|...|...|...x...|...c -1566:...|...|...|...|...c...x...| -1567:...|...|...|...|...|...p...| p: (-3.9270e-01) -1568:...|...|...|...|...|...x...c -1569:...|...|...|...|...|...p...| p: (3.9270e-01) -1570:...|...|...|...|...c...x...| -1571:...|...|...|...|...|...p...| p: (-3.9270e-01) -1572:...|...|...|...|...|...x...c -1573:...|...|...|...x...|...c...| -1574:...|...|...|...p...|...|...| p: (-3.9270e-01) -1575:...|...|...|...x...c...|...| -1576:...|...|...|...p...|...|...| p: (3.9270e-01) 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-...o:...0...1...2...3...4...5...6 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Identity Duration: 1.4964e-03s............................. -Permuted Duration: 1.5119e-03s............................. -Identity active_nodes: 14 ...................................... -Permuted active_nodes: 14 ...................................... -Identity max_nodes: 61 ...................................... -Permuted max_nodes: 61 ...................................... -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/qwalk-v-chain_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/qwalk-v-chain_indep_qiskit_all.txt index 5b95d1e0..1d23d650 100644 --- a/test/BenchmarkQuasm/results/qwalk-v-chain_indep_qiskit_all.txt +++ b/test/BenchmarkQuasm/results/qwalk-v-chain_indep_qiskit_all.txt @@ -32,39 +32,57 @@ Start Simulation of qwalk-v-chain_indep_qiskit_3________________________________ 29: | | 2 o: 0 1 2 Total Permutations: 6 -Min time: 9.3778e-06s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max time: 1.4583e-05s................. Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| +Min time: 8.0850e-05s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max time: 1.1621e-04s................. Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| Min active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Min max nodes: 10 nodes.................... Permutation 2 : 0 -> 1|1 -> 0|2 -> 2| +Min max nodes: 8 nodes.................... Permutation 2 : 0 -> 1|1 -> 0|2 -> 2| Max active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max max nodes: 12 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max max nodes: 10 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| ________________________________________________________________________________________________ 6 permutations have 3 active nodes. +Index: 2 | Max_nodes: 8 | Time: 9.1285e-05s | 0 -> 1|1 -> 0|2 -> 2| +Index: 4 | Max_nodes: 8 | Time: 1.0536e-04s | 0 -> 2|1 -> 0|2 -> 1| +Index: 0 | Max_nodes: 10 | Time: 8.0850e-05s | 0 -> 0|1 -> 1|2 -> 2| +Index: 1 | Max_nodes: 10 | Time: 9.2324e-05s | 0 -> 0|1 -> 2|2 -> 1| +Index: 3 | Max_nodes: 10 | Time: 1.0397e-04s | 0 -> 1|1 -> 2|2 -> 0| +Index: 5 | Max_nodes: 10 | Time: 1.1621e-04s | 0 -> 2|1 -> 1|2 -> 0| ........................... -Average time: 1.1901e-05s +Average time: 9.8334e-05s ________________________________________________________________________________________________ -2 permutations have 10 max nodes. +2 permutations have 8 max nodes. +Index: 2 | Active_nodes: 3 | Time: 9.1285e-05s | 0 -> 1|1 -> 0|2 -> 2| +Index: 4 | Active_nodes: 3 | Time: 1.0536e-04s | 0 -> 2|1 -> 0|2 -> 1| ........................... -Average time: 1.1802e-05s +Average time: 9.8325e-05s -4 permutations have 12 max nodes. +4 permutations have 10 max nodes. +Index: 0 | Active_nodes: 3 | Time: 8.0850e-05s | 0 -> 0|1 -> 1|2 -> 2| +Index: 1 | Active_nodes: 3 | Time: 9.2324e-05s | 0 -> 0|1 -> 2|2 -> 1| +Index: 3 | Active_nodes: 3 | Time: 1.0397e-04s | 0 -> 1|1 -> 2|2 -> 0| +Index: 5 | Active_nodes: 3 | Time: 1.1621e-04s | 0 -> 2|1 -> 1|2 -> 0| ........................... -Average time: 1.1950e-05s +Average time: 9.8338e-05s ________________________________________________________________________________________________ -execution time of: 9.3778e-06s: Index: 0 | Max_nodes: 12 | Active_nodes: 3 | 0 -> 0|1 -> 1|2 -> 2| -execution time of: 1.0980e-05s: Index: 2 | Max_nodes: 10 | Active_nodes: 3 | 0 -> 1|1 -> 0|2 -> 2| -execution time of: 1.1023e-05s: Index: 1 | Max_nodes: 12 | Active_nodes: 3 | 0 -> 0|1 -> 2|2 -> 1| -execution time of: 1.2623e-05s: Index: 4 | Max_nodes: 10 | Active_nodes: 3 | 0 -> 2|1 -> 0|2 -> 1| -execution time of: 1.2818e-05s: Index: 3 | Max_nodes: 12 | Active_nodes: 3 | 0 -> 1|1 -> 2|2 -> 0| -execution time of: 1.4583e-05s: Index: 5 | Max_nodes: 12 | Active_nodes: 3 | 0 -> 2|1 -> 1|2 -> 0| +execution time of: 8.0850e-05s: Index: 0 | Max_nodes: 10 | Active_nodes: 3 | 0 -> 0|1 -> 1|2 -> 2| + +execution time of: 9.1285e-05s: Index: 2 | Max_nodes: 8 | Active_nodes: 3 | 0 -> 1|1 -> 0|2 -> 2| + +execution time of: 9.2324e-05s: Index: 1 | Max_nodes: 10 | Active_nodes: 3 | 0 -> 0|1 -> 2|2 -> 1| + +execution time of: 1.0397e-04s: Index: 3 | Max_nodes: 10 | Active_nodes: 3 | 0 -> 1|1 -> 2|2 -> 0| + +execution time of: 1.0536e-04s: Index: 4 | Max_nodes: 8 | Active_nodes: 3 | 0 -> 2|1 -> 0|2 -> 1| + +execution time of: 1.1621e-04s: Index: 5 | Max_nodes: 10 | Active_nodes: 3 | 0 -> 2|1 -> 1|2 -> 0| + ________________________________________________________________________________________________ Start Simulation of qwalk-v-chain_indep_qiskit_4__________________________________________________ @@ -101,39 +119,52 @@ Start Simulation of qwalk-v-chain_indep_qiskit_4________________________________ 29:...|...|...2 .o:...0...1...2 Total Permutations: 6 -Min time: 9.4325e-06s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max time: 1.4525e-05s................. Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| +Min time: 1.7977e+308s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max time: -1.7977e+308s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| Min active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Min max nodes: 10 nodes.................... Permutation 2 : 0 -> 1|1 -> 0|2 -> 2| +Min max nodes: 8 nodes.................... Permutation 2 : 0 -> 1|1 -> 0|2 -> 2| Max active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max max nodes: 12 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max max nodes: 10 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| ________________________________________________________________________________________________ 6 permutations have 3 active nodes. +Index: 2 | Max_nodes: 8 | Time: nans | 0 -> 1|1 -> 0|2 -> 2| +Index: 4 | Max_nodes: 8 | Time: nans | 0 -> 2|1 -> 0|2 -> 1| +Index: 0 | Max_nodes: 10 | Time: nans | 0 -> 0|1 -> 1|2 -> 2| +Index: 1 | Max_nodes: 10 | Time: nans | 0 -> 0|1 -> 2|2 -> 1| +Index: 3 | Max_nodes: 10 | Time: nans | 0 -> 1|1 -> 2|2 -> 0| +Index: 5 | Max_nodes: 10 | Time: nans | 0 -> 2|1 -> 1|2 -> 0| ........................... -Average time: 1.1916e-05s +Average time: -nans ________________________________________________________________________________________________ -2 permutations have 10 max nodes. +2 permutations have 8 max nodes. +Index: 2 | Active_nodes: 3 | Time: nans | 0 -> 1|1 -> 0|2 -> 2| +Index: 4 | Active_nodes: 3 | Time: nans | 0 -> 2|1 -> 0|2 -> 1| ........................... -Average time: 1.1954e-05s +Average time: -nans -4 permutations have 12 max nodes. +4 permutations have 10 max nodes. +Index: 0 | Active_nodes: 3 | Time: nans | 0 -> 0|1 -> 1|2 -> 2| +Index: 1 | Active_nodes: 3 | Time: nans | 0 -> 0|1 -> 2|2 -> 1| +Index: 3 | Active_nodes: 3 | Time: nans | 0 -> 1|1 -> 2|2 -> 0| +Index: 5 | Active_nodes: 3 | Time: nans | 0 -> 2|1 -> 1|2 -> 0| ........................... -Average time: 1.1898e-05s +Average time: -nans ________________________________________________________________________________________________ -execution time of: 9.4325e-06s: Index: 0 | Max_nodes: 12 | Active_nodes: 3 | 0 -> 0|1 -> 1|2 -> 2| -execution time of: 1.0965e-05s: Index: 1 | Max_nodes: 12 | Active_nodes: 3 | 0 -> 0|1 -> 2|2 -> 1| -execution time of: 1.1055e-05s: Index: 2 | Max_nodes: 10 | Active_nodes: 3 | 0 -> 1|1 -> 0|2 -> 2| -execution time of: 1.2668e-05s: Index: 3 | Max_nodes: 12 | Active_nodes: 3 | 0 -> 1|1 -> 2|2 -> 0| -execution time of: 1.2852e-05s: Index: 4 | Max_nodes: 10 | Active_nodes: 3 | 0 -> 2|1 -> 0|2 -> 1| -execution time of: 1.4525e-05s: Index: 5 | Max_nodes: 12 | Active_nodes: 3 | 0 -> 2|1 -> 1|2 -> 0| +execution time of: nans: Index: 0 | Max_nodes: 10 | Active_nodes: 3 | 0 -> 0|1 -> 1|2 -> 2| +Index: 1 | Max_nodes: 10 | Active_nodes: 3 | 0 -> 0|1 -> 2|2 -> 1| +Index: 2 | Max_nodes: 8 | Active_nodes: 3 | 0 -> 1|1 -> 0|2 -> 2| +Index: 3 | Max_nodes: 10 | Active_nodes: 3 | 0 -> 1|1 -> 2|2 -> 0| +Index: 4 | Max_nodes: 8 | Active_nodes: 3 | 0 -> 2|1 -> 0|2 -> 1| +Index: 5 | Max_nodes: 10 | Active_nodes: 3 | 0 -> 2|1 -> 1|2 -> 0| + ________________________________________________________________________________________________ Start Simulation of qwalk-v-chain_indep_qiskit_5__________________________________________________ @@ -316,213 +347,558 @@ Start Simulation of qwalk-v-chain_indep_qiskit_5________________________________ 55:...|...|...|...|...4 .o:...0...1...2...3...4 Total Permutations: 120 -Min time: 4.1610e-05s................. Permutation 9 : 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -Max time: 6.9393e-05s................. Permutation 88 : 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +Min time: 3.4075e-04s................. Permutation 9 : 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +Max time: 4.7502e-04s................. Permutation 110: 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| Min active nodes: 8 nodes.................... Permutation 2 : 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -Min max nodes: 21 nodes.................... Permutation 59 : 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +Min max nodes: 16 nodes.................... Permutation 33 : 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| Max active nodes: 12 nodes.................... Permutation 13 : 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -Max max nodes: 30 nodes.................... Permutation 92 : 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +Max max nodes: 22 nodes.................... Permutation 13 : 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| ________________________________________________________________________________________________ 36 permutations have 8 active nodes. +Index: 35 | Max_nodes: 16 | Time: 3.6351e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +Index: 59 | Max_nodes: 16 | Time: 3.6450e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +Index: 63 | Max_nodes: 17 | Time: 3.7391e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +Index: 85 | Max_nodes: 17 | Time: 3.7398e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +Index: 61 | Max_nodes: 17 | Time: 3.7459e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +Index: 87 | Max_nodes: 17 | Time: 3.7554e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +Index: 109 | Max_nodes: 17 | Time: 3.7974e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +Index: 111 | Max_nodes: 17 | Time: 3.7987e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +Index: 67 | Max_nodes: 17 | Time: 3.8411e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +Index: 69 | Max_nodes: 17 | Time: 3.8491e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +Index: 93 | Max_nodes: 17 | Time: 3.8886e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +Index: 91 | Max_nodes: 17 | Time: 3.8906e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +Index: 117 | Max_nodes: 17 | Time: 3.9470e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +Index: 115 | Max_nodes: 17 | Time: 3.9549e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +Index: 26 | Max_nodes: 17 | Time: 4.2106e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +Index: 2 | Max_nodes: 17 | Time: 4.2561e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +Index: 54 | Max_nodes: 17 | Time: 4.2980e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +Index: 30 | Max_nodes: 17 | Time: 4.3218e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +Index: 36 | Max_nodes: 17 | Time: 4.3989e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +Index: 60 | Max_nodes: 17 | Time: 4.4744e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +Index: 83 | Max_nodes: 18 | Time: 3.7331e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +Index: 41 | Max_nodes: 18 | Time: 3.7815e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +Index: 28 | Max_nodes: 18 | Time: 4.2087e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +Index: 4 | Max_nodes: 18 | Time: 4.2600e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +Index: 78 | Max_nodes: 18 | Time: 4.3562e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +Index: 84 | Max_nodes: 18 | Time: 4.5153e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +Index: 65 | Max_nodes: 19 | Time: 3.7749e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +Index: 89 | Max_nodes: 19 | Time: 3.8187e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +Index: 50 | Max_nodes: 19 | Time: 4.3036e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +Index: 8 | Max_nodes: 19 | Time: 4.3129e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +Index: 32 | Max_nodes: 19 | Time: 4.3417e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +Index: 56 | Max_nodes: 19 | Time: 4.4356e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +Index: 52 | Max_nodes: 20 | Time: 4.2562e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +Index: 34 | Max_nodes: 20 | Time: 4.3625e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +Index: 10 | Max_nodes: 20 | Time: 4.3715e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +Index: 58 | Max_nodes: 20 | Time: 4.4725e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| ........................... -Average time: 5.1515e-05s +Average time: 4.0692e-04s 24 permutations have 9 active nodes. +Index: 33 | Max_nodes: 16 | Time: 3.5382e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +Index: 57 | Max_nodes: 16 | Time: 3.5666e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +Index: 24 | Max_nodes: 17 | Time: 4.1056e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +Index: 0 | Max_nodes: 17 | Time: 4.1611e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Index: 107 | Max_nodes: 18 | Time: 3.8551e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +Index: 47 | Max_nodes: 18 | Time: 3.8780e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +Index: 5 | Max_nodes: 18 | Time: 3.9620e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +Index: 29 | Max_nodes: 18 | Time: 3.9767e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +Index: 42 | Max_nodes: 18 | Time: 4.0167e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +Index: 66 | Max_nodes: 18 | Time: 4.0757e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +Index: 31 | Max_nodes: 18 | Time: 4.0917e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +Index: 55 | Max_nodes: 18 | Time: 4.1220e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +Index: 71 | Max_nodes: 19 | Time: 3.8917e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +Index: 113 | Max_nodes: 19 | Time: 3.9701e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +Index: 14 | Max_nodes: 19 | Time: 4.4235e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +Index: 38 | Max_nodes: 19 | Time: 4.4485e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +Index: 102 | Max_nodes: 19 | Time: 4.5044e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +Index: 108 | Max_nodes: 19 | Time: 4.6674e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +Index: 74 | Max_nodes: 20 | Time: 4.4327e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +Index: 80 | Max_nodes: 20 | Time: 4.5355e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +Index: 16 | Max_nodes: 22 | Time: 3.8819e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +Index: 40 | Max_nodes: 22 | Time: 3.9373e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +Index: 76 | Max_nodes: 22 | Time: 4.3661e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +Index: 82 | Max_nodes: 22 | Time: 4.4905e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| ........................... -Average time: 5.2306e-05s +Average time: 4.1208e-04s 36 permutations have 10 active nodes. +Index: 11 | Max_nodes: 18 | Time: 3.5353e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +Index: 39 | Max_nodes: 18 | Time: 3.6326e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +Index: 81 | Max_nodes: 18 | Time: 3.6560e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +Index: 105 | Max_nodes: 18 | Time: 3.7136e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +Index: 45 | Max_nodes: 18 | Time: 3.7486e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +Index: 3 | Max_nodes: 18 | Time: 3.8721e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +Index: 27 | Max_nodes: 18 | Time: 3.8800e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +Index: 1 | Max_nodes: 18 | Time: 3.8958e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +Index: 25 | Max_nodes: 18 | Time: 3.9204e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +Index: 53 | Max_nodes: 18 | Time: 4.0567e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +Index: 95 | Max_nodes: 19 | Time: 4.0219e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +Index: 119 | Max_nodes: 19 | Time: 4.0972e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +Index: 6 | Max_nodes: 19 | Time: 4.1656e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +Index: 48 | Max_nodes: 19 | Time: 4.2113e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +Index: 12 | Max_nodes: 19 | Time: 4.3075e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +Index: 62 | Max_nodes: 19 | Time: 4.5726e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +Index: 17 | Max_nodes: 20 | Time: 3.6428e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +Index: 37 | Max_nodes: 20 | Time: 3.6463e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +Index: 43 | Max_nodes: 20 | Time: 3.7842e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +Index: 20 | Max_nodes: 20 | Time: 4.0772e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +Index: 44 | Max_nodes: 20 | Time: 4.0824e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +Index: 77 | Max_nodes: 20 | Time: 4.1359e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +Index: 90 | Max_nodes: 20 | Time: 4.1506e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +Index: 79 | Max_nodes: 20 | Time: 4.1834e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +Index: 114 | Max_nodes: 20 | Time: 4.1845e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +Index: 103 | Max_nodes: 20 | Time: 4.2424e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +Index: 72 | Max_nodes: 20 | Time: 4.2774e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +Index: 86 | Max_nodes: 20 | Time: 4.6090e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +Index: 64 | Max_nodes: 21 | Time: 3.9860e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +Index: 88 | Max_nodes: 21 | Time: 4.0420e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +Index: 98 | Max_nodes: 21 | Time: 4.5553e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +Index: 104 | Max_nodes: 21 | Time: 4.6438e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +Index: 22 | Max_nodes: 22 | Time: 4.0043e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +Index: 46 | Max_nodes: 22 | Time: 4.0292e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +Index: 100 | Max_nodes: 22 | Time: 4.5417e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +Index: 106 | Max_nodes: 22 | Time: 4.6429e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| ........................... -Average time: 5.2419e-05s +Average time: 4.0764e-04s 12 permutations have 11 active nodes. +Index: 9 | Max_nodes: 18 | Time: 3.4075e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +Index: 51 | Max_nodes: 18 | Time: 3.9467e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +Index: 23 | Max_nodes: 20 | Time: 3.7662e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +Index: 18 | Max_nodes: 20 | Time: 3.9186e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +Index: 7 | Max_nodes: 20 | Time: 3.9636e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +Index: 49 | Max_nodes: 20 | Time: 4.0115e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +Index: 68 | Max_nodes: 20 | Time: 4.1882e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +Index: 101 | Max_nodes: 20 | Time: 4.3148e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +Index: 70 | Max_nodes: 21 | Time: 4.1300e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +Index: 112 | Max_nodes: 21 | Time: 4.1928e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +Index: 96 | Max_nodes: 21 | Time: 4.3961e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +Index: 110 | Max_nodes: 21 | Time: 4.7502e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| ........................... -Average time: 5.1783e-05s +Average time: 4.0822e-04s 12 permutations have 12 active nodes. +Index: 15 | Max_nodes: 20 | Time: 3.5289e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +Index: 21 | Max_nodes: 20 | Time: 3.6411e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +Index: 75 | Max_nodes: 20 | Time: 4.0998e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +Index: 99 | Max_nodes: 20 | Time: 4.1165e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +Index: 94 | Max_nodes: 21 | Time: 4.2471e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +Index: 118 | Max_nodes: 21 | Time: 4.2954e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +Index: 13 | Max_nodes: 22 | Time: 3.5339e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +Index: 19 | Max_nodes: 22 | Time: 3.6534e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +Index: 73 | Max_nodes: 22 | Time: 4.0790e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +Index: 97 | Max_nodes: 22 | Time: 4.1462e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| +Index: 92 | Max_nodes: 22 | Time: 4.2738e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +Index: 116 | Max_nodes: 22 | Time: 4.3072e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| ........................... -Average time: 5.0051e-05s +Average time: 3.9935e-04s ________________________________________________________________________________________________ -9 permutations have 21 max nodes. +4 permutations have 16 max nodes. +Index: 35 | Active_nodes: 8 | Time: 3.6351e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +Index: 59 | Active_nodes: 8 | Time: 3.6450e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +Index: 33 | Active_nodes: 9 | Time: 3.5382e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +Index: 57 | Active_nodes: 9 | Time: 3.5666e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| ........................... -Average time: 4.7481e-05s +Average time: 3.5962e-04s + +20 permutations have 17 max nodes. +Index: 63 | Active_nodes: 8 | Time: 3.7391e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +Index: 85 | Active_nodes: 8 | Time: 3.7398e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +Index: 61 | Active_nodes: 8 | Time: 3.7459e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +Index: 87 | Active_nodes: 8 | Time: 3.7554e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +Index: 109 | Active_nodes: 8 | Time: 3.7974e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +Index: 111 | Active_nodes: 8 | Time: 3.7987e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +Index: 67 | Active_nodes: 8 | Time: 3.8411e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +Index: 69 | Active_nodes: 8 | Time: 3.8491e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +Index: 93 | Active_nodes: 8 | Time: 3.8886e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +Index: 91 | Active_nodes: 8 | Time: 3.8906e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +Index: 117 | Active_nodes: 8 | Time: 3.9470e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +Index: 115 | Active_nodes: 8 | Time: 3.9549e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +Index: 26 | Active_nodes: 8 | Time: 4.2106e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +Index: 2 | Active_nodes: 8 | Time: 4.2561e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +Index: 54 | Active_nodes: 8 | Time: 4.2980e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +Index: 30 | Active_nodes: 8 | Time: 4.3218e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +Index: 36 | Active_nodes: 8 | Time: 4.3989e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +Index: 60 | Active_nodes: 8 | Time: 4.4744e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +Index: 24 | Active_nodes: 9 | Time: 4.1056e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +Index: 0 | Active_nodes: 9 | Time: 4.1611e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -10 permutations have 22 max nodes. +........................... +Average time: 4.0087e-04s + +26 permutations have 18 max nodes. +Index: 83 | Active_nodes: 8 | Time: 3.7331e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +Index: 41 | Active_nodes: 8 | Time: 3.7815e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +Index: 28 | Active_nodes: 8 | Time: 4.2087e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +Index: 4 | Active_nodes: 8 | Time: 4.2600e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +Index: 78 | Active_nodes: 8 | Time: 4.3562e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +Index: 84 | Active_nodes: 8 | Time: 4.5153e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +Index: 107 | Active_nodes: 9 | Time: 3.8551e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +Index: 47 | Active_nodes: 9 | Time: 3.8780e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +Index: 5 | Active_nodes: 9 | Time: 3.9620e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +Index: 29 | Active_nodes: 9 | Time: 3.9767e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +Index: 42 | Active_nodes: 9 | Time: 4.0167e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +Index: 66 | Active_nodes: 9 | Time: 4.0757e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +Index: 31 | Active_nodes: 9 | Time: 4.0917e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +Index: 55 | Active_nodes: 9 | Time: 4.1220e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +Index: 11 | Active_nodes: 10 | Time: 3.5353e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +Index: 39 | Active_nodes: 10 | Time: 3.6326e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +Index: 81 | Active_nodes: 10 | Time: 3.6560e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +Index: 105 | Active_nodes: 10 | Time: 3.7136e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +Index: 45 | Active_nodes: 10 | Time: 3.7486e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +Index: 3 | Active_nodes: 10 | Time: 3.8721e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +Index: 27 | Active_nodes: 10 | Time: 3.8800e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +Index: 1 | Active_nodes: 10 | Time: 3.8958e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +Index: 25 | Active_nodes: 10 | Time: 3.9204e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +Index: 53 | Active_nodes: 10 | Time: 4.0567e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +Index: 9 | Active_nodes: 11 | Time: 3.4075e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +Index: 51 | Active_nodes: 11 | Time: 3.9467e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| ........................... -Average time: 5.0504e-05s +Average time: 3.9268e-04s + +18 permutations have 19 max nodes. +Index: 65 | Active_nodes: 8 | Time: 3.7749e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +Index: 89 | Active_nodes: 8 | Time: 3.8187e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +Index: 50 | Active_nodes: 8 | Time: 4.3036e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +Index: 8 | Active_nodes: 8 | Time: 4.3129e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +Index: 32 | Active_nodes: 8 | Time: 4.3417e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +Index: 56 | Active_nodes: 8 | Time: 4.4356e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +Index: 71 | Active_nodes: 9 | Time: 3.8917e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +Index: 113 | Active_nodes: 9 | Time: 3.9701e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +Index: 14 | Active_nodes: 9 | Time: 4.4235e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +Index: 38 | Active_nodes: 9 | Time: 4.4485e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +Index: 102 | Active_nodes: 9 | Time: 4.5044e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +Index: 108 | Active_nodes: 9 | Time: 4.6674e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +Index: 95 | Active_nodes: 10 | Time: 4.0219e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +Index: 119 | Active_nodes: 10 | Time: 4.0972e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +Index: 6 | Active_nodes: 10 | Time: 4.1656e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +Index: 48 | Active_nodes: 10 | Time: 4.2113e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +Index: 12 | Active_nodes: 10 | Time: 4.3075e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +Index: 62 | Active_nodes: 10 | Time: 4.5726e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -11 permutations have 23 max nodes. +........................... +Average time: 4.2372e-04s + +28 permutations have 20 max nodes. +Index: 52 | Active_nodes: 8 | Time: 4.2562e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +Index: 34 | Active_nodes: 8 | Time: 4.3625e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +Index: 10 | Active_nodes: 8 | Time: 4.3715e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +Index: 58 | Active_nodes: 8 | Time: 4.4725e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +Index: 74 | Active_nodes: 9 | Time: 4.4327e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +Index: 80 | Active_nodes: 9 | Time: 4.5355e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +Index: 17 | Active_nodes: 10 | Time: 3.6428e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +Index: 37 | Active_nodes: 10 | Time: 3.6463e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +Index: 43 | Active_nodes: 10 | Time: 3.7842e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +Index: 20 | Active_nodes: 10 | Time: 4.0772e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +Index: 44 | Active_nodes: 10 | Time: 4.0824e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +Index: 77 | Active_nodes: 10 | Time: 4.1359e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +Index: 90 | Active_nodes: 10 | Time: 4.1506e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +Index: 79 | Active_nodes: 10 | Time: 4.1834e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +Index: 114 | Active_nodes: 10 | Time: 4.1845e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +Index: 103 | Active_nodes: 10 | Time: 4.2424e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +Index: 72 | Active_nodes: 10 | Time: 4.2774e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +Index: 86 | Active_nodes: 10 | Time: 4.6090e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +Index: 23 | Active_nodes: 11 | Time: 3.7662e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +Index: 18 | Active_nodes: 11 | Time: 3.9186e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +Index: 7 | Active_nodes: 11 | Time: 3.9636e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +Index: 49 | Active_nodes: 11 | Time: 4.0115e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +Index: 68 | Active_nodes: 11 | Time: 4.1882e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +Index: 101 | Active_nodes: 11 | Time: 4.3148e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +Index: 15 | Active_nodes: 12 | Time: 3.5289e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +Index: 21 | Active_nodes: 12 | Time: 3.6411e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +Index: 75 | Active_nodes: 12 | Time: 4.0998e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +Index: 99 | Active_nodes: 12 | Time: 4.1165e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| ........................... -Average time: 5.0988e-05s +Average time: 4.1070e-04s + +10 permutations have 21 max nodes. +Index: 64 | Active_nodes: 10 | Time: 3.9860e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +Index: 88 | Active_nodes: 10 | Time: 4.0420e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +Index: 98 | Active_nodes: 10 | Time: 4.5553e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +Index: 104 | Active_nodes: 10 | Time: 4.6438e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +Index: 70 | Active_nodes: 11 | Time: 4.1300e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +Index: 112 | Active_nodes: 11 | Time: 4.1928e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +Index: 96 | Active_nodes: 11 | Time: 4.3961e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +Index: 110 | Active_nodes: 11 | Time: 4.7502e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +Index: 94 | Active_nodes: 12 | Time: 4.2471e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +Index: 118 | Active_nodes: 12 | Time: 4.2954e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -19 permutations have 24 max nodes. +........................... +Average time: 4.3239e-04s + +14 permutations have 22 max nodes. +Index: 16 | Active_nodes: 9 | Time: 3.8819e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +Index: 40 | Active_nodes: 9 | Time: 3.9373e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +Index: 76 | Active_nodes: 9 | Time: 4.3661e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +Index: 82 | Active_nodes: 9 | Time: 4.4905e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +Index: 22 | Active_nodes: 10 | Time: 4.0043e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +Index: 46 | Active_nodes: 10 | Time: 4.0292e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +Index: 100 | Active_nodes: 10 | Time: 4.5417e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +Index: 106 | Active_nodes: 10 | Time: 4.6429e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +Index: 13 | Active_nodes: 12 | Time: 3.5339e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +Index: 19 | Active_nodes: 12 | Time: 3.6534e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +Index: 73 | Active_nodes: 12 | Time: 4.0790e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +Index: 97 | Active_nodes: 12 | Time: 4.1462e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| +Index: 92 | Active_nodes: 12 | Time: 4.2738e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +Index: 116 | Active_nodes: 12 | Time: 4.3072e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| ........................... -Average time: 5.1323e-05s +Average time: 4.1348e-04s -19 permutations have 25 max nodes. +________________________________________________________________________________________________ -........................... -Average time: 5.1085e-05s +execution time of: 3.4075e-04s: Index: 9 | Max_nodes: 18 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -20 permutations have 26 max nodes. +execution time of: 3.5289e-04s: Index: 15 | Max_nodes: 20 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -........................... -Average time: 5.1262e-05s +execution time of: 3.5339e-04s: Index: 13 | Max_nodes: 22 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -13 permutations have 27 max nodes. +execution time of: 3.5353e-04s: Index: 11 | Max_nodes: 18 | Active_nodes: 10 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -........................... -Average time: 5.2577e-05s +execution time of: 3.5382e-04s: Index: 33 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -7 permutations have 28 max nodes. +execution time of: 3.5666e-04s: Index: 57 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -........................... -Average time: 5.4971e-05s +execution time of: 3.6326e-04s: Index: 39 | Max_nodes: 18 | Active_nodes: 10 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -8 permutations have 29 max nodes. +execution time of: 3.6351e-04s: Index: 35 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -........................... -Average time: 5.7245e-05s +execution time of: 3.6411e-04s: Index: 21 | Max_nodes: 20 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -4 permutations have 30 max nodes. +execution time of: 3.6428e-04s: Index: 17 | Max_nodes: 20 | Active_nodes: 10 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -........................... -Average time: 5.7117e-05s +execution time of: 3.6450e-04s: Index: 59 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -________________________________________________________________________________________________ +execution time of: 3.6463e-04s: Index: 37 | Max_nodes: 20 | Active_nodes: 10 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| + +execution time of: 3.6534e-04s: Index: 19 | Max_nodes: 22 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| + +execution time of: 3.6560e-04s: Index: 81 | Max_nodes: 18 | Active_nodes: 10 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| + +execution time of: 3.7136e-04s: Index: 105 | Max_nodes: 18 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| + +execution time of: 3.7331e-04s: Index: 83 | Max_nodes: 18 | Active_nodes: 8 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| + +execution time of: 3.7391e-04s: Index: 63 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| + +execution time of: 3.7398e-04s: Index: 85 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| + +execution time of: 3.7459e-04s: Index: 61 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| + +execution time of: 3.7486e-04s: Index: 45 | Max_nodes: 18 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| + +execution time of: 3.7554e-04s: Index: 87 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| + +execution time of: 3.7662e-04s: Index: 23 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| + +execution time of: 3.7749e-04s: Index: 65 | Max_nodes: 19 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| + +execution time of: 3.7815e-04s: Index: 41 | Max_nodes: 18 | Active_nodes: 8 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| + +execution time of: 3.7842e-04s: Index: 43 | Max_nodes: 20 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| + +execution time of: 3.7974e-04s: Index: 109 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| + +execution time of: 3.7987e-04s: Index: 111 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| + +execution time of: 3.8187e-04s: Index: 89 | Max_nodes: 19 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| + +execution time of: 3.8411e-04s: Index: 67 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| + +execution time of: 3.8491e-04s: Index: 69 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| + +execution time of: 3.8551e-04s: Index: 107 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| + +execution time of: 3.8721e-04s: Index: 3 | Max_nodes: 18 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| + +execution time of: 3.8780e-04s: Index: 47 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| + +execution time of: 3.8800e-04s: Index: 27 | Max_nodes: 18 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| + +execution time of: 3.8819e-04s: Index: 16 | Max_nodes: 22 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| + +execution time of: 3.8886e-04s: Index: 93 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| + +execution time of: 3.8906e-04s: Index: 91 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| + +execution time of: 3.8917e-04s: Index: 71 | Max_nodes: 19 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| + +execution time of: 3.8958e-04s: Index: 1 | Max_nodes: 18 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| + +execution time of: 3.9186e-04s: Index: 18 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| + +execution time of: 3.9204e-04s: Index: 25 | Max_nodes: 18 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| + +execution time of: 3.9373e-04s: Index: 40 | Max_nodes: 22 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| + +execution time of: 3.9467e-04s: Index: 51 | Max_nodes: 18 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| + +execution time of: 3.9470e-04s: Index: 117 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| + +execution time of: 3.9549e-04s: Index: 115 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| + +execution time of: 3.9620e-04s: Index: 5 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| + +execution time of: 3.9636e-04s: Index: 7 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| + +execution time of: 3.9701e-04s: Index: 113 | Max_nodes: 19 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| + +execution time of: 3.9767e-04s: Index: 29 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| + +execution time of: 3.9860e-04s: Index: 64 | Max_nodes: 21 | Active_nodes: 10 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| + +execution time of: 4.0043e-04s: Index: 22 | Max_nodes: 22 | Active_nodes: 10 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| + +execution time of: 4.0115e-04s: Index: 49 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| + +execution time of: 4.0167e-04s: Index: 42 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| + +execution time of: 4.0219e-04s: Index: 95 | Max_nodes: 19 | Active_nodes: 10 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| + +execution time of: 4.0292e-04s: Index: 46 | Max_nodes: 22 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| + +execution time of: 4.0420e-04s: Index: 88 | Max_nodes: 21 | Active_nodes: 10 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| + +execution time of: 4.0567e-04s: Index: 53 | Max_nodes: 18 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| + +execution time of: 4.0757e-04s: Index: 66 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| + +execution time of: 4.0772e-04s: Index: 20 | Max_nodes: 20 | Active_nodes: 10 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| + +execution time of: 4.0790e-04s: Index: 73 | Max_nodes: 22 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| + +execution time of: 4.0824e-04s: Index: 44 | Max_nodes: 20 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| + +execution time of: 4.0917e-04s: Index: 31 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| + +execution time of: 4.0972e-04s: Index: 119 | Max_nodes: 19 | Active_nodes: 10 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| + +execution time of: 4.0998e-04s: Index: 75 | Max_nodes: 20 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| + +execution time of: 4.1056e-04s: Index: 24 | Max_nodes: 17 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| + +execution time of: 4.1165e-04s: Index: 99 | Max_nodes: 20 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| + +execution time of: 4.1220e-04s: Index: 55 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| + +execution time of: 4.1300e-04s: Index: 70 | Max_nodes: 21 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| + +execution time of: 4.1359e-04s: Index: 77 | Max_nodes: 20 | Active_nodes: 10 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| + +execution time of: 4.1462e-04s: Index: 97 | Max_nodes: 22 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| + +execution time of: 4.1506e-04s: Index: 90 | Max_nodes: 20 | Active_nodes: 10 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| + +execution time of: 4.1611e-04s: Index: 0 | Max_nodes: 17 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| + +execution time of: 4.1656e-04s: Index: 6 | Max_nodes: 19 | Active_nodes: 10 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| + +execution time of: 4.1834e-04s: Index: 79 | Max_nodes: 20 | Active_nodes: 10 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| + +execution time of: 4.1845e-04s: Index: 114 | Max_nodes: 20 | Active_nodes: 10 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| + +execution time of: 4.1882e-04s: Index: 68 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| + +execution time of: 4.1928e-04s: Index: 112 | Max_nodes: 21 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| + +execution time of: 4.2087e-04s: Index: 28 | Max_nodes: 18 | Active_nodes: 8 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| + +execution time of: 4.2106e-04s: Index: 26 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| + +execution time of: 4.2113e-04s: Index: 48 | Max_nodes: 19 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| + +execution time of: 4.2424e-04s: Index: 103 | Max_nodes: 20 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| + +execution time of: 4.2471e-04s: Index: 94 | Max_nodes: 21 | Active_nodes: 12 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| + +execution time of: 4.2561e-04s: Index: 2 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| + +execution time of: 4.2562e-04s: Index: 52 | Max_nodes: 20 | Active_nodes: 8 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| + +execution time of: 4.2600e-04s: Index: 4 | Max_nodes: 18 | Active_nodes: 8 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| + +execution time of: 4.2738e-04s: Index: 92 | Max_nodes: 22 | Active_nodes: 12 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| + +execution time of: 4.2774e-04s: Index: 72 | Max_nodes: 20 | Active_nodes: 10 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| + +execution time of: 4.2954e-04s: Index: 118 | Max_nodes: 21 | Active_nodes: 12 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| + +execution time of: 4.2980e-04s: Index: 54 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| + +execution time of: 4.3036e-04s: Index: 50 | Max_nodes: 19 | Active_nodes: 8 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| + +execution time of: 4.3072e-04s: Index: 116 | Max_nodes: 22 | Active_nodes: 12 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| + +execution time of: 4.3075e-04s: Index: 12 | Max_nodes: 19 | Active_nodes: 10 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| + +execution time of: 4.3129e-04s: Index: 8 | Max_nodes: 19 | Active_nodes: 8 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| + +execution time of: 4.3148e-04s: Index: 101 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| + +execution time of: 4.3218e-04s: Index: 30 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| + +execution time of: 4.3417e-04s: Index: 32 | Max_nodes: 19 | Active_nodes: 8 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| + +execution time of: 4.3562e-04s: Index: 78 | Max_nodes: 18 | Active_nodes: 8 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| + +execution time of: 4.3625e-04s: Index: 34 | Max_nodes: 20 | Active_nodes: 8 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| + +execution time of: 4.3661e-04s: Index: 76 | Max_nodes: 22 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| + +execution time of: 4.3715e-04s: Index: 10 | Max_nodes: 20 | Active_nodes: 8 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| + +execution time of: 4.3961e-04s: Index: 96 | Max_nodes: 21 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| + +execution time of: 4.3989e-04s: Index: 36 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| + +execution time of: 4.4235e-04s: Index: 14 | Max_nodes: 19 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| + +execution time of: 4.4327e-04s: Index: 74 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| + +execution time of: 4.4356e-04s: Index: 56 | Max_nodes: 19 | Active_nodes: 8 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| + +execution time of: 4.4485e-04s: Index: 38 | Max_nodes: 19 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| + +execution time of: 4.4725e-04s: Index: 58 | Max_nodes: 20 | Active_nodes: 8 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| + +execution time of: 4.4744e-04s: Index: 60 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| + +execution time of: 4.4905e-04s: Index: 82 | Max_nodes: 22 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| + +execution time of: 4.5044e-04s: Index: 102 | Max_nodes: 19 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| + +execution time of: 4.5153e-04s: Index: 84 | Max_nodes: 18 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| + +execution time of: 4.5355e-04s: Index: 80 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| + +execution time of: 4.5417e-04s: Index: 100 | Max_nodes: 22 | Active_nodes: 10 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| + +execution time of: 4.5553e-04s: Index: 98 | Max_nodes: 21 | Active_nodes: 10 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| + +execution time of: 4.5726e-04s: Index: 62 | Max_nodes: 19 | Active_nodes: 10 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| + +execution time of: 4.6090e-04s: Index: 86 | Max_nodes: 20 | Active_nodes: 10 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| + +execution time of: 4.6429e-04s: Index: 106 | Max_nodes: 22 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| + +execution time of: 4.6438e-04s: Index: 104 | Max_nodes: 21 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| + +execution time of: 4.6674e-04s: Index: 108 | Max_nodes: 19 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| + +execution time of: 4.7502e-04s: Index: 110 | Max_nodes: 21 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -execution time of: 4.1610e-05s: Index: 9 | Max_nodes: 25 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -execution time of: 4.2978e-05s: Index: 15 | Max_nodes: 26 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -execution time of: 4.3158e-05s: Index: 13 | Max_nodes: 27 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -execution time of: 4.3165e-05s: Index: 11 | Max_nodes: 24 | Active_nodes: 10 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -execution time of: 4.4815e-05s: Index: 21 | Max_nodes: 26 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -execution time of: 4.4958e-05s: Index: 39 | Max_nodes: 24 | Active_nodes: 10 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -execution time of: 4.5006e-05s: Index: 19 | Max_nodes: 27 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -execution time of: 4.5043e-05s: Index: 37 | Max_nodes: 25 | Active_nodes: 10 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -execution time of: 4.5065e-05s: Index: 35 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -execution time of: 4.5375e-05s: Index: 33 | Max_nodes: 23 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -execution time of: 4.5461e-05s: Index: 57 | Max_nodes: 22 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -execution time of: 4.5968e-05s: Index: 63 | Max_nodes: 21 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -execution time of: 4.6036e-05s: Index: 105 | Max_nodes: 23 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -execution time of: 4.6153e-05s: Index: 85 | Max_nodes: 21 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -execution time of: 4.6208e-05s: Index: 17 | Max_nodes: 25 | Active_nodes: 10 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -execution time of: 4.6448e-05s: Index: 83 | Max_nodes: 23 | Active_nodes: 8 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -execution time of: 4.6503e-05s: Index: 41 | Max_nodes: 23 | Active_nodes: 8 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -execution time of: 4.6503e-05s: Index: 61 | Max_nodes: 21 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -execution time of: 4.6728e-05s: Index: 81 | Max_nodes: 23 | Active_nodes: 10 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -execution time of: 4.6771e-05s: Index: 87 | Max_nodes: 21 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -execution time of: 4.6775e-05s: Index: 43 | Max_nodes: 25 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -execution time of: 4.6933e-05s: Index: 59 | Max_nodes: 21 | Active_nodes: 8 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -execution time of: 4.7001e-05s: Index: 23 | Max_nodes: 26 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -execution time of: 4.7483e-05s: Index: 111 | Max_nodes: 21 | Active_nodes: 8 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -execution time of: 4.7831e-05s: Index: 67 | Max_nodes: 21 | Active_nodes: 8 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -execution time of: 4.7878e-05s: Index: 45 | Max_nodes: 24 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -execution time of: 4.8020e-05s: Index: 3 | Max_nodes: 25 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -execution time of: 4.8076e-05s: Index: 93 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -execution time of: 4.8221e-05s: Index: 71 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -execution time of: 4.8226e-05s: Index: 89 | Max_nodes: 25 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -execution time of: 4.8418e-05s: Index: 91 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -execution time of: 4.8451e-05s: Index: 27 | Max_nodes: 26 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -execution time of: 4.8488e-05s: Index: 16 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -execution time of: 4.8736e-05s: Index: 47 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -execution time of: 4.8820e-05s: Index: 1 | Max_nodes: 25 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -execution time of: 4.8913e-05s: Index: 65 | Max_nodes: 24 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -execution time of: 4.9051e-05s: Index: 18 | Max_nodes: 26 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -execution time of: 4.9088e-05s: Index: 25 | Max_nodes: 26 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -execution time of: 4.9203e-05s: Index: 109 | Max_nodes: 21 | Active_nodes: 8 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -execution time of: 4.9206e-05s: Index: 107 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -execution time of: 4.9243e-05s: Index: 40 | Max_nodes: 27 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -execution time of: 4.9345e-05s: Index: 5 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -execution time of: 4.9531e-05s: Index: 51 | Max_nodes: 25 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -execution time of: 4.9603e-05s: Index: 29 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -execution time of: 4.9686e-05s: Index: 117 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -execution time of: 4.9771e-05s: Index: 115 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -execution time of: 4.9830e-05s: Index: 7 | Max_nodes: 26 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -execution time of: 5.0096e-05s: Index: 46 | Max_nodes: 28 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -execution time of: 5.0176e-05s: Index: 49 | Max_nodes: 27 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -execution time of: 5.0233e-05s: Index: 113 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -execution time of: 5.0371e-05s: Index: 64 | Max_nodes: 27 | Active_nodes: 10 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -execution time of: 5.0486e-05s: Index: 69 | Max_nodes: 21 | Active_nodes: 8 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -execution time of: 5.0776e-05s: Index: 42 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -execution time of: 5.1008e-05s: Index: 53 | Max_nodes: 24 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -execution time of: 5.1063e-05s: Index: 95 | Max_nodes: 26 | Active_nodes: 10 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -execution time of: 5.1206e-05s: Index: 31 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -execution time of: 5.1263e-05s: Index: 119 | Max_nodes: 26 | Active_nodes: 10 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -execution time of: 5.1298e-05s: Index: 20 | Max_nodes: 26 | Active_nodes: 10 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -execution time of: 5.1313e-05s: Index: 75 | Max_nodes: 26 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -execution time of: 5.1338e-05s: Index: 66 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -execution time of: 5.1378e-05s: Index: 73 | Max_nodes: 28 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -execution time of: 5.1666e-05s: Index: 0 | Max_nodes: 23 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -execution time of: 5.1706e-05s: Index: 70 | Max_nodes: 28 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -execution time of: 5.1736e-05s: Index: 99 | Max_nodes: 26 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -execution time of: 5.1953e-05s: Index: 55 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -execution time of: 5.2106e-05s: Index: 24 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -execution time of: 5.2353e-05s: Index: 97 | Max_nodes: 28 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -execution time of: 5.2393e-05s: Index: 77 | Max_nodes: 26 | Active_nodes: 10 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -execution time of: 5.2716e-05s: Index: 2 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -execution time of: 5.3180e-05s: Index: 68 | Max_nodes: 28 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -execution time of: 5.3270e-05s: Index: 90 | Max_nodes: 27 | Active_nodes: 10 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -execution time of: 5.3326e-05s: Index: 6 | Max_nodes: 24 | Active_nodes: 10 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -execution time of: 5.3358e-05s: Index: 26 | Max_nodes: 23 | Active_nodes: 8 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -execution time of: 5.3398e-05s: Index: 79 | Max_nodes: 25 | Active_nodes: 10 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -execution time of: 5.3515e-05s: Index: 28 | Max_nodes: 24 | Active_nodes: 8 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -execution time of: 5.3578e-05s: Index: 114 | Max_nodes: 27 | Active_nodes: 10 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -execution time of: 5.3618e-05s: Index: 22 | Max_nodes: 27 | Active_nodes: 10 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -execution time of: 5.3686e-05s: Index: 94 | Max_nodes: 29 | Active_nodes: 12 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -execution time of: 5.3801e-05s: Index: 103 | Max_nodes: 25 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -execution time of: 5.3853e-05s: Index: 112 | Max_nodes: 29 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -execution time of: 5.4108e-05s: Index: 118 | Max_nodes: 29 | Active_nodes: 12 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -execution time of: 5.4273e-05s: Index: 92 | Max_nodes: 30 | Active_nodes: 12 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -execution time of: 5.4346e-05s: Index: 4 | Max_nodes: 23 | Active_nodes: 8 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -execution time of: 5.4356e-05s: Index: 10 | Max_nodes: 24 | Active_nodes: 8 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -execution time of: 5.4478e-05s: Index: 52 | Max_nodes: 26 | Active_nodes: 8 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -execution time of: 5.4493e-05s: Index: 12 | Max_nodes: 24 | Active_nodes: 10 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -execution time of: 5.4591e-05s: Index: 101 | Max_nodes: 27 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -execution time of: 5.4608e-05s: Index: 72 | Max_nodes: 26 | Active_nodes: 10 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -execution time of: 5.4863e-05s: Index: 54 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -execution time of: 5.4886e-05s: Index: 30 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -execution time of: 5.5066e-05s: Index: 48 | Max_nodes: 25 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -execution time of: 5.5473e-05s: Index: 34 | Max_nodes: 25 | Active_nodes: 8 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -execution time of: 5.5486e-05s: Index: 76 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -execution time of: 5.5653e-05s: Index: 32 | Max_nodes: 24 | Active_nodes: 8 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -execution time of: 5.5733e-05s: Index: 58 | Max_nodes: 26 | Active_nodes: 8 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -execution time of: 5.5733e-05s: Index: 56 | Max_nodes: 25 | Active_nodes: 8 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -execution time of: 5.5741e-05s: Index: 44 | Max_nodes: 27 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -execution time of: 5.5808e-05s: Index: 116 | Max_nodes: 30 | Active_nodes: 12 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -execution time of: 5.6008e-05s: Index: 8 | Max_nodes: 23 | Active_nodes: 8 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -execution time of: 5.6103e-05s: Index: 36 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -execution time of: 5.6568e-05s: Index: 50 | Max_nodes: 25 | Active_nodes: 8 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -execution time of: 5.6653e-05s: Index: 14 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -execution time of: 5.6693e-05s: Index: 96 | Max_nodes: 28 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -execution time of: 5.6808e-05s: Index: 74 | Max_nodes: 27 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -execution time of: 5.6936e-05s: Index: 60 | Max_nodes: 23 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -execution time of: 5.7456e-05s: Index: 82 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -execution time of: 5.7463e-05s: Index: 38 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -execution time of: 5.7466e-05s: Index: 78 | Max_nodes: 23 | Active_nodes: 8 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -execution time of: 5.7898e-05s: Index: 84 | Max_nodes: 24 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -execution time of: 5.8488e-05s: Index: 80 | Max_nodes: 27 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -execution time of: 5.8638e-05s: Index: 98 | Max_nodes: 29 | Active_nodes: 10 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -execution time of: 5.8738e-05s: Index: 100 | Max_nodes: 30 | Active_nodes: 10 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -execution time of: 5.9451e-05s: Index: 86 | Max_nodes: 27 | Active_nodes: 10 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -execution time of: 5.9651e-05s: Index: 106 | Max_nodes: 30 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -execution time of: 5.9716e-05s: Index: 102 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -execution time of: 6.0326e-05s: Index: 108 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -execution time of: 6.0553e-05s: Index: 104 | Max_nodes: 29 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -execution time of: 6.1088e-05s: Index: 62 | Max_nodes: 26 | Active_nodes: 10 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -execution time of: 6.4178e-05s: Index: 110 | Max_nodes: 29 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -execution time of: 6.9393e-05s: Index: 88 | Max_nodes: 28 | Active_nodes: 10 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| ________________________________________________________________________________________________ Start Simulation of qwalk-v-chain_indep_qiskit_6__________________________________________________ @@ -705,212 +1081,438 @@ Start Simulation of qwalk-v-chain_indep_qiskit_6________________________________ 55:...|...|...|...|...4 .o:...0...1...2...3...4 Total Permutations: 120 -Min time: 4.1591e-05s................. Permutation 9 : 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -Max time: 7.1253e-05s................. Permutation 116: 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +Min time: 1.7977e+308s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Max time: -1.7977e+308s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| Min active nodes: 8 nodes.................... Permutation 2 : 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -Min max nodes: 21 nodes.................... Permutation 59 : 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +Min max nodes: 16 nodes.................... Permutation 33 : 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| Max active nodes: 12 nodes.................... Permutation 13 : 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -Max max nodes: 30 nodes.................... Permutation 92 : 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +Max max nodes: 22 nodes.................... Permutation 13 : 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| ________________________________________________________________________________________________ 36 permutations have 8 active nodes. +Index: 35 | Max_nodes: 16 | Time: nans | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +Index: 59 | Max_nodes: 16 | Time: nans | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +Index: 60 | Max_nodes: 17 | Time: nans | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +Index: 117 | Max_nodes: 17 | Time: nans | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +Index: 115 | Max_nodes: 17 | Time: nans | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +Index: 111 | Max_nodes: 17 | Time: nans | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +Index: 109 | Max_nodes: 17 | Time: nans | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +Index: 93 | Max_nodes: 17 | Time: nans | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +Index: 91 | Max_nodes: 17 | Time: nans | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +Index: 87 | Max_nodes: 17 | Time: nans | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +Index: 85 | Max_nodes: 17 | Time: nans | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +Index: 69 | Max_nodes: 17 | Time: nans | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +Index: 67 | Max_nodes: 17 | Time: nans | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +Index: 63 | Max_nodes: 17 | Time: nans | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +Index: 61 | Max_nodes: 17 | Time: nans | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +Index: 2 | Max_nodes: 17 | Time: nans | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +Index: 54 | Max_nodes: 17 | Time: nans | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +Index: 26 | Max_nodes: 17 | Time: nans | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +Index: 30 | Max_nodes: 17 | Time: nans | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +Index: 36 | Max_nodes: 17 | Time: nans | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +Index: 84 | Max_nodes: 18 | Time: nans | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +Index: 4 | Max_nodes: 18 | Time: nans | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +Index: 28 | Max_nodes: 18 | Time: nans | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +Index: 83 | Max_nodes: 18 | Time: nans | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +Index: 78 | Max_nodes: 18 | Time: nans | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +Index: 41 | Max_nodes: 18 | Time: nans | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +Index: 32 | Max_nodes: 19 | Time: nans | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +Index: 89 | Max_nodes: 19 | Time: nans | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +Index: 65 | Max_nodes: 19 | Time: nans | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +Index: 50 | Max_nodes: 19 | Time: nans | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +Index: 8 | Max_nodes: 19 | Time: nans | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +Index: 56 | Max_nodes: 19 | Time: nans | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +Index: 58 | Max_nodes: 20 | Time: nans | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +Index: 34 | Max_nodes: 20 | Time: nans | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +Index: 52 | Max_nodes: 20 | Time: nans | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +Index: 10 | Max_nodes: 20 | Time: nans | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| ........................... -Average time: 5.1432e-05s +Average time: -nans 24 permutations have 9 active nodes. +Index: 57 | Max_nodes: 16 | Time: nans | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +Index: 33 | Max_nodes: 16 | Time: nans | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +Index: 0 | Max_nodes: 17 | Time: nans | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Index: 24 | Max_nodes: 17 | Time: nans | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +Index: 5 | Max_nodes: 18 | Time: nans | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +Index: 107 | Max_nodes: 18 | Time: nans | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +Index: 66 | Max_nodes: 18 | Time: nans | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +Index: 55 | Max_nodes: 18 | Time: nans | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +Index: 47 | Max_nodes: 18 | Time: nans | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +Index: 42 | Max_nodes: 18 | Time: nans | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +Index: 31 | Max_nodes: 18 | Time: nans | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +Index: 29 | Max_nodes: 18 | Time: nans | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +Index: 38 | Max_nodes: 19 | Time: nans | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +Index: 71 | Max_nodes: 19 | Time: nans | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +Index: 102 | Max_nodes: 19 | Time: nans | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +Index: 14 | Max_nodes: 19 | Time: nans | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +Index: 108 | Max_nodes: 19 | Time: nans | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +Index: 113 | Max_nodes: 19 | Time: nans | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +Index: 74 | Max_nodes: 20 | Time: nans | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +Index: 80 | Max_nodes: 20 | Time: nans | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +Index: 40 | Max_nodes: 22 | Time: nans | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +Index: 16 | Max_nodes: 22 | Time: nans | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +Index: 76 | Max_nodes: 22 | Time: nans | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +Index: 82 | Max_nodes: 22 | Time: nans | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| ........................... -Average time: 5.2035e-05s +Average time: -nans 36 permutations have 10 active nodes. +Index: 3 | Max_nodes: 18 | Time: nans | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +Index: 1 | Max_nodes: 18 | Time: nans | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +Index: 11 | Max_nodes: 18 | Time: nans | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +Index: 105 | Max_nodes: 18 | Time: nans | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +Index: 81 | Max_nodes: 18 | Time: nans | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +Index: 25 | Max_nodes: 18 | Time: nans | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +Index: 27 | Max_nodes: 18 | Time: nans | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +Index: 53 | Max_nodes: 18 | Time: nans | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +Index: 39 | Max_nodes: 18 | Time: nans | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +Index: 45 | Max_nodes: 18 | Time: nans | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +Index: 119 | Max_nodes: 19 | Time: nans | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +Index: 95 | Max_nodes: 19 | Time: nans | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +Index: 62 | Max_nodes: 19 | Time: nans | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +Index: 48 | Max_nodes: 19 | Time: nans | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +Index: 6 | Max_nodes: 19 | Time: nans | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +Index: 12 | Max_nodes: 19 | Time: nans | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +Index: 43 | Max_nodes: 20 | Time: nans | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +Index: 37 | Max_nodes: 20 | Time: nans | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +Index: 114 | Max_nodes: 20 | Time: nans | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +Index: 72 | Max_nodes: 20 | Time: nans | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +Index: 77 | Max_nodes: 20 | Time: nans | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +Index: 79 | Max_nodes: 20 | Time: nans | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +Index: 20 | Max_nodes: 20 | Time: nans | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +Index: 86 | Max_nodes: 20 | Time: nans | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +Index: 44 | Max_nodes: 20 | Time: nans | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +Index: 90 | Max_nodes: 20 | Time: nans | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +Index: 17 | Max_nodes: 20 | Time: nans | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +Index: 103 | Max_nodes: 20 | Time: nans | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +Index: 88 | Max_nodes: 21 | Time: nans | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +Index: 104 | Max_nodes: 21 | Time: nans | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +Index: 98 | Max_nodes: 21 | Time: nans | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +Index: 64 | Max_nodes: 21 | Time: nans | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +Index: 100 | Max_nodes: 22 | Time: nans | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +Index: 106 | Max_nodes: 22 | Time: nans | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +Index: 22 | Max_nodes: 22 | Time: nans | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +Index: 46 | Max_nodes: 22 | Time: nans | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| ........................... -Average time: 5.1203e-05s +Average time: -nans 12 permutations have 11 active nodes. +Index: 9 | Max_nodes: 18 | Time: nans | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +Index: 51 | Max_nodes: 18 | Time: nans | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +Index: 7 | Max_nodes: 20 | Time: nans | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +Index: 18 | Max_nodes: 20 | Time: nans | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +Index: 23 | Max_nodes: 20 | Time: nans | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +Index: 49 | Max_nodes: 20 | Time: nans | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +Index: 68 | Max_nodes: 20 | Time: nans | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +Index: 101 | Max_nodes: 20 | Time: nans | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +Index: 70 | Max_nodes: 21 | Time: nans | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +Index: 96 | Max_nodes: 21 | Time: nans | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +Index: 110 | Max_nodes: 21 | Time: nans | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +Index: 112 | Max_nodes: 21 | Time: nans | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| ........................... -Average time: 5.2624e-05s +Average time: -nans 12 permutations have 12 active nodes. +Index: 15 | Max_nodes: 20 | Time: nans | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +Index: 21 | Max_nodes: 20 | Time: nans | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +Index: 75 | Max_nodes: 20 | Time: nans | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +Index: 99 | Max_nodes: 20 | Time: nans | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +Index: 94 | Max_nodes: 21 | Time: nans | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +Index: 118 | Max_nodes: 21 | Time: nans | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +Index: 13 | Max_nodes: 22 | Time: nans | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +Index: 19 | Max_nodes: 22 | Time: nans | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +Index: 73 | Max_nodes: 22 | Time: nans | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +Index: 92 | Max_nodes: 22 | Time: nans | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +Index: 97 | Max_nodes: 22 | Time: nans | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| +Index: 116 | Max_nodes: 22 | Time: nans | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| ........................... -Average time: 5.1316e-05s +Average time: -nans ________________________________________________________________________________________________ -9 permutations have 21 max nodes. +4 permutations have 16 max nodes. +Index: 35 | Active_nodes: 8 | Time: nans | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +Index: 59 | Active_nodes: 8 | Time: nans | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +Index: 33 | Active_nodes: 9 | Time: nans | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +Index: 57 | Active_nodes: 9 | Time: nans | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| ........................... -Average time: 4.6601e-05s - -10 permutations have 22 max nodes. +Average time: -nans + +20 permutations have 17 max nodes. +Index: 67 | Active_nodes: 8 | Time: nans | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +Index: 117 | Active_nodes: 8 | Time: nans | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +Index: 115 | Active_nodes: 8 | Time: nans | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +Index: 111 | Active_nodes: 8 | Time: nans | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +Index: 109 | Active_nodes: 8 | Time: nans | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +Index: 93 | Active_nodes: 8 | Time: nans | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +Index: 91 | Active_nodes: 8 | Time: nans | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +Index: 87 | Active_nodes: 8 | Time: nans | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +Index: 85 | Active_nodes: 8 | Time: nans | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +Index: 69 | Active_nodes: 8 | Time: nans | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +Index: 63 | Active_nodes: 8 | Time: nans | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +Index: 61 | Active_nodes: 8 | Time: nans | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +Index: 60 | Active_nodes: 8 | Time: nans | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +Index: 54 | Active_nodes: 8 | Time: nans | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +Index: 36 | Active_nodes: 8 | Time: nans | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +Index: 30 | Active_nodes: 8 | Time: nans | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +Index: 26 | Active_nodes: 8 | Time: nans | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +Index: 2 | Active_nodes: 8 | Time: nans | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +Index: 0 | Active_nodes: 9 | Time: nans | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Index: 24 | Active_nodes: 9 | Time: nans | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| ........................... -Average time: 5.0425e-05s - -11 permutations have 23 max nodes. +Average time: -nans + +26 permutations have 18 max nodes. +Index: 4 | Active_nodes: 8 | Time: nans | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +Index: 84 | Active_nodes: 8 | Time: nans | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +Index: 83 | Active_nodes: 8 | Time: nans | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +Index: 78 | Active_nodes: 8 | Time: nans | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +Index: 28 | Active_nodes: 8 | Time: nans | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +Index: 41 | Active_nodes: 8 | Time: nans | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +Index: 42 | Active_nodes: 9 | Time: nans | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +Index: 107 | Active_nodes: 9 | Time: nans | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +Index: 66 | Active_nodes: 9 | Time: nans | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +Index: 55 | Active_nodes: 9 | Time: nans | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +Index: 47 | Active_nodes: 9 | Time: nans | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +Index: 31 | Active_nodes: 9 | Time: nans | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +Index: 29 | Active_nodes: 9 | Time: nans | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +Index: 5 | Active_nodes: 9 | Time: nans | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +Index: 39 | Active_nodes: 10 | Time: nans | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +Index: 1 | Active_nodes: 10 | Time: nans | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +Index: 45 | Active_nodes: 10 | Time: nans | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +Index: 53 | Active_nodes: 10 | Time: nans | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +Index: 27 | Active_nodes: 10 | Time: nans | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +Index: 25 | Active_nodes: 10 | Time: nans | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +Index: 11 | Active_nodes: 10 | Time: nans | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +Index: 81 | Active_nodes: 10 | Time: nans | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +Index: 105 | Active_nodes: 10 | Time: nans | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +Index: 3 | Active_nodes: 10 | Time: nans | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +Index: 51 | Active_nodes: 11 | Time: nans | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +Index: 9 | Active_nodes: 11 | Time: nans | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| ........................... -Average time: 5.0277e-05s - -19 permutations have 24 max nodes. +Average time: -nans + +18 permutations have 19 max nodes. +Index: 8 | Active_nodes: 8 | Time: nans | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +Index: 32 | Active_nodes: 8 | Time: nans | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +Index: 50 | Active_nodes: 8 | Time: nans | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +Index: 56 | Active_nodes: 8 | Time: nans | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +Index: 65 | Active_nodes: 8 | Time: nans | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +Index: 89 | Active_nodes: 8 | Time: nans | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +Index: 14 | Active_nodes: 9 | Time: nans | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +Index: 38 | Active_nodes: 9 | Time: nans | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +Index: 113 | Active_nodes: 9 | Time: nans | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +Index: 108 | Active_nodes: 9 | Time: nans | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +Index: 71 | Active_nodes: 9 | Time: nans | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +Index: 102 | Active_nodes: 9 | Time: nans | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +Index: 119 | Active_nodes: 10 | Time: nans | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +Index: 6 | Active_nodes: 10 | Time: nans | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +Index: 95 | Active_nodes: 10 | Time: nans | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +Index: 62 | Active_nodes: 10 | Time: nans | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +Index: 48 | Active_nodes: 10 | Time: nans | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +Index: 12 | Active_nodes: 10 | Time: nans | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| ........................... -Average time: 5.1072e-05s - -19 permutations have 25 max nodes. +Average time: -nans + +28 permutations have 20 max nodes. +Index: 10 | Active_nodes: 8 | Time: nans | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +Index: 58 | Active_nodes: 8 | Time: nans | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +Index: 52 | Active_nodes: 8 | Time: nans | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +Index: 34 | Active_nodes: 8 | Time: nans | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +Index: 80 | Active_nodes: 9 | Time: nans | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +Index: 74 | Active_nodes: 9 | Time: nans | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +Index: 72 | Active_nodes: 10 | Time: nans | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +Index: 114 | Active_nodes: 10 | Time: nans | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +Index: 103 | Active_nodes: 10 | Time: nans | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +Index: 90 | Active_nodes: 10 | Time: nans | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +Index: 86 | Active_nodes: 10 | Time: nans | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +Index: 79 | Active_nodes: 10 | Time: nans | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +Index: 77 | Active_nodes: 10 | Time: nans | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +Index: 44 | Active_nodes: 10 | Time: nans | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +Index: 43 | Active_nodes: 10 | Time: nans | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +Index: 37 | Active_nodes: 10 | Time: nans | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +Index: 17 | Active_nodes: 10 | Time: nans | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +Index: 20 | Active_nodes: 10 | Time: nans | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +Index: 7 | Active_nodes: 11 | Time: nans | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +Index: 68 | Active_nodes: 11 | Time: nans | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +Index: 18 | Active_nodes: 11 | Time: nans | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +Index: 49 | Active_nodes: 11 | Time: nans | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +Index: 23 | Active_nodes: 11 | Time: nans | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +Index: 101 | Active_nodes: 11 | Time: nans | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +Index: 15 | Active_nodes: 12 | Time: nans | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +Index: 75 | Active_nodes: 12 | Time: nans | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +Index: 99 | Active_nodes: 12 | Time: nans | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +Index: 21 | Active_nodes: 12 | Time: nans | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| ........................... -Average time: 5.1301e-05s - -20 permutations have 26 max nodes. +Average time: -nans + +10 permutations have 21 max nodes. +Index: 64 | Active_nodes: 10 | Time: nans | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +Index: 88 | Active_nodes: 10 | Time: nans | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +Index: 98 | Active_nodes: 10 | Time: nans | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +Index: 104 | Active_nodes: 10 | Time: nans | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +Index: 70 | Active_nodes: 11 | Time: nans | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +Index: 96 | Active_nodes: 11 | Time: nans | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +Index: 110 | Active_nodes: 11 | Time: nans | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +Index: 112 | Active_nodes: 11 | Time: nans | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +Index: 94 | Active_nodes: 12 | Time: nans | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +Index: 118 | Active_nodes: 12 | Time: nans | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| ........................... -Average time: 5.1009e-05s - -13 permutations have 27 max nodes. +Average time: -nans + +14 permutations have 22 max nodes. +Index: 16 | Active_nodes: 9 | Time: nans | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +Index: 40 | Active_nodes: 9 | Time: nans | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +Index: 76 | Active_nodes: 9 | Time: nans | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +Index: 82 | Active_nodes: 9 | Time: nans | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +Index: 22 | Active_nodes: 10 | Time: nans | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +Index: 46 | Active_nodes: 10 | Time: nans | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +Index: 100 | Active_nodes: 10 | Time: nans | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +Index: 106 | Active_nodes: 10 | Time: nans | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +Index: 13 | Active_nodes: 12 | Time: nans | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +Index: 19 | Active_nodes: 12 | Time: nans | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +Index: 73 | Active_nodes: 12 | Time: nans | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +Index: 92 | Active_nodes: 12 | Time: nans | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +Index: 97 | Active_nodes: 12 | Time: nans | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| +Index: 116 | Active_nodes: 12 | Time: nans | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| ........................... -Average time: 5.1720e-05s - -7 permutations have 28 max nodes. - -........................... -Average time: 5.2279e-05s - -8 permutations have 29 max nodes. - -........................... -Average time: 5.8491e-05s - -4 permutations have 30 max nodes. - -........................... -Average time: 6.0690e-05s +Average time: -nans ________________________________________________________________________________________________ -execution time of: 4.1591e-05s: Index: 9 | Max_nodes: 25 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -execution time of: 4.2763e-05s: Index: 15 | Max_nodes: 26 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -execution time of: 4.2983e-05s: Index: 11 | Max_nodes: 24 | Active_nodes: 10 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -execution time of: 4.3208e-05s: Index: 57 | Max_nodes: 22 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -execution time of: 4.3743e-05s: Index: 13 | Max_nodes: 27 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -execution time of: 4.4030e-05s: Index: 33 | Max_nodes: 23 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -execution time of: 4.4438e-05s: Index: 81 | Max_nodes: 23 | Active_nodes: 10 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -execution time of: 4.4441e-05s: Index: 59 | Max_nodes: 21 | Active_nodes: 8 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -execution time of: 4.4750e-05s: Index: 17 | Max_nodes: 25 | Active_nodes: 10 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -execution time of: 4.4876e-05s: Index: 19 | Max_nodes: 27 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -execution time of: 4.5010e-05s: Index: 21 | Max_nodes: 26 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -execution time of: 4.5198e-05s: Index: 39 | Max_nodes: 24 | Active_nodes: 10 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -execution time of: 4.5505e-05s: Index: 37 | Max_nodes: 25 | Active_nodes: 10 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -execution time of: 4.5626e-05s: Index: 83 | Max_nodes: 23 | Active_nodes: 8 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -execution time of: 4.5631e-05s: Index: 45 | Max_nodes: 24 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -execution time of: 4.5766e-05s: Index: 105 | Max_nodes: 23 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -execution time of: 4.5946e-05s: Index: 35 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -execution time of: 4.5988e-05s: Index: 63 | Max_nodes: 21 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -execution time of: 4.6078e-05s: Index: 43 | Max_nodes: 25 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -execution time of: 4.6148e-05s: Index: 87 | Max_nodes: 21 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -execution time of: 4.6153e-05s: Index: 61 | Max_nodes: 21 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -execution time of: 4.6308e-05s: Index: 85 | Max_nodes: 21 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -execution time of: 4.6338e-05s: Index: 65 | Max_nodes: 24 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -execution time of: 4.6793e-05s: Index: 23 | Max_nodes: 26 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -execution time of: 4.7021e-05s: Index: 89 | Max_nodes: 25 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -execution time of: 4.7148e-05s: Index: 109 | Max_nodes: 21 | Active_nodes: 8 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -execution time of: 4.7263e-05s: Index: 41 | Max_nodes: 23 | Active_nodes: 8 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -execution time of: 4.7418e-05s: Index: 67 | Max_nodes: 21 | Active_nodes: 8 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -execution time of: 4.7533e-05s: Index: 69 | Max_nodes: 21 | Active_nodes: 8 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -execution time of: 4.7665e-05s: Index: 91 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -execution time of: 4.7878e-05s: Index: 3 | Max_nodes: 25 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -execution time of: 4.8153e-05s: Index: 47 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -execution time of: 4.8218e-05s: Index: 93 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -execution time of: 4.8268e-05s: Index: 111 | Max_nodes: 21 | Active_nodes: 8 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -execution time of: 4.8428e-05s: Index: 107 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -execution time of: 4.8543e-05s: Index: 25 | Max_nodes: 26 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -execution time of: 4.8668e-05s: Index: 18 | Max_nodes: 26 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -execution time of: 4.8753e-05s: Index: 16 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -execution time of: 4.8770e-05s: Index: 1 | Max_nodes: 25 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -execution time of: 4.9126e-05s: Index: 71 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -execution time of: 4.9475e-05s: Index: 40 | Max_nodes: 27 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -execution time of: 4.9488e-05s: Index: 115 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -execution time of: 4.9558e-05s: Index: 5 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -execution time of: 4.9613e-05s: Index: 51 | Max_nodes: 25 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -execution time of: 4.9661e-05s: Index: 7 | Max_nodes: 26 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -execution time of: 4.9688e-05s: Index: 64 | Max_nodes: 27 | Active_nodes: 10 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -execution time of: 4.9733e-05s: Index: 95 | Max_nodes: 26 | Active_nodes: 10 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -execution time of: 4.9796e-05s: Index: 27 | Max_nodes: 26 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -execution time of: 4.9893e-05s: Index: 49 | Max_nodes: 27 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -execution time of: 4.9926e-05s: Index: 117 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -execution time of: 4.9991e-05s: Index: 113 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -execution time of: 5.0196e-05s: Index: 22 | Max_nodes: 27 | Active_nodes: 10 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -execution time of: 5.0213e-05s: Index: 46 | Max_nodes: 28 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -execution time of: 5.0383e-05s: Index: 29 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -execution time of: 5.0478e-05s: Index: 88 | Max_nodes: 28 | Active_nodes: 10 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -execution time of: 5.0743e-05s: Index: 53 | Max_nodes: 24 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -execution time of: 5.0993e-05s: Index: 55 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -execution time of: 5.1036e-05s: Index: 66 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -execution time of: 5.1041e-05s: Index: 75 | Max_nodes: 26 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -execution time of: 5.1068e-05s: Index: 44 | Max_nodes: 27 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -execution time of: 5.1328e-05s: Index: 70 | Max_nodes: 28 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -execution time of: 5.1471e-05s: Index: 24 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -execution time of: 5.1595e-05s: Index: 20 | Max_nodes: 26 | Active_nodes: 10 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -execution time of: 5.1643e-05s: Index: 0 | Max_nodes: 23 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -execution time of: 5.1801e-05s: Index: 99 | Max_nodes: 26 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -execution time of: 5.1978e-05s: Index: 31 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -execution time of: 5.1993e-05s: Index: 119 | Max_nodes: 26 | Active_nodes: 10 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -execution time of: 5.2058e-05s: Index: 97 | Max_nodes: 28 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -execution time of: 5.2071e-05s: Index: 42 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -execution time of: 5.2411e-05s: Index: 79 | Max_nodes: 25 | Active_nodes: 10 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -execution time of: 5.2528e-05s: Index: 90 | Max_nodes: 27 | Active_nodes: 10 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -execution time of: 5.2726e-05s: Index: 73 | Max_nodes: 28 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -execution time of: 5.2863e-05s: Index: 4 | Max_nodes: 23 | Active_nodes: 8 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -execution time of: 5.2963e-05s: Index: 103 | Max_nodes: 25 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -execution time of: 5.2973e-05s: Index: 6 | Max_nodes: 24 | Active_nodes: 10 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -execution time of: 5.3048e-05s: Index: 2 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -execution time of: 5.3056e-05s: Index: 68 | Max_nodes: 28 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -execution time of: 5.3213e-05s: Index: 48 | Max_nodes: 25 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -execution time of: 5.3258e-05s: Index: 94 | Max_nodes: 29 | Active_nodes: 12 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -execution time of: 5.3336e-05s: Index: 118 | Max_nodes: 29 | Active_nodes: 12 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -execution time of: 5.3498e-05s: Index: 77 | Max_nodes: 26 | Active_nodes: 10 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -execution time of: 5.3506e-05s: Index: 114 | Max_nodes: 27 | Active_nodes: 10 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -execution time of: 5.3696e-05s: Index: 72 | Max_nodes: 26 | Active_nodes: 10 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -execution time of: 5.3748e-05s: Index: 28 | Max_nodes: 24 | Active_nodes: 8 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -execution time of: 5.3771e-05s: Index: 52 | Max_nodes: 26 | Active_nodes: 8 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -execution time of: 5.3923e-05s: Index: 92 | Max_nodes: 30 | Active_nodes: 12 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -execution time of: 5.4108e-05s: Index: 101 | Max_nodes: 27 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -execution time of: 5.4370e-05s: Index: 54 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -execution time of: 5.4556e-05s: Index: 8 | Max_nodes: 23 | Active_nodes: 8 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -execution time of: 5.4688e-05s: Index: 10 | Max_nodes: 24 | Active_nodes: 8 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -execution time of: 5.4741e-05s: Index: 26 | Max_nodes: 23 | Active_nodes: 8 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -execution time of: 5.4761e-05s: Index: 56 | Max_nodes: 25 | Active_nodes: 8 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -execution time of: 5.4836e-05s: Index: 12 | Max_nodes: 24 | Active_nodes: 10 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -execution time of: 5.5276e-05s: Index: 58 | Max_nodes: 26 | Active_nodes: 8 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -execution time of: 5.5393e-05s: Index: 34 | Max_nodes: 25 | Active_nodes: 8 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -execution time of: 5.5406e-05s: Index: 30 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -execution time of: 5.5598e-05s: Index: 76 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -execution time of: 5.5646e-05s: Index: 32 | Max_nodes: 24 | Active_nodes: 8 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -execution time of: 5.5780e-05s: Index: 78 | Max_nodes: 23 | Active_nodes: 8 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -execution time of: 5.6098e-05s: Index: 96 | Max_nodes: 28 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -execution time of: 5.6336e-05s: Index: 60 | Max_nodes: 23 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -execution time of: 5.6491e-05s: Index: 74 | Max_nodes: 27 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -execution time of: 5.6973e-05s: Index: 36 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -execution time of: 5.7031e-05s: Index: 102 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -execution time of: 5.7138e-05s: Index: 38 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -execution time of: 5.7236e-05s: Index: 84 | Max_nodes: 24 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -execution time of: 5.7353e-05s: Index: 82 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -execution time of: 5.7701e-05s: Index: 14 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -execution time of: 5.8035e-05s: Index: 80 | Max_nodes: 27 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -execution time of: 5.8093e-05s: Index: 100 | Max_nodes: 30 | Active_nodes: 10 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -execution time of: 5.8186e-05s: Index: 98 | Max_nodes: 29 | Active_nodes: 10 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -execution time of: 5.8603e-05s: Index: 62 | Max_nodes: 26 | Active_nodes: 10 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -execution time of: 5.8755e-05s: Index: 86 | Max_nodes: 27 | Active_nodes: 10 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -execution time of: 5.9196e-05s: Index: 108 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -execution time of: 5.9491e-05s: Index: 106 | Max_nodes: 30 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -execution time of: 5.9521e-05s: Index: 104 | Max_nodes: 29 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -execution time of: 6.2111e-05s: Index: 110 | Max_nodes: 29 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -execution time of: 6.8566e-05s: Index: 112 | Max_nodes: 29 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -execution time of: 7.0053e-05s: Index: 50 | Max_nodes: 25 | Active_nodes: 8 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -execution time of: 7.1253e-05s: Index: 116 | Max_nodes: 30 | Active_nodes: 12 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +execution time of: nans: Index: 0 | Max_nodes: 17 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Index: 1 | Max_nodes: 18 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +Index: 2 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +Index: 3 | Max_nodes: 18 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +Index: 4 | Max_nodes: 18 | Active_nodes: 8 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +Index: 5 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +Index: 6 | Max_nodes: 19 | Active_nodes: 10 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +Index: 7 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +Index: 8 | Max_nodes: 19 | Active_nodes: 8 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +Index: 9 | Max_nodes: 18 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +Index: 10 | Max_nodes: 20 | Active_nodes: 8 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +Index: 11 | Max_nodes: 18 | Active_nodes: 10 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +Index: 12 | Max_nodes: 19 | Active_nodes: 10 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +Index: 13 | Max_nodes: 22 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +Index: 14 | Max_nodes: 19 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +Index: 15 | Max_nodes: 20 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +Index: 16 | Max_nodes: 22 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +Index: 17 | Max_nodes: 20 | Active_nodes: 10 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +Index: 18 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +Index: 19 | Max_nodes: 22 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +Index: 20 | Max_nodes: 20 | Active_nodes: 10 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +Index: 21 | Max_nodes: 20 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +Index: 22 | Max_nodes: 22 | Active_nodes: 10 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +Index: 23 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +Index: 24 | Max_nodes: 17 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +Index: 25 | Max_nodes: 18 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +Index: 26 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +Index: 27 | Max_nodes: 18 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +Index: 28 | Max_nodes: 18 | Active_nodes: 8 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +Index: 29 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +Index: 30 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +Index: 31 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +Index: 32 | Max_nodes: 19 | Active_nodes: 8 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +Index: 33 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +Index: 34 | Max_nodes: 20 | Active_nodes: 8 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +Index: 35 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +Index: 36 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +Index: 37 | Max_nodes: 20 | Active_nodes: 10 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +Index: 38 | Max_nodes: 19 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +Index: 39 | Max_nodes: 18 | Active_nodes: 10 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +Index: 40 | Max_nodes: 22 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +Index: 41 | Max_nodes: 18 | Active_nodes: 8 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +Index: 42 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +Index: 43 | Max_nodes: 20 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +Index: 44 | Max_nodes: 20 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +Index: 45 | Max_nodes: 18 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +Index: 46 | Max_nodes: 22 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +Index: 47 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +Index: 48 | Max_nodes: 19 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +Index: 49 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +Index: 50 | Max_nodes: 19 | Active_nodes: 8 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +Index: 51 | Max_nodes: 18 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +Index: 52 | Max_nodes: 20 | Active_nodes: 8 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +Index: 53 | Max_nodes: 18 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +Index: 54 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +Index: 55 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +Index: 56 | Max_nodes: 19 | Active_nodes: 8 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +Index: 57 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +Index: 58 | Max_nodes: 20 | Active_nodes: 8 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +Index: 59 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +Index: 60 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +Index: 61 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +Index: 62 | Max_nodes: 19 | Active_nodes: 10 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +Index: 63 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +Index: 64 | Max_nodes: 21 | Active_nodes: 10 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +Index: 65 | Max_nodes: 19 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +Index: 66 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +Index: 67 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +Index: 68 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +Index: 69 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +Index: 70 | Max_nodes: 21 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +Index: 71 | Max_nodes: 19 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +Index: 72 | Max_nodes: 20 | Active_nodes: 10 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +Index: 73 | Max_nodes: 22 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +Index: 74 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +Index: 75 | Max_nodes: 20 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +Index: 76 | Max_nodes: 22 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +Index: 77 | Max_nodes: 20 | Active_nodes: 10 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +Index: 78 | Max_nodes: 18 | Active_nodes: 8 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +Index: 79 | Max_nodes: 20 | Active_nodes: 10 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +Index: 80 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +Index: 81 | Max_nodes: 18 | Active_nodes: 10 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +Index: 82 | Max_nodes: 22 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +Index: 83 | Max_nodes: 18 | Active_nodes: 8 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +Index: 84 | Max_nodes: 18 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +Index: 85 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +Index: 86 | Max_nodes: 20 | Active_nodes: 10 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +Index: 87 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +Index: 88 | Max_nodes: 21 | Active_nodes: 10 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +Index: 89 | Max_nodes: 19 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +Index: 90 | Max_nodes: 20 | Active_nodes: 10 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +Index: 91 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +Index: 92 | Max_nodes: 22 | Active_nodes: 12 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +Index: 93 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +Index: 94 | Max_nodes: 21 | Active_nodes: 12 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +Index: 95 | Max_nodes: 19 | Active_nodes: 10 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +Index: 96 | Max_nodes: 21 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +Index: 97 | Max_nodes: 22 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| +Index: 98 | Max_nodes: 21 | Active_nodes: 10 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +Index: 99 | Max_nodes: 20 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +Index: 100 | Max_nodes: 22 | Active_nodes: 10 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +Index: 101 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +Index: 102 | Max_nodes: 19 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +Index: 103 | Max_nodes: 20 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +Index: 104 | Max_nodes: 21 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +Index: 105 | Max_nodes: 18 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +Index: 106 | Max_nodes: 22 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +Index: 107 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +Index: 108 | Max_nodes: 19 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +Index: 109 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +Index: 110 | Max_nodes: 21 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +Index: 111 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +Index: 112 | Max_nodes: 21 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +Index: 113 | Max_nodes: 19 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +Index: 114 | Max_nodes: 20 | Active_nodes: 10 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +Index: 115 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +Index: 116 | Max_nodes: 22 | Active_nodes: 12 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +Index: 117 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +Index: 118 | Max_nodes: 21 | Active_nodes: 12 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +Index: 119 | Max_nodes: 19 | Active_nodes: 10 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| + ________________________________________________________________________________________________ diff --git a/test/BenchmarkQuasm/results/qwalk-v-chain_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/qwalk-v-chain_indep_qiskit_controls.txt index 934193c3..8cb01714 100644 --- a/test/BenchmarkQuasm/results/qwalk-v-chain_indep_qiskit_controls.txt +++ b/test/BenchmarkQuasm/results/qwalk-v-chain_indep_qiskit_controls.txt @@ -31,15 +31,14 @@ Start Simulation of qwalk-v-chain_indep_qiskit_3________________________________ 28: | 1 | 29: | | 2 o: 0 1 2 -Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 9.3000e-06s............................. -Permuted Duration: 9.2977e-06s............................. +Identity Duration: 8.0850e-05s............................. +Permuted Duration: 8.1040e-05s............................. Identity active_nodes: 3 ...................................... Permuted active_nodes: 3 ...................................... -Identity max_nodes: 12 ...................................... -Permuted max_nodes: 12 ...................................... +Identity max_nodes: 10 ...................................... +Permuted max_nodes: 10 ...................................... ________________________________________________________________________________________________ Start Simulation of qwalk-v-chain_indep_qiskit_4__________________________________________________ @@ -75,15 +74,14 @@ Start Simulation of qwalk-v-chain_indep_qiskit_4________________________________ 28:...|...1...| 29:...|...|...2 .o:...0...1...2 -Q: 0 w: 1 | Q: 1 w: 3 | Q: 2 w: 4 | Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 9.2753e-06s............................. -Permuted Duration: 9.2675e-06s............................. +Identity Duration: -nans............................. +Permuted Duration: nans............................. Identity active_nodes: 3 ...................................... Permuted active_nodes: 3 ...................................... -Identity max_nodes: 12 ...................................... -Permuted max_nodes: 12 ...................................... +Identity max_nodes: 10 ...................................... +Permuted max_nodes: 10 ...................................... ________________________________________________________________________________________________ Start Simulation of qwalk-v-chain_indep_qiskit_5__________________________________________________ @@ -265,15 +263,14 @@ Start Simulation of qwalk-v-chain_indep_qiskit_5________________________________ 54:...|...|...|...3...| 55:...|...|...|...|...4 .o:...0...1...2...3...4 -Q: 0 w: 1 | Q: 1 w: 1 | Q: 2 w: 4 | Q: 3 w: 5 | Q: 4 w: 3 | Computed Permutation: 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: 5.1771e-05s............................. -Permuted Duration: 5.5035e-05s............................. +Identity Duration: 4.1611e-04s............................. +Permuted Duration: 4.3192e-04s............................. Identity active_nodes: 9 ...................................... Permuted active_nodes: 8 ...................................... -Identity max_nodes: 23 ...................................... -Permuted max_nodes: 23 ...................................... +Identity max_nodes: 17 ...................................... +Permuted max_nodes: 18 ...................................... ________________________________________________________________________________________________ Start Simulation of qwalk-v-chain_indep_qiskit_6__________________________________________________ @@ -455,482 +452,13 @@ Start Simulation of qwalk-v-chain_indep_qiskit_6________________________________ 54:...|...|...|...3...| 55:...|...|...|...|...4 .o:...0...1...2...3...4 -Q: 0 w: 1 | Q: 1 w: 1 | Q: 2 w: 4 | Q: 3 w: 5 | Q: 4 w: 3 | Computed Permutation: 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: 5.1648e-05s............................. -Permuted Duration: 5.3048e-05s............................. +Identity Duration: -nans............................. +Permuted Duration: nans............................. Identity active_nodes: 9 ...................................... Permuted active_nodes: 8 ...................................... -Identity max_nodes: 23 ...................................... -Permuted max_nodes: 23 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qwalk-v-chain_indep_qiskit_7__________________________________________________ - -.i:...0...1...2...3...4...5...6 -.1:...|...|...|...|...h...|...| -.2:---------------------------- - :...|...|...|...|...|...h...| - :...|...|...|...|...|...t...| - :...|...c...|...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...c...x...| - :...|...|...|...|...|...t...| - :...|...c...|...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...|...h...| - ----------------------------- -.3:---------------------------- - :...|...|...|...|...|...|...h - :...|...|...|...|...|...|...t - :...|...|...|...|...|...c...x - :...|...|...|...|...|...|.tdg - :...|...|...c...|...|...|...x - :...|...|...|...|...|...|...t - :...|...|...|...|...|...c...x - :...|...|...|...|...|...|.tdg - :...|...|...|...|...|...|...h - ----------------------------- -.4:...x...|...|...c...|...|...c -.5:---------------------------- - :...|...|...|...|...|...|...h - :...|...|...|...|...|...|...t - :...|...|...|...|...|...c...x - :...|...|...|...|...|...|.tdg - :...|...|...c...|...|...|...x - :...|...|...|...|...|...|...t - :...|...|...|...|...|...c...x - :...|...|...|...|...|...|.tdg - :...|...|...|...|...|...|...h - ----------------------------- -.6:---------------------------- - :...|...|...|...|...|...h...| - :...|...|...|...|...|...t...| - :...|...c...|...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...c...x...| - :...|...|...|...|...|...t...| - :...|...c...|...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...|...h...| - ----------------------------- -.7:---------------------------- - :...|...|...|...|...|...h...| - :...|...|...|...|...|...t...| - :...|...|...c...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...c...x...| - :...|...|...|...|...|...t...| - :...|...|...c...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...|...h...| - ----------------------------- -.8:...|...x...|...c...|...c...| -.9:...|...x...|...|...|...|...| -10:---------------------------- - :...|...|...|...|...|...h...| - :...|...|...|...|...|...t...| - :...|...|...c...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...c...x...| - :...|...|...|...|...|...t...| - :...|...|...c...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...|...h...| - ----------------------------- -11:...|...|...x...c...c...|...| -12:...|...|...x...|...|...|...| -13:...|...|...|...x...c...|...| -14:...|...|...|...x...|...|...| -15:...|...|...|...|...x...|...| -16:---------------------------- - :...|...|...|...|...|...h...| - :...|...|...|...|...|...t...| - :...|...c...|...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...c...x...| - :...|...|...|...|...|...t...| - :...|...c...|...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...|...h...| - ----------------------------- -17:---------------------------- - :...|...|...|...|...|...|...h - :...|...|...|...|...|...|...t - :...|...|...|...|...|...c...x - :...|...|...|...|...|...|.tdg - :...|...|...c...|...|...|...x - :...|...|...|...|...|...|...t - :...|...|...|...|...|...c...x - :...|...|...|...|...|...|.tdg - :...|...|...|...|...|...|...h - ----------------------------- -18:...x...|...|...c...|...|...c -19:---------------------------- - :...|...|...|...|...|...|...h - :...|...|...|...|...|...|...t - :...|...|...|...|...|...c...x - :...|...|...|...|...|...|.tdg - :...|...|...c...|...|...|...x - :...|...|...|...|...|...|...t - :...|...|...|...|...|...c...x - :...|...|...|...|...|...|.tdg - :...|...|...|...|...|...|...h - ----------------------------- -20:---------------------------- - :...|...|...|...|...|...h...| - :...|...|...|...|...|...t...| - :...|...c...|...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...c...x...| - :...|...|...|...|...|...t...| - :...|...c...|...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...|...h...| - ----------------------------- -21:---------------------------- - :...|...|...|...|...|...h...| - :...|...|...|...|...|...t...| - :...|...|...c...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...c...x...| - :...|...|...|...|...|...t...| - :...|...|...c...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...|...h...| - ----------------------------- -22:...|...x...|...c...|...c...| -23:...|...x...|...|...|...|...| -24:---------------------------- - :...|...|...|...|...|...h...| - :...|...|...|...|...|...t...| - :...|...|...c...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...c...x...| - :...|...|...|...|...|...t...| - :...|...|...c...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...|...h...| - ----------------------------- -25:...|...|...x...c...c...|...| -26:...|...|...x...|...|...|...| -27:...|...|...|...x...c...|...| -28:...|...|...|...x...|...|...| -29:...|...|...|...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) -30:---------------------------- - :...|...|...|...|...|...h...| - :...|...|...|...|...|...t...| - :...|...c...|...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...c...x...| - :...|...|...|...|...|...t...| - :...|...c...|...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...|...h...| - ----------------------------- -31:---------------------------- - :...|...|...|...|...|...|...h - :...|...|...|...|...|...|...t - :...|...|...|...|...|...c...x - :...|...|...|...|...|...|.tdg - :...|...|...c...|...|...|...x - :...|...|...|...|...|...|...t - :...|...|...|...|...|...c...x - :...|...|...|...|...|...|.tdg - :...|...|...|...|...|...|...h - ----------------------------- -32:...x...|...|...c...|...|...c -33:---------------------------- - :...|...|...|...|...|...|...h - :...|...|...|...|...|...|...t - :...|...|...|...|...|...c...x - :...|...|...|...|...|...|.tdg - :...|...|...c...|...|...|...x - :...|...|...|...|...|...|...t - :...|...|...|...|...|...c...x - :...|...|...|...|...|...|.tdg - :...|...|...|...|...|...|...h - ----------------------------- -34:---------------------------- - :...|...|...|...|...|...h...| - :...|...|...|...|...|...t...| - :...|...c...|...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...c...x...| - :...|...|...|...|...|...t...| - :...|...c...|...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...|...h...| - ----------------------------- -35:---------------------------- - :...|...|...|...|...|...h...| - :...|...|...|...|...|...t...| - :...|...|...c...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...c...x...| - :...|...|...|...|...|...t...| - :...|...|...c...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...|...h...| - ----------------------------- -36:...|...x...|...c...|...c...| -37:...|...x...|...|...|...|...| -38:---------------------------- - :...|...|...|...|...|...h...| - :...|...|...|...|...|...t...| - :...|...|...c...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...c...x...| - :...|...|...|...|...|...t...| - :...|...|...c...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...|...h...| - ----------------------------- -39:...|...|...x...c...c...|...| -40:...|...|...x...|...|...|...| -41:...|...|...|...x...c...|...| -42:...|...|...|...x...|...|...| -43:...|...|...|...|...x...|...| -44:---------------------------- - :...|...|...|...|...|...h...| - :...|...|...|...|...|...t...| - :...|...c...|...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...c...x...| - :...|...|...|...|...|...t...| - :...|...c...|...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...|...h...| - ----------------------------- -45:---------------------------- - :...|...|...|...|...|...|...h - :...|...|...|...|...|...|...t - :...|...|...|...|...|...c...x - :...|...|...|...|...|...|.tdg - :...|...|...c...|...|...|...x - :...|...|...|...|...|...|...t - :...|...|...|...|...|...c...x - :...|...|...|...|...|...|.tdg - :...|...|...|...|...|...|...h - ----------------------------- -46:...x...|...|...c...|...|...c -47:---------------------------- - :...|...|...|...|...|...|...h - :...|...|...|...|...|...|...t - :...|...|...|...|...|...c...x - :...|...|...|...|...|...|.tdg - :...|...|...c...|...|...|...x - :...|...|...|...|...|...|...t - :...|...|...|...|...|...c...x - :...|...|...|...|...|...|.tdg - :...|...|...|...|...|...|...h - ----------------------------- -48:---------------------------- - :...|...|...|...|...|...h...| - :...|...|...|...|...|...t...| - :...|...c...|...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...c...x...| - :...|...|...|...|...|...t...| - :...|...c...|...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...|...h...| - ----------------------------- -49:---------------------------- - :...|...|...|...|...|...h...| - :...|...|...|...|...|...t...| - :...|...|...c...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...c...x...| - :...|...|...|...|...|...t...| - :...|...|...c...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...|...h...| - ----------------------------- -50:...|...x...|...c...|...c...| -51:...|...x...|...|...|...|...| -52:---------------------------- - :...|...|...|...|...|...h...| - :...|...|...|...|...|...t...| - :...|...|...c...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...c...x...| - :...|...|...|...|...|...t...| - :...|...|...c...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...|...h...| - ----------------------------- -53:...|...|...x...c...c...|...| -54:...|...|...x...|...|...|...| -55:...|...|...|...x...c...|...| -56:...|...|...|...x...|...|...| -57:...|...|...|...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) -58:---------------------------- - :...|...|...|...|...|...h...| - :...|...|...|...|...|...t...| - :...|...c...|...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...c...x...| - :...|...|...|...|...|...t...| - :...|...c...|...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...|...h...| - ----------------------------- -59:---------------------------- - :...|...|...|...|...|...|...h - :...|...|...|...|...|...|...t - :...|...|...|...|...|...c...x - :...|...|...|...|...|...|.tdg - :...|...|...c...|...|...|...x - :...|...|...|...|...|...|...t - :...|...|...|...|...|...c...x - :...|...|...|...|...|...|.tdg - :...|...|...|...|...|...|...h - ----------------------------- -60:...x...|...|...c...|...|...c -61:---------------------------- - :...|...|...|...|...|...|...h - :...|...|...|...|...|...|...t - :...|...|...|...|...|...c...x - :...|...|...|...|...|...|.tdg - :...|...|...c...|...|...|...x - :...|...|...|...|...|...|...t - :...|...|...|...|...|...c...x - :...|...|...|...|...|...|.tdg - :...|...|...|...|...|...|...h - ----------------------------- -62:---------------------------- - :...|...|...|...|...|...h...| - :...|...|...|...|...|...t...| - :...|...c...|...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...c...x...| - :...|...|...|...|...|...t...| - :...|...c...|...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...|...h...| - ----------------------------- -63:---------------------------- - :...|...|...|...|...|...h...| - :...|...|...|...|...|...t...| - 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:...|...|...|...|...c...x...| - :...|...|...|...|...|...t...| - :...|...c...|...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...|...h...| - ----------------------------- -73:---------------------------- - :...|...|...|...|...|...|...h - :...|...|...|...|...|...|...t - :...|...|...|...|...|...c...x - :...|...|...|...|...|...|.tdg - :...|...|...c...|...|...|...x - :...|...|...|...|...|...|...t - :...|...|...|...|...|...c...x - :...|...|...|...|...|...|.tdg - :...|...|...|...|...|...|...h - ----------------------------- -74:...x...|...|...c...|...|...c -75:---------------------------- - :...|...|...|...|...|...|...h - :...|...|...|...|...|...|...t - :...|...|...|...|...|...c...x - :...|...|...|...|...|...|.tdg - :...|...|...c...|...|...|...x - :...|...|...|...|...|...|...t - :...|...|...|...|...|...c...x - :...|...|...|...|...|...|.tdg - :...|...|...|...|...|...|...h - ----------------------------- -76:---------------------------- - :...|...|...|...|...|...h...| - :...|...|...|...|...|...t...| - 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- i: 0 1 2 - 1: | | h - 2: x c c - 3: | x c - 4: | x | - 5: | | x - 6: x c c - 7: | x c - 8: | x | - 9: | | u2 p: (-3.14159) (-3.14159) -10: x c c -11: | x c -12: | x | -13: | | x -14: x c c -15: | x c -16: | x | -17: | | u2 p: (-3.14159) (-3.14159) -18: x c c -19: | x c -20: | x | -21: | | x -22: x c c -23: | x c -24: | x | -25: | | x -26:============ -27: 0 | | -28: | 1 | -29: | | 2 - o: 0 1 2 -Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 9.3878e-06s............................. -Permuted Duration: 9.3575e-06s............................. -Identity active_nodes: 3 ...................................... -Permuted active_nodes: 3 ...................................... -Identity max_nodes: 12 ...................................... -Permuted max_nodes: 12 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qwalk-v-chain_indep_qiskit_4__________________________________________________ - -.i:...0...1...2 -.1:...|...|...h -.2:...x...c...c -.3:...|...x...c -.4:...|...x...| -.5:...|...|...x -.6:...x...c...c -.7:...|...x...c -.8:...|...x...| -.9:...|...|..u2 p: (-3.1416e+00) (-3.1416e+00) -10:...x...c...c -11:...|...x...c -12:...|...x...| -13:...|...|...x -14:...x...c...c -15:...|...x...c -16:...|...x...| -17:...|...|..u2 p: (-3.1416e+00) (-3.1416e+00) -18:...x...c...c -19:...|...x...c -20:...|...x...| -21:...|...|...x -22:...x...c...c -23:...|...x...c -24:...|...x...| -25:...|...|...x -26:============ -27:...0...|...| -28:...|...1...| -29:...|...|...2 -.o:...0...1...2 -Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 9.3800e-06s............................. -Permuted Duration: 9.3603e-06s............................. -Identity active_nodes: 3 ...................................... -Permuted active_nodes: 3 ...................................... -Identity max_nodes: 12 ...................................... -Permuted max_nodes: 12 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qwalk-v-chain_indep_qiskit_5__________________________________________________ - -.i:...0...1...2...3...4 -.1:...|...|...|...h...| -.2:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...c...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -.3:...x...|...c...|...c -.4:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...c...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -.5:...|...x...c...c...| -.6:...|...x...|...|...| -.7:...|...|...x...c...| -.8:...|...|...x...|...| -.9:...|...|...|...x...| -10:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...c...x - :...|...|...|...|...t - 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:...|...|...|...c...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -45:...|...x...c...c...| -46:...|...x...|...|...| -47:...|...|...x...c...| -48:...|...|...x...|...| -49:...|...|...|...x...| -50:==================== -51:...0...|...|...|...| -52:...|...1...|...|...| -53:...|...|...2...|...| -54:...|...|...|...3...| -55:...|...|...|...|...4 -.o:...0...1...2...3...4 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: 5.1163e-05s............................. -Permuted Duration: 5.1208e-05s............................. -Identity active_nodes: 9 ...................................... -Permuted active_nodes: 9 ...................................... -Identity max_nodes: 23 ...................................... -Permuted max_nodes: 23 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qwalk-v-chain_indep_qiskit_7__________________________________________________ - -.i:...0...1...2...3...4...5...6 -.1:...|...|...|...|...h...|...| -.2:---------------------------- - :...|...|...|...|...|...h...| - :...|...|...|...|...|...t...| - :...|...c...|...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...c...x...| - :...|...|...|...|...|...t...| - :...|...c...|...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...|...h...| - ----------------------------- -.3:---------------------------- - :...|...|...|...|...|...|...h - :...|...|...|...|...|...|...t - :...|...|...|...|...|...c...x - :...|...|...|...|...|...|.tdg - :...|...|...c...|...|...|...x - :...|...|...|...|...|...|...t - :...|...|...|...|...|...c...x - :...|...|...|...|...|...|.tdg - :...|...|...|...|...|...|...h - ----------------------------- -.4:...x...|...|...c...|...|...c -.5:---------------------------- - :...|...|...|...|...|...|...h - :...|...|...|...|...|...|...t - 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:...|...|...|...|...|...|...h - :...|...|...|...|...|...|...t - :...|...|...|...|...|...c...x - :...|...|...|...|...|...|.tdg - :...|...|...c...|...|...|...x - :...|...|...|...|...|...|...t - :...|...|...|...|...|...c...x - :...|...|...|...|...|...|.tdg - :...|...|...|...|...|...|...h - ----------------------------- -62:---------------------------- - :...|...|...|...|...|...h...| - :...|...|...|...|...|...t...| - :...|...c...|...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...c...x...| - :...|...|...|...|...|...t...| - :...|...c...|...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...|...h...| - ----------------------------- -63:---------------------------- - :...|...|...|...|...|...h...| - :...|...|...|...|...|...t...| - :...|...|...c...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...c...x...| - :...|...|...|...|...|...t...| - :...|...|...c...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...|...h...| - ----------------------------- -64:...|...x...|...c...|...c...| -65:...|...x...|...|...|...|...| -66:---------------------------- - :...|...|...|...|...|...h...| - :...|...|...|...|...|...t...| - :...|...|...c...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...c...x...| - :...|...|...|...|...|...t...| - :...|...|...c...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...|...h...| - ----------------------------- -67:...|...|...x...c...c...|...| -68:...|...|...x...|...|...|...| -69:...|...|...|...x...c...|...| -70:...|...|...|...x...|...|...| -71:...|...|...|...|...x...|...| -72:---------------------------- - :...|...|...|...|...|...h...| - :...|...|...|...|...|...t...| - :...|...c...|...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...c...x...| - :...|...|...|...|...|...t...| - :...|...c...|...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...|...h...| - ----------------------------- -73:---------------------------- - :...|...|...|...|...|...|...h - :...|...|...|...|...|...|...t - :...|...|...|...|...|...c...x - :...|...|...|...|...|...|.tdg - :...|...|...c...|...|...|...x - :...|...|...|...|...|...|...t - :...|...|...|...|...|...c...x - :...|...|...|...|...|...|.tdg - :...|...|...|...|...|...|...h - ----------------------------- -74:...x...|...|...c...|...|...c -75:---------------------------- - :...|...|...|...|...|...|...h - :...|...|...|...|...|...|...t - :...|...|...|...|...|...c...x - :...|...|...|...|...|...|.tdg - :...|...|...c...|...|...|...x - :...|...|...|...|...|...|...t - :...|...|...|...|...|...c...x - :...|...|...|...|...|...|.tdg - :...|...|...|...|...|...|...h - ----------------------------- -76:---------------------------- - :...|...|...|...|...|...h...| - :...|...|...|...|...|...t...| - :...|...c...|...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...c...x...| - :...|...|...|...|...|...t...| - :...|...c...|...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...|...h...| - ----------------------------- -77:---------------------------- - :...|...|...|...|...|...h...| - :...|...|...|...|...|...t...| - :...|...|...c...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...c...x...| - :...|...|...|...|...|...t...| - :...|...|...c...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...|...h...| - ----------------------------- -78:...|...x...|...c...|...c...| -79:...|...x...|...|...|...|...| -80:---------------------------- - :...|...|...|...|...|...h...| - :...|...|...|...|...|...t...| - :...|...|...c...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...c...x...| - :...|...|...|...|...|...t...| - :...|...|...c...|...|...x...| - :...|...|...|...|...|.tdg...| - :...|...|...|...|...|...h...| - ----------------------------- -81:...|...|...x...c...c...|...| -82:...|...|...x...|...|...|...| -83:...|...|...|...x...c...|...| -84:...|...|...|...x...|...|...| -85:...|...|...|...|...x...|...| -86:============================ -87:...0...|...|...|...|...|...| -88:...|...1...|...|...|...|...| -89:...|...|...2...|...|...|...| -90:...|...|...|...3...|...|...| -91:...|...|...|...|...4...|...| -92:...|...|...|...|...|...5...| -93:...|...|...|...|...|...|...6 -.o:...0...1...2...3...4...5...6 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Identity Duration: 1.3307e-04s............................. -Permuted Duration: 1.3143e-04s............................. -Identity active_nodes: 12 ...................................... -Permuted active_nodes: 12 ...................................... -Identity max_nodes: 37 ...................................... -Permuted max_nodes: 37 ...................................... -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/random_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/random_indep_qiskit_all.txt index 124715e5..2eb74d92 100644 --- a/test/BenchmarkQuasm/results/random_indep_qiskit_all.txt +++ b/test/BenchmarkQuasm/results/random_indep_qiskit_all.txt @@ -22,30 +22,36 @@ Start Simulation of random_indep_qiskit_2_______________________________________ 19: | 1 o: 0 1 Total Permutations: 2 -Min time: 7.1000e-06s................. Permutation 0 : 0 -> 0|1 -> 1| -Max time: 8.1225e-06s................. Permutation 1 : 0 -> 1|1 -> 0| +Min time: 5.6699e-05s................. Permutation 0 : 0 -> 0|1 -> 1| +Max time: 6.3927e-05s................. Permutation 1 : 0 -> 1|1 -> 0| Min active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Min max nodes: 9 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Min max nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| Max active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Max max nodes: 9 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Max max nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| ________________________________________________________________________________________________ 2 permutations have 3 active nodes. +Index: 0 | Max_nodes: 6 | Time: 5.6699e-05s | 0 -> 0|1 -> 1| +Index: 1 | Max_nodes: 6 | Time: 6.3927e-05s | 0 -> 1|1 -> 0| ........................... -Average time: 7.6113e-06s +Average time: 6.0313e-05s ________________________________________________________________________________________________ -2 permutations have 9 max nodes. +2 permutations have 6 max nodes. +Index: 0 | Active_nodes: 3 | Time: 5.6699e-05s | 0 -> 0|1 -> 1| +Index: 1 | Active_nodes: 3 | Time: 6.3927e-05s | 0 -> 1|1 -> 0| ........................... -Average time: 7.6113e-06s +Average time: 6.0313e-05s ________________________________________________________________________________________________ -execution time of: 7.1000e-06s: Index: 0 | Max_nodes: 9 | Active_nodes: 3 | 0 -> 0|1 -> 1| -execution time of: 8.1225e-06s: Index: 1 | Max_nodes: 9 | Active_nodes: 3 | 0 -> 1|1 -> 0| +execution time of: 5.6699e-05s: Index: 0 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 0|1 -> 1| + +execution time of: 6.3927e-05s: Index: 1 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 1|1 -> 0| + ________________________________________________________________________________________________ Start Simulation of random_indep_qiskit_3__________________________________________________ @@ -73,39 +79,57 @@ Start Simulation of random_indep_qiskit_3_______________________________________ 20:...|...|...2 .o:...0...1...2 Total Permutations: 6 -Min time: 8.4650e-06s................. Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| -Max time: 1.0168e-05s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Min time: 6.6429e-05s................. Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| +Max time: 7.8563e-05s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| Min active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Min max nodes: 17 nodes.................... Permutation 2 : 0 -> 1|1 -> 0|2 -> 2| +Min max nodes: 13 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| Max active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max max nodes: 18 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max max nodes: 14 nodes.................... Permutation 2 : 0 -> 1|1 -> 0|2 -> 2| ________________________________________________________________________________________________ 6 permutations have 7 active nodes. +Index: 1 | Max_nodes: 13 | Time: 7.4776e-05s | 0 -> 0|1 -> 2|2 -> 1| +Index: 0 | Max_nodes: 13 | Time: 7.8563e-05s | 0 -> 0|1 -> 1|2 -> 2| +Index: 5 | Max_nodes: 14 | Time: 6.6429e-05s | 0 -> 2|1 -> 1|2 -> 0| +Index: 3 | Max_nodes: 14 | Time: 7.0570e-05s | 0 -> 1|1 -> 2|2 -> 0| +Index: 4 | Max_nodes: 14 | Time: 7.0706e-05s | 0 -> 2|1 -> 0|2 -> 1| +Index: 2 | Max_nodes: 14 | Time: 7.5917e-05s | 0 -> 1|1 -> 0|2 -> 2| ........................... -Average time: 9.3714e-06s +Average time: 7.2827e-05s ________________________________________________________________________________________________ -4 permutations have 17 max nodes. +2 permutations have 13 max nodes. +Index: 1 | Active_nodes: 7 | Time: 7.4776e-05s | 0 -> 0|1 -> 2|2 -> 1| +Index: 0 | Active_nodes: 7 | Time: 7.8563e-05s | 0 -> 0|1 -> 1|2 -> 2| ........................... -Average time: 9.1651e-06s +Average time: 7.6669e-05s -2 permutations have 18 max nodes. +4 permutations have 14 max nodes. +Index: 5 | Active_nodes: 7 | Time: 6.6429e-05s | 0 -> 2|1 -> 1|2 -> 0| +Index: 3 | Active_nodes: 7 | Time: 7.0570e-05s | 0 -> 1|1 -> 2|2 -> 0| +Index: 4 | Active_nodes: 7 | Time: 7.0706e-05s | 0 -> 2|1 -> 0|2 -> 1| +Index: 2 | Active_nodes: 7 | Time: 7.5917e-05s | 0 -> 1|1 -> 0|2 -> 2| ........................... -Average time: 9.7839e-06s +Average time: 7.0906e-05s ________________________________________________________________________________________________ -execution time of: 8.4650e-06s: Index: 5 | Max_nodes: 17 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 0| -execution time of: 9.0375e-06s: Index: 3 | Max_nodes: 17 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 0| -execution time of: 9.1727e-06s: Index: 4 | Max_nodes: 17 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 1| -execution time of: 9.4003e-06s: Index: 1 | Max_nodes: 18 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 1| -execution time of: 9.9853e-06s: Index: 2 | Max_nodes: 17 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 2| -execution time of: 1.0168e-05s: Index: 0 | Max_nodes: 18 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 2| +execution time of: 6.6429e-05s: Index: 5 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 0| + +execution time of: 7.0570e-05s: Index: 3 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 0| + +execution time of: 7.0706e-05s: Index: 4 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 1| + +execution time of: 7.4776e-05s: Index: 1 | Max_nodes: 13 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 1| + +execution time of: 7.5917e-05s: Index: 2 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 2| + +execution time of: 7.8563e-05s: Index: 0 | Max_nodes: 13 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 2| + ________________________________________________________________________________________________ Start Simulation of random_indep_qiskit_4__________________________________________________ @@ -164,52 +188,124 @@ Start Simulation of random_indep_qiskit_4_______________________________________ 51:...|...|...|...3 .o:...0...1...2...3 Total Permutations: 24 -Min time: 2.8848e-05s................. Permutation 1 : 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -Max time: 3.1295e-05s................. Permutation 14 : 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +Min time: 2.0389e-04s................. Permutation 1 : 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +Max time: 2.2201e-04s................. Permutation 14 : 0 -> 2|1 -> 1|2 -> 0|3 -> 3| Min active nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Min max nodes: 45 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Min max nodes: 30 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| Max active nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Max max nodes: 45 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Max max nodes: 30 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| ________________________________________________________________________________________________ 24 permutations have 15 active nodes. +Index: 1 | Max_nodes: 30 | Time: 2.0389e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +Index: 3 | Max_nodes: 30 | Time: 2.0504e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +Index: 0 | Max_nodes: 30 | Time: 2.0554e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Index: 9 | Max_nodes: 30 | Time: 2.0720e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +Index: 6 | Max_nodes: 30 | Time: 2.0748e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +Index: 5 | Max_nodes: 30 | Time: 2.0868e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +Index: 7 | Max_nodes: 30 | Time: 2.0950e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +Index: 2 | Max_nodes: 30 | Time: 2.0951e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +Index: 12 | Max_nodes: 30 | Time: 2.1164e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +Index: 19 | Max_nodes: 30 | Time: 2.1178e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| +Index: 18 | Max_nodes: 30 | Time: 2.1275e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| +Index: 4 | Max_nodes: 30 | Time: 2.1283e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| +Index: 11 | Max_nodes: 30 | Time: 2.1321e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| +Index: 21 | Max_nodes: 30 | Time: 2.1386e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| +Index: 17 | Max_nodes: 30 | Time: 2.1461e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +Index: 16 | Max_nodes: 30 | Time: 2.1490e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| +Index: 10 | Max_nodes: 30 | Time: 2.1549e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +Index: 23 | Max_nodes: 30 | Time: 2.1583e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +Index: 22 | Max_nodes: 30 | Time: 2.1830e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| +Index: 8 | Max_nodes: 30 | Time: 2.2026e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| +Index: 20 | Max_nodes: 30 | Time: 2.2079e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +Index: 13 | Max_nodes: 30 | Time: 2.2089e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +Index: 15 | Max_nodes: 30 | Time: 2.2186e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +Index: 14 | Max_nodes: 30 | Time: 2.2201e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| ........................... -Average time: 3.0044e-05s +Average time: 2.1324e-04s ________________________________________________________________________________________________ -24 permutations have 45 max nodes. +24 permutations have 30 max nodes. +Index: 1 | Active_nodes: 15 | Time: 2.0389e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +Index: 3 | Active_nodes: 15 | Time: 2.0504e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +Index: 0 | Active_nodes: 15 | Time: 2.0554e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Index: 9 | Active_nodes: 15 | Time: 2.0720e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +Index: 6 | Active_nodes: 15 | Time: 2.0748e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +Index: 5 | Active_nodes: 15 | Time: 2.0868e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +Index: 7 | Active_nodes: 15 | Time: 2.0950e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +Index: 2 | Active_nodes: 15 | Time: 2.0951e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +Index: 12 | Active_nodes: 15 | Time: 2.1164e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +Index: 19 | Active_nodes: 15 | Time: 2.1178e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| +Index: 18 | Active_nodes: 15 | Time: 2.1275e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| +Index: 4 | Active_nodes: 15 | Time: 2.1283e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| +Index: 11 | Active_nodes: 15 | Time: 2.1321e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| +Index: 21 | Active_nodes: 15 | Time: 2.1386e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| +Index: 17 | Active_nodes: 15 | Time: 2.1461e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +Index: 16 | Active_nodes: 15 | Time: 2.1490e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| +Index: 10 | Active_nodes: 15 | Time: 2.1549e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +Index: 23 | Active_nodes: 15 | Time: 2.1583e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +Index: 22 | Active_nodes: 15 | Time: 2.1830e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| +Index: 8 | Active_nodes: 15 | Time: 2.2026e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| +Index: 20 | Active_nodes: 15 | Time: 2.2079e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +Index: 13 | Active_nodes: 15 | Time: 2.2089e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +Index: 15 | Active_nodes: 15 | Time: 2.2186e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +Index: 14 | Active_nodes: 15 | Time: 2.2201e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| ........................... -Average time: 3.0044e-05s +Average time: 2.1324e-04s ________________________________________________________________________________________________ -execution time of: 2.8848e-05s: Index: 1 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -execution time of: 2.8913e-05s: Index: 3 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -execution time of: 2.9140e-05s: Index: 6 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -execution time of: 2.9225e-05s: Index: 0 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -execution time of: 2.9470e-05s: Index: 5 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| -execution time of: 2.9548e-05s: Index: 17 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -execution time of: 2.9590e-05s: Index: 18 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| -execution time of: 2.9708e-05s: Index: 7 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -execution time of: 2.9773e-05s: Index: 9 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -execution time of: 2.9880e-05s: Index: 2 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -execution time of: 2.9905e-05s: Index: 4 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -execution time of: 2.9998e-05s: Index: 12 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -execution time of: 3.0028e-05s: Index: 19 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| -execution time of: 3.0040e-05s: Index: 16 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| -execution time of: 3.0198e-05s: Index: 21 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| -execution time of: 3.0268e-05s: Index: 15 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -execution time of: 3.0373e-05s: Index: 22 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| -execution time of: 3.0488e-05s: Index: 13 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| -execution time of: 3.0663e-05s: Index: 23 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -execution time of: 3.0763e-05s: Index: 11 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -execution time of: 3.0856e-05s: Index: 10 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| -execution time of: 3.0995e-05s: Index: 20 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -execution time of: 3.1078e-05s: Index: 8 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| -execution time of: 3.1295e-05s: Index: 14 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +execution time of: 2.0389e-04s: Index: 1 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| + +execution time of: 2.0504e-04s: Index: 3 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| + +execution time of: 2.0554e-04s: Index: 0 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| + +execution time of: 2.0720e-04s: Index: 9 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| + +execution time of: 2.0748e-04s: Index: 6 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| + +execution time of: 2.0868e-04s: Index: 5 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| + +execution time of: 2.0950e-04s: Index: 7 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| + +execution time of: 2.0951e-04s: Index: 2 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| + +execution time of: 2.1164e-04s: Index: 12 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| + +execution time of: 2.1178e-04s: Index: 19 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| + +execution time of: 2.1275e-04s: Index: 18 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| + +execution time of: 2.1283e-04s: Index: 4 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| + +execution time of: 2.1321e-04s: Index: 11 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| + +execution time of: 2.1386e-04s: Index: 21 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| + +execution time of: 2.1461e-04s: Index: 17 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| + +execution time of: 2.1490e-04s: Index: 16 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| + +execution time of: 2.1549e-04s: Index: 10 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| + +execution time of: 2.1583e-04s: Index: 23 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| + +execution time of: 2.1830e-04s: Index: 22 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| + +execution time of: 2.2026e-04s: Index: 8 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| + +execution time of: 2.2079e-04s: Index: 20 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| + +execution time of: 2.2089e-04s: Index: 13 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| + +execution time of: 2.2186e-04s: Index: 15 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| + +execution time of: 2.2201e-04s: Index: 14 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| + ________________________________________________________________________________________________ Start Simulation of random_indep_qiskit_5__________________________________________________ @@ -277,166 +373,517 @@ Start Simulation of random_indep_qiskit_5_______________________________________ 60:...|...|...|...|...4 .o:...0...1...2...3...4 Total Permutations: 120 -Min time: 3.2175e-05s................. Permutation 44 : 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -Max time: 4.7518e-05s................. Permutation 28 : 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +Min time: 2.3095e-04s................. Permutation 34 : 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +Max time: 2.8157e-04s................. Permutation 96 : 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| Min active nodes: 31 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Min max nodes: 71 nodes.................... Permutation 57 : 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +Min max nodes: 56 nodes.................... Permutation 32 : 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| Max active nodes: 31 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Max max nodes: 93 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Max max nodes: 62 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| ________________________________________________________________________________________________ 120 permutations have 31 active nodes. +Index: 34 | Max_nodes: 56 | Time: 2.3095e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +Index: 40 | Max_nodes: 56 | Time: 2.3182e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +Index: 38 | Max_nodes: 56 | Time: 2.3355e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +Index: 44 | Max_nodes: 56 | Time: 2.3745e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +Index: 59 | Max_nodes: 56 | Time: 2.3832e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +Index: 46 | Max_nodes: 56 | Time: 2.3911e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +Index: 64 | Max_nodes: 56 | Time: 2.3983e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +Index: 32 | Max_nodes: 56 | Time: 2.4020e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +Index: 88 | Max_nodes: 56 | Time: 2.4138e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +Index: 83 | Max_nodes: 56 | Time: 2.4148e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +Index: 70 | Max_nodes: 56 | Time: 2.4221e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +Index: 82 | Max_nodes: 56 | Time: 2.4533e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +Index: 62 | Max_nodes: 56 | Time: 2.4566e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +Index: 58 | Max_nodes: 56 | Time: 2.4643e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +Index: 57 | Max_nodes: 56 | Time: 2.4651e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +Index: 53 | Max_nodes: 56 | Time: 2.4842e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +Index: 68 | Max_nodes: 56 | Time: 2.4861e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +Index: 105 | Max_nodes: 56 | Time: 2.4896e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +Index: 56 | Max_nodes: 56 | Time: 2.4982e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +Index: 51 | Max_nodes: 56 | Time: 2.5062e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +Index: 107 | Max_nodes: 56 | Time: 2.5094e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +Index: 81 | Max_nodes: 56 | Time: 2.5103e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +Index: 112 | Max_nodes: 56 | Time: 2.5123e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +Index: 86 | Max_nodes: 56 | Time: 2.5139e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +Index: 75 | Max_nodes: 56 | Time: 2.5324e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +Index: 110 | Max_nodes: 56 | Time: 2.5477e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +Index: 77 | Max_nodes: 56 | Time: 2.5515e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +Index: 116 | Max_nodes: 56 | Time: 2.5645e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +Index: 106 | Max_nodes: 56 | Time: 2.5663e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +Index: 99 | Max_nodes: 56 | Time: 2.5730e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +Index: 118 | Max_nodes: 56 | Time: 2.5736e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +Index: 94 | Max_nodes: 56 | Time: 2.5746e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +Index: 92 | Max_nodes: 56 | Time: 2.5768e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +Index: 101 | Max_nodes: 56 | Time: 2.6003e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +Index: 80 | Max_nodes: 56 | Time: 2.6091e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +Index: 104 | Max_nodes: 56 | Time: 2.6247e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +Index: 65 | Max_nodes: 58 | Time: 2.3957e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +Index: 41 | Max_nodes: 58 | Time: 2.4096e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +Index: 89 | Max_nodes: 58 | Time: 2.4191e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +Index: 71 | Max_nodes: 58 | Time: 2.4202e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +Index: 47 | Max_nodes: 58 | Time: 2.4469e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +Index: 35 | Max_nodes: 58 | Time: 2.5269e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +Index: 113 | Max_nodes: 58 | Time: 2.5355e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +Index: 87 | Max_nodes: 58 | Time: 2.5410e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +Index: 33 | Max_nodes: 58 | Time: 2.5580e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +Index: 45 | Max_nodes: 58 | Time: 2.5701e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +Index: 95 | Max_nodes: 58 | Time: 2.5708e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +Index: 111 | Max_nodes: 58 | Time: 2.5816e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +Index: 69 | Max_nodes: 58 | Time: 2.5831e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +Index: 119 | Max_nodes: 58 | Time: 2.5864e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +Index: 52 | Max_nodes: 58 | Time: 2.5883e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +Index: 29 | Max_nodes: 58 | Time: 2.5932e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +Index: 28 | Max_nodes: 58 | Time: 2.5952e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +Index: 39 | Max_nodes: 58 | Time: 2.5990e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +Index: 93 | Max_nodes: 58 | Time: 2.6081e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +Index: 27 | Max_nodes: 58 | Time: 2.6262e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +Index: 63 | Max_nodes: 58 | Time: 2.6436e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +Index: 76 | Max_nodes: 58 | Time: 2.6489e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +Index: 26 | Max_nodes: 58 | Time: 2.6646e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +Index: 50 | Max_nodes: 58 | Time: 2.6659e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +Index: 117 | Max_nodes: 58 | Time: 2.6718e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +Index: 25 | Max_nodes: 58 | Time: 2.7014e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +Index: 73 | Max_nodes: 58 | Time: 2.7095e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +Index: 97 | Max_nodes: 58 | Time: 2.7224e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| +Index: 24 | Max_nodes: 58 | Time: 2.7264e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +Index: 100 | Max_nodes: 58 | Time: 2.7363e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +Index: 49 | Max_nodes: 58 | Time: 2.7529e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +Index: 48 | Max_nodes: 58 | Time: 2.7711e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +Index: 98 | Max_nodes: 58 | Time: 2.8033e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +Index: 74 | Max_nodes: 58 | Time: 2.8077e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +Index: 72 | Max_nodes: 58 | Time: 2.8092e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +Index: 96 | Max_nodes: 58 | Time: 2.8157e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +Index: 16 | Max_nodes: 62 | Time: 2.3974e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +Index: 14 | Max_nodes: 62 | Time: 2.4105e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +Index: 20 | Max_nodes: 62 | Time: 2.4334e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +Index: 22 | Max_nodes: 62 | Time: 2.4401e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +Index: 10 | Max_nodes: 62 | Time: 2.4517e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +Index: 8 | Max_nodes: 62 | Time: 2.4746e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +Index: 18 | Max_nodes: 62 | Time: 2.4985e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +Index: 17 | Max_nodes: 62 | Time: 2.5116e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +Index: 12 | Max_nodes: 62 | Time: 2.5253e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +Index: 36 | Max_nodes: 62 | Time: 2.5376e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +Index: 23 | Max_nodes: 62 | Time: 2.5553e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +Index: 60 | Max_nodes: 62 | Time: 2.5767e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +Index: 66 | Max_nodes: 62 | Time: 2.5816e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +Index: 4 | Max_nodes: 62 | Time: 2.5940e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +Index: 42 | Max_nodes: 62 | Time: 2.6038e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +Index: 11 | Max_nodes: 62 | Time: 2.6099e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +Index: 19 | Max_nodes: 62 | Time: 2.6218e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +Index: 7 | Max_nodes: 62 | Time: 2.6280e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +Index: 6 | Max_nodes: 62 | Time: 2.6337e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +Index: 9 | Max_nodes: 62 | Time: 2.6444e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +Index: 79 | Max_nodes: 62 | Time: 2.6458e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +Index: 85 | Max_nodes: 62 | Time: 2.6502e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +Index: 2 | Max_nodes: 62 | Time: 2.6527e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +Index: 21 | Max_nodes: 62 | Time: 2.6555e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +Index: 5 | Max_nodes: 62 | Time: 2.6603e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +Index: 108 | Max_nodes: 62 | Time: 2.6718e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +Index: 84 | Max_nodes: 62 | Time: 2.6749e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +Index: 13 | Max_nodes: 62 | Time: 2.6756e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +Index: 43 | Max_nodes: 62 | Time: 2.6761e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +Index: 109 | Max_nodes: 62 | Time: 2.6897e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +Index: 103 | Max_nodes: 62 | Time: 2.6916e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +Index: 67 | Max_nodes: 62 | Time: 2.6931e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +Index: 90 | Max_nodes: 62 | Time: 2.6956e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +Index: 15 | Max_nodes: 62 | Time: 2.6995e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +Index: 114 | Max_nodes: 62 | Time: 2.7065e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +Index: 30 | Max_nodes: 62 | Time: 2.7092e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +Index: 3 | Max_nodes: 62 | Time: 2.7137e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +Index: 31 | Max_nodes: 62 | Time: 2.7229e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +Index: 55 | Max_nodes: 62 | Time: 2.7283e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +Index: 54 | Max_nodes: 62 | Time: 2.7306e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +Index: 91 | Max_nodes: 62 | Time: 2.7321e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +Index: 37 | Max_nodes: 62 | Time: 2.7454e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +Index: 1 | Max_nodes: 62 | Time: 2.7531e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +Index: 61 | Max_nodes: 62 | Time: 2.7546e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +Index: 115 | Max_nodes: 62 | Time: 2.7559e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +Index: 0 | Max_nodes: 62 | Time: 2.7935e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Index: 102 | Max_nodes: 62 | Time: 2.7940e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +Index: 78 | Max_nodes: 62 | Time: 2.7989e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| ........................... -Average time: 3.7774e-05s +Average time: 2.5868e-04s ________________________________________________________________________________________________ -12 permutations have 71 max nodes. +36 permutations have 56 max nodes. +Index: 34 | Active_nodes: 31 | Time: 2.3095e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +Index: 40 | Active_nodes: 31 | Time: 2.3182e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +Index: 38 | Active_nodes: 31 | Time: 2.3355e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +Index: 44 | Active_nodes: 31 | Time: 2.3745e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +Index: 59 | Active_nodes: 31 | Time: 2.3832e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +Index: 46 | Active_nodes: 31 | Time: 2.3911e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +Index: 64 | Active_nodes: 31 | Time: 2.3983e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +Index: 32 | Active_nodes: 31 | Time: 2.4020e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +Index: 88 | Active_nodes: 31 | Time: 2.4138e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +Index: 83 | Active_nodes: 31 | Time: 2.4148e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +Index: 70 | Active_nodes: 31 | Time: 2.4221e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +Index: 82 | Active_nodes: 31 | Time: 2.4533e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +Index: 62 | Active_nodes: 31 | Time: 2.4566e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +Index: 58 | Active_nodes: 31 | Time: 2.4643e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +Index: 57 | Active_nodes: 31 | Time: 2.4651e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +Index: 53 | Active_nodes: 31 | Time: 2.4842e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +Index: 68 | Active_nodes: 31 | Time: 2.4861e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +Index: 105 | Active_nodes: 31 | Time: 2.4896e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +Index: 56 | Active_nodes: 31 | Time: 2.4982e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +Index: 51 | Active_nodes: 31 | Time: 2.5062e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +Index: 107 | Active_nodes: 31 | Time: 2.5094e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +Index: 81 | Active_nodes: 31 | Time: 2.5103e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +Index: 112 | Active_nodes: 31 | Time: 2.5123e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +Index: 86 | Active_nodes: 31 | Time: 2.5139e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +Index: 75 | Active_nodes: 31 | Time: 2.5324e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +Index: 110 | Active_nodes: 31 | Time: 2.5477e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +Index: 77 | Active_nodes: 31 | Time: 2.5515e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +Index: 116 | Active_nodes: 31 | Time: 2.5645e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +Index: 106 | Active_nodes: 31 | Time: 2.5663e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +Index: 99 | Active_nodes: 31 | Time: 2.5730e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +Index: 118 | Active_nodes: 31 | Time: 2.5736e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +Index: 94 | Active_nodes: 31 | Time: 2.5746e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +Index: 92 | Active_nodes: 31 | Time: 2.5768e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +Index: 101 | Active_nodes: 31 | Time: 2.6003e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +Index: 80 | Active_nodes: 31 | Time: 2.6091e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +Index: 104 | Active_nodes: 31 | Time: 2.6247e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| ........................... -Average time: 3.5335e-05s +Average time: 2.4835e-04s + +36 permutations have 58 max nodes. +Index: 65 | Active_nodes: 31 | Time: 2.3957e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +Index: 41 | Active_nodes: 31 | Time: 2.4096e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +Index: 89 | Active_nodes: 31 | Time: 2.4191e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +Index: 71 | Active_nodes: 31 | Time: 2.4202e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +Index: 47 | Active_nodes: 31 | Time: 2.4469e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +Index: 35 | Active_nodes: 31 | Time: 2.5269e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +Index: 113 | Active_nodes: 31 | Time: 2.5355e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +Index: 87 | Active_nodes: 31 | Time: 2.5410e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +Index: 33 | Active_nodes: 31 | Time: 2.5580e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +Index: 45 | Active_nodes: 31 | Time: 2.5701e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +Index: 95 | Active_nodes: 31 | Time: 2.5708e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +Index: 111 | Active_nodes: 31 | Time: 2.5816e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +Index: 69 | Active_nodes: 31 | Time: 2.5831e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +Index: 119 | Active_nodes: 31 | Time: 2.5864e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +Index: 52 | Active_nodes: 31 | Time: 2.5883e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +Index: 29 | Active_nodes: 31 | Time: 2.5932e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +Index: 28 | Active_nodes: 31 | Time: 2.5952e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +Index: 39 | Active_nodes: 31 | Time: 2.5990e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +Index: 93 | Active_nodes: 31 | Time: 2.6081e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +Index: 27 | Active_nodes: 31 | Time: 2.6262e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +Index: 63 | Active_nodes: 31 | Time: 2.6436e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +Index: 76 | Active_nodes: 31 | Time: 2.6489e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +Index: 26 | Active_nodes: 31 | Time: 2.6646e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +Index: 50 | Active_nodes: 31 | Time: 2.6659e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +Index: 117 | Active_nodes: 31 | Time: 2.6718e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +Index: 25 | Active_nodes: 31 | Time: 2.7014e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +Index: 73 | Active_nodes: 31 | Time: 2.7095e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +Index: 97 | Active_nodes: 31 | Time: 2.7224e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| +Index: 24 | Active_nodes: 31 | Time: 2.7264e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +Index: 100 | Active_nodes: 31 | Time: 2.7363e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +Index: 49 | Active_nodes: 31 | Time: 2.7529e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +Index: 48 | Active_nodes: 31 | Time: 2.7711e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +Index: 98 | Active_nodes: 31 | Time: 2.8033e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +Index: 74 | Active_nodes: 31 | Time: 2.8077e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +Index: 72 | Active_nodes: 31 | Time: 2.8092e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +Index: 96 | Active_nodes: 31 | Time: 2.8157e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -36 permutations have 75 max nodes. +........................... +Average time: 2.6224e-04s + +48 permutations have 62 max nodes. +Index: 16 | Active_nodes: 31 | Time: 2.3974e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +Index: 14 | Active_nodes: 31 | Time: 2.4105e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +Index: 20 | Active_nodes: 31 | Time: 2.4334e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +Index: 22 | Active_nodes: 31 | Time: 2.4401e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +Index: 10 | Active_nodes: 31 | Time: 2.4517e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +Index: 8 | Active_nodes: 31 | Time: 2.4746e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +Index: 18 | Active_nodes: 31 | Time: 2.4985e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +Index: 17 | Active_nodes: 31 | Time: 2.5116e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +Index: 12 | Active_nodes: 31 | Time: 2.5253e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +Index: 36 | Active_nodes: 31 | Time: 2.5376e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +Index: 23 | Active_nodes: 31 | Time: 2.5553e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +Index: 60 | Active_nodes: 31 | Time: 2.5767e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +Index: 66 | Active_nodes: 31 | Time: 2.5816e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +Index: 4 | Active_nodes: 31 | Time: 2.5940e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +Index: 42 | Active_nodes: 31 | Time: 2.6038e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +Index: 11 | Active_nodes: 31 | Time: 2.6099e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +Index: 19 | Active_nodes: 31 | Time: 2.6218e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +Index: 7 | Active_nodes: 31 | Time: 2.6280e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +Index: 6 | Active_nodes: 31 | Time: 2.6337e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +Index: 9 | Active_nodes: 31 | Time: 2.6444e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +Index: 79 | Active_nodes: 31 | Time: 2.6458e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +Index: 85 | Active_nodes: 31 | Time: 2.6502e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +Index: 2 | Active_nodes: 31 | Time: 2.6527e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +Index: 21 | Active_nodes: 31 | Time: 2.6555e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +Index: 5 | Active_nodes: 31 | Time: 2.6603e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +Index: 108 | Active_nodes: 31 | Time: 2.6718e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +Index: 84 | Active_nodes: 31 | Time: 2.6749e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +Index: 13 | Active_nodes: 31 | Time: 2.6756e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +Index: 43 | Active_nodes: 31 | Time: 2.6761e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +Index: 109 | Active_nodes: 31 | Time: 2.6897e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +Index: 103 | Active_nodes: 31 | Time: 2.6916e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +Index: 67 | Active_nodes: 31 | Time: 2.6931e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +Index: 90 | Active_nodes: 31 | Time: 2.6956e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +Index: 15 | Active_nodes: 31 | Time: 2.6995e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +Index: 114 | Active_nodes: 31 | Time: 2.7065e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +Index: 30 | Active_nodes: 31 | Time: 2.7092e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +Index: 3 | Active_nodes: 31 | Time: 2.7137e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +Index: 31 | Active_nodes: 31 | Time: 2.7229e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +Index: 55 | Active_nodes: 31 | Time: 2.7283e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +Index: 54 | Active_nodes: 31 | Time: 2.7306e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +Index: 91 | Active_nodes: 31 | Time: 2.7321e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +Index: 37 | Active_nodes: 31 | Time: 2.7454e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +Index: 1 | Active_nodes: 31 | Time: 2.7531e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +Index: 61 | Active_nodes: 31 | Time: 2.7546e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +Index: 115 | Active_nodes: 31 | Time: 2.7559e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +Index: 0 | Active_nodes: 31 | Time: 2.7935e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Index: 102 | Active_nodes: 31 | Time: 2.7940e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +Index: 78 | Active_nodes: 31 | Time: 2.7989e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| ........................... -Average time: 3.6047e-05s +Average time: 2.6375e-04s -12 permutations have 81 max nodes. +________________________________________________________________________________________________ -........................... -Average time: 3.7528e-05s +execution time of: 2.3095e-04s: Index: 34 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -36 permutations have 85 max nodes. +execution time of: 2.3182e-04s: Index: 40 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -........................... -Average time: 4.0267e-05s +execution time of: 2.3355e-04s: Index: 38 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -24 permutations have 93 max nodes. +execution time of: 2.3745e-04s: Index: 44 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -........................... -Average time: 3.7968e-05s +execution time of: 2.3832e-04s: Index: 59 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -________________________________________________________________________________________________ +execution time of: 2.3911e-04s: Index: 46 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| + +execution time of: 2.3957e-04s: Index: 65 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| + +execution time of: 2.3974e-04s: Index: 16 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| + +execution time of: 2.3983e-04s: Index: 64 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| + +execution time of: 2.4020e-04s: Index: 32 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| + +execution time of: 2.4096e-04s: Index: 41 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| + +execution time of: 2.4105e-04s: Index: 14 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| + +execution time of: 2.4138e-04s: Index: 88 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| + +execution time of: 2.4148e-04s: Index: 83 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| + +execution time of: 2.4191e-04s: Index: 89 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| + +execution time of: 2.4202e-04s: Index: 71 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| + +execution time of: 2.4221e-04s: Index: 70 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| + +execution time of: 2.4334e-04s: Index: 20 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| + +execution time of: 2.4401e-04s: Index: 22 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| + +execution time of: 2.4469e-04s: Index: 47 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| + +execution time of: 2.4517e-04s: Index: 10 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| + +execution time of: 2.4533e-04s: Index: 82 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| + +execution time of: 2.4566e-04s: Index: 62 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| + +execution time of: 2.4643e-04s: Index: 58 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| + +execution time of: 2.4651e-04s: Index: 57 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| + +execution time of: 2.4746e-04s: Index: 8 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| + +execution time of: 2.4842e-04s: Index: 53 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| + +execution time of: 2.4861e-04s: Index: 68 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| + +execution time of: 2.4896e-04s: Index: 105 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| + +execution time of: 2.4982e-04s: Index: 56 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| + +execution time of: 2.4985e-04s: Index: 18 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| + +execution time of: 2.5062e-04s: Index: 51 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| + +execution time of: 2.5094e-04s: Index: 107 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| + +execution time of: 2.5103e-04s: Index: 81 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| + +execution time of: 2.5116e-04s: Index: 17 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| + +execution time of: 2.5123e-04s: Index: 112 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| + +execution time of: 2.5139e-04s: Index: 86 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| + +execution time of: 2.5253e-04s: Index: 12 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| + +execution time of: 2.5269e-04s: Index: 35 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| + +execution time of: 2.5324e-04s: Index: 75 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| + +execution time of: 2.5355e-04s: Index: 113 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| + +execution time of: 2.5376e-04s: Index: 36 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| + +execution time of: 2.5410e-04s: Index: 87 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| + +execution time of: 2.5477e-04s: Index: 110 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| + +execution time of: 2.5515e-04s: Index: 77 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| + +execution time of: 2.5553e-04s: Index: 23 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| + +execution time of: 2.5580e-04s: Index: 33 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| + +execution time of: 2.5645e-04s: Index: 116 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| + +execution time of: 2.5663e-04s: Index: 106 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| + +execution time of: 2.5701e-04s: Index: 45 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| + +execution time of: 2.5708e-04s: Index: 95 | 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1|3 -> 3|4 -> 0| + +execution time of: 2.5864e-04s: Index: 119 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| + +execution time of: 2.5883e-04s: Index: 52 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| + +execution time of: 2.5932e-04s: Index: 29 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| + +execution time of: 2.5940e-04s: Index: 4 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| + +execution time of: 2.5952e-04s: Index: 28 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| + +execution time of: 2.5990e-04s: Index: 39 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| + +execution time of: 2.6003e-04s: Index: 101 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| + +execution time of: 2.6038e-04s: Index: 42 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| + +execution time of: 2.6081e-04s: Index: 93 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| + +execution time of: 2.6091e-04s: Index: 80 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| + +execution time of: 2.6099e-04s: Index: 11 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| + +execution time of: 2.6218e-04s: Index: 19 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| + +execution time of: 2.6247e-04s: Index: 104 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| + +execution time of: 2.6262e-04s: Index: 27 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| + +execution time of: 2.6280e-04s: Index: 7 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| + +execution time of: 2.6337e-04s: Index: 6 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| + +execution time of: 2.6436e-04s: Index: 63 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| + +execution time of: 2.6444e-04s: Index: 9 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| + +execution time of: 2.6458e-04s: Index: 79 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| + +execution time of: 2.6489e-04s: Index: 76 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| + +execution time of: 2.6502e-04s: Index: 85 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| + +execution time of: 2.6527e-04s: Index: 2 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| + +execution time of: 2.6555e-04s: Index: 21 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| + +execution time of: 2.6603e-04s: Index: 5 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| + +execution time of: 2.6646e-04s: Index: 26 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| + +execution time of: 2.6659e-04s: Index: 50 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| + +execution time of: 2.6718e-04s: Index: 117 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| + +execution time of: 2.6718e-04s: Index: 108 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| + +execution time of: 2.6749e-04s: Index: 84 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| + +execution time of: 2.6756e-04s: Index: 13 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| + +execution time of: 2.6761e-04s: Index: 43 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| + +execution time of: 2.6897e-04s: Index: 109 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| + +execution time of: 2.6916e-04s: Index: 103 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| + +execution time of: 2.6931e-04s: Index: 67 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| + +execution time of: 2.6956e-04s: Index: 90 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| + +execution time of: 2.6995e-04s: Index: 15 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| + +execution time of: 2.7014e-04s: Index: 25 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| + +execution time of: 2.7065e-04s: Index: 114 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| + +execution time of: 2.7092e-04s: Index: 30 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| + +execution time of: 2.7095e-04s: Index: 73 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| + +execution time of: 2.7137e-04s: Index: 3 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| + +execution time of: 2.7224e-04s: Index: 97 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| + 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62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| + +execution time of: 2.7546e-04s: Index: 61 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| + +execution time of: 2.7559e-04s: Index: 115 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| + +execution time of: 2.7711e-04s: Index: 48 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| + +execution time of: 2.7935e-04s: Index: 0 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| + +execution time of: 2.7940e-04s: Index: 102 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| + +execution time of: 2.7989e-04s: Index: 78 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| + +execution time of: 2.8033e-04s: Index: 98 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| + +execution time of: 2.8077e-04s: Index: 74 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| + +execution time of: 2.8092e-04s: Index: 72 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| + +execution time of: 2.8157e-04s: Index: 96 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -execution time of: 3.2175e-05s: Index: 44 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -execution time of: 3.2258e-05s: Index: 40 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -execution time of: 3.2370e-05s: Index: 34 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -execution time of: 3.2605e-05s: Index: 38 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -execution time of: 3.2611e-05s: Index: 46 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -execution time of: 3.3000e-05s: Index: 32 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -execution time of: 3.3240e-05s: Index: 59 | Max_nodes: 71 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -execution time of: 3.3530e-05s: Index: 62 | Max_nodes: 71 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -execution time of: 3.3630e-05s: Index: 89 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -execution time of: 3.3730e-05s: Index: 14 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -execution time of: 3.3776e-05s: Index: 71 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -execution time of: 3.3793e-05s: Index: 83 | Max_nodes: 71 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -execution time of: 3.3793e-05s: Index: 16 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -execution time of: 3.3810e-05s: Index: 64 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -execution time of: 3.3890e-05s: Index: 41 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -execution time of: 3.4085e-05s: Index: 88 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -execution time of: 3.4183e-05s: Index: 65 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -execution time of: 3.4453e-05s: Index: 20 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -execution time of: 3.4543e-05s: Index: 81 | Max_nodes: 71 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -execution time of: 3.4550e-05s: Index: 68 | Max_nodes: 71 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -execution time of: 3.4783e-05s: Index: 8 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -execution time of: 3.4790e-05s: Index: 10 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -execution time of: 3.4820e-05s: Index: 77 | Max_nodes: 81 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -execution time of: 3.5096e-05s: Index: 105 | Max_nodes: 71 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -execution time of: 3.5133e-05s: Index: 58 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -execution time of: 3.5208e-05s: Index: 107 | Max_nodes: 71 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -execution time of: 3.5290e-05s: Index: 57 | Max_nodes: 71 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -execution time of: 3.5338e-05s: Index: 22 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -execution time of: 3.5426e-05s: Index: 113 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -execution time of: 3.5816e-05s: Index: 75 | Max_nodes: 81 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -execution time of: 3.5993e-05s: Index: 106 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -execution time of: 3.6013e-05s: Index: 94 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -execution time of: 3.6043e-05s: Index: 18 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -execution time of: 3.6190e-05s: Index: 112 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -execution time of: 3.6198e-05s: Index: 87 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -execution time of: 3.6288e-05s: Index: 118 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -execution time of: 3.6338e-05s: Index: 86 | Max_nodes: 71 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -execution time of: 3.6358e-05s: Index: 70 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -execution time of: 3.6415e-05s: Index: 36 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -execution time of: 3.6513e-05s: Index: 51 | Max_nodes: 81 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -execution time of: 3.6526e-05s: Index: 119 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -execution time of: 3.6568e-05s: Index: 66 | Max_nodes: 81 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -execution time of: 3.6620e-05s: Index: 99 | Max_nodes: 81 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -execution time of: 3.6641e-05s: Index: 12 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -execution time of: 3.6795e-05s: Index: 92 | Max_nodes: 71 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -execution time of: 3.6803e-05s: Index: 110 | Max_nodes: 71 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -execution time of: 3.6813e-05s: Index: 23 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -execution time of: 3.6841e-05s: Index: 35 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -execution time of: 3.6866e-05s: Index: 69 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -execution time of: 3.6903e-05s: Index: 42 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -execution time of: 3.7068e-05s: Index: 101 | Max_nodes: 81 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -execution time of: 3.7105e-05s: Index: 93 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -execution time of: 3.7108e-05s: Index: 117 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -execution time of: 3.7481e-05s: Index: 111 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -execution time of: 3.7531e-05s: Index: 4 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -execution time of: 3.7725e-05s: Index: 52 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -execution time of: 3.7775e-05s: Index: 29 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -execution time of: 3.7806e-05s: Index: 60 | Max_nodes: 81 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -execution time of: 3.7846e-05s: Index: 63 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -execution time of: 3.7988e-05s: Index: 80 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -execution time of: 3.8023e-05s: Index: 109 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -execution time of: 3.8073e-05s: Index: 104 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -execution time of: 3.8123e-05s: Index: 82 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -execution time of: 3.8136e-05s: Index: 39 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -execution time of: 3.8188e-05s: Index: 85 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -execution time of: 3.8295e-05s: Index: 53 | Max_nodes: 81 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -execution time of: 3.8375e-05s: Index: 103 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -execution time of: 3.8518e-05s: Index: 11 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -execution time of: 3.8520e-05s: Index: 95 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -execution time of: 3.8566e-05s: Index: 19 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -execution time of: 3.8696e-05s: Index: 76 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -execution time of: 3.8698e-05s: Index: 84 | Max_nodes: 81 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -execution time of: 3.8710e-05s: Index: 56 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -execution time of: 3.8723e-05s: Index: 90 | Max_nodes: 81 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -execution time of: 3.8828e-05s: Index: 116 | Max_nodes: 71 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -execution time of: 3.8858e-05s: Index: 26 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -execution time of: 3.8965e-05s: Index: 5 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -execution time of: 3.9040e-05s: Index: 50 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -execution time of: 3.9043e-05s: Index: 73 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -execution time of: 3.9090e-05s: Index: 33 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -execution time of: 3.9106e-05s: Index: 2 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -execution time of: 3.9110e-05s: Index: 91 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -execution time of: 3.9125e-05s: Index: 21 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -execution time of: 3.9303e-05s: Index: 27 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -execution time of: 3.9308e-05s: Index: 7 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -execution time of: 3.9318e-05s: Index: 100 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -execution time of: 3.9348e-05s: Index: 31 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -execution time of: 3.9378e-05s: Index: 108 | Max_nodes: 81 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -execution time of: 3.9403e-05s: Index: 6 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -execution time of: 3.9406e-05s: Index: 13 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -execution time of: 3.9551e-05s: Index: 67 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -execution time of: 3.9800e-05s: Index: 45 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -execution time of: 3.9858e-05s: Index: 15 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -execution time of: 4.0033e-05s: Index: 114 | Max_nodes: 81 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -execution time of: 4.0058e-05s: Index: 25 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -execution time of: 4.0113e-05s: Index: 54 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -execution time of: 4.0240e-05s: Index: 17 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -execution time of: 4.0248e-05s: Index: 9 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -execution time of: 4.0296e-05s: Index: 30 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -execution time of: 4.0333e-05s: Index: 1 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -execution time of: 4.0820e-05s: Index: 78 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -execution time of: 4.0828e-05s: Index: 55 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -execution time of: 4.0858e-05s: Index: 37 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -execution time of: 4.0860e-05s: Index: 97 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -execution time of: 4.1070e-05s: Index: 79 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -execution time of: 4.1113e-05s: Index: 48 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -execution time of: 4.1190e-05s: Index: 0 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -execution time of: 4.1383e-05s: Index: 24 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -execution time of: 4.1413e-05s: Index: 61 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -execution time of: 4.1570e-05s: Index: 72 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -execution time of: 4.1591e-05s: Index: 49 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -execution time of: 4.1706e-05s: Index: 98 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -execution time of: 4.1838e-05s: Index: 74 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -execution time of: 4.1868e-05s: Index: 43 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -execution time of: 4.2380e-05s: Index: 96 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -execution time of: 4.3056e-05s: Index: 3 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -execution time of: 4.3473e-05s: Index: 47 | Max_nodes: 75 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -execution time of: 4.4818e-05s: Index: 115 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -execution time of: 4.7518e-05s: Index: 28 | Max_nodes: 85 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| ________________________________________________________________________________________________ diff --git a/test/BenchmarkQuasm/results/random_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/random_indep_qiskit_controls.txt index 7b42c01f..8bf5b76c 100644 --- a/test/BenchmarkQuasm/results/random_indep_qiskit_controls.txt +++ b/test/BenchmarkQuasm/results/random_indep_qiskit_controls.txt @@ -21,15 +21,14 @@ Start Simulation of random_indep_qiskit_2_______________________________________ 18: 0 | 19: | 1 o: 0 1 -Q: 0 w: 1 | Q: 1 w: 3 | Computed Permutation: ................0 -> 0|1 -> 1| Original Permutation: ................0 -> 0|1 -> 1| -Identity Duration: 7.4125e-06s............................. -Permuted Duration: 7.8775e-06s............................. +Identity Duration: 5.6699e-05s............................. +Permuted Duration: 5.6496e-05s............................. Identity active_nodes: 3 ...................................... Permuted active_nodes: 3 ...................................... -Identity max_nodes: 9 ...................................... -Permuted max_nodes: 9 ...................................... +Identity max_nodes: 6 ...................................... +Permuted max_nodes: 6 ...................................... ________________________________________________________________________________________________ Start Simulation of random_indep_qiskit_3__________________________________________________ @@ -56,15 +55,14 @@ Start Simulation of random_indep_qiskit_3_______________________________________ 19:...|...1...| 20:...|...|...2 .o:...0...1...2 -Q: 0 w: 4 | Q: 1 w: 3 | Q: 2 w: 1 | Computed Permutation: .........0 -> 2|1 -> 1|2 -> 0| Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 1.1025e-05s............................. -Permuted Duration: 9.4902e-06s............................. +Identity Duration: 7.8563e-05s............................. +Permuted Duration: 6.6741e-05s............................. Identity active_nodes: 7 ...................................... Permuted active_nodes: 7 ...................................... -Identity max_nodes: 18 ...................................... -Permuted max_nodes: 17 ...................................... +Identity max_nodes: 13 ...................................... +Permuted max_nodes: 14 ...................................... ________________________________________________________________________________________________ Start Simulation of random_indep_qiskit_4__________________________________________________ @@ -122,15 +120,14 @@ Start Simulation of random_indep_qiskit_4_______________________________________ 50:...|...|...2...| 51:...|...|...|...3 .o:...0...1...2...3 -Q: 0 w: 3 | Q: 1 w: 6 | Q: 2 w: 8 | Q: 3 w: 9 | Computed Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Identity Duration: 2.7635e-05s............................. -Permuted Duration: 2.8193e-05s............................. +Identity Duration: 2.0554e-04s............................. +Permuted Duration: 2.0634e-04s............................. Identity active_nodes: 15 ...................................... Permuted active_nodes: 15 ...................................... -Identity max_nodes: 45 ...................................... -Permuted max_nodes: 45 ...................................... +Identity max_nodes: 30 ...................................... +Permuted max_nodes: 30 ...................................... ________________________________________________________________________________________________ Start Simulation of random_indep_qiskit_5__________________________________________________ @@ -197,146 +194,13 @@ Start Simulation of random_indep_qiskit_5_______________________________________ 59:...|...|...|...3...| 60:...|...|...|...|...4 .o:...0...1...2...3...4 -Q: 0 w: 3 | Q: 1 w: 6 | Q: 2 w: 8 | Q: 3 w: 9 | Q: 4 w: 9 | Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: 4.0810e-05s............................. -Permuted Duration: 4.2258e-05s............................. +Identity Duration: 2.7935e-04s............................. +Permuted Duration: 2.7371e-04s............................. Identity active_nodes: 31 ...................................... Permuted active_nodes: 31 ...................................... -Identity max_nodes: 93 ...................................... -Permuted max_nodes: 93 ...................................... -________________________________________________________________________________________________ - -Start Simulation of random_indep_qiskit_7__________________________________________________ - -..i:...0...1...2...3...4...5...6 -..1:.tdg...|...|...|...|...|...| -..2:...|...p...|...|...|...|...| p: (2.4248e+00) -..3:...|...|..u2...|...|...|...| p: (7.8540e-01) (-3.1416e+00) -..4:...|...|...|..ry...|...|...| p: (1.5708e+00) -..5:...|...x...|...c...|...|...| -..6:...|..ry...|...|...|...|...| p: (-1.6110e+00) -..7:...|...|...|..ry...|...|...| p: (-1.6110e+00) -..8:...|...x...|...c...|...|...| -..9:...|..u2...|...|...|...|...| p: (7.8540e-01) (7.1679e-01) -.10:...c...x...|...|...|...|...| -.11:...|.tdg...|...|...|...|...| -.12:...|...|...|..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) -.13:...|...|...|...|...u...|...| p: (1.7746e+00) (-2.4764e+00) (-1.0237e+00) -.14:...|...|...x...|...|...|...c -.15:...|...|.tdg...|...|...|...| -.16:...|...|...x...|...|...c...| -.17:...|...|...t...|...|...|...| -.18:...|...|...|...|...|...h...| -.19:...|...|...|...c...|...x...| -.20:...|...|...|...|...|...h...| -.21:...|...|...|...c...|...s...| -.22:...|...|...|..ry...|...|...| p: (1.5708e+00) -.23:...|...|...|...|...|...s...| -.24:...|...|...x...|...|...|...c -.25:...|...|..u2...|...|...|...| p: (0.0000e+00) (2.3562e+00) -.26:...|...x...c...|...|...|...| -.27:...|...t...|...|...|...|...| -.28:...c...x...|...|...|...|...| -.29:...p...|...|...|...|...|...| p: (3.2536e+00) -.30:...c...|...|...|...|..rx...| p: (5.2626e+00) -.31:...|..u2...|...|...|...|...| p: (1.7604e+00) (2.3562e+00) -.32:...|...|...p...|...|...|...| p: (2.0262e+00) -.33:...|...x...|...c...|...|...| -.34:...|..ry...|...|...|...|...| p: (-9.6233e-01) -.35:...|...|...|..ry...|...|...| p: (9.6233e-01) -.36:...|...x...|...c...|...|...| -.37:...|...p...|...|...|...|...| p: (-1.7604e+00) -.38:...|...|...|..u2...|...|...| p: (2.3562e+00) (-3.1416e+00) -.39:...|...u...|...|...c...|...| p: (1.5640e+00) (2.4054e+00) (4.0783e+00) -.40:...|...|...|...|...p...|...| p: (4.9994e+00) -.41:...|...|...|...u...c...|...| p: (6.2023e+00) (5.0768e+00) (5.2965e+00) -.42:...|...|...|..u2...|...|...| p: (-3.1416e+00) (1.5708e+00) -.43:...|...|...|...|...p...|...| p: (2.3132e+00) -.44:...|...x...|...|...|...c...| -.45:...|...c...|...|...|...x...| -.46:...|...|...|...|...|...u...| p: (3.1416e+00) (-7.8540e-01) (-1.5708e+00) -.47:...|...|...|...|...|...|..u2 p: (-1.5708e+00) (-1.5708e+00) -.48:...|...|..rz...|...|...|...c p: (4.8760e+00) -.49:...c...|...x...|...|...|...| -.50:...x...|...c...|...|...|...| -.51:...u...|...|...|...|...|...| p: (1.8272e+00) (-1.2096e+00) (1.4509e+00) -.52:...|...c...h...|...|...|...| -.53:...|.tdg...|...|...|...|...| -.54:...|...|...z...|...|...|...| -.55:...|...|...|...|...|...|...u p: (1.6408e+00) (7.1753e-01) (2.8345e-02) -.56:...|...|...|...|...x...|...c -.57:...|...|...|...|..ry...|...| p: (-2.5658e+00) -.58:...|...|...|...|...|...|..ry p: (2.5658e+00) -.59:...|...|...|...|...x...|...c -.60:...|...|...|...|..u2...|...| p: (-1.9865e+00) (9.7671e-01) -.61:...|...|...c...|...s...|...| -.62:...|...|...|...|...v...|...| -.63:...|...|...|...|...|...|..u2 p: (1.5708e+00) (-3.1416e+00) -.64:...|...|...|.rxx...|...|.rxx p: (2.9177e+00) -.65:...|...|...|...u...|...|...| p: (2.3015e+00) (1.8254e+00) (-1.5708e+00) -.66:...|...|...|...|...|...|...s -.67:...|..sw...|...|...|..sw...c -.68:...|...s...|...|...|...|...| -.69:...|...c...|...|...x...|...| -.70:...|...x...|...|...|...|...| -.71:...|...y...|...|...c...|...| -.72:...|..u2...|...|...|...|...| p: (1.4683e+00) (3.4155e+00) -.73:...|...|...|...|...x...|...| -.74:...|...|...|...|...|...s...| -.75:...|...|...|...|...|...|..sx -.76:...|...|...|...|...|...c...x -.77:...|...|...c...|...|...x...| -.78:...|...|...x...|...|...|...| -.79:...|...h...|...|...|...c...| -.80:...|...p...|...|...|...|...| p: (4.1997e-01) -.81:...|...|...|...|...|...h...| -.82:...|...|...c...|...|...x...| -.83:...|...|...|...|...|..rz...| p: (6.0277e+00) -.84:...|...|...c...|...|...x...| -.85:...|...|...|...|...|..u2...| p: (1.5708e+00) (-3.1416e+00) -.86:...x...|...|...c...|...|...c -.87:...c...|...|...x...|...|...| -.88:...x...|...|...c...|...|...| -.89:.rxx...|...|.rxx...|...|...| p: (6.9651e-01) -.90:...u...|...|...|...|...|...| p: (1.3401e+00) (1.5708e+00) (-3.1416e+00) -.91:...|...|...|..ry...|...|...| p: (1.5708e+00) -.92:...|...x...|...c...|...|...| -.93:...|..ry...|...|...|...|...| p: (-1.3664e+00) -.94:...|...|...|..ry...|...|...| p: (1.3664e+00) -.95:...|...x...|...c...|...|...| -.96:...|...u...|...|...|...|...| p: (2.9767e+00) (-1.5708e+00) (1.1508e+00) -.97:...|...|...|..u2...|...|...| p: (1.5708e+00) (-3.1416e+00) -.98:.rxx...|...|.rxx...|...|...| p: (1.6463e-01) -.99:...s...|...|...|...|...|...| -100:...|...|...|...s...|...|...| -101:...|...|...|...|...|...|...x -102:...|...|...|...|...u...|...c p: (2.5101e+00) (2.3428e+00) (2.6953e+00) -103:...|...|...|...|...h...|...| -104:...|...|...|...|...s...|...c -105:...|...|...|...|...v...|...| -106:...|...|...|...|...c...x...| -107:...|...|...|...|...x...c...| -108:...|...|...|...|...|...h...| -109:...|...|..ry...|...|...|...c p: (5.9152e-01) -110:============================ -111:...0...|...|...|...|...|...| -112:...|...1...|...|...|...|...| -113:...|...|...2...|...|...|...| -114:...|...|...|...3...|...|...| -115:...|...|...|...|...4...|...| -116:...|...|...|...|...|...5...| -117:...|...|...|...|...|...|...6 -..o:...0...1...2...3...4...5...6 -Q: 0 w: 6 | Q: 1 w: 5 | Q: 2 w: 10 | Q: 3 w: 9 | Q: 4 w: 11 | Q: 5 w: 13 | Q: 6 w: 14 | -Computed Permutation: 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5|6 -> 6| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Identity Duration: 2.1161e-04s............................. -Permuted Duration: 2.0708e-04s............................. -Identity active_nodes: 127...................................... -Permuted active_nodes: 127...................................... -Identity max_nodes: 381...................................... -Permuted max_nodes: 381...................................... +Identity max_nodes: 62 ...................................... +Permuted max_nodes: 62 ...................................... ________________________________________________________________________________________________ diff --git a/test/BenchmarkQuasm/results/random_indep_qiskit_gates.txt b/test/BenchmarkQuasm/results/random_indep_qiskit_gates.txt deleted file mode 100644 index 0298142b..00000000 --- a/test/BenchmarkQuasm/results/random_indep_qiskit_gates.txt +++ /dev/null @@ -1,337 +0,0 @@ -Start Simulation of random_indep_qiskit_2__________________________________________________ - - i: 0 1 - 1: sdg | - 2: | sdg - 3: rxx rxx p: (1.3049) - 4: u2 | p: (0) (-1.5708) - 5: | s - 6: x c - 7: rz | p: (3.22205) - 8: x c - 9: u2 | p: (0.714421) (-3.14159) -10: | rx p: (-3.14159) -11: x c -12: ry | p: (-3.00627) -13: | ry p: (3.00627) -14: x c -15: p | p: (-2.66826) -16: | u2 p: (-3.14159) (-3.14159) -17:======== -18: 0 | -19: | 1 - o: 0 1 -Computed Permutation: ................0 -> 0|1 -> 1| -Original Permutation: ................0 -> 0|1 -> 1| -Identity Duration: 6.7850e-06s............................. -Permuted Duration: 6.7878e-06s............................. -Identity active_nodes: 3 ...................................... -Permuted active_nodes: 3 ...................................... -Identity max_nodes: 9 ...................................... -Permuted max_nodes: 9 ...................................... -________________________________________________________________________________________________ - -Start Simulation of random_indep_qiskit_3__________________________________________________ - -.i:...0...1...2 -.1:...u...|...| p: (3.2220e+00) (-7.1679e-01) (7.1679e-01) -.2:...|..ry...| p: (1.5708e+00) -.3:...|...|...p p: (6.3283e-01) -.4:...|...c...x -.5:...|..ry...| p: (2.6026e+00) -.6:...|...|..ry p: (-2.6026e+00) -.7:...|...c...x -.8:...|..u2...| p: (-3.1416e+00) (-3.1416e+00) -.9:...c...s...| -10:...|...|...p p: (2.5088e+00) -11:...c..sw..sw -12:...p...|...| p: (5.8650e+00) -13:...|.rzz.rzz p: (5.1968e+00) -14:.rzz...|.rzz p: (5.6959e+00) -15:...c...|...u p: (3.2536e+00) (2.0262e+00) (1.7746e+00) -16:...|...u...| p: (2.4764e+00) (-1.0445e+00) (2.5432e+00) -17:============ -18:...0...|...| -19:...|...1...| -20:...|...|...2 -.o:...0...1...2 -Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 1.2995e-05s............................. -Permuted Duration: 1.3035e-05s............................. -Identity active_nodes: 7 ...................................... -Permuted active_nodes: 7 ...................................... -Identity max_nodes: 18 ...................................... -Permuted max_nodes: 18 ...................................... -________________________________________________________________________________________________ - -Start Simulation of random_indep_qiskit_4__________________________________________________ - -.i:...0...1...2...3 -.1:..u2...|...|...| p: (1.5708e+00) (-7.1679e-01) -.2:...|...p...|...| p: (-1.4903e+00) -.3:...|...|..ry...| p: (1.5708e+00) -.4:...|...x...c...| -.5:...|..ry...|...| p: (-4.6898e-01) -.6:...|...|..ry...| p: (-4.6898e-01) -.7:...|...x...c...| -.8:...|..u2...|...| p: (7.8540e-01) (-1.6513e+00) -.9:...|...|..u2...| p: (-3.1416e+00) (-3.1416e+00) -10:...|...x...c...| -11:...|.tdg...|...| -12:...|...|...|..u2 p: (4.3293e+00) (5.2889e+00) -13:...|...x...|...c -14:...|...t...|...| -15:...|...x...c...| -16:...|..u2...|...| p: (0.0000e+00) (2.3562e+00) -17:...|...|...u...| p: (3.1416e+00) (4.6106e-01) (1.1097e+00) -18:...|...|...|...h -19:...c...c...|...x -20:...p...|...|...| p: (-1.7604e+00) -21:...|...u...|...| p: (1.4105e-03) (1.5708e+00) (2.6780e+00) -22:...|...|...|..rx p: (-3.1416e+00) -23:...|...|...x...c -24:...|...|..ry...| p: (-7.1036e-01) -25:...|...|...|..ry p: (7.1036e-01) -26:...|...|...x...c -27:...|...|..u2...| p: (-2.0191e+00) (-1.5226e+00) -28:...|...|...|..u2 p: (1.5708e+00) (-3.1416e+00) -29:.rxx...|...|.rxx p: (2.0971e+00) -30:...s...|...|...| -31:..rx...|...c...| p: (1.5640e+00) -32:...p...|...|...| p: (2.5043e+00) -33:...x...c...|...| -34:..ry...|...|...| p: (-1.0666e+00) -35:...|..ry...|...| p: (-1.0666e+00) -36:...x...c...|...| -37:...p...|...|...| p: (-2.5043e+00) -38:...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) -39:...|...|...|..u2 p: (0.0000e+00) (-2.3562e+00) -40:...|...|...c...x -41:...|...|...|...h -42:...|...|...c...s -43:...|...c...x...| -44:...|...x...c...| -45:...|...|...|...p p: (-1.4625e+00) -46:...u...|...|...c p: (3.9824e+00) (7.2033e-01) (1.4646e+00) -47:================ -48:...0...|...|...| -49:...|...1...|...| -50:...|...|...2...| -51:...|...|...|...3 -.o:...0...1...2...3 -Computed Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Identity Duration: 2.7667e-05s............................. -Permuted Duration: 2.8193e-05s............................. -Identity active_nodes: 15 ...................................... -Permuted active_nodes: 15 ...................................... -Identity max_nodes: 45 ...................................... -Permuted max_nodes: 45 ...................................... -________________________________________________________________________________________________ - -Start Simulation of random_indep_qiskit_5__________________________________________________ - -.i:...0...1...2...3...4 -.1:..u2...|...|...|...| p: (7.8540e-01) (-3.1416e+00) -.2:...|...p...|...|...| p: (-1.4903e+00) -.3:...x...|...|...c...| -.4:.tdg...|...|...|...| -.5:...x...|...c...|...| -.6:...t...|...|...|...| -.7:...x...|...|...c...| -.8:..u2...|...|...|...| p: (-1.5708e+00) (2.3562e+00) -.9:...|...|...|.sdg...| -10:.rxx...|...|.rxx...| p: (5.1857e+00) -11:..u2...|...|...|...| p: (0.0000e+00) (-1.5708e+00) -12:...|...|...|...s...| -13:...|...|...|...|..ry p: (1.5708e+00) -14:...|...x...|...|...c -15:...|..ry...|...|...| p: (-4.6898e-01) -16:...|...|...|...|..ry p: (-4.6898e-01) -17:...|...x...|...|...c -18:...|...p...|...|...| p: (1.4903e+00) -19:...|...x...c...|...| -20:...x...c...|...c...| -21:..u2...|...|...|...| p: (-3.0295e+00) (-3.1416e+00) -22:...|...c...|...z...| -23:...|...|...p...|...| p: (8.7557e-01) -24:...|...|...|...h...| -25:...|...c...|...x...| -26:...|...|...|...h...| -27:...|...c...|...s...| -28:...|...u...|...|...| p: (1.9553e+00) (1.6645e+00) (-8.6953e-02) -29:...|...|...|...t...| -30:...|...|...|...|..u2 p: (1.5708e+00) (-3.1416e+00) -31:...|...|...c...|...u p: (5.8650e+00) (9.1103e-01) (4.6846e+00) -32:...|...|..sw...|..sw -33:...u...|...c...|...| p: (9.7028e-01) (1.5694e+00) (5.4657e+00) -34:...t...|...|...|...| -35:...|...|...|...|..ry p: (3.7722e+00) -36:...|...|..rx...|...c p: (4.0783e+00) -37:...|...|..rx...c...| p: (2.3453e+00) -38:...|...|...z...|...| -39:...|...x...c...|...| -40:...|...c...x...|...| -41:...|...h...|...|...| -42:...|...|..rx...|...| p: (3.4508e+00) -43:...|...|...|..u2...| p: (-1.8375e+00) (1.5708e+00) -44:...h...|...|...|...c -45:...h...|...|...|...| -46:...x...|...|...|...c -47:...h...|...|...|...| -48:...s...|...|...|...c -49:...|...|...|...|...p p: (5.5407e+00) -50:...u...|...|...|...c p: (5.4325e+00) (4.3138e-01) (5.1317e+00) -51:...c...x...|...|...| -52:...|...h...|...|...| -53:...c...s...|...|...| -54:...|...|...|...|...u p: (1.2119e+00) (2.0937e+00) (1.7437e+00) -55:==================== -56:...0...|...|...|...| -57:...|...1...|...|...| -58:...|...|...2...|...| -59:...|...|...|...3...| -60:...|...|...|...|...4 -.o:...0...1...2...3...4 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: 4.0888e-05s............................. -Permuted Duration: 4.1473e-05s............................. -Identity active_nodes: 31 ...................................... -Permuted active_nodes: 31 ...................................... -Identity max_nodes: 93 ...................................... -Permuted max_nodes: 93 ...................................... -________________________________________________________________________________________________ - -Start Simulation of random_indep_qiskit_7__________________________________________________ - -..i:...0...1...2...3...4...5...6 -..1:.tdg...|...|...|...|...|...| -..2:...|...p...|...|...|...|...| p: (2.4248e+00) -..3:...|...|..u2...|...|...|...| p: (7.8540e-01) (-3.1416e+00) -..4:...|...|...|..ry...|...|...| p: (1.5708e+00) -..5:...|...x...|...c...|...|...| -..6:...|..ry...|...|...|...|...| p: (-1.6110e+00) -..7:...|...|...|..ry...|...|...| p: (-1.6110e+00) -..8:...|...x...|...c...|...|...| -..9:...|..u2...|...|...|...|...| p: (7.8540e-01) (7.1679e-01) -.10:...c...x...|...|...|...|...| -.11:...|.tdg...|...|...|...|...| -.12:...|...|...|..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) -.13:...|...|...|...|...u...|...| p: (1.7746e+00) (-2.4764e+00) (-1.0237e+00) -.14:...|...|...x...|...|...|...c -.15:...|...|.tdg...|...|...|...| -.16:...|...|...x...|...|...c...| -.17:...|...|...t...|...|...|...| -.18:...|...|...|...|...|...h...| -.19:...|...|...|...c...|...x...| -.20:...|...|...|...|...|...h...| -.21:...|...|...|...c...|...s...| -.22:...|...|...|..ry...|...|...| p: (1.5708e+00) -.23:...|...|...|...|...|...s...| -.24:...|...|...x...|...|...|...c -.25:...|...|..u2...|...|...|...| p: (0.0000e+00) (2.3562e+00) -.26:...|...x...c...|...|...|...| -.27:...|...t...|...|...|...|...| -.28:...c...x...|...|...|...|...| -.29:...p...|...|...|...|...|...| p: (3.2536e+00) -.30:...c...|...|...|...|..rx...| p: (5.2626e+00) -.31:...|..u2...|...|...|...|...| p: (1.7604e+00) (2.3562e+00) -.32:...|...|...p...|...|...|...| p: (2.0262e+00) -.33:...|...x...|...c...|...|...| -.34:...|..ry...|...|...|...|...| p: (-9.6233e-01) -.35:...|...|...|..ry...|...|...| p: (9.6233e-01) -.36:...|...x...|...c...|...|...| -.37:...|...p...|...|...|...|...| p: (-1.7604e+00) -.38:...|...|...|..u2...|...|...| p: (2.3562e+00) (-3.1416e+00) -.39:...|...u...|...|...c...|...| p: (1.5640e+00) (2.4054e+00) (4.0783e+00) -.40:...|...|...|...|...p...|...| p: (4.9994e+00) -.41:...|...|...|...u...c...|...| p: (6.2023e+00) (5.0768e+00) (5.2965e+00) -.42:...|...|...|..u2...|...|...| p: (-3.1416e+00) (1.5708e+00) -.43:...|...|...|...|...p...|...| p: (2.3132e+00) -.44:...|...x...|...|...|...c...| -.45:...|...c...|...|...|...x...| -.46:...|...|...|...|...|...u...| p: (3.1416e+00) (-7.8540e-01) (-1.5708e+00) -.47:...|...|...|...|...|...|..u2 p: (-1.5708e+00) (-1.5708e+00) -.48:...|...|..rz...|...|...|...c p: (4.8760e+00) -.49:...c...|...x...|...|...|...| -.50:...x...|...c...|...|...|...| -.51:...u...|...|...|...|...|...| p: (1.8272e+00) (-1.2096e+00) (1.4509e+00) -.52:...|...c...h...|...|...|...| -.53:...|.tdg...|...|...|...|...| -.54:...|...|...z...|...|...|...| -.55:...|...|...|...|...|...|...u p: (1.6408e+00) (7.1753e-01) (2.8345e-02) -.56:...|...|...|...|...x...|...c -.57:...|...|...|...|..ry...|...| p: (-2.5658e+00) -.58:...|...|...|...|...|...|..ry p: (2.5658e+00) -.59:...|...|...|...|...x...|...c -.60:...|...|...|...|..u2...|...| p: (-1.9865e+00) (9.7671e-01) -.61:...|...|...c...|...s...|...| -.62:...|...|...|...|...v...|...| -.63:...|...|...|...|...|...|..u2 p: (1.5708e+00) (-3.1416e+00) -.64:...|...|...|.rxx...|...|.rxx p: (2.9177e+00) -.65:...|...|...|...u...|...|...| p: (2.3015e+00) (1.8254e+00) (-1.5708e+00) -.66:...|...|...|...|...|...|...s -.67:...|..sw...|...|...|..sw...c -.68:...|...s...|...|...|...|...| -.69:...|...c...|...|...x...|...| -.70:...|...x...|...|...|...|...| -.71:...|...y...|...|...c...|...| -.72:...|..u2...|...|...|...|...| p: (1.4683e+00) (3.4155e+00) -.73:...|...|...|...|...x...|...| -.74:...|...|...|...|...|...s...| -.75:...|...|...|...|...|...|..sx -.76:...|...|...|...|...|...c...x -.77:...|...|...c...|...|...x...| -.78:...|...|...x...|...|...|...| -.79:...|...h...|...|...|...c...| -.80:...|...p...|...|...|...|...| p: (4.1997e-01) -.81:...|...|...|...|...|...h...| -.82:...|...|...c...|...|...x...| -.83:...|...|...|...|...|..rz...| p: (6.0277e+00) -.84:...|...|...c...|...|...x...| -.85:...|...|...|...|...|..u2...| p: (1.5708e+00) (-3.1416e+00) -.86:...x...|...|...c...|...|...c -.87:...c...|...|...x...|...|...| -.88:...x...|...|...c...|...|...| -.89:.rxx...|...|.rxx...|...|...| p: (6.9651e-01) -.90:...u...|...|...|...|...|...| p: (1.3401e+00) (1.5708e+00) (-3.1416e+00) -.91:...|...|...|..ry...|...|...| p: (1.5708e+00) -.92:...|...x...|...c...|...|...| -.93:...|..ry...|...|...|...|...| p: (-1.3664e+00) -.94:...|...|...|..ry...|...|...| p: (1.3664e+00) -.95:...|...x...|...c...|...|...| -.96:...|...u...|...|...|...|...| p: (2.9767e+00) (-1.5708e+00) (1.1508e+00) -.97:...|...|...|..u2...|...|...| p: (1.5708e+00) (-3.1416e+00) -.98:.rxx...|...|.rxx...|...|...| p: (1.6463e-01) -.99:...s...|...|...|...|...|...| -100:...|...|...|...s...|...|...| -101:...|...|...|...|...|...|...x -102:...|...|...|...|...u...|...c p: (2.5101e+00) (2.3428e+00) (2.6953e+00) -103:...|...|...|...|...h...|...| -104:...|...|...|...|...s...|...c -105:...|...|...|...|...v...|...| -106:...|...|...|...|...c...x...| -107:...|...|...|...|...x...c...| -108:...|...|...|...|...|...h...| -109:...|...|..ry...|...|...|...c p: (5.9152e-01) -110:============================ -111:...0...|...|...|...|...|...| -112:...|...1...|...|...|...|...| -113:...|...|...2...|...|...|...| -114:...|...|...|...3...|...|...| -115:...|...|...|...|...4...|...| -116:...|...|...|...|...|...5...| -117:...|...|...|...|...|...|...6 -..o:...0...1...2...3...4...5...6 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Identity Duration: 2.3953e-04s............................. -Permuted Duration: 2.3794e-04s............................. -Identity active_nodes: 127...................................... -Permuted active_nodes: 127...................................... -Identity max_nodes: 381...................................... -Permuted max_nodes: 381...................................... -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/realamprandom_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/realamprandom_indep_qiskit_all.txt index 273094ca..57f93846 100644 --- a/test/BenchmarkQuasm/results/realamprandom_indep_qiskit_all.txt +++ b/test/BenchmarkQuasm/results/realamprandom_indep_qiskit_all.txt @@ -17,30 +17,36 @@ Start Simulation of realamprandom_indep_qiskit_2________________________________ 14: | 1 o: 0 1 Total Permutations: 2 -Min time: 4.7050e-06s................. Permutation 1 : 0 -> 1|1 -> 0| -Max time: 5.5500e-06s................. Permutation 0 : 0 -> 0|1 -> 1| +Min time: 4.0398e-05s................. Permutation 1 : 0 -> 1|1 -> 0| +Max time: 4.6406e-05s................. Permutation 0 : 0 -> 0|1 -> 1| Min active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Min max nodes: 9 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Min max nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| Max active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Max max nodes: 9 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Max max nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| ________________________________________________________________________________________________ 2 permutations have 3 active nodes. +Index: 1 | Max_nodes: 6 | Time: 4.0398e-05s | 0 -> 1|1 -> 0| +Index: 0 | Max_nodes: 6 | Time: 4.6406e-05s | 0 -> 0|1 -> 1| ........................... -Average time: 5.1275e-06s +Average time: 4.3402e-05s ________________________________________________________________________________________________ -2 permutations have 9 max nodes. +2 permutations have 6 max nodes. +Index: 1 | Active_nodes: 3 | Time: 4.0398e-05s | 0 -> 1|1 -> 0| +Index: 0 | Active_nodes: 3 | Time: 4.6406e-05s | 0 -> 0|1 -> 1| ........................... -Average time: 5.1275e-06s +Average time: 4.3402e-05s ________________________________________________________________________________________________ -execution time of: 4.7050e-06s: Index: 1 | Max_nodes: 9 | Active_nodes: 3 | 0 -> 1|1 -> 0| -execution time of: 5.5500e-06s: Index: 0 | Max_nodes: 9 | Active_nodes: 3 | 0 -> 0|1 -> 1| +execution time of: 4.0398e-05s: Index: 1 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 1|1 -> 0| + +execution time of: 4.6406e-05s: Index: 0 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 0|1 -> 1| + ________________________________________________________________________________________________ Start Simulation of realamprandom_indep_qiskit_3__________________________________________________ @@ -73,34 +79,52 @@ Start Simulation of realamprandom_indep_qiskit_3________________________________ 25:...|...|...2 .o:...0...1...2 Total Permutations: 6 -Min time: 1.1063e-05s................. Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| -Max time: 1.3955e-05s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Min time: 8.5628e-05s................. Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| +Max time: 1.0878e-04s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| Min active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Min max nodes: 21 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Min max nodes: 14 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| Max active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max max nodes: 21 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max max nodes: 14 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| ________________________________________________________________________________________________ 6 permutations have 7 active nodes. +Index: 5 | Max_nodes: 14 | Time: 8.5628e-05s | 0 -> 2|1 -> 1|2 -> 0| +Index: 4 | Max_nodes: 14 | Time: 9.2767e-05s | 0 -> 2|1 -> 0|2 -> 1| +Index: 3 | Max_nodes: 14 | Time: 9.3693e-05s | 0 -> 1|1 -> 2|2 -> 0| +Index: 2 | Max_nodes: 14 | Time: 1.0066e-04s | 0 -> 1|1 -> 0|2 -> 2| +Index: 1 | Max_nodes: 14 | Time: 1.0461e-04s | 0 -> 0|1 -> 2|2 -> 1| +Index: 0 | Max_nodes: 14 | Time: 1.0878e-04s | 0 -> 0|1 -> 1|2 -> 2| ........................... -Average time: 1.2551e-05s +Average time: 9.7689e-05s ________________________________________________________________________________________________ -6 permutations have 21 max nodes. +6 permutations have 14 max nodes. +Index: 5 | Active_nodes: 7 | Time: 8.5628e-05s | 0 -> 2|1 -> 1|2 -> 0| +Index: 4 | Active_nodes: 7 | Time: 9.2767e-05s | 0 -> 2|1 -> 0|2 -> 1| +Index: 3 | Active_nodes: 7 | Time: 9.3693e-05s | 0 -> 1|1 -> 2|2 -> 0| +Index: 2 | Active_nodes: 7 | Time: 1.0066e-04s | 0 -> 1|1 -> 0|2 -> 2| +Index: 1 | Active_nodes: 7 | Time: 1.0461e-04s | 0 -> 0|1 -> 2|2 -> 1| +Index: 0 | Active_nodes: 7 | Time: 1.0878e-04s | 0 -> 0|1 -> 1|2 -> 2| ........................... -Average time: 1.2551e-05s +Average time: 9.7689e-05s ________________________________________________________________________________________________ -execution time of: 1.1063e-05s: Index: 5 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 0| -execution time of: 1.2038e-05s: Index: 3 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 0| -execution time of: 1.2088e-05s: Index: 4 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 1| -execution time of: 1.3055e-05s: Index: 2 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 2| -execution time of: 1.3110e-05s: Index: 1 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 1| -execution time of: 1.3955e-05s: Index: 0 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 2| +execution time of: 8.5628e-05s: Index: 5 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 0| + +execution time of: 9.2767e-05s: Index: 4 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 1| + +execution time of: 9.3693e-05s: Index: 3 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 0| + +execution time of: 1.0066e-04s: Index: 2 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 2| + +execution time of: 1.0461e-04s: Index: 1 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 1| + +execution time of: 1.0878e-04s: Index: 0 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 2| + ________________________________________________________________________________________________ Start Simulation of realamprandom_indep_qiskit_4__________________________________________________ @@ -147,52 +171,124 @@ Start Simulation of realamprandom_indep_qiskit_4________________________________ 39:...|...|...|...3 .o:...0...1...2...3 Total Permutations: 24 -Min time: 2.3553e-05s................. Permutation 23 : 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -Max time: 2.9813e-05s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Min time: 1.7083e-04s................. Permutation 23 : 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +Max time: 2.3094e-04s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| Min active nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Min max nodes: 45 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Min max nodes: 30 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| Max active nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Max max nodes: 45 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Max max nodes: 30 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| ________________________________________________________________________________________________ 24 permutations have 15 active nodes. +Index: 23 | Max_nodes: 30 | Time: 1.7083e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +Index: 17 | Max_nodes: 30 | Time: 1.7855e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +Index: 22 | Max_nodes: 30 | Time: 1.8094e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| +Index: 21 | Max_nodes: 30 | Time: 1.8131e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| +Index: 16 | Max_nodes: 30 | Time: 1.8599e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| +Index: 15 | Max_nodes: 30 | Time: 1.8612e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +Index: 20 | Max_nodes: 30 | Time: 1.8761e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +Index: 11 | Max_nodes: 30 | Time: 1.8794e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| +Index: 19 | Max_nodes: 30 | Time: 1.9002e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| +Index: 14 | Max_nodes: 30 | Time: 1.9425e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +Index: 9 | Max_nodes: 30 | Time: 1.9462e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +Index: 10 | Max_nodes: 30 | Time: 1.9539e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +Index: 18 | Max_nodes: 30 | Time: 1.9591e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| +Index: 13 | Max_nodes: 30 | Time: 1.9658e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +Index: 8 | Max_nodes: 30 | Time: 1.9991e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| +Index: 5 | Max_nodes: 30 | Time: 2.0029e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +Index: 12 | Max_nodes: 30 | Time: 2.0281e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +Index: 4 | Max_nodes: 30 | Time: 2.0926e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| +Index: 3 | Max_nodes: 30 | Time: 2.0939e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +Index: 6 | Max_nodes: 30 | Time: 2.0995e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +Index: 7 | Max_nodes: 30 | Time: 2.1116e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +Index: 2 | Max_nodes: 30 | Time: 2.1711e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +Index: 1 | Max_nodes: 30 | Time: 2.2197e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +Index: 0 | Max_nodes: 30 | Time: 2.3094e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| ........................... -Average time: 2.7090e-05s +Average time: 1.9745e-04s ________________________________________________________________________________________________ -24 permutations have 45 max nodes. +24 permutations have 30 max nodes. +Index: 23 | Active_nodes: 15 | Time: 1.7083e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +Index: 17 | Active_nodes: 15 | Time: 1.7855e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +Index: 22 | Active_nodes: 15 | Time: 1.8094e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| +Index: 21 | Active_nodes: 15 | Time: 1.8131e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| +Index: 16 | Active_nodes: 15 | Time: 1.8599e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| +Index: 15 | Active_nodes: 15 | Time: 1.8612e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +Index: 20 | Active_nodes: 15 | Time: 1.8761e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +Index: 11 | Active_nodes: 15 | Time: 1.8794e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| +Index: 19 | Active_nodes: 15 | Time: 1.9002e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| +Index: 14 | Active_nodes: 15 | Time: 1.9425e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +Index: 9 | Active_nodes: 15 | Time: 1.9462e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +Index: 10 | Active_nodes: 15 | Time: 1.9539e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +Index: 18 | Active_nodes: 15 | Time: 1.9591e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| +Index: 13 | Active_nodes: 15 | Time: 1.9658e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +Index: 8 | Active_nodes: 15 | Time: 1.9991e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| +Index: 5 | Active_nodes: 15 | Time: 2.0029e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +Index: 12 | Active_nodes: 15 | Time: 2.0281e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +Index: 4 | Active_nodes: 15 | Time: 2.0926e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| +Index: 3 | Active_nodes: 15 | Time: 2.0939e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +Index: 6 | Active_nodes: 15 | Time: 2.0995e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +Index: 7 | Active_nodes: 15 | Time: 2.1116e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +Index: 2 | Active_nodes: 15 | Time: 2.1711e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +Index: 1 | Active_nodes: 15 | Time: 2.2197e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +Index: 0 | Active_nodes: 15 | Time: 2.3094e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| ........................... -Average time: 2.7090e-05s +Average time: 1.9745e-04s ________________________________________________________________________________________________ -execution time of: 2.3553e-05s: Index: 23 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -execution time of: 2.4155e-05s: Index: 17 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -execution time of: 2.4803e-05s: Index: 22 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| -execution time of: 2.5060e-05s: Index: 21 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| -execution time of: 2.5535e-05s: Index: 16 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| -execution time of: 2.5928e-05s: Index: 11 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -execution time of: 2.5938e-05s: Index: 20 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -execution time of: 2.6018e-05s: Index: 15 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -execution time of: 2.6393e-05s: Index: 9 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -execution time of: 2.6568e-05s: Index: 19 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| -execution time of: 2.6673e-05s: Index: 14 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -execution time of: 2.7053e-05s: Index: 10 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| -execution time of: 2.7103e-05s: Index: 18 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| -execution time of: 2.7403e-05s: Index: 13 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| -execution time of: 2.7516e-05s: Index: 8 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| -execution time of: 2.8065e-05s: Index: 5 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| -execution time of: 2.8338e-05s: Index: 12 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -execution time of: 2.8395e-05s: Index: 3 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -execution time of: 2.8523e-05s: Index: 4 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -execution time of: 2.9010e-05s: Index: 2 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -execution time of: 2.9373e-05s: Index: 6 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -execution time of: 2.9448e-05s: Index: 1 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -execution time of: 2.9498e-05s: Index: 7 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -execution time of: 2.9813e-05s: Index: 0 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +execution time of: 1.7083e-04s: Index: 23 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| + +execution time of: 1.7855e-04s: Index: 17 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| + +execution time of: 1.8094e-04s: Index: 22 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| + +execution time of: 1.8131e-04s: Index: 21 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| + +execution time of: 1.8599e-04s: Index: 16 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| + +execution time of: 1.8612e-04s: Index: 15 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| + +execution time of: 1.8761e-04s: Index: 20 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| + +execution time of: 1.8794e-04s: Index: 11 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| + +execution time of: 1.9002e-04s: Index: 19 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| + +execution time of: 1.9425e-04s: Index: 14 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| + +execution time of: 1.9462e-04s: Index: 9 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| + +execution time of: 1.9539e-04s: Index: 10 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| + +execution time of: 1.9591e-04s: Index: 18 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| + +execution time of: 1.9658e-04s: Index: 13 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| + +execution time of: 1.9991e-04s: Index: 8 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| + +execution time of: 2.0029e-04s: Index: 5 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| + +execution time of: 2.0281e-04s: Index: 12 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| + +execution time of: 2.0926e-04s: Index: 4 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| + +execution time of: 2.0939e-04s: Index: 3 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| + +execution time of: 2.0995e-04s: Index: 6 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| + +execution time of: 2.1116e-04s: Index: 7 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| + +execution time of: 2.1711e-04s: Index: 2 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| + +execution time of: 2.2197e-04s: Index: 1 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| + +execution time of: 2.3094e-04s: Index: 0 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| + ________________________________________________________________________________________________ Start Simulation of realamprandom_indep_qiskit_5__________________________________________________ @@ -256,146 +352,508 @@ Start Simulation of realamprandom_indep_qiskit_5________________________________ 56:...|...|...|...|...4 .o:...0...1...2...3...4 Total Permutations: 120 -Min time: 5.0061e-05s................. Permutation 119: 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -Max time: 6.5066e-05s................. Permutation 24 : 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +Min time: 3.4088e-04s................. Permutation 119: 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +Max time: 4.4496e-04s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| Min active nodes: 31 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Min max nodes: 93 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Min max nodes: 62 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| Max active nodes: 31 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Max max nodes: 93 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Max max nodes: 62 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| ________________________________________________________________________________________________ 120 permutations have 31 active nodes. +Index: 119 | Max_nodes: 62 | Time: 3.4088e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +Index: 95 | Max_nodes: 62 | Time: 3.4681e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +Index: 117 | Max_nodes: 62 | Time: 3.4716e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +Index: 94 | Max_nodes: 62 | Time: 3.5077e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +Index: 89 | Max_nodes: 62 | Time: 3.5584e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +Index: 118 | Max_nodes: 62 | Time: 3.5692e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +Index: 116 | Max_nodes: 62 | Time: 3.5715e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +Index: 93 | Max_nodes: 62 | Time: 3.5717e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +Index: 113 | Max_nodes: 62 | Time: 3.5761e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +Index: 115 | Max_nodes: 62 | Time: 3.5858e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +Index: 71 | Max_nodes: 62 | Time: 3.6063e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +Index: 92 | Max_nodes: 62 | Time: 3.6234e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +Index: 112 | Max_nodes: 62 | Time: 3.6246e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +Index: 65 | Max_nodes: 62 | Time: 3.6272e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +Index: 70 | Max_nodes: 62 | Time: 3.6362e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +Index: 114 | Max_nodes: 62 | Time: 3.6441e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +Index: 111 | Max_nodes: 62 | Time: 3.6451e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +Index: 110 | Max_nodes: 62 | Time: 3.6518e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +Index: 91 | Max_nodes: 62 | Time: 3.6602e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +Index: 69 | Max_nodes: 62 | Time: 3.6641e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +Index: 87 | Max_nodes: 62 | Time: 3.6699e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +Index: 64 | Max_nodes: 62 | Time: 3.6764e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +Index: 107 | Max_nodes: 62 | Time: 3.6774e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +Index: 83 | Max_nodes: 62 | Time: 3.6899e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +Index: 109 | Max_nodes: 62 | Time: 3.6919e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +Index: 105 | Max_nodes: 62 | Time: 3.6985e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +Index: 63 | Max_nodes: 62 | Time: 3.7036e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +Index: 88 | Max_nodes: 62 | Time: 3.7069e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +Index: 106 | Max_nodes: 62 | Time: 3.7080e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +Index: 90 | Max_nodes: 62 | Time: 3.7181e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +Index: 86 | Max_nodes: 62 | Time: 3.7329e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +Index: 68 | Max_nodes: 62 | Time: 3.7341e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +Index: 47 | Max_nodes: 62 | Time: 3.7385e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +Index: 82 | Max_nodes: 62 | Time: 3.7587e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +Index: 59 | Max_nodes: 62 | Time: 3.7633e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +Index: 81 | Max_nodes: 62 | Time: 3.7640e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +Index: 108 | Max_nodes: 62 | Time: 3.7717e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +Index: 67 | Max_nodes: 62 | Time: 3.7763e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +Index: 85 | Max_nodes: 62 | Time: 3.7781e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +Index: 45 | Max_nodes: 62 | Time: 3.7809e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +Index: 104 | Max_nodes: 62 | Time: 3.7862e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +Index: 62 | Max_nodes: 62 | Time: 3.7939e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +Index: 46 | Max_nodes: 62 | Time: 3.8058e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +Index: 101 | Max_nodes: 62 | Time: 3.8070e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +Index: 57 | Max_nodes: 62 | Time: 3.8205e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +Index: 41 | Max_nodes: 62 | Time: 3.8220e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +Index: 39 | Max_nodes: 62 | Time: 3.8267e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +Index: 61 | Max_nodes: 62 | Time: 3.8269e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +Index: 103 | Max_nodes: 62 | Time: 3.8316e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +Index: 84 | Max_nodes: 62 | Time: 3.8400e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +Index: 58 | Max_nodes: 62 | Time: 3.8413e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +Index: 80 | Max_nodes: 62 | Time: 3.8492e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +Index: 77 | Max_nodes: 62 | Time: 3.8574e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +Index: 99 | Max_nodes: 62 | Time: 3.8578e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +Index: 44 | Max_nodes: 62 | Time: 3.8621e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +Index: 40 | Max_nodes: 62 | Time: 3.8630e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +Index: 102 | Max_nodes: 62 | Time: 3.8642e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +Index: 66 | Max_nodes: 62 | Time: 3.8687e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +Index: 100 | Max_nodes: 62 | Time: 3.8736e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +Index: 79 | Max_nodes: 62 | Time: 3.8754e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +Index: 60 | Max_nodes: 62 | Time: 3.8928e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +Index: 35 | Max_nodes: 62 | Time: 3.9027e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +Index: 38 | Max_nodes: 62 | Time: 3.9095e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +Index: 98 | Max_nodes: 62 | Time: 3.9117e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +Index: 76 | Max_nodes: 62 | Time: 3.9209e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +Index: 56 | Max_nodes: 62 | Time: 3.9236e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +Index: 78 | Max_nodes: 62 | Time: 3.9270e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +Index: 34 | Max_nodes: 62 | Time: 3.9324e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +Index: 23 | Max_nodes: 62 | Time: 3.9326e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +Index: 97 | Max_nodes: 62 | Time: 3.9343e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| +Index: 75 | Max_nodes: 62 | Time: 3.9461e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +Index: 43 | Max_nodes: 62 | Time: 3.9503e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +Index: 37 | Max_nodes: 62 | Time: 3.9673e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +Index: 32 | Max_nodes: 62 | Time: 3.9696e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +Index: 74 | Max_nodes: 62 | Time: 3.9789e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +Index: 22 | Max_nodes: 62 | Time: 3.9922e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +Index: 53 | Max_nodes: 62 | Time: 3.9935e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +Index: 17 | Max_nodes: 62 | Time: 3.9983e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +Index: 52 | Max_nodes: 62 | Time: 3.9994e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +Index: 96 | Max_nodes: 62 | Time: 3.9995e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +Index: 54 | Max_nodes: 62 | Time: 4.0007e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +Index: 21 | Max_nodes: 62 | Time: 4.0055e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +Index: 55 | Max_nodes: 62 | Time: 4.0064e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +Index: 73 | Max_nodes: 62 | Time: 4.0105e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +Index: 36 | Max_nodes: 62 | Time: 4.0251e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +Index: 42 | Max_nodes: 62 | Time: 4.0307e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +Index: 51 | Max_nodes: 62 | Time: 4.0312e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +Index: 16 | Max_nodes: 62 | Time: 4.0345e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +Index: 72 | Max_nodes: 62 | Time: 4.0397e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +Index: 20 | Max_nodes: 62 | Time: 4.0543e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +Index: 11 | Max_nodes: 62 | Time: 4.0578e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +Index: 15 | Max_nodes: 62 | Time: 4.0580e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +Index: 49 | Max_nodes: 62 | Time: 4.0586e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +Index: 19 | Max_nodes: 62 | Time: 4.0631e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +Index: 50 | Max_nodes: 62 | Time: 4.0634e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +Index: 29 | Max_nodes: 62 | Time: 4.0802e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +Index: 14 | Max_nodes: 62 | Time: 4.0961e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +Index: 30 | Max_nodes: 62 | Time: 4.0961e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +Index: 9 | Max_nodes: 62 | Time: 4.1019e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +Index: 27 | Max_nodes: 62 | Time: 4.1125e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +Index: 18 | Max_nodes: 62 | Time: 4.1142e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +Index: 48 | Max_nodes: 62 | Time: 4.1158e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +Index: 10 | Max_nodes: 62 | Time: 4.1179e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +Index: 28 | Max_nodes: 62 | Time: 4.1222e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +Index: 13 | Max_nodes: 62 | Time: 4.1253e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +Index: 31 | Max_nodes: 62 | Time: 4.1355e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +Index: 25 | Max_nodes: 62 | Time: 4.1533e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +Index: 12 | Max_nodes: 62 | Time: 4.1599e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +Index: 8 | Max_nodes: 62 | Time: 4.1617e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +Index: 5 | Max_nodes: 62 | Time: 4.1618e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +Index: 26 | Max_nodes: 62 | Time: 4.1635e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +Index: 7 | Max_nodes: 62 | Time: 4.1836e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +Index: 4 | Max_nodes: 62 | Time: 4.1925e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +Index: 24 | Max_nodes: 62 | Time: 4.1954e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +Index: 3 | Max_nodes: 62 | Time: 4.2212e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +Index: 6 | Max_nodes: 62 | Time: 4.2364e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +Index: 33 | Max_nodes: 62 | Time: 4.2411e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +Index: 1 | Max_nodes: 62 | Time: 4.2412e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +Index: 2 | Max_nodes: 62 | Time: 4.2456e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +Index: 0 | Max_nodes: 62 | Time: 4.4496e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| ........................... -Average time: 5.8505e-05s +Average time: 3.8894e-04s ________________________________________________________________________________________________ -120 permutations have 93 max nodes. +120 permutations have 62 max nodes. +Index: 119 | Active_nodes: 31 | Time: 3.4088e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +Index: 95 | Active_nodes: 31 | Time: 3.4681e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +Index: 117 | Active_nodes: 31 | Time: 3.4716e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +Index: 94 | Active_nodes: 31 | Time: 3.5077e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +Index: 89 | Active_nodes: 31 | Time: 3.5584e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +Index: 118 | Active_nodes: 31 | Time: 3.5692e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +Index: 116 | Active_nodes: 31 | Time: 3.5715e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +Index: 93 | Active_nodes: 31 | Time: 3.5717e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +Index: 113 | Active_nodes: 31 | Time: 3.5761e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +Index: 115 | Active_nodes: 31 | Time: 3.5858e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +Index: 71 | Active_nodes: 31 | Time: 3.6063e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +Index: 92 | Active_nodes: 31 | Time: 3.6234e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +Index: 112 | Active_nodes: 31 | Time: 3.6246e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +Index: 65 | Active_nodes: 31 | Time: 3.6272e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +Index: 70 | Active_nodes: 31 | Time: 3.6362e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +Index: 114 | Active_nodes: 31 | Time: 3.6441e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +Index: 111 | Active_nodes: 31 | Time: 3.6451e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +Index: 110 | Active_nodes: 31 | Time: 3.6518e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +Index: 91 | Active_nodes: 31 | Time: 3.6602e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +Index: 69 | Active_nodes: 31 | Time: 3.6641e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +Index: 87 | Active_nodes: 31 | Time: 3.6699e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +Index: 64 | Active_nodes: 31 | Time: 3.6764e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +Index: 107 | Active_nodes: 31 | Time: 3.6774e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +Index: 83 | Active_nodes: 31 | Time: 3.6899e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +Index: 109 | Active_nodes: 31 | Time: 3.6919e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +Index: 105 | Active_nodes: 31 | Time: 3.6985e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +Index: 63 | Active_nodes: 31 | Time: 3.7036e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +Index: 88 | Active_nodes: 31 | Time: 3.7069e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +Index: 106 | Active_nodes: 31 | Time: 3.7080e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +Index: 90 | Active_nodes: 31 | Time: 3.7181e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +Index: 86 | Active_nodes: 31 | Time: 3.7329e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +Index: 68 | Active_nodes: 31 | Time: 3.7341e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +Index: 47 | Active_nodes: 31 | Time: 3.7385e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +Index: 82 | Active_nodes: 31 | Time: 3.7587e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +Index: 59 | Active_nodes: 31 | Time: 3.7633e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +Index: 81 | Active_nodes: 31 | Time: 3.7640e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +Index: 108 | Active_nodes: 31 | Time: 3.7717e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +Index: 67 | Active_nodes: 31 | Time: 3.7763e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +Index: 85 | Active_nodes: 31 | Time: 3.7781e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +Index: 45 | Active_nodes: 31 | Time: 3.7809e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +Index: 104 | Active_nodes: 31 | Time: 3.7862e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +Index: 62 | Active_nodes: 31 | Time: 3.7939e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +Index: 46 | Active_nodes: 31 | Time: 3.8058e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +Index: 101 | Active_nodes: 31 | Time: 3.8070e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +Index: 57 | Active_nodes: 31 | Time: 3.8205e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +Index: 41 | Active_nodes: 31 | Time: 3.8220e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +Index: 39 | Active_nodes: 31 | Time: 3.8267e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +Index: 61 | Active_nodes: 31 | Time: 3.8269e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +Index: 103 | Active_nodes: 31 | Time: 3.8316e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +Index: 84 | Active_nodes: 31 | Time: 3.8400e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +Index: 58 | Active_nodes: 31 | Time: 3.8413e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +Index: 80 | Active_nodes: 31 | Time: 3.8492e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +Index: 77 | Active_nodes: 31 | Time: 3.8574e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +Index: 99 | Active_nodes: 31 | Time: 3.8578e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +Index: 44 | Active_nodes: 31 | Time: 3.8621e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +Index: 40 | Active_nodes: 31 | Time: 3.8630e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +Index: 102 | Active_nodes: 31 | Time: 3.8642e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +Index: 66 | Active_nodes: 31 | Time: 3.8687e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +Index: 100 | Active_nodes: 31 | Time: 3.8736e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +Index: 79 | Active_nodes: 31 | Time: 3.8754e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +Index: 60 | Active_nodes: 31 | Time: 3.8928e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +Index: 35 | Active_nodes: 31 | Time: 3.9027e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +Index: 38 | Active_nodes: 31 | Time: 3.9095e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +Index: 98 | Active_nodes: 31 | Time: 3.9117e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +Index: 76 | Active_nodes: 31 | Time: 3.9209e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +Index: 56 | Active_nodes: 31 | Time: 3.9236e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +Index: 78 | Active_nodes: 31 | Time: 3.9270e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +Index: 34 | Active_nodes: 31 | Time: 3.9324e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +Index: 23 | Active_nodes: 31 | Time: 3.9326e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +Index: 97 | Active_nodes: 31 | Time: 3.9343e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| +Index: 75 | Active_nodes: 31 | Time: 3.9461e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +Index: 43 | Active_nodes: 31 | Time: 3.9503e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +Index: 37 | Active_nodes: 31 | Time: 3.9673e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +Index: 32 | Active_nodes: 31 | Time: 3.9696e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +Index: 74 | Active_nodes: 31 | Time: 3.9789e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +Index: 22 | Active_nodes: 31 | Time: 3.9922e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +Index: 53 | Active_nodes: 31 | Time: 3.9935e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +Index: 17 | Active_nodes: 31 | Time: 3.9983e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +Index: 52 | Active_nodes: 31 | Time: 3.9994e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +Index: 96 | Active_nodes: 31 | Time: 3.9995e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +Index: 54 | Active_nodes: 31 | Time: 4.0007e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +Index: 21 | Active_nodes: 31 | Time: 4.0055e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +Index: 55 | Active_nodes: 31 | Time: 4.0064e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +Index: 73 | Active_nodes: 31 | Time: 4.0105e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +Index: 36 | Active_nodes: 31 | Time: 4.0251e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +Index: 42 | Active_nodes: 31 | Time: 4.0307e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +Index: 51 | Active_nodes: 31 | Time: 4.0312e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +Index: 16 | Active_nodes: 31 | Time: 4.0345e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +Index: 72 | Active_nodes: 31 | Time: 4.0397e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +Index: 20 | Active_nodes: 31 | Time: 4.0543e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +Index: 11 | Active_nodes: 31 | Time: 4.0578e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +Index: 15 | Active_nodes: 31 | Time: 4.0580e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +Index: 49 | Active_nodes: 31 | Time: 4.0586e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +Index: 19 | Active_nodes: 31 | Time: 4.0631e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +Index: 50 | Active_nodes: 31 | Time: 4.0634e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +Index: 29 | Active_nodes: 31 | Time: 4.0802e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +Index: 14 | Active_nodes: 31 | Time: 4.0961e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +Index: 30 | Active_nodes: 31 | Time: 4.0961e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +Index: 9 | Active_nodes: 31 | Time: 4.1019e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +Index: 27 | Active_nodes: 31 | Time: 4.1125e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +Index: 18 | Active_nodes: 31 | Time: 4.1142e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +Index: 48 | Active_nodes: 31 | Time: 4.1158e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +Index: 10 | Active_nodes: 31 | Time: 4.1179e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +Index: 28 | Active_nodes: 31 | Time: 4.1222e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +Index: 13 | Active_nodes: 31 | Time: 4.1253e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +Index: 31 | Active_nodes: 31 | Time: 4.1355e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +Index: 25 | Active_nodes: 31 | Time: 4.1533e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +Index: 12 | Active_nodes: 31 | Time: 4.1599e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +Index: 8 | Active_nodes: 31 | Time: 4.1617e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +Index: 5 | Active_nodes: 31 | Time: 4.1618e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +Index: 26 | Active_nodes: 31 | Time: 4.1635e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +Index: 7 | Active_nodes: 31 | Time: 4.1836e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +Index: 4 | Active_nodes: 31 | Time: 4.1925e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +Index: 24 | Active_nodes: 31 | Time: 4.1954e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +Index: 3 | Active_nodes: 31 | Time: 4.2212e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +Index: 6 | Active_nodes: 31 | Time: 4.2364e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +Index: 33 | Active_nodes: 31 | Time: 4.2411e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +Index: 1 | Active_nodes: 31 | Time: 4.2412e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +Index: 2 | Active_nodes: 31 | Time: 4.2456e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +Index: 0 | Active_nodes: 31 | Time: 4.4496e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| ........................... -Average time: 5.8505e-05s +Average time: 3.8894e-04s ________________________________________________________________________________________________ -execution time of: 5.0061e-05s: Index: 119 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -execution time of: 5.1266e-05s: Index: 118 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -execution time of: 5.1301e-05s: Index: 117 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -execution time of: 5.1316e-05s: Index: 95 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -execution time of: 5.2271e-05s: Index: 94 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -execution time of: 5.2581e-05s: Index: 116 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -execution time of: 5.3363e-05s: Index: 89 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -execution time of: 5.3478e-05s: Index: 113 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -execution time of: 5.3583e-05s: Index: 115 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -execution time of: 5.3808e-05s: Index: 114 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -execution time of: 5.3895e-05s: Index: 71 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -execution time of: 5.4181e-05s: Index: 112 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -execution time of: 5.4233e-05s: Index: 87 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -execution time of: 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-> 3|2 -> 4|3 -> 0|4 -> 1| -execution time of: 5.5611e-05s: Index: 109 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -execution time of: 5.5613e-05s: Index: 63 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -execution time of: 5.5633e-05s: Index: 106 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -execution time of: 5.5696e-05s: Index: 108 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -execution time of: 5.5718e-05s: Index: 68 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -execution time of: 5.5748e-05s: Index: 92 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -execution time of: 5.5878e-05s: Index: 88 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -execution time of: 5.6206e-05s: Index: 86 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -execution time of: 5.6456e-05s: Index: 59 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -execution time of: 5.6468e-05s: Index: 47 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -execution time of: 5.6556e-05s: Index: 82 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -execution time of: 5.6656e-05s: Index: 104 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -execution time of: 5.6688e-05s: Index: 84 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -execution time of: 5.6726e-05s: Index: 67 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -execution time of: 5.6773e-05s: Index: 107 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -execution time of: 5.6838e-05s: Index: 85 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -execution time of: 5.7118e-05s: Index: 69 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -execution time of: 5.7201e-05s: Index: 81 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -execution time of: 5.7501e-05s: Index: 83 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -execution time of: 5.7563e-05s: Index: 41 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -execution time of: 5.7591e-05s: Index: 80 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -execution time of: 5.7711e-05s: Index: 58 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -execution time of: 5.7758e-05s: Index: 39 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -execution time of: 5.7946e-05s: Index: 66 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -execution time of: 5.7948e-05s: Index: 44 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -execution time of: 5.8003e-05s: Index: 102 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -execution time of: 5.8041e-05s: Index: 103 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -execution time of: 5.8091e-05s: Index: 99 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -execution time of: 5.8121e-05s: Index: 57 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -execution time of: 5.8241e-05s: Index: 98 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -execution time of: 5.8276e-05s: Index: 62 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -execution time of: 5.8278e-05s: Index: 77 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -execution time of: 5.8341e-05s: Index: 76 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -execution time of: 5.8398e-05s: Index: 40 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -execution time of: 5.8468e-05s: Index: 55 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -execution time of: 5.8476e-05s: Index: 60 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -execution time of: 5.8563e-05s: Index: 61 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -execution time of: 5.8610e-05s: Index: 101 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -execution time of: 5.8638e-05s: Index: 97 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -execution time of: 5.8658e-05s: Index: 75 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -execution time of: 5.8676e-05s: Index: 35 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -execution time of: 5.8821e-05s: Index: 56 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -execution time of: 5.8876e-05s: Index: 96 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -execution time of: 5.8953e-05s: Index: 78 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -execution time of: 5.9061e-05s: Index: 73 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -execution time of: 5.9181e-05s: Index: 51 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -execution time of: 5.9423e-05s: Index: 74 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -execution time of: 5.9451e-05s: Index: 46 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -execution time of: 5.9466e-05s: Index: 37 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -execution time of: 5.9713e-05s: Index: 38 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -execution time of: 5.9781e-05s: Index: 53 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -execution time of: 5.9788e-05s: Index: 32 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -execution time of: 5.9861e-05s: Index: 79 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -execution time of: 5.9896e-05s: Index: 52 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -execution time of: 6.0066e-05s: Index: 54 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -execution time of: 6.0093e-05s: Index: 49 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -execution time of: 6.0118e-05s: Index: 34 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -execution time of: 6.0128e-05s: Index: 43 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -execution time of: 6.0168e-05s: Index: 23 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -execution time of: 6.0246e-05s: Index: 21 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -execution time of: 6.0498e-05s: Index: 22 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -execution time of: 6.0718e-05s: Index: 15 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -execution time of: 6.0761e-05s: Index: 29 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -execution time of: 6.0878e-05s: Index: 50 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -execution time of: 6.0916e-05s: Index: 31 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -execution time of: 6.1141e-05s: Index: 16 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -execution time of: 6.1158e-05s: Index: 30 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -execution time of: 6.1166e-05s: Index: 20 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -execution time of: 6.1363e-05s: Index: 9 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -execution time of: 6.1383e-05s: Index: 45 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -execution time of: 6.1503e-05s: Index: 36 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -execution time of: 6.1581e-05s: Index: 13 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -execution time of: 6.1583e-05s: Index: 48 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -execution time of: 6.1721e-05s: Index: 28 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -execution time of: 6.1731e-05s: Index: 19 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -execution time of: 6.1733e-05s: Index: 11 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -execution time of: 6.1748e-05s: Index: 25 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -execution time of: 6.1771e-05s: Index: 7 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -execution time of: 6.2051e-05s: Index: 27 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -execution time of: 6.2104e-05s: Index: 3 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -execution time of: 6.2196e-05s: Index: 14 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -execution time of: 6.2383e-05s: Index: 26 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -execution time of: 6.2458e-05s: Index: 17 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -execution time of: 6.2498e-05s: Index: 12 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -execution time of: 6.2508e-05s: Index: 5 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -execution time of: 6.2746e-05s: Index: 42 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -execution time of: 6.2808e-05s: Index: 4 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -execution time of: 6.2833e-05s: Index: 6 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -execution time of: 6.2916e-05s: Index: 8 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -execution time of: 6.3538e-05s: Index: 10 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -execution time of: 6.3608e-05s: Index: 2 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -execution time of: 6.3728e-05s: Index: 18 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -execution time of: 6.3803e-05s: Index: 1 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -execution time of: 6.4003e-05s: Index: 0 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -execution time of: 6.4693e-05s: Index: 33 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -execution time of: 6.5066e-05s: Index: 24 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +execution time of: 3.4088e-04s: Index: 119 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| + +execution time of: 3.4681e-04s: Index: 95 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| + +execution time of: 3.4716e-04s: Index: 117 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| + +execution time of: 3.5077e-04s: Index: 94 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| + +execution time of: 3.5584e-04s: Index: 89 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| + +execution time of: 3.5692e-04s: Index: 118 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| + +execution time of: 3.5715e-04s: Index: 116 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| + +execution time of: 3.5717e-04s: Index: 93 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| + +execution time of: 3.5761e-04s: Index: 113 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| + +execution time of: 3.5858e-04s: Index: 115 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| + +execution time of: 3.6063e-04s: Index: 71 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| + +execution time of: 3.6234e-04s: Index: 92 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| + +execution time of: 3.6246e-04s: Index: 112 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| + +execution time of: 3.6272e-04s: Index: 65 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| + +execution time of: 3.6362e-04s: Index: 70 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| + +execution time of: 3.6441e-04s: Index: 114 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| + +execution time of: 3.6451e-04s: Index: 111 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| + +execution time of: 3.6518e-04s: Index: 110 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| + +execution time of: 3.6602e-04s: Index: 91 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| + +execution time of: 3.6641e-04s: Index: 69 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| + +execution time of: 3.6699e-04s: Index: 87 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| + +execution time of: 3.6764e-04s: Index: 64 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| + +execution time of: 3.6774e-04s: Index: 107 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| + +execution time of: 3.6899e-04s: Index: 83 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| + +execution time of: 3.6919e-04s: Index: 109 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| + +execution time of: 3.6985e-04s: Index: 105 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| + +execution time of: 3.7036e-04s: Index: 63 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| + +execution time of: 3.7069e-04s: Index: 88 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| + +execution time of: 3.7080e-04s: Index: 106 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| + +execution time of: 3.7181e-04s: Index: 90 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| + +execution time of: 3.7329e-04s: Index: 86 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| + +execution time of: 3.7341e-04s: Index: 68 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| + +execution time of: 3.7385e-04s: Index: 47 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| + +execution time of: 3.7587e-04s: Index: 82 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| + +execution time of: 3.7633e-04s: Index: 59 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| + +execution time of: 3.7640e-04s: Index: 81 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| + +execution time of: 3.7717e-04s: Index: 108 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| + +execution time of: 3.7763e-04s: Index: 67 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| + +execution time of: 3.7781e-04s: Index: 85 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| + +execution time of: 3.7809e-04s: Index: 45 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| + +execution time of: 3.7862e-04s: Index: 104 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| + +execution time of: 3.7939e-04s: Index: 62 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| + +execution time of: 3.8058e-04s: Index: 46 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| + +execution time of: 3.8070e-04s: Index: 101 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| + +execution time of: 3.8205e-04s: Index: 57 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| + +execution time of: 3.8220e-04s: Index: 41 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| + +execution time of: 3.8267e-04s: Index: 39 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| + +execution time of: 3.8269e-04s: Index: 61 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| + +execution time of: 3.8316e-04s: Index: 103 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| + +execution time of: 3.8400e-04s: Index: 84 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| + +execution time of: 3.8413e-04s: Index: 58 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| + +execution time of: 3.8492e-04s: Index: 80 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| + +execution time of: 3.8574e-04s: Index: 77 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| + +execution time of: 3.8578e-04s: Index: 99 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| + +execution time of: 3.8621e-04s: Index: 44 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| + +execution time of: 3.8630e-04s: Index: 40 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| + +execution time of: 3.8642e-04s: Index: 102 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| + +execution time of: 3.8687e-04s: Index: 66 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| + +execution time of: 3.8736e-04s: Index: 100 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| + +execution time of: 3.8754e-04s: Index: 79 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| + +execution time of: 3.8928e-04s: Index: 60 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| + +execution time of: 3.9027e-04s: Index: 35 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| + +execution time of: 3.9095e-04s: Index: 38 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| + +execution time of: 3.9117e-04s: Index: 98 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| + +execution time of: 3.9209e-04s: Index: 76 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| + +execution time of: 3.9236e-04s: Index: 56 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| + +execution time of: 3.9270e-04s: Index: 78 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| + +execution time of: 3.9324e-04s: Index: 34 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| + +execution time of: 3.9326e-04s: Index: 23 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| + +execution time of: 3.9343e-04s: Index: 97 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| + +execution time of: 3.9461e-04s: Index: 75 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| + +execution time of: 3.9503e-04s: Index: 43 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| + +execution time of: 3.9673e-04s: Index: 37 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| + +execution time of: 3.9696e-04s: Index: 32 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| + +execution time of: 3.9789e-04s: Index: 74 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| + +execution time of: 3.9922e-04s: Index: 22 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| + +execution time of: 3.9935e-04s: Index: 53 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| + +execution time of: 3.9983e-04s: Index: 17 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| + +execution time of: 3.9994e-04s: Index: 52 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| + +execution time of: 3.9995e-04s: Index: 96 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| + +execution time of: 4.0007e-04s: Index: 54 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| + +execution time of: 4.0055e-04s: Index: 21 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| + +execution time of: 4.0064e-04s: Index: 55 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| + +execution time of: 4.0105e-04s: Index: 73 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| + +execution time of: 4.0251e-04s: Index: 36 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| + +execution time of: 4.0307e-04s: Index: 42 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| + +execution time of: 4.0312e-04s: Index: 51 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| + +execution time of: 4.0345e-04s: Index: 16 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| + +execution time of: 4.0397e-04s: Index: 72 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| + +execution time of: 4.0543e-04s: Index: 20 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| + +execution time of: 4.0578e-04s: Index: 11 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| + +execution time of: 4.0580e-04s: Index: 15 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| + +execution time of: 4.0586e-04s: Index: 49 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| + +execution time of: 4.0631e-04s: Index: 19 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| + +execution time of: 4.0634e-04s: Index: 50 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| + +execution time of: 4.0802e-04s: Index: 29 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| + +execution time of: 4.0961e-04s: Index: 14 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| + +execution time of: 4.0961e-04s: Index: 30 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| + +execution time of: 4.1019e-04s: Index: 9 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| + +execution time of: 4.1125e-04s: Index: 27 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| + +execution time of: 4.1142e-04s: Index: 18 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| + +execution time of: 4.1158e-04s: Index: 48 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| + +execution time of: 4.1179e-04s: Index: 10 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| + +execution time of: 4.1222e-04s: Index: 28 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| + +execution time of: 4.1253e-04s: Index: 13 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| + +execution time of: 4.1355e-04s: Index: 31 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| + +execution time of: 4.1533e-04s: Index: 25 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| + +execution time of: 4.1599e-04s: Index: 12 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| + +execution time of: 4.1617e-04s: Index: 8 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| + +execution time of: 4.1618e-04s: Index: 5 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| + +execution time of: 4.1635e-04s: Index: 26 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| + +execution time of: 4.1836e-04s: Index: 7 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| + +execution time of: 4.1925e-04s: Index: 4 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| + +execution time of: 4.1954e-04s: Index: 24 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| + +execution time of: 4.2212e-04s: Index: 3 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| + +execution time of: 4.2364e-04s: Index: 6 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| + +execution time of: 4.2411e-04s: Index: 33 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| + +execution time of: 4.2412e-04s: Index: 1 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| + +execution time of: 4.2456e-04s: Index: 2 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| + +execution time of: 4.4496e-04s: Index: 0 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| + ________________________________________________________________________________________________ Start Simulation of realamprandom_indep_qiskit_6__________________________________________________ @@ -479,728 +937,2907 @@ Start Simulation of realamprandom_indep_qiskit_6________________________________ 76:...|...|...|...|...|...5 .o:...0...1...2...3...4...5 Total Permutations: 720 -Min time: 1.0703e-04s................. Permutation 719: 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Max time: 2.7368e-04s................. Permutation 93 : 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| +Min time: 6.6900e-04s................. Permutation 719: 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +Max time: 1.5310e-03s................. Permutation 93 : 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| Min active nodes: 63 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Min max nodes: 189 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Min max nodes: 126 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| Max active nodes: 63 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Max max nodes: 189 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Max max nodes: 126 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| ________________________________________________________________________________________________ 720 permutations have 63 active nodes. +Index: 719 | Max_nodes: 126 | Time: 6.6900e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +Index: 599 | Max_nodes: 126 | Time: 6.7976e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +Index: 718 | Max_nodes: 126 | Time: 6.8114e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +Index: 717 | Max_nodes: 126 | Time: 6.8730e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +Index: 695 | Max_nodes: 126 | Time: 6.8833e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +Index: 593 | Max_nodes: 126 | Time: 6.8982e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +Index: 575 | Max_nodes: 126 | Time: 6.8989e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +Index: 597 | Max_nodes: 126 | Time: 6.9147e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +Index: 598 | Max_nodes: 126 | Time: 6.9227e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +Index: 713 | Max_nodes: 126 | Time: 6.9335e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +Index: 694 | Max_nodes: 126 | Time: 6.9355e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +Index: 479 | Max_nodes: 126 | Time: 6.9484e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +Index: 689 | Max_nodes: 126 | Time: 6.9623e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +Index: 711 | Max_nodes: 126 | Time: 6.9792e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| +Index: 716 | Max_nodes: 126 | Time: 6.9835e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +Index: 455 | Max_nodes: 126 | Time: 6.9926e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +Index: 712 | Max_nodes: 126 | Time: 6.9952e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +Index: 478 | Max_nodes: 126 | Time: 7.0103e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +Index: 693 | Max_nodes: 126 | Time: 7.0130e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +Index: 592 | Max_nodes: 126 | Time: 7.0279e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +Index: 477 | Max_nodes: 126 | Time: 7.0294e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +Index: 596 | Max_nodes: 126 | Time: 7.0300e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +Index: 473 | Max_nodes: 126 | Time: 7.0303e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +Index: 707 | Max_nodes: 126 | Time: 7.0335e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +Index: 591 | Max_nodes: 126 | Time: 7.0408e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| +Index: 574 | Max_nodes: 126 | Time: 7.0429e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +Index: 569 | Max_nodes: 126 | Time: 7.0437e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| +Index: 671 | Max_nodes: 126 | Time: 7.0499e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +Index: 715 | Max_nodes: 126 | Time: 7.0555e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +Index: 688 | Max_nodes: 126 | Time: 7.0771e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| +Index: 454 | Max_nodes: 126 | Time: 7.1037e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +Index: 587 | Max_nodes: 126 | Time: 7.1049e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +Index: 692 | Max_nodes: 126 | Time: 7.1111e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +Index: 710 | Max_nodes: 126 | Time: 7.1153e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +Index: 714 | Max_nodes: 126 | Time: 7.1188e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +Index: 449 | Max_nodes: 126 | Time: 7.1219e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| +Index: 453 | Max_nodes: 126 | Time: 7.1226e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +Index: 706 | Max_nodes: 126 | Time: 7.1268e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| +Index: 568 | Max_nodes: 126 | Time: 7.1305e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| +Index: 670 | Max_nodes: 126 | Time: 7.1316e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| +Index: 665 | Max_nodes: 126 | Time: 7.1355e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| +Index: 595 | Max_nodes: 126 | Time: 7.1372e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +Index: 472 | Max_nodes: 126 | Time: 7.1460e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| +Index: 683 | Max_nodes: 126 | Time: 7.1491e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| +Index: 545 | Max_nodes: 126 | Time: 7.1564e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| +Index: 687 | Max_nodes: 126 | Time: 7.1567e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +Index: 705 | Max_nodes: 126 | Time: 7.1576e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +Index: 594 | Max_nodes: 126 | Time: 7.1605e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +Index: 691 | Max_nodes: 126 | Time: 7.1639e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| +Index: 476 | Max_nodes: 126 | Time: 7.1659e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +Index: 664 | Max_nodes: 126 | Time: 7.1667e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| +Index: 590 | Max_nodes: 126 | Time: 7.1679e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +Index: 573 | Max_nodes: 126 | Time: 7.1684e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +Index: 551 | Max_nodes: 126 | Time: 7.1698e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +Index: 448 | Max_nodes: 126 | Time: 7.1769e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| +Index: 572 | Max_nodes: 126 | Time: 7.1784e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| +Index: 359 | Max_nodes: 126 | Time: 7.1800e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +Index: 686 | Max_nodes: 126 | Time: 7.1928e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +Index: 567 | Max_nodes: 126 | Time: 7.1940e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| +Index: 471 | Max_nodes: 126 | Time: 7.1971e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +Index: 452 | Max_nodes: 126 | Time: 7.2022e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| +Index: 550 | Max_nodes: 126 | Time: 7.2078e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| +Index: 571 | Max_nodes: 126 | Time: 7.2091e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| +Index: 589 | Max_nodes: 126 | Time: 7.2143e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| +Index: 586 | Max_nodes: 126 | Time: 7.2217e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| +Index: 704 | Max_nodes: 126 | Time: 7.2277e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +Index: 690 | Max_nodes: 126 | Time: 7.2282e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| +Index: 709 | Max_nodes: 126 | Time: 7.2282e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| +Index: 563 | Max_nodes: 126 | Time: 7.2408e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| +Index: 425 | Max_nodes: 126 | Time: 7.2474e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| +Index: 467 | Max_nodes: 126 | Time: 7.2499e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| +Index: 335 | Max_nodes: 126 | Time: 7.2515e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +Index: 668 | Max_nodes: 126 | Time: 7.2643e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| +Index: 566 | Max_nodes: 126 | Time: 7.2644e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +Index: 584 | Max_nodes: 126 | Time: 7.2645e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +Index: 353 | Max_nodes: 126 | Time: 7.2652e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| +Index: 430 | Max_nodes: 126 | Time: 7.2695e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| +Index: 708 | Max_nodes: 126 | Time: 7.2700e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| +Index: 549 | Max_nodes: 126 | Time: 7.2733e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| +Index: 570 | Max_nodes: 126 | Time: 7.2761e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| +Index: 431 | Max_nodes: 126 | Time: 7.2772e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| +Index: 329 | Max_nodes: 126 | Time: 7.2785e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| +Index: 663 | Max_nodes: 126 | Time: 7.2891e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| +Index: 562 | Max_nodes: 126 | Time: 7.2894e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| +Index: 311 | Max_nodes: 126 | Time: 7.2914e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| +Index: 357 | Max_nodes: 126 | Time: 7.2922e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| +Index: 358 | Max_nodes: 126 | Time: 7.2926e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| +Index: 701 | Max_nodes: 126 | Time: 7.2957e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| +Index: 659 | Max_nodes: 126 | Time: 7.2967e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| +Index: 475 | Max_nodes: 126 | Time: 7.2968e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| +Index: 451 | Max_nodes: 126 | Time: 7.3006e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| +Index: 685 | Max_nodes: 126 | Time: 7.3022e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| +Index: 669 | Max_nodes: 126 | Time: 7.3031e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| +Index: 585 | Max_nodes: 126 | Time: 7.3090e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +Index: 351 | Max_nodes: 126 | Time: 7.3144e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| +Index: 443 | Max_nodes: 126 | Time: 7.3163e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| +Index: 703 | Max_nodes: 126 | Time: 7.3174e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| +Index: 470 | Max_nodes: 126 | Time: 7.3178e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +Index: 356 | Max_nodes: 126 | Time: 7.3204e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| +Index: 681 | Max_nodes: 126 | Time: 7.3232e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| +Index: 474 | Max_nodes: 126 | Time: 7.3258e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| +Index: 352 | Max_nodes: 126 | Time: 7.3264e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| +Index: 682 | Max_nodes: 126 | Time: 7.3264e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| +Index: 466 | Max_nodes: 126 | Time: 7.3272e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| +Index: 429 | Max_nodes: 126 | Time: 7.3302e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| +Index: 447 | Max_nodes: 126 | Time: 7.3368e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| +Index: 424 | Max_nodes: 126 | Time: 7.3415e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| +Index: 544 | Max_nodes: 126 | Time: 7.3441e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| +Index: 581 | Max_nodes: 126 | Time: 7.3460e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| +Index: 662 | Max_nodes: 126 | Time: 7.3489e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| +Index: 334 | Max_nodes: 126 | Time: 7.3516e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| +Index: 469 | Max_nodes: 126 | Time: 7.3551e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| +Index: 465 | Max_nodes: 126 | Time: 7.3557e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| +Index: 305 | Max_nodes: 126 | Time: 7.3574e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| +Index: 543 | Max_nodes: 126 | Time: 7.3619e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| +Index: 583 | Max_nodes: 126 | Time: 7.3645e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| +Index: 561 | Max_nodes: 126 | Time: 7.3667e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| +Index: 667 | Max_nodes: 126 | Time: 7.3692e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| +Index: 680 | Max_nodes: 126 | Time: 7.3704e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| +Index: 565 | Max_nodes: 126 | Time: 7.3714e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| +Index: 661 | Max_nodes: 126 | Time: 7.3816e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| +Index: 464 | Max_nodes: 126 | Time: 7.3831e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| +Index: 332 | Max_nodes: 126 | Time: 7.3842e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| +Index: 548 | Max_nodes: 126 | Time: 7.3849e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| +Index: 442 | Max_nodes: 126 | Time: 7.3884e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| +Index: 328 | Max_nodes: 126 | Time: 7.3897e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| +Index: 641 | Max_nodes: 126 | Time: 7.3915e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| +Index: 658 | Max_nodes: 126 | Time: 7.3933e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| +Index: 702 | Max_nodes: 126 | Time: 7.3965e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| +Index: 699 | Max_nodes: 126 | Time: 7.3972e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| +Index: 350 | Max_nodes: 126 | Time: 7.3983e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| +Index: 468 | Max_nodes: 126 | Time: 7.4081e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| +Index: 588 | Max_nodes: 126 | Time: 7.4083e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| +Index: 684 | Max_nodes: 126 | Time: 7.4105e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| +Index: 304 | Max_nodes: 126 | Time: 7.4117e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| +Index: 441 | Max_nodes: 126 | Time: 7.4129e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| +Index: 327 | Max_nodes: 126 | Time: 7.4146e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| +Index: 446 | Max_nodes: 126 | Time: 7.4155e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +Index: 310 | Max_nodes: 126 | Time: 7.4164e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| +Index: 539 | Max_nodes: 126 | Time: 7.4195e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| +Index: 333 | Max_nodes: 126 | Time: 7.4234e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| +Index: 347 | Max_nodes: 126 | Time: 7.4243e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| +Index: 527 | Max_nodes: 126 | Time: 7.4250e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| +Index: 428 | Max_nodes: 126 | Time: 7.4272e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| +Index: 560 | Max_nodes: 126 | Time: 7.4285e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| +Index: 303 | Max_nodes: 126 | Time: 7.4285e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| +Index: 309 | Max_nodes: 126 | Time: 7.4294e-04s | 0 -> 2|1 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0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| +Index: 385 | Max_nodes: 126 | Time: 8.2003e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4| +Index: 85 | Max_nodes: 126 | Time: 8.2009e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| +Index: 86 | Max_nodes: 126 | Time: 8.2030e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| +Index: 41 | Max_nodes: 126 | Time: 8.2051e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| +Index: 58 | Max_nodes: 126 | Time: 8.2074e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| +Index: 192 | Max_nodes: 126 | Time: 8.2104e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| +Index: 268 | Max_nodes: 126 | Time: 8.2104e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| +Index: 90 | Max_nodes: 126 | Time: 8.2174e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| +Index: 67 | Max_nodes: 126 | Time: 8.2231e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| +Index: 68 | Max_nodes: 126 | Time: 8.2258e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| +Index: 170 | Max_nodes: 126 | Time: 8.2268e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| +Index: 148 | Max_nodes: 126 | Time: 8.2273e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| +Index: 169 | Max_nodes: 126 | Time: 8.2279e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| +Index: 362 | Max_nodes: 126 | Time: 8.2296e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| +Index: 114 | Max_nodes: 126 | Time: 8.2323e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| +Index: 45 | Max_nodes: 126 | Time: 8.2397e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| +Index: 601 | Max_nodes: 126 | Time: 8.2404e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| +Index: 361 | Max_nodes: 126 | Time: 8.2415e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +Index: 108 | Max_nodes: 126 | Time: 8.2434e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| +Index: 137 | Max_nodes: 126 | Time: 8.2452e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +Index: 44 | Max_nodes: 126 | Time: 8.2482e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| +Index: 146 | Max_nodes: 126 | Time: 8.2489e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| +Index: 104 | Max_nodes: 126 | Time: 8.2496e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| +Index: 168 | Max_nodes: 126 | Time: 8.2503e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| +Index: 70 | Max_nodes: 126 | Time: 8.2508e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| +Index: 480 | Max_nodes: 126 | Time: 8.2514e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +Index: 46 | Max_nodes: 126 | Time: 8.2550e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| +Index: 82 | Max_nodes: 126 | Time: 8.2577e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| +Index: 63 | Max_nodes: 126 | Time: 8.2610e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| +Index: 254 | Max_nodes: 126 | Time: 8.2627e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| +Index: 366 | Max_nodes: 126 | Time: 8.2632e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +Index: 135 | Max_nodes: 126 | Time: 8.2645e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +Index: 40 | Max_nodes: 126 | Time: 8.2661e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| +Index: 35 | Max_nodes: 126 | Time: 8.2678e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| +Index: 59 | Max_nodes: 126 | Time: 8.2724e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| +Index: 139 | Max_nodes: 126 | Time: 8.2790e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +Index: 141 | Max_nodes: 126 | Time: 8.2792e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +Index: 145 | Max_nodes: 126 | Time: 8.2794e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +Index: 363 | Max_nodes: 126 | Time: 8.2802e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +Index: 136 | Max_nodes: 126 | Time: 8.2809e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +Index: 77 | Max_nodes: 126 | Time: 8.2824e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| +Index: 244 | Max_nodes: 126 | Time: 8.2852e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +Index: 131 | Max_nodes: 126 | Time: 8.2887e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +Index: 252 | Max_nodes: 126 | Time: 8.2888e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +Index: 245 | Max_nodes: 126 | Time: 8.2903e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +Index: 360 | Max_nodes: 126 | Time: 8.2943e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +Index: 98 | Max_nodes: 126 | Time: 8.2958e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| +Index: 246 | Max_nodes: 126 | Time: 8.2980e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +Index: 264 | Max_nodes: 126 | Time: 8.3019e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +Index: 100 | Max_nodes: 126 | Time: 8.3031e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| +Index: 142 | Max_nodes: 126 | Time: 8.3067e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +Index: 129 | Max_nodes: 126 | Time: 8.3109e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +Index: 43 | Max_nodes: 126 | Time: 8.3147e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| +Index: 102 | Max_nodes: 126 | Time: 8.3162e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| +Index: 242 | Max_nodes: 126 | Time: 8.3163e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +Index: 57 | Max_nodes: 126 | Time: 8.3191e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| +Index: 60 | Max_nodes: 126 | Time: 8.3226e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| +Index: 103 | Max_nodes: 126 | Time: 8.3234e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| +Index: 140 | Max_nodes: 126 | Time: 8.3254e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +Index: 75 | Max_nodes: 126 | Time: 8.3271e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| +Index: 61 | Max_nodes: 126 | Time: 8.3278e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| +Index: 79 | Max_nodes: 126 | Time: 8.3283e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| +Index: 99 | Max_nodes: 126 | Time: 8.3297e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| +Index: 84 | Max_nodes: 126 | Time: 8.3300e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| +Index: 243 | Max_nodes: 126 | Time: 8.3354e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +Index: 62 | Max_nodes: 126 | Time: 8.3360e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| +Index: 133 | Max_nodes: 126 | Time: 8.3379e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +Index: 144 | Max_nodes: 126 | Time: 8.3415e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +Index: 21 | Max_nodes: 126 | Time: 8.3424e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +Index: 39 | Max_nodes: 126 | Time: 8.3507e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +Index: 130 | Max_nodes: 126 | Time: 8.3511e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +Index: 53 | Max_nodes: 126 | Time: 8.3534e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +Index: 125 | Max_nodes: 126 | Time: 8.3536e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +Index: 241 | Max_nodes: 126 | Time: 8.3577e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +Index: 74 | Max_nodes: 126 | Time: 8.3628e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| +Index: 55 | Max_nodes: 126 | Time: 8.3633e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| +Index: 247 | Max_nodes: 126 | Time: 8.3647e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| +Index: 128 | Max_nodes: 126 | Time: 8.3657e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +Index: 42 | Max_nodes: 126 | Time: 8.3661e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| +Index: 11 | Max_nodes: 126 | Time: 8.3676e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +Index: 124 | Max_nodes: 126 | Time: 8.3725e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +Index: 52 | Max_nodes: 126 | Time: 8.3742e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| +Index: 34 | Max_nodes: 126 | Time: 8.3753e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| +Index: 56 | Max_nodes: 126 | Time: 8.3756e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| +Index: 51 | Max_nodes: 126 | Time: 8.3768e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +Index: 23 | Max_nodes: 126 | Time: 8.3818e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +Index: 54 | Max_nodes: 126 | Time: 8.3832e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +Index: 15 | Max_nodes: 126 | Time: 8.3855e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +Index: 97 | Max_nodes: 126 | Time: 8.3860e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| +Index: 123 | Max_nodes: 126 | Time: 8.3884e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +Index: 240 | Max_nodes: 126 | Time: 8.3905e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +Index: 29 | Max_nodes: 126 | Time: 8.3915e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +Index: 33 | Max_nodes: 126 | Time: 8.3959e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +Index: 36 | Max_nodes: 126 | Time: 8.3962e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +Index: 96 | Max_nodes: 126 | Time: 8.4025e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +Index: 50 | Max_nodes: 126 | Time: 8.4046e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| +Index: 37 | Max_nodes: 126 | Time: 8.4048e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| +Index: 486 | Max_nodes: 126 | Time: 8.4056e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +Index: 22 | Max_nodes: 126 | Time: 8.4087e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +Index: 134 | Max_nodes: 126 | Time: 8.4114e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +Index: 19 | Max_nodes: 126 | Time: 8.4145e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +Index: 78 | Max_nodes: 126 | Time: 8.4163e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +Index: 73 | Max_nodes: 126 | Time: 8.4171e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| +Index: 122 | Max_nodes: 126 | Time: 8.4229e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 17 | Max_nodes: 126 | Time: 8.4256e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +Index: 66 | Max_nodes: 126 | Time: 8.4270e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| +Index: 16 | Max_nodes: 126 | Time: 8.4297e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +Index: 121 | Max_nodes: 126 | Time: 8.4325e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Index: 132 | Max_nodes: 126 | Time: 8.4345e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +Index: 138 | Max_nodes: 126 | Time: 8.4366e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +Index: 76 | Max_nodes: 126 | Time: 8.4500e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| +Index: 31 | Max_nodes: 126 | Time: 8.4528e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| +Index: 126 | Max_nodes: 126 | Time: 8.4534e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Index: 38 | Max_nodes: 126 | Time: 8.4539e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| +Index: 127 | Max_nodes: 126 | Time: 8.4582e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +Index: 49 | Max_nodes: 126 | Time: 8.4588e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +Index: 20 | Max_nodes: 126 | Time: 8.4650e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +Index: 284 | Max_nodes: 126 | Time: 8.4729e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| +Index: 27 | Max_nodes: 126 | Time: 8.4745e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +Index: 72 | Max_nodes: 126 | Time: 8.4796e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +Index: 13 | Max_nodes: 126 | Time: 8.4880e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +Index: 48 | Max_nodes: 126 | Time: 8.4894e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +Index: 8 | Max_nodes: 126 | Time: 8.4974e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +Index: 32 | Max_nodes: 126 | Time: 8.5060e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +Index: 120 | Max_nodes: 126 | Time: 8.5169e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Index: 12 | Max_nodes: 126 | Time: 8.5280e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +Index: 9 | Max_nodes: 126 | Time: 8.5369e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +Index: 28 | Max_nodes: 126 | Time: 8.5436e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +Index: 69 | Max_nodes: 126 | Time: 8.5441e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| +Index: 14 | Max_nodes: 126 | Time: 8.5511e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +Index: 30 | Max_nodes: 126 | Time: 8.5539e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +Index: 80 | Max_nodes: 126 | Time: 8.5681e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| +Index: 2 | Max_nodes: 126 | Time: 8.5682e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 10 | Max_nodes: 126 | Time: 8.5703e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +Index: 5 | Max_nodes: 126 | Time: 8.5782e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +Index: 7 | Max_nodes: 126 | Time: 8.5794e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +Index: 25 | Max_nodes: 126 | Time: 8.5911e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +Index: 4 | Max_nodes: 126 | Time: 8.6223e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +Index: 87 | Max_nodes: 126 | Time: 8.6226e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| +Index: 18 | Max_nodes: 126 | Time: 8.6394e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +Index: 1 | Max_nodes: 126 | Time: 8.6456e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Index: 6 | Max_nodes: 126 | Time: 8.6464e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Index: 24 | Max_nodes: 126 | Time: 8.6512e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +Index: 3 | Max_nodes: 126 | Time: 8.6592e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +Index: 26 | Max_nodes: 126 | Time: 8.6596e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +Index: 0 | Max_nodes: 126 | Time: 8.9670e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Index: 450 | Max_nodes: 126 | Time: 1.4690e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| +Index: 93 | Max_nodes: 126 | Time: 1.5310e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| ........................... -Average time: 1.2813e-04s +Average time: 7.8297e-04s ________________________________________________________________________________________________ -720 permutations have 189 max nodes. +720 permutations have 126 max nodes. +Index: 719 | Active_nodes: 63 | Time: 6.6900e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +Index: 599 | Active_nodes: 63 | Time: 6.7976e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +Index: 718 | Active_nodes: 63 | Time: 6.8114e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +Index: 717 | Active_nodes: 63 | Time: 6.8730e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +Index: 695 | Active_nodes: 63 | Time: 6.8833e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +Index: 593 | Active_nodes: 63 | Time: 6.8982e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +Index: 575 | Active_nodes: 63 | Time: 6.8989e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +Index: 597 | Active_nodes: 63 | Time: 6.9147e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +Index: 598 | Active_nodes: 63 | Time: 6.9227e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +Index: 713 | Active_nodes: 63 | Time: 6.9335e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +Index: 694 | Active_nodes: 63 | Time: 6.9355e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +Index: 479 | Active_nodes: 63 | Time: 6.9484e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +Index: 689 | Active_nodes: 63 | Time: 6.9623e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +Index: 711 | Active_nodes: 63 | Time: 6.9792e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| +Index: 716 | Active_nodes: 63 | Time: 6.9835e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +Index: 455 | Active_nodes: 63 | Time: 6.9926e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +Index: 712 | Active_nodes: 63 | Time: 6.9952e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +Index: 478 | Active_nodes: 63 | Time: 7.0103e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +Index: 693 | Active_nodes: 63 | Time: 7.0130e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +Index: 592 | Active_nodes: 63 | Time: 7.0279e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +Index: 477 | Active_nodes: 63 | Time: 7.0294e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +Index: 596 | Active_nodes: 63 | Time: 7.0300e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +Index: 473 | Active_nodes: 63 | Time: 7.0303e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +Index: 707 | Active_nodes: 63 | Time: 7.0335e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +Index: 591 | Active_nodes: 63 | Time: 7.0408e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| +Index: 574 | Active_nodes: 63 | Time: 7.0429e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +Index: 569 | Active_nodes: 63 | Time: 7.0437e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| +Index: 671 | Active_nodes: 63 | Time: 7.0499e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +Index: 715 | Active_nodes: 63 | Time: 7.0555e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +Index: 688 | Active_nodes: 63 | Time: 7.0771e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| +Index: 454 | Active_nodes: 63 | Time: 7.1037e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +Index: 587 | Active_nodes: 63 | Time: 7.1049e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +Index: 692 | Active_nodes: 63 | Time: 7.1111e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +Index: 710 | Active_nodes: 63 | Time: 7.1153e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +Index: 714 | Active_nodes: 63 | Time: 7.1188e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +Index: 449 | Active_nodes: 63 | Time: 7.1219e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| +Index: 453 | Active_nodes: 63 | Time: 7.1226e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +Index: 706 | Active_nodes: 63 | Time: 7.1268e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| +Index: 568 | Active_nodes: 63 | Time: 7.1305e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| +Index: 670 | Active_nodes: 63 | Time: 7.1316e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| +Index: 665 | Active_nodes: 63 | Time: 7.1355e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| +Index: 595 | Active_nodes: 63 | Time: 7.1372e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +Index: 472 | Active_nodes: 63 | Time: 7.1460e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| +Index: 683 | Active_nodes: 63 | Time: 7.1491e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| +Index: 545 | Active_nodes: 63 | Time: 7.1564e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| +Index: 687 | Active_nodes: 63 | Time: 7.1567e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +Index: 705 | Active_nodes: 63 | Time: 7.1576e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +Index: 594 | Active_nodes: 63 | Time: 7.1605e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +Index: 691 | Active_nodes: 63 | Time: 7.1639e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| +Index: 476 | Active_nodes: 63 | Time: 7.1659e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +Index: 664 | Active_nodes: 63 | Time: 7.1667e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| +Index: 590 | Active_nodes: 63 | Time: 7.1679e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +Index: 573 | Active_nodes: 63 | Time: 7.1684e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +Index: 551 | Active_nodes: 63 | Time: 7.1698e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +Index: 448 | Active_nodes: 63 | Time: 7.1769e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| +Index: 572 | Active_nodes: 63 | Time: 7.1784e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| +Index: 359 | Active_nodes: 63 | Time: 7.1800e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +Index: 686 | Active_nodes: 63 | Time: 7.1928e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +Index: 567 | Active_nodes: 63 | Time: 7.1940e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| +Index: 471 | Active_nodes: 63 | Time: 7.1971e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +Index: 452 | Active_nodes: 63 | Time: 7.2022e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| +Index: 550 | Active_nodes: 63 | Time: 7.2078e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| +Index: 571 | Active_nodes: 63 | Time: 7.2091e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| +Index: 589 | Active_nodes: 63 | Time: 7.2143e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| +Index: 586 | Active_nodes: 63 | Time: 7.2217e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| +Index: 704 | Active_nodes: 63 | Time: 7.2277e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +Index: 690 | Active_nodes: 63 | Time: 7.2282e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| +Index: 709 | Active_nodes: 63 | Time: 7.2282e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| +Index: 563 | Active_nodes: 63 | Time: 7.2408e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| +Index: 425 | Active_nodes: 63 | Time: 7.2474e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| +Index: 467 | Active_nodes: 63 | Time: 7.2499e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| +Index: 335 | Active_nodes: 63 | Time: 7.2515e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +Index: 668 | Active_nodes: 63 | Time: 7.2643e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| +Index: 566 | Active_nodes: 63 | Time: 7.2644e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +Index: 584 | Active_nodes: 63 | Time: 7.2645e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +Index: 353 | Active_nodes: 63 | Time: 7.2652e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| +Index: 430 | Active_nodes: 63 | Time: 7.2695e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| +Index: 708 | Active_nodes: 63 | Time: 7.2700e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| +Index: 549 | Active_nodes: 63 | Time: 7.2733e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| +Index: 570 | Active_nodes: 63 | Time: 7.2761e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| +Index: 431 | Active_nodes: 63 | Time: 7.2772e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| +Index: 329 | Active_nodes: 63 | Time: 7.2785e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| +Index: 663 | Active_nodes: 63 | Time: 7.2891e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| +Index: 562 | Active_nodes: 63 | Time: 7.2894e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| +Index: 311 | Active_nodes: 63 | Time: 7.2914e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| +Index: 357 | Active_nodes: 63 | Time: 7.2922e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| +Index: 358 | Active_nodes: 63 | Time: 7.2926e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| +Index: 701 | Active_nodes: 63 | Time: 7.2957e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| +Index: 659 | Active_nodes: 63 | Time: 7.2967e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| +Index: 475 | Active_nodes: 63 | Time: 7.2968e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| +Index: 451 | Active_nodes: 63 | Time: 7.3006e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| +Index: 685 | Active_nodes: 63 | Time: 7.3022e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| +Index: 669 | Active_nodes: 63 | Time: 7.3031e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| +Index: 585 | Active_nodes: 63 | Time: 7.3090e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +Index: 351 | Active_nodes: 63 | Time: 7.3144e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| +Index: 443 | Active_nodes: 63 | Time: 7.3163e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| +Index: 703 | Active_nodes: 63 | Time: 7.3174e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| +Index: 470 | Active_nodes: 63 | Time: 7.3178e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +Index: 356 | Active_nodes: 63 | Time: 7.3204e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| +Index: 681 | Active_nodes: 63 | Time: 7.3232e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| +Index: 474 | Active_nodes: 63 | Time: 7.3258e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| +Index: 352 | Active_nodes: 63 | Time: 7.3264e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| +Index: 682 | Active_nodes: 63 | Time: 7.3264e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| +Index: 466 | Active_nodes: 63 | Time: 7.3272e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| +Index: 429 | Active_nodes: 63 | Time: 7.3302e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| +Index: 447 | Active_nodes: 63 | Time: 7.3368e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| +Index: 424 | Active_nodes: 63 | Time: 7.3415e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| +Index: 544 | Active_nodes: 63 | Time: 7.3441e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| +Index: 581 | Active_nodes: 63 | Time: 7.3460e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| +Index: 662 | Active_nodes: 63 | Time: 7.3489e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| +Index: 334 | Active_nodes: 63 | Time: 7.3516e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| +Index: 469 | Active_nodes: 63 | Time: 7.3551e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| +Index: 465 | Active_nodes: 63 | Time: 7.3557e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| +Index: 305 | Active_nodes: 63 | Time: 7.3574e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| +Index: 543 | Active_nodes: 63 | Time: 7.3619e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| +Index: 583 | Active_nodes: 63 | Time: 7.3645e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| +Index: 561 | Active_nodes: 63 | Time: 7.3667e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| +Index: 667 | Active_nodes: 63 | Time: 7.3692e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| +Index: 680 | Active_nodes: 63 | Time: 7.3704e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| +Index: 565 | Active_nodes: 63 | Time: 7.3714e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| +Index: 661 | Active_nodes: 63 | Time: 7.3816e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| +Index: 464 | Active_nodes: 63 | Time: 7.3831e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| +Index: 332 | Active_nodes: 63 | Time: 7.3842e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| +Index: 548 | Active_nodes: 63 | Time: 7.3849e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| +Index: 442 | Active_nodes: 63 | Time: 7.3884e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| +Index: 328 | Active_nodes: 63 | Time: 7.3897e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| +Index: 641 | Active_nodes: 63 | Time: 7.3915e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| +Index: 658 | Active_nodes: 63 | Time: 7.3933e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| +Index: 702 | Active_nodes: 63 | Time: 7.3965e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| +Index: 699 | Active_nodes: 63 | Time: 7.3972e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| +Index: 350 | Active_nodes: 63 | Time: 7.3983e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| +Index: 468 | Active_nodes: 63 | Time: 7.4081e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| +Index: 588 | Active_nodes: 63 | Time: 7.4083e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| +Index: 684 | Active_nodes: 63 | Time: 7.4105e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| +Index: 304 | Active_nodes: 63 | Time: 7.4117e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| +Index: 441 | Active_nodes: 63 | Time: 7.4129e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| +Index: 327 | Active_nodes: 63 | Time: 7.4146e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| +Index: 446 | Active_nodes: 63 | Time: 7.4155e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +Index: 310 | Active_nodes: 63 | Time: 7.4164e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| +Index: 539 | Active_nodes: 63 | Time: 7.4195e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| +Index: 333 | Active_nodes: 63 | Time: 7.4234e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| +Index: 347 | Active_nodes: 63 | Time: 7.4243e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| +Index: 527 | Active_nodes: 63 | Time: 7.4250e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| +Index: 428 | Active_nodes: 63 | Time: 7.4272e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| +Index: 560 | Active_nodes: 63 | Time: 7.4285e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| +Index: 303 | Active_nodes: 63 | Time: 7.4285e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| +Index: 309 | Active_nodes: 63 | Time: 7.4294e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| +Index: 666 | Active_nodes: 63 | Time: 7.4311e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| +Index: 445 | Active_nodes: 63 | Time: 7.4377e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| +Index: 564 | Active_nodes: 63 | Time: 7.4392e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +Index: 580 | Active_nodes: 63 | Time: 7.4396e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 2| +Index: 537 | Active_nodes: 63 | Time: 7.4398e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| +Index: 698 | Active_nodes: 63 | Time: 7.4482e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| +Index: 657 | Active_nodes: 63 | Time: 7.4566e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| +Index: 635 | Active_nodes: 63 | Time: 7.4595e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| +Index: 542 | Active_nodes: 63 | Time: 7.4618e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| +Index: 547 | Active_nodes: 63 | Time: 7.4631e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| +Index: 423 | Active_nodes: 63 | Time: 7.4694e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| +Index: 323 | Active_nodes: 63 | Time: 7.4713e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| +Index: 355 | Active_nodes: 63 | Time: 7.4731e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| +Index: 546 | Active_nodes: 63 | Time: 7.4756e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| +Index: 582 | Active_nodes: 63 | Time: 7.4757e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3| +Index: 677 | Active_nodes: 63 | Time: 7.4802e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| +Index: 331 | Active_nodes: 63 | Time: 7.4814e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1| +Index: 538 | Active_nodes: 63 | Time: 7.4817e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| +Index: 444 | Active_nodes: 63 | Time: 7.4819e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +Index: 656 | Active_nodes: 63 | Time: 7.4843e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| +Index: 346 | Active_nodes: 63 | Time: 7.4870e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| +Index: 557 | Active_nodes: 63 | Time: 7.4891e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| +Index: 660 | Active_nodes: 63 | Time: 7.4893e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| +Index: 521 | Active_nodes: 63 | Time: 7.4896e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| +Index: 579 | Active_nodes: 63 | Time: 7.4899e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1| +Index: 679 | Active_nodes: 63 | Time: 7.4914e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| +Index: 678 | Active_nodes: 63 | Time: 7.4916e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| +Index: 676 | Active_nodes: 63 | Time: 7.4916e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| 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8.3067e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +Index: 129 | Active_nodes: 63 | Time: 8.3109e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +Index: 43 | Active_nodes: 63 | Time: 8.3147e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| +Index: 102 | Active_nodes: 63 | Time: 8.3162e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| +Index: 242 | Active_nodes: 63 | Time: 8.3163e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +Index: 57 | Active_nodes: 63 | Time: 8.3191e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| +Index: 60 | Active_nodes: 63 | Time: 8.3226e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| +Index: 103 | Active_nodes: 63 | Time: 8.3234e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| +Index: 140 | Active_nodes: 63 | Time: 8.3254e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +Index: 75 | Active_nodes: 63 | Time: 8.3271e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| +Index: 61 | Active_nodes: 63 | Time: 8.3278e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| +Index: 79 | Active_nodes: 63 | Time: 8.3283e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| +Index: 99 | Active_nodes: 63 | Time: 8.3297e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| +Index: 84 | Active_nodes: 63 | Time: 8.3300e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| +Index: 243 | Active_nodes: 63 | Time: 8.3354e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +Index: 62 | Active_nodes: 63 | Time: 8.3360e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| +Index: 133 | Active_nodes: 63 | Time: 8.3379e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +Index: 144 | Active_nodes: 63 | Time: 8.3415e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +Index: 21 | Active_nodes: 63 | Time: 8.3424e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +Index: 39 | Active_nodes: 63 | Time: 8.3507e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +Index: 130 | Active_nodes: 63 | Time: 8.3511e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +Index: 53 | Active_nodes: 63 | Time: 8.3534e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +Index: 125 | Active_nodes: 63 | Time: 8.3536e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +Index: 241 | Active_nodes: 63 | Time: 8.3577e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +Index: 74 | Active_nodes: 63 | Time: 8.3628e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| +Index: 55 | Active_nodes: 63 | Time: 8.3633e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| +Index: 247 | Active_nodes: 63 | Time: 8.3647e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| +Index: 128 | Active_nodes: 63 | Time: 8.3657e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +Index: 42 | Active_nodes: 63 | Time: 8.3661e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| +Index: 11 | Active_nodes: 63 | Time: 8.3676e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +Index: 124 | Active_nodes: 63 | Time: 8.3725e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +Index: 52 | Active_nodes: 63 | Time: 8.3742e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| +Index: 34 | Active_nodes: 63 | Time: 8.3753e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| +Index: 56 | Active_nodes: 63 | Time: 8.3756e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| +Index: 51 | Active_nodes: 63 | Time: 8.3768e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +Index: 23 | Active_nodes: 63 | Time: 8.3818e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +Index: 54 | Active_nodes: 63 | Time: 8.3832e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +Index: 15 | Active_nodes: 63 | Time: 8.3855e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +Index: 97 | Active_nodes: 63 | Time: 8.3860e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| +Index: 123 | Active_nodes: 63 | Time: 8.3884e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +Index: 240 | Active_nodes: 63 | Time: 8.3905e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +Index: 29 | Active_nodes: 63 | Time: 8.3915e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +Index: 33 | Active_nodes: 63 | Time: 8.3959e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +Index: 36 | Active_nodes: 63 | Time: 8.3962e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +Index: 96 | Active_nodes: 63 | Time: 8.4025e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +Index: 50 | Active_nodes: 63 | Time: 8.4046e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| +Index: 37 | Active_nodes: 63 | Time: 8.4048e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| +Index: 486 | Active_nodes: 63 | Time: 8.4056e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +Index: 22 | Active_nodes: 63 | Time: 8.4087e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +Index: 134 | Active_nodes: 63 | Time: 8.4114e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +Index: 19 | Active_nodes: 63 | Time: 8.4145e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +Index: 78 | Active_nodes: 63 | Time: 8.4163e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +Index: 73 | Active_nodes: 63 | Time: 8.4171e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| +Index: 122 | Active_nodes: 63 | Time: 8.4229e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 17 | Active_nodes: 63 | Time: 8.4256e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +Index: 66 | Active_nodes: 63 | Time: 8.4270e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| +Index: 16 | Active_nodes: 63 | Time: 8.4297e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +Index: 121 | Active_nodes: 63 | Time: 8.4325e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Index: 132 | Active_nodes: 63 | Time: 8.4345e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +Index: 138 | Active_nodes: 63 | Time: 8.4366e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +Index: 76 | Active_nodes: 63 | Time: 8.4500e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| +Index: 31 | Active_nodes: 63 | Time: 8.4528e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| +Index: 126 | Active_nodes: 63 | Time: 8.4534e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Index: 38 | Active_nodes: 63 | Time: 8.4539e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| +Index: 127 | Active_nodes: 63 | Time: 8.4582e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +Index: 49 | Active_nodes: 63 | Time: 8.4588e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +Index: 20 | Active_nodes: 63 | Time: 8.4650e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +Index: 284 | Active_nodes: 63 | Time: 8.4729e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| +Index: 27 | Active_nodes: 63 | Time: 8.4745e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +Index: 72 | Active_nodes: 63 | Time: 8.4796e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +Index: 13 | Active_nodes: 63 | Time: 8.4880e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +Index: 48 | Active_nodes: 63 | Time: 8.4894e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +Index: 8 | Active_nodes: 63 | Time: 8.4974e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +Index: 32 | Active_nodes: 63 | Time: 8.5060e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +Index: 120 | Active_nodes: 63 | Time: 8.5169e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Index: 12 | Active_nodes: 63 | Time: 8.5280e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +Index: 9 | Active_nodes: 63 | Time: 8.5369e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +Index: 28 | Active_nodes: 63 | Time: 8.5436e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +Index: 69 | Active_nodes: 63 | Time: 8.5441e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| +Index: 14 | Active_nodes: 63 | Time: 8.5511e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +Index: 30 | Active_nodes: 63 | Time: 8.5539e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +Index: 80 | Active_nodes: 63 | Time: 8.5681e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| +Index: 2 | Active_nodes: 63 | Time: 8.5682e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 10 | Active_nodes: 63 | Time: 8.5703e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +Index: 5 | Active_nodes: 63 | Time: 8.5782e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +Index: 7 | Active_nodes: 63 | Time: 8.5794e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +Index: 25 | Active_nodes: 63 | Time: 8.5911e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +Index: 4 | Active_nodes: 63 | Time: 8.6223e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +Index: 87 | Active_nodes: 63 | Time: 8.6226e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| +Index: 18 | Active_nodes: 63 | Time: 8.6394e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +Index: 1 | Active_nodes: 63 | Time: 8.6456e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Index: 6 | Active_nodes: 63 | Time: 8.6464e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Index: 24 | Active_nodes: 63 | Time: 8.6512e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +Index: 3 | Active_nodes: 63 | Time: 8.6592e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +Index: 26 | Active_nodes: 63 | Time: 8.6596e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +Index: 0 | Active_nodes: 63 | Time: 8.9670e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Index: 450 | Active_nodes: 63 | Time: 1.4690e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| +Index: 93 | Active_nodes: 63 | Time: 1.5310e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| ........................... -Average time: 1.2813e-04s +Average time: 7.8297e-04s ________________________________________________________________________________________________ -execution time of: 1.0703e-04s: Index: 719 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -execution time of: 1.0796e-04s: Index: 718 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -execution time of: 1.0949e-04s: Index: 712 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -execution time of: 1.0957e-04s: Index: 713 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -execution time of: 1.1035e-04s: Index: 593 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -execution time of: 1.1062e-04s: Index: 717 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -execution time of: 1.1117e-04s: Index: 598 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -execution time of: 1.1118e-04s: Index: 599 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -execution time of: 1.1121e-04s: Index: 455 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -execution time of: 1.1126e-04s: Index: 575 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -execution time of: 1.1164e-04s: Index: 478 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -execution time of: 1.1186e-04s: Index: 688 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -execution time of: 1.1188e-04s: Index: 592 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -execution time of: 1.1190e-04s: Index: 714 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -execution time of: 1.1192e-04s: Index: 479 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -execution time of: 1.1214e-04s: Index: 597 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -execution time of: 1.1237e-04s: Index: 695 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -execution time of: 1.1256e-04s: Index: 454 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -execution time of: 1.1274e-04s: Index: 574 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -execution time of: 1.1293e-04s: Index: 710 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -execution time of: 1.1301e-04s: Index: 596 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -execution time of: 1.1316e-04s: Index: 595 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -execution time of: 1.1321e-04s: Index: 453 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -execution time of: 1.1329e-04s: Index: 716 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -execution time of: 1.1338e-04s: Index: 594 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -execution time of: 1.1354e-04s: Index: 706 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -execution time of: 1.1355e-04s: Index: 448 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -execution time of: 1.1368e-04s: Index: 707 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -execution time of: 1.1419e-04s: Index: 569 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -execution time of: 1.1434e-04s: Index: 670 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -execution time of: 1.1439e-04s: Index: 691 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -execution time of: 1.1439e-04s: Index: 590 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -execution time of: 1.1448e-04s: Index: 473 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -execution time of: 1.1449e-04s: Index: 665 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -execution time of: 1.1464e-04s: Index: 692 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -execution time of: 1.1471e-04s: Index: 671 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -execution time of: 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1.4110e-04s: Index: 42 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -execution time of: 1.4131e-04s: Index: 51 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -execution time of: 1.4193e-04s: Index: 87 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -execution time of: 1.4415e-04s: Index: 15 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -execution time of: 1.4448e-04s: Index: 28 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -execution time of: 1.4494e-04s: Index: 134 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -execution time of: 1.4660e-04s: Index: 356 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -execution time of: 1.5310e-04s: Index: 522 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -execution time of: 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Index: 40 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| + +execution time of: 8.2678e-04s: Index: 35 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| + +execution time of: 8.2724e-04s: Index: 59 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| + +execution time of: 8.2790e-04s: Index: 139 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| + +execution time of: 8.2792e-04s: Index: 141 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| + +execution time of: 8.2794e-04s: Index: 145 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| + +execution time of: 8.2802e-04s: Index: 363 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| + +execution time of: 8.2809e-04s: Index: 136 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| + +execution time of: 8.2824e-04s: Index: 77 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| + +execution time of: 8.2852e-04s: Index: 244 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| + +execution time of: 8.2887e-04s: Index: 131 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| + +execution time of: 8.2888e-04s: Index: 252 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| + +execution time of: 8.2903e-04s: Index: 245 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| + +execution time of: 8.2943e-04s: Index: 360 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| + +execution time of: 8.2958e-04s: Index: 98 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| + +execution time of: 8.2980e-04s: Index: 246 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| + 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-> 5|5 -> 1| + +execution time of: 8.3226e-04s: Index: 60 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| + +execution time of: 8.3234e-04s: Index: 103 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| + +execution time of: 8.3254e-04s: Index: 140 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| + +execution time of: 8.3271e-04s: Index: 75 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| + +execution time of: 8.3278e-04s: Index: 61 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| + +execution time of: 8.3283e-04s: Index: 79 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| + +execution time of: 8.3297e-04s: Index: 99 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| + +execution time of: 8.3300e-04s: Index: 84 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| + +execution time of: 8.3354e-04s: Index: 243 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| + +execution time of: 8.3360e-04s: Index: 62 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| + +execution time of: 8.3379e-04s: Index: 133 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| + +execution time of: 8.3415e-04s: Index: 144 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| + +execution time of: 8.3424e-04s: Index: 21 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| + +execution time of: 8.3507e-04s: Index: 39 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| + +execution time of: 8.3511e-04s: Index: 130 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| + +execution time of: 8.3534e-04s: Index: 53 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| + +execution time of: 8.3536e-04s: Index: 125 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| + +execution time of: 8.3577e-04s: Index: 241 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| + +execution time of: 8.3628e-04s: Index: 74 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| + +execution time of: 8.3633e-04s: Index: 55 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| + +execution time of: 8.3647e-04s: Index: 247 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| + +execution time of: 8.3657e-04s: Index: 128 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| + +execution time of: 8.3661e-04s: Index: 42 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| + +execution time of: 8.3676e-04s: Index: 11 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| + +execution time of: 8.3725e-04s: Index: 124 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| + +execution time of: 8.3742e-04s: Index: 52 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| + +execution time of: 8.3753e-04s: Index: 34 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| + +execution time of: 8.3756e-04s: Index: 56 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| + +execution time of: 8.3768e-04s: Index: 51 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| + +execution time of: 8.3818e-04s: Index: 23 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| + +execution time of: 8.3832e-04s: Index: 54 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| + +execution time of: 8.3855e-04s: Index: 15 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| + +execution time of: 8.3860e-04s: Index: 97 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| + +execution time of: 8.3884e-04s: Index: 123 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| + +execution time of: 8.3905e-04s: Index: 240 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| + +execution time of: 8.3915e-04s: Index: 29 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| + +execution time of: 8.3959e-04s: Index: 33 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| + +execution time of: 8.3962e-04s: Index: 36 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| + +execution time of: 8.4025e-04s: Index: 96 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| + +execution time of: 8.4046e-04s: Index: 50 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| + +execution time of: 8.4048e-04s: Index: 37 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| + +execution time of: 8.4056e-04s: Index: 486 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| + +execution time of: 8.4087e-04s: Index: 22 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| + +execution time of: 8.4114e-04s: Index: 134 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| + +execution time of: 8.4145e-04s: Index: 19 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| + +execution time of: 8.4163e-04s: Index: 78 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| + +execution time of: 8.4171e-04s: Index: 73 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| + +execution time of: 8.4229e-04s: Index: 122 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| + +execution time of: 8.4256e-04s: Index: 17 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| + +execution time of: 8.4270e-04s: Index: 66 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| + +execution time of: 8.4297e-04s: Index: 16 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| + +execution time of: 8.4325e-04s: Index: 121 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| + +execution time of: 8.4345e-04s: Index: 132 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| + +execution time of: 8.4366e-04s: Index: 138 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| + +execution time of: 8.4500e-04s: Index: 76 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| + 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5|5 -> 3| + +execution time of: 8.4796e-04s: Index: 72 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| + +execution time of: 8.4880e-04s: Index: 13 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| + +execution time of: 8.4894e-04s: Index: 48 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| + +execution time of: 8.4974e-04s: Index: 8 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| + +execution time of: 8.5060e-04s: Index: 32 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| + +execution time of: 8.5169e-04s: Index: 120 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| + +execution time of: 8.5280e-04s: Index: 12 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| + +execution time of: 8.5369e-04s: Index: 9 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| + +execution time of: 8.5436e-04s: Index: 28 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| + +execution time of: 8.5441e-04s: Index: 69 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| + +execution time of: 8.5511e-04s: Index: 14 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| + +execution time of: 8.5539e-04s: Index: 30 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| + +execution time of: 8.5681e-04s: Index: 80 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| + +execution time of: 8.5682e-04s: Index: 2 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| + +execution time of: 8.5703e-04s: Index: 10 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| + +execution time of: 8.5782e-04s: Index: 5 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| + +execution time of: 8.5794e-04s: Index: 7 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| + +execution time of: 8.5911e-04s: Index: 25 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| + +execution time of: 8.6223e-04s: Index: 4 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| + +execution time of: 8.6226e-04s: Index: 87 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| + +execution time of: 8.6394e-04s: Index: 18 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| + +execution time of: 8.6456e-04s: Index: 1 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| + +execution time of: 8.6464e-04s: Index: 6 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| + +execution time of: 8.6512e-04s: Index: 24 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| + +execution time of: 8.6592e-04s: Index: 3 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| + +execution time of: 8.6596e-04s: Index: 26 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| + +execution time of: 8.9670e-04s: Index: 0 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| + +execution time of: 1.4690e-03s: Index: 450 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| + +execution time of: 1.5310e-03s: Index: 93 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| + ________________________________________________________________________________________________ diff --git a/test/BenchmarkQuasm/results/realamprandom_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/realamprandom_indep_qiskit_controls.txt index be53922a..715abe2f 100644 --- a/test/BenchmarkQuasm/results/realamprandom_indep_qiskit_controls.txt +++ b/test/BenchmarkQuasm/results/realamprandom_indep_qiskit_controls.txt @@ -16,15 +16,14 @@ Start Simulation of realamprandom_indep_qiskit_2________________________________ 13: 0 | 14: | 1 o: 0 1 -Q: 0 w: 3 | Q: 1 w: 1 | Computed Permutation: ................0 -> 1|1 -> 0| Original Permutation: ................0 -> 0|1 -> 1| -Identity Duration: 5.5625e-06s............................. -Permuted Duration: 4.6902e-06s............................. +Identity Duration: 4.6406e-05s............................. +Permuted Duration: 4.0109e-05s............................. Identity active_nodes: 3 ...................................... Permuted active_nodes: 3 ...................................... -Identity max_nodes: 9 ...................................... -Permuted max_nodes: 9 ...................................... +Identity max_nodes: 6 ...................................... +Permuted max_nodes: 6 ...................................... ________________________________________________________________________________________________ Start Simulation of realamprandom_indep_qiskit_3__________________________________________________ @@ -56,15 +55,14 @@ Start Simulation of realamprandom_indep_qiskit_3________________________________ 24:...|...1...| 25:...|...|...2 .o:...0...1...2 -Q: 0 w: 4 | Q: 1 w: 3 | Q: 2 w: 1 | Computed Permutation: .........0 -> 2|1 -> 1|2 -> 0| Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 1.8745e-05s............................. -Permuted Duration: 1.1325e-05s............................. +Identity Duration: 1.0878e-04s............................. +Permuted Duration: 9.0276e-05s............................. Identity active_nodes: 7 ...................................... Permuted active_nodes: 7 ...................................... -Identity max_nodes: 21 ...................................... -Permuted max_nodes: 21 ...................................... +Identity max_nodes: 14 ...................................... +Permuted max_nodes: 14 ...................................... ________________________________________________________________________________________________ Start Simulation of realamprandom_indep_qiskit_4__________________________________________________ @@ -110,15 +108,14 @@ Start Simulation of realamprandom_indep_qiskit_4________________________________ 38:...|...|...2...| 39:...|...|...|...3 .o:...0...1...2...3 -Q: 0 w: 5 | Q: 1 w: 4 | Q: 2 w: 3 | Q: 3 w: 1 | Computed Permutation: ..0 -> 3|1 -> 2|2 -> 1|3 -> 0| Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Identity Duration: 3.1830e-05s............................. -Permuted Duration: 2.4828e-05s............................. +Identity Duration: 2.3094e-04s............................. +Permuted Duration: 1.8229e-04s............................. Identity active_nodes: 15 ...................................... Permuted active_nodes: 15 ...................................... -Identity max_nodes: 45 ...................................... -Permuted max_nodes: 45 ...................................... +Identity max_nodes: 30 ...................................... +Permuted max_nodes: 30 ...................................... ________________________________________________________________________________________________ Start Simulation of realamprandom_indep_qiskit_5__________________________________________________ @@ -181,15 +178,14 @@ Start Simulation of realamprandom_indep_qiskit_5________________________________ 55:...|...|...|...3...| 56:...|...|...|...|...4 .o:...0...1...2...3...4 -Q: 0 w: 6 | Q: 1 w: 5 | Q: 2 w: 4 | Q: 3 w: 3 | Q: 4 w: 1 | Computed Permutation: 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: 6.7818e-05s............................. -Permuted Duration: 5.4478e-05s............................. +Identity Duration: 4.4496e-04s............................. +Permuted Duration: 3.5241e-04s............................. Identity active_nodes: 31 ...................................... Permuted active_nodes: 31 ...................................... -Identity max_nodes: 93 ...................................... -Permuted max_nodes: 93 ...................................... +Identity max_nodes: 62 ...................................... +Permuted max_nodes: 62 ...................................... ________________________________________________________________________________________________ Start Simulation of realamprandom_indep_qiskit_6__________________________________________________ @@ -272,128 +268,13 @@ Start Simulation of realamprandom_indep_qiskit_6________________________________ 75:...|...|...|...|...4...| 76:...|...|...|...|...|...5 .o:...0...1...2...3...4...5 -Q: 0 w: 7 | Q: 1 w: 6 | Q: 2 w: 5 | Q: 3 w: 4 | Q: 4 w: 3 | Q: 5 w: 1 | Computed Permutation: 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Identity Duration: 1.4247e-04s............................. -Permuted Duration: 1.1208e-04s............................. +Identity Duration: 8.9670e-04s............................. +Permuted Duration: 7.0472e-04s............................. Identity active_nodes: 63 ...................................... Permuted active_nodes: 63 ...................................... -Identity max_nodes: 189...................................... -Permuted max_nodes: 189...................................... -________________________________________________________________________________________________ - -Start Simulation of realamprandom_indep_qiskit_7__________________________________________________ - -.i:...0...1...2...3...4...5...6 -.1:..ry...|...|...|...|...|...| p: (4.8464e+00) -.2:...|..ry...|...|...|...|...| p: (1.3039e-01) -.3:...c...x...|...|...|...|...| -.4:...|...|..ry...|...|...|...| p: (3.9813e+00) -.5:...c...|...x...|...|...|...| -.6:...|...c...x...|...|...|...| -.7:...|...|...|..ry...|...|...| p: (4.7049e+00) -.8:...c...|...|...x...|...|...| -.9:...|...c...|...x...|...|...| -10:...|...|...c...x...|...|...| -11:...|...|...|...|..ry...|...| p: (3.1322e+00) -12:...c...|...|...|...x...|...| -13:...|...c...|...|...x...|...| -14:...|...|...c...|...x...|...| -15:...|...|...|...c...x...|...| 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-93:...0...|...|...|...|...|...| -94:...|...1...|...|...|...|...| -95:...|...|...2...|...|...|...| -96:...|...|...|...3...|...|...| -97:...|...|...|...|...4...|...| -98:...|...|...|...|...|...5...| -99:...|...|...|...|...|...|...6 -.o:...0...1...2...3...4...5...6 -Q: 0 w: 8 | Q: 1 w: 7 | Q: 2 w: 6 | Q: 3 w: 5 | Q: 4 w: 4 | Q: 5 w: 3 | Q: 6 w: 1 | -Computed Permutation: 0 -> 6|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1|6 -> 0| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Identity Duration: 3.0199e-04s............................. -Permuted Duration: 2.3439e-04s............................. -Identity active_nodes: 127...................................... -Permuted active_nodes: 127...................................... -Identity max_nodes: 381...................................... -Permuted max_nodes: 381...................................... +Identity max_nodes: 126...................................... +Permuted max_nodes: 126...................................... ________________________________________________________________________________________________ diff --git a/test/BenchmarkQuasm/results/realamprandom_indep_qiskit_gates.txt b/test/BenchmarkQuasm/results/realamprandom_indep_qiskit_gates.txt deleted file mode 100644 index cacc46be..00000000 --- a/test/BenchmarkQuasm/results/realamprandom_indep_qiskit_gates.txt +++ /dev/null @@ -1,393 +0,0 @@ -Start Simulation of realamprandom_indep_qiskit_2__________________________________________________ - - i: 0 1 - 1: ry | p: (4.84635) - 2: | ry p: (0.130388) - 3: c x - 4: ry | p: (3.98133) - 5: | ry p: (4.70487) - 6: c x - 7: ry | p: (3.13221) - 8: | ry p: (1.41244) - 9: c x -10: ry | p: (1.24447) -11: | ry p: (4.77856) -12:======== -13: 0 | -14: | 1 - o: 0 1 -Computed Permutation: ................0 -> 0|1 -> 1| -Original Permutation: ................0 -> 0|1 -> 1| -Identity Duration: 5.4050e-06s............................. -Permuted Duration: 5.3975e-06s............................. -Identity active_nodes: 3 ...................................... -Permuted active_nodes: 3 ...................................... -Identity max_nodes: 9 ...................................... -Permuted max_nodes: 9 ...................................... -________________________________________________________________________________________________ - -Start Simulation of realamprandom_indep_qiskit_3__________________________________________________ - -.i:...0...1...2 -.1:..ry...|...| p: (4.8464e+00) -.2:...|..ry...| p: (1.3039e-01) -.3:...c...x...| -.4:...|...|..ry p: (3.9813e+00) -.5:...c...|...x -.6:..ry...|...| p: (4.7049e+00) -.7:...|...c...x -.8:...|..ry...| p: (3.1322e+00) -.9:...c...x...| -10:...|...|..ry p: (1.4124e+00) -11:...c...|...x -12:..ry...|...| p: (1.2445e+00) -13:...|...c...x -14:...|..ry...| p: (4.7786e+00) -15:...c...x...| -16:...|...|..ry p: (1.0626e+00) -17:...c...|...x -18:..ry...|...| p: (5.5506e-01) -19:...|...c...x -20:...|..ry...| p: (4.3062e+00) -21:...|...|..ry p: (5.9903e+00) -22:============ -23:...0...|...| -24:...|...1...| -25:...|...|...2 -.o:...0...1...2 -Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 1.7455e-05s............................. -Permuted Duration: 1.3635e-05s............................. -Identity active_nodes: 7 ...................................... -Permuted active_nodes: 7 ...................................... -Identity max_nodes: 21 ...................................... -Permuted max_nodes: 21 ...................................... -________________________________________________________________________________________________ - -Start Simulation of realamprandom_indep_qiskit_4__________________________________________________ - -.i:...0...1...2...3 -.1:..ry...|...|...| p: (4.8464e+00) -.2:...|..ry...|...| p: (1.3039e-01) -.3:...c...x...|...| -.4:...|...|..ry...| p: (3.9813e+00) -.5:...c...|...x...| -.6:...|...c...x...| -.7:...|...|...|..ry p: (4.7049e+00) -.8:...c...|...|...x -.9:..ry...|...|...| p: (3.1322e+00) -10:...|...c...|...x -11:...|..ry...|...| p: (1.4124e+00) -12:...c...x...|...| -13:...|...|...c...x -14:...|...|..ry...| p: (1.2445e+00) -15:...c...|...x...| -16:...|...c...x...| -17:...|...|...|..ry p: (4.7786e+00) -18:...c...|...|...x -19:..ry...|...|...| p: (1.0626e+00) -20:...|...c...|...x -21:...|..ry...|...| p: (5.5506e-01) -22:...c...x...|...| -23:...|...|...c...x -24:...|...|..ry...| p: (4.3062e+00) -25:...c...|...x...| -26:...|...c...x...| -27:...|...|...|..ry p: (5.9903e+00) -28:...c...|...|...x -29:..ry...|...|...| p: (2.4808e-02) -30:...|...c...|...x -31:...|..ry...|...| p: (3.2182e+00) -32:...|...|...c...x -33:...|...|..ry...| p: (5.1058e+00) -34:...|...|...|..ry p: (3.8486e+00) -35:================ -36:...0...|...|...| -37:...|...1...|...| -38:...|...|...2...| -39:...|...|...|...3 -.o:...0...1...2...3 -Computed Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Identity Duration: 3.0385e-05s............................. -Permuted Duration: 2.9445e-05s............................. -Identity active_nodes: 15 ...................................... -Permuted active_nodes: 15 ...................................... -Identity max_nodes: 45 ...................................... -Permuted max_nodes: 45 ...................................... -________________________________________________________________________________________________ - -Start Simulation of realamprandom_indep_qiskit_5__________________________________________________ - -.i:...0...1...2...3...4 -.1:..ry...|...|...|...| p: (4.8464e+00) -.2:...|..ry...|...|...| p: (1.3039e-01) -.3:...c...x...|...|...| -.4:...|...|..ry...|...| p: (3.9813e+00) -.5:...c...|...x...|...| -.6:...|...c...x...|...| -.7:...|...|...|..ry...| p: (4.7049e+00) -.8:...c...|...|...x...| -.9:...|...c...|...x...| -10:...|...|...c...x...| -11:...|...|...|...|..ry p: (3.1322e+00) -12:...c...|...|...|...x -13:..ry...|...|...|...| p: (1.4124e+00) -14:...|...c...|...|...x -15:...|..ry...|...|...| p: (1.2445e+00) -16:...c...x...|...|...| -17:...|...|...c...|...x -18:...|...|..ry...|...| p: (4.7786e+00) -19:...c...|...x...|...| -20:...|...c...x...|...| -21:...|...|...|...c...x -22:...|...|...|..ry...| p: (1.0626e+00) -23:...c...|...|...x...| -24:...|...c...|...x...| -25:...|...|...c...x...| -26:...|...|...|...|..ry p: (5.5506e-01) -27:...c...|...|...|...x -28:..ry...|...|...|...| p: (4.3062e+00) -29:...|...c...|...|...x -30:...|..ry...|...|...| p: (5.9903e+00) -31:...c...x...|...|...| -32:...|...|...c...|...x -33:...|...|..ry...|...| p: (2.4808e-02) -34:...c...|...x...|...| -35:...|...c...x...|...| -36:...|...|...|...c...x -37:...|...|...|..ry...| p: (3.2182e+00) -38:...c...|...|...x...| -39:...|...c...|...x...| -40:...|...|...c...x...| -41:...|...|...|...|..ry p: (5.1058e+00) -42:...c...|...|...|...x -43:..ry...|...|...|...| p: (3.8486e+00) -44:...|...c...|...|...x -45:...|..ry...|...|...| p: (4.5349e+00) -46:...|...|...c...|...x -47:...|...|..ry...|...| p: (1.8339e+00) -48:...|...|...|...c...x -49:...|...|...|..ry...| p: (5.7665e+00) -50:...|...|...|...|..ry p: (4.4898e+00) -51:==================== -52:...0...|...|...|...| -53:...|...1...|...|...| -54:...|...|...2...|...| -55:...|...|...|...3...| -56:...|...|...|...|...4 -.o:...0...1...2...3...4 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: 6.3826e-05s............................. -Permuted Duration: 6.3696e-05s............................. -Identity active_nodes: 31 ...................................... -Permuted active_nodes: 31 ...................................... -Identity max_nodes: 93 ...................................... -Permuted max_nodes: 93 ...................................... -________________________________________________________________________________________________ - -Start Simulation of realamprandom_indep_qiskit_6__________________________________________________ - -.i:...0...1...2...3...4...5 -.1:..ry...|...|...|...|...| p: (4.8464e+00) -.2:...|..ry...|...|...|...| p: (1.3039e-01) -.3:...c...x...|...|...|...| -.4:...|...|..ry...|...|...| p: (3.9813e+00) -.5:...c...|...x...|...|...| -.6:...|...c...x...|...|...| -.7:...|...|...|..ry...|...| p: (4.7049e+00) -.8:...c...|...|...x...|...| -.9:...|...c...|...x...|...| -10:...|...|...c...x...|...| -11:...|...|...|...|..ry...| p: (3.1322e+00) -12:...c...|...|...|...x...| -13:...|...c...|...|...x...| -14:...|...|...c...|...x...| -15:...|...|...|...c...x...| -16:...|...|...|...|...|..ry p: (1.4124e+00) -17:...c...|...|...|...|...x -18:..ry...|...|...|...|...| p: (1.2445e+00) -19:...|...c...|...|...|...x -20:...|..ry...|...|...|...| p: (4.7786e+00) -21:...c...x...|...|...|...| -22:...|...|...c...|...|...x -23:...|...|..ry...|...|...| p: (1.0626e+00) -24:...c...|...x...|...|...| -25:...|...c...x...|...|...| -26:...|...|...|...c...|...x -27:...|...|...|..ry...|...| p: (5.5506e-01) -28:...c...|...|...x...|...| -29:...|...c...|...x...|...| -30:...|...|...c...x...|...| -31:...|...|...|...|...c...x -32:...|...|...|...|..ry...| p: (4.3062e+00) -33:...c...|...|...|...x...| -34:...|...c...|...|...x...| -35:...|...|...c...|...x...| -36:...|...|...|...c...x...| -37:...|...|...|...|...|..ry p: (5.9903e+00) -38:...c...|...|...|...|...x -39:..ry...|...|...|...|...| p: (2.4808e-02) -40:...|...c...|...|...|...x -41:...|..ry...|...|...|...| p: (3.2182e+00) -42:...c...x...|...|...|...| -43:...|...|...c...|...|...x -44:...|...|..ry...|...|...| p: (5.1058e+00) -45:...c...|...x...|...|...| -46:...|...c...x...|...|...| -47:...|...|...|...c...|...x -48:...|...|...|..ry...|...| p: (3.8486e+00) -49:...c...|...|...x...|...| -50:...|...c...|...x...|...| -51:...|...|...c...x...|...| -52:...|...|...|...|...c...x -53:...|...|...|...|..ry...| p: (4.5349e+00) -54:...c...|...|...|...x...| -55:...|...c...|...|...x...| -56:...|...|...c...|...x...| -57:...|...|...|...c...x...| -58:...|...|...|...|...|..ry p: (1.8339e+00) -59:...c...|...|...|...|...x -60:..ry...|...|...|...|...| p: (5.7665e+00) -61:...|...c...|...|...|...x -62:...|..ry...|...|...|...| p: (4.4898e+00) -63:...|...|...c...|...|...x -64:...|...|..ry...|...|...| p: (3.4089e+00) -65:...|...|...|...c...|...x -66:...|...|...|..ry...|...| p: (8.9328e-01) -67:...|...|...|...|...c...x -68:...|...|...|...|..ry...| p: (2.3458e+00) -69:...|...|...|...|...|..ry p: (4.2357e+00) -70:======================== -71:...0...|...|...|...|...| -72:...|...1...|...|...|...| -73:...|...|...2...|...|...| -74:...|...|...|...3...|...| -75:...|...|...|...|...4...| -76:...|...|...|...|...|...5 -.o:...0...1...2...3...4...5 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Identity Duration: 1.3816e-04s............................. -Permuted Duration: 1.3611e-04s............................. -Identity active_nodes: 63 ...................................... -Permuted active_nodes: 63 ...................................... -Identity max_nodes: 189...................................... -Permuted max_nodes: 189...................................... -________________________________________________________________________________________________ - -Start Simulation of realamprandom_indep_qiskit_7__________________________________________________ - -.i:...0...1...2...3...4...5...6 -.1:..ry...|...|...|...|...|...| p: (4.8464e+00) -.2:...|..ry...|...|...|...|...| p: (1.3039e-01) -.3:...c...x...|...|...|...|...| -.4:...|...|..ry...|...|...|...| p: (3.9813e+00) -.5:...c...|...x...|...|...|...| -.6:...|...c...x...|...|...|...| -.7:...|...|...|..ry...|...|...| p: (4.7049e+00) -.8:...c...|...|...x...|...|...| -.9:...|...c...|...x...|...|...| -10:...|...|...c...x...|...|...| -11:...|...|...|...|..ry...|...| p: (3.1322e+00) -12:...c...|...|...|...x...|...| -13:...|...c...|...|...x...|...| -14:...|...|...c...|...x...|...| -15:...|...|...|...c...x...|...| -16:...|...|...|...|...|..ry...| p: (1.4124e+00) -17:...c...|...|...|...|...x...| -18:...|...c...|...|...|...x...| -19:...|...|...c...|...|...x...| -20:...|...|...|...c...|...x...| -21:...|...|...|...|...c...x...| -22:...|...|...|...|...|...|..ry p: (1.2445e+00) -23:...c...|...|...|...|...|...x -24:..ry...|...|...|...|...|...| p: (4.7786e+00) -25:...|...c...|...|...|...|...x -26:...|..ry...|...|...|...|...| p: (1.0626e+00) -27:...c...x...|...|...|...|...| -28:...|...|...c...|...|...|...x -29:...|...|..ry...|...|...|...| p: (5.5506e-01) -30:...c...|...x...|...|...|...| -31:...|...c...x...|...|...|...| -32:...|...|...|...c...|...|...x -33:...|...|...|..ry...|...|...| p: (4.3062e+00) -34:...c...|...|...x...|...|...| -35:...|...c...|...x...|...|...| -36:...|...|...c...x...|...|...| -37:...|...|...|...|...c...|...x -38:...|...|...|...|..ry...|...| p: (5.9903e+00) -39:...c...|...|...|...x...|...| -40:...|...c...|...|...x...|...| -41:...|...|...c...|...x...|...| -42:...|...|...|...c...x...|...| -43:...|...|...|...|...|...c...x -44:...|...|...|...|...|..ry...| p: (2.4808e-02) -45:...c...|...|...|...|...x...| -46:...|...c...|...|...|...x...| -47:...|...|...c...|...|...x...| -48:...|...|...|...c...|...x...| -49:...|...|...|...|...c...x...| -50:...|...|...|...|...|...|..ry p: (3.2182e+00) -51:...c...|...|...|...|...|...x -52:..ry...|...|...|...|...|...| p: (5.1058e+00) -53:...|...c...|...|...|...|...x -54:...|..ry...|...|...|...|...| p: (3.8486e+00) -55:...c...x...|...|...|...|...| -56:...|...|...c...|...|...|...x -57:...|...|..ry...|...|...|...| p: (4.5349e+00) -58:...c...|...x...|...|...|...| -59:...|...c...x...|...|...|...| -60:...|...|...|...c...|...|...x -61:...|...|...|..ry...|...|...| p: (1.8339e+00) -62:...c...|...|...x...|...|...| -63:...|...c...|...x...|...|...| -64:...|...|...c...x...|...|...| -65:...|...|...|...|...c...|...x -66:...|...|...|...|..ry...|...| p: (5.7665e+00) -67:...c...|...|...|...x...|...| -68:...|...c...|...|...x...|...| -69:...|...|...c...|...x...|...| -70:...|...|...|...c...x...|...| -71:...|...|...|...|...|...c...x -72:...|...|...|...|...|..ry...| p: (4.4898e+00) -73:...c...|...|...|...|...x...| -74:...|...c...|...|...|...x...| -75:...|...|...c...|...|...x...| -76:...|...|...|...c...|...x...| -77:...|...|...|...|...c...x...| -78:...|...|...|...|...|...|..ry p: (3.4089e+00) -79:...c...|...|...|...|...|...x -80:..ry...|...|...|...|...|...| p: (8.9328e-01) -81:...|...c...|...|...|...|...x -82:...|..ry...|...|...|...|...| p: (2.3458e+00) -83:...|...|...c...|...|...|...x -84:...|...|..ry...|...|...|...| p: (4.2357e+00) -85:...|...|...|...c...|...|...x -86:...|...|...|..ry...|...|...| p: (2.7761e+00) -87:...|...|...|...|...c...|...x -88:...|...|...|...|..ry...|...| p: (2.7270e+00) -89:...|...|...|...|...|...c...x -90:...|...|...|...|...|..ry...| p: (3.8815e+00) -91:...|...|...|...|...|...|..ry p: (3.2241e+00) -92:============================ -93:...0...|...|...|...|...|...| -94:...|...1...|...|...|...|...| -95:...|...|...2...|...|...|...| -96:...|...|...|...3...|...|...| -97:...|...|...|...|...4...|...| -98:...|...|...|...|...|...5...| -99:...|...|...|...|...|...|...6 -.o:...0...1...2...3...4...5...6 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Identity Duration: 2.9677e-04s............................. -Permuted Duration: 3.0311e-04s............................. -Identity active_nodes: 127...................................... -Permuted active_nodes: 127...................................... -Identity max_nodes: 381...................................... -Permuted max_nodes: 381...................................... -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/su2random_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/su2random_indep_qiskit_all.txt index 56b76f16..0add9c91 100644 --- a/test/BenchmarkQuasm/results/su2random_indep_qiskit_all.txt +++ b/test/BenchmarkQuasm/results/su2random_indep_qiskit_all.txt @@ -17,30 +17,36 @@ Start Simulation of su2random_indep_qiskit_2____________________________________ 14: | 1 o: 0 1 Total Permutations: 2 -Min time: 5.6050e-06s................. Permutation 1 : 0 -> 1|1 -> 0| -Max time: 6.4750e-06s................. Permutation 0 : 0 -> 0|1 -> 1| +Min time: 4.2306e-05s................. Permutation 1 : 0 -> 1|1 -> 0| +Max time: 4.8660e-05s................. Permutation 0 : 0 -> 0|1 -> 1| Min active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Min max nodes: 9 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Min max nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| Max active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Max max nodes: 9 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Max max nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| ________________________________________________________________________________________________ 2 permutations have 3 active nodes. +Index: 1 | Max_nodes: 6 | Time: 4.2306e-05s | 0 -> 1|1 -> 0| +Index: 0 | Max_nodes: 6 | Time: 4.8660e-05s | 0 -> 0|1 -> 1| ........................... -Average time: 6.0400e-06s +Average time: 4.5483e-05s ________________________________________________________________________________________________ -2 permutations have 9 max nodes. +2 permutations have 6 max nodes. +Index: 1 | Active_nodes: 3 | Time: 4.2306e-05s | 0 -> 1|1 -> 0| +Index: 0 | Active_nodes: 3 | Time: 4.8660e-05s | 0 -> 0|1 -> 1| ........................... -Average time: 6.0400e-06s +Average time: 4.5483e-05s ________________________________________________________________________________________________ -execution time of: 5.6050e-06s: Index: 1 | Max_nodes: 9 | Active_nodes: 3 | 0 -> 1|1 -> 0| -execution time of: 6.4750e-06s: Index: 0 | Max_nodes: 9 | Active_nodes: 3 | 0 -> 0|1 -> 1| +execution time of: 4.2306e-05s: Index: 1 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 1|1 -> 0| + +execution time of: 4.8660e-05s: Index: 0 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 0|1 -> 1| + ________________________________________________________________________________________________ Start Simulation of su2random_indep_qiskit_3__________________________________________________ @@ -73,34 +79,52 @@ Start Simulation of su2random_indep_qiskit_3____________________________________ 25:...|...|...2 .o:...0...1...2 Total Permutations: 6 -Min time: 1.3078e-05s................. Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| -Max time: 1.5833e-05s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Min time: 9.2506e-05s................. Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| +Max time: 1.1247e-04s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| Min active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Min max nodes: 21 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Min max nodes: 14 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| Max active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max max nodes: 21 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max max nodes: 14 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| ________________________________________________________________________________________________ 6 permutations have 7 active nodes. +Index: 5 | Max_nodes: 14 | Time: 9.2506e-05s | 0 -> 2|1 -> 1|2 -> 0| +Index: 3 | Max_nodes: 14 | Time: 9.9245e-05s | 0 -> 1|1 -> 2|2 -> 0| +Index: 4 | Max_nodes: 14 | Time: 1.0035e-04s | 0 -> 2|1 -> 0|2 -> 1| +Index: 2 | Max_nodes: 14 | Time: 1.0654e-04s | 0 -> 1|1 -> 0|2 -> 2| +Index: 1 | Max_nodes: 14 | Time: 1.0720e-04s | 0 -> 0|1 -> 2|2 -> 1| +Index: 0 | Max_nodes: 14 | Time: 1.1247e-04s | 0 -> 0|1 -> 1|2 -> 2| ........................... -Average time: 1.4441e-05s +Average time: 1.0305e-04s ________________________________________________________________________________________________ -6 permutations have 21 max nodes. +6 permutations have 14 max nodes. +Index: 5 | Active_nodes: 7 | Time: 9.2506e-05s | 0 -> 2|1 -> 1|2 -> 0| +Index: 3 | Active_nodes: 7 | Time: 9.9245e-05s | 0 -> 1|1 -> 2|2 -> 0| +Index: 4 | Active_nodes: 7 | Time: 1.0035e-04s | 0 -> 2|1 -> 0|2 -> 1| +Index: 2 | Active_nodes: 7 | Time: 1.0654e-04s | 0 -> 1|1 -> 0|2 -> 2| +Index: 1 | Active_nodes: 7 | Time: 1.0720e-04s | 0 -> 0|1 -> 2|2 -> 1| +Index: 0 | Active_nodes: 7 | Time: 1.1247e-04s | 0 -> 0|1 -> 1|2 -> 2| ........................... -Average time: 1.4441e-05s +Average time: 1.0305e-04s ________________________________________________________________________________________________ -execution time of: 1.3078e-05s: Index: 5 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 0| -execution time of: 1.3742e-05s: Index: 3 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 0| -execution time of: 1.3868e-05s: Index: 4 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 1| -execution time of: 1.5043e-05s: Index: 1 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 1| -execution time of: 1.5080e-05s: Index: 2 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 2| -execution time of: 1.5833e-05s: Index: 0 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 2| +execution time of: 9.2506e-05s: Index: 5 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 0| + +execution time of: 9.9245e-05s: Index: 3 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 0| + +execution time of: 1.0035e-04s: Index: 4 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 1| + +execution time of: 1.0654e-04s: Index: 2 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 2| + +execution time of: 1.0720e-04s: Index: 1 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 1| + +execution time of: 1.1247e-04s: Index: 0 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 2| + ________________________________________________________________________________________________ Start Simulation of su2random_indep_qiskit_4__________________________________________________ @@ -147,52 +171,124 @@ Start Simulation of su2random_indep_qiskit_4____________________________________ 39:...|...|...|...3 .o:...0...1...2...3 Total Permutations: 24 -Min time: 2.7730e-05s................. Permutation 23 : 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -Max time: 5.4816e-05s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Min time: 1.8682e-04s................. Permutation 23 : 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +Max time: 2.3455e-04s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| Min active nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Min max nodes: 45 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Min max nodes: 30 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| Max active nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Max max nodes: 45 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Max max nodes: 30 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| ________________________________________________________________________________________________ 24 permutations have 15 active nodes. +Index: 23 | Max_nodes: 30 | Time: 1.8682e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +Index: 17 | Max_nodes: 30 | Time: 1.9388e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +Index: 21 | Max_nodes: 30 | Time: 1.9731e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| +Index: 22 | Max_nodes: 30 | Time: 1.9745e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| +Index: 16 | Max_nodes: 30 | Time: 2.0311e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| +Index: 15 | Max_nodes: 30 | Time: 2.0357e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +Index: 20 | Max_nodes: 30 | Time: 2.0473e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +Index: 11 | Max_nodes: 30 | Time: 2.0508e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| +Index: 19 | Max_nodes: 30 | Time: 2.0824e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| +Index: 9 | Max_nodes: 30 | Time: 2.0965e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +Index: 14 | Max_nodes: 30 | Time: 2.1095e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +Index: 10 | Max_nodes: 30 | Time: 2.1248e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +Index: 18 | Max_nodes: 30 | Time: 2.1456e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| +Index: 13 | Max_nodes: 30 | Time: 2.1478e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +Index: 8 | Max_nodes: 30 | Time: 2.1818e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| +Index: 12 | Max_nodes: 30 | Time: 2.1919e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +Index: 5 | Max_nodes: 30 | Time: 2.1922e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +Index: 4 | Max_nodes: 30 | Time: 2.2291e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| +Index: 3 | Max_nodes: 30 | Time: 2.2329e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +Index: 6 | Max_nodes: 30 | Time: 2.2605e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +Index: 1 | Max_nodes: 30 | Time: 2.2992e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +Index: 2 | Max_nodes: 30 | Time: 2.3058e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +Index: 7 | Max_nodes: 30 | Time: 2.3337e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +Index: 0 | Max_nodes: 30 | Time: 2.3455e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| ........................... -Average time: 3.2826e-05s +Average time: 2.1333e-04s ________________________________________________________________________________________________ -24 permutations have 45 max nodes. +24 permutations have 30 max nodes. +Index: 23 | Active_nodes: 15 | Time: 1.8682e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +Index: 17 | Active_nodes: 15 | Time: 1.9388e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +Index: 21 | Active_nodes: 15 | Time: 1.9731e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| +Index: 22 | Active_nodes: 15 | Time: 1.9745e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| +Index: 16 | Active_nodes: 15 | Time: 2.0311e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| +Index: 15 | Active_nodes: 15 | Time: 2.0357e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +Index: 20 | Active_nodes: 15 | Time: 2.0473e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +Index: 11 | Active_nodes: 15 | Time: 2.0508e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| +Index: 19 | Active_nodes: 15 | Time: 2.0824e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| +Index: 9 | Active_nodes: 15 | Time: 2.0965e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +Index: 14 | Active_nodes: 15 | Time: 2.1095e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +Index: 10 | Active_nodes: 15 | Time: 2.1248e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +Index: 18 | Active_nodes: 15 | Time: 2.1456e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| +Index: 13 | Active_nodes: 15 | Time: 2.1478e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +Index: 8 | Active_nodes: 15 | Time: 2.1818e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| +Index: 12 | Active_nodes: 15 | Time: 2.1919e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +Index: 5 | Active_nodes: 15 | Time: 2.1922e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +Index: 4 | Active_nodes: 15 | Time: 2.2291e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| +Index: 3 | Active_nodes: 15 | Time: 2.2329e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +Index: 6 | Active_nodes: 15 | Time: 2.2605e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +Index: 1 | Active_nodes: 15 | Time: 2.2992e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +Index: 2 | Active_nodes: 15 | Time: 2.3058e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +Index: 7 | Active_nodes: 15 | Time: 2.3337e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +Index: 0 | Active_nodes: 15 | Time: 2.3455e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| ........................... -Average time: 3.2826e-05s +Average time: 2.1333e-04s ________________________________________________________________________________________________ -execution time of: 2.7730e-05s: Index: 23 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -execution time of: 2.8840e-05s: Index: 17 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -execution time of: 2.9128e-05s: Index: 21 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| -execution time of: 2.9296e-05s: Index: 22 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| -execution time of: 3.0595e-05s: Index: 16 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| -execution time of: 3.0740e-05s: Index: 11 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -execution time of: 3.0741e-05s: Index: 15 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -execution time of: 3.0800e-05s: Index: 20 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -execution time of: 3.1010e-05s: Index: 19 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| -execution time of: 3.1423e-05s: Index: 14 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -execution time of: 3.1783e-05s: Index: 9 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -execution time of: 3.1801e-05s: Index: 10 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| -execution time of: 3.1948e-05s: Index: 18 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| -execution time of: 3.1990e-05s: Index: 13 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| -execution time of: 3.2275e-05s: Index: 8 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| -execution time of: 3.2586e-05s: Index: 5 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| -execution time of: 3.2685e-05s: Index: 12 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -execution time of: 3.3041e-05s: Index: 4 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -execution time of: 3.3868e-05s: Index: 6 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -execution time of: 3.3913e-05s: Index: 2 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -execution time of: 3.3973e-05s: Index: 1 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -execution time of: 3.4405e-05s: Index: 7 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -execution time of: 3.8425e-05s: Index: 3 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -execution time of: 5.4816e-05s: Index: 0 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +execution time of: 1.8682e-04s: Index: 23 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| + +execution time of: 1.9388e-04s: Index: 17 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| + +execution time of: 1.9731e-04s: Index: 21 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| + +execution time of: 1.9745e-04s: Index: 22 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| + +execution time of: 2.0311e-04s: Index: 16 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| + +execution time of: 2.0357e-04s: Index: 15 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| + +execution time of: 2.0473e-04s: Index: 20 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| + +execution time of: 2.0508e-04s: Index: 11 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| + +execution time of: 2.0824e-04s: Index: 19 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| + +execution time of: 2.0965e-04s: Index: 9 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| + +execution time of: 2.1095e-04s: Index: 14 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| + +execution time of: 2.1248e-04s: Index: 10 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| + +execution time of: 2.1456e-04s: Index: 18 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| + +execution time of: 2.1478e-04s: Index: 13 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| + +execution time of: 2.1818e-04s: Index: 8 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| + +execution time of: 2.1919e-04s: Index: 12 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| + +execution time of: 2.1922e-04s: Index: 5 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| + +execution time of: 2.2291e-04s: Index: 4 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| + +execution time of: 2.2329e-04s: Index: 3 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| + +execution time of: 2.2605e-04s: Index: 6 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| + +execution time of: 2.2992e-04s: Index: 1 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| + +execution time of: 2.3058e-04s: Index: 2 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| + +execution time of: 2.3337e-04s: Index: 7 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| + +execution time of: 2.3455e-04s: Index: 0 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| + ________________________________________________________________________________________________ Start Simulation of su2random_indep_qiskit_5__________________________________________________ @@ -256,148 +352,508 @@ Start Simulation of su2random_indep_qiskit_5____________________________________ 56:...|...|...|...|...4 .o:...0...1...2...3...4 Total Permutations: 120 -Min time: 6.2693e-05s................. Permutation 119: 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -Max time: 1.4449e-04s................. Permutation 84 : 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +Min time: 3.7278e-04s................. Permutation 119: 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +Max time: 4.7316e-04s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| Min active nodes: 31 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Min max nodes: 93 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Min max nodes: 62 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| Max active nodes: 31 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Max max nodes: 93 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Max max nodes: 62 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| ________________________________________________________________________________________________ 120 permutations have 31 active nodes. +Index: 119 | Max_nodes: 62 | Time: 3.7278e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +Index: 95 | Max_nodes: 62 | Time: 3.7777e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +Index: 117 | Max_nodes: 62 | Time: 3.8553e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +Index: 94 | Max_nodes: 62 | Time: 3.8874e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +Index: 113 | Max_nodes: 62 | Time: 3.9130e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +Index: 89 | Max_nodes: 62 | Time: 3.9135e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +Index: 93 | Max_nodes: 62 | Time: 3.9227e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +Index: 116 | Max_nodes: 62 | Time: 3.9297e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +Index: 118 | Max_nodes: 62 | Time: 3.9370e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +Index: 71 | Max_nodes: 62 | Time: 3.9541e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +Index: 65 | Max_nodes: 62 | Time: 3.9674e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +Index: 115 | Max_nodes: 62 | Time: 3.9708e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +Index: 92 | Max_nodes: 62 | Time: 3.9838e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +Index: 112 | Max_nodes: 62 | Time: 3.9857e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +Index: 70 | Max_nodes: 62 | Time: 4.0143e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +Index: 111 | Max_nodes: 62 | Time: 4.0169e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +Index: 69 | Max_nodes: 62 | Time: 4.0193e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +Index: 107 | Max_nodes: 62 | Time: 4.0311e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +Index: 114 | Max_nodes: 62 | Time: 4.0357e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +Index: 110 | Max_nodes: 62 | Time: 4.0388e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +Index: 91 | Max_nodes: 62 | Time: 4.0488e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +Index: 87 | Max_nodes: 62 | Time: 4.0489e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +Index: 83 | Max_nodes: 62 | Time: 4.0631e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +Index: 63 | Max_nodes: 62 | Time: 4.0735e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +Index: 105 | Max_nodes: 62 | Time: 4.0771e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +Index: 64 | Max_nodes: 62 | Time: 4.0792e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +Index: 109 | Max_nodes: 62 | Time: 4.0965e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +Index: 88 | Max_nodes: 62 | Time: 4.0996e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +Index: 106 | Max_nodes: 62 | Time: 4.1003e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +Index: 86 | Max_nodes: 62 | Time: 4.1117e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +Index: 90 | Max_nodes: 62 | Time: 4.1145e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +Index: 68 | Max_nodes: 62 | Time: 4.1211e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +Index: 47 | Max_nodes: 62 | Time: 4.1265e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +Index: 81 | Max_nodes: 62 | Time: 4.1292e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +Index: 85 | Max_nodes: 62 | Time: 4.1379e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +Index: 82 | Max_nodes: 62 | Time: 4.1429e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +Index: 104 | Max_nodes: 62 | Time: 4.1449e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +Index: 67 | Max_nodes: 62 | Time: 4.1550e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +Index: 45 | Max_nodes: 62 | Time: 4.1592e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +Index: 108 | Max_nodes: 62 | Time: 4.1683e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +Index: 59 | Max_nodes: 62 | Time: 4.1717e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +Index: 62 | Max_nodes: 62 | Time: 4.1729e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +Index: 46 | Max_nodes: 62 | Time: 4.1800e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +Index: 39 | Max_nodes: 62 | Time: 4.2035e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +Index: 61 | Max_nodes: 62 | Time: 4.2145e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +Index: 41 | Max_nodes: 62 | Time: 4.2179e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +Index: 57 | Max_nodes: 62 | Time: 4.2203e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +Index: 101 | Max_nodes: 62 | Time: 4.2245e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +Index: 103 | Max_nodes: 62 | Time: 4.2281e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +Index: 84 | Max_nodes: 62 | Time: 4.2318e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +Index: 58 | Max_nodes: 62 | Time: 4.2363e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +Index: 80 | Max_nodes: 62 | Time: 4.2366e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +Index: 44 | Max_nodes: 62 | Time: 4.2451e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +Index: 40 | Max_nodes: 62 | Time: 4.2477e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +Index: 66 | Max_nodes: 62 | Time: 4.2494e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +Index: 102 | Max_nodes: 62 | Time: 4.2547e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +Index: 99 | Max_nodes: 62 | Time: 4.2595e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +Index: 79 | Max_nodes: 62 | Time: 4.2694e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +Index: 77 | Max_nodes: 62 | Time: 4.2741e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +Index: 100 | Max_nodes: 62 | Time: 4.2842e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +Index: 60 | Max_nodes: 62 | Time: 4.2938e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +Index: 38 | Max_nodes: 62 | Time: 4.3060e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +Index: 35 | Max_nodes: 62 | Time: 4.3112e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +Index: 56 | Max_nodes: 62 | Time: 4.3169e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +Index: 98 | Max_nodes: 62 | Time: 4.3174e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +Index: 76 | Max_nodes: 62 | Time: 4.3307e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +Index: 23 | Max_nodes: 62 | Time: 4.3386e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +Index: 75 | Max_nodes: 62 | Time: 4.3407e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +Index: 43 | Max_nodes: 62 | Time: 4.3418e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +Index: 34 | Max_nodes: 62 | Time: 4.3460e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +Index: 78 | Max_nodes: 62 | Time: 4.3501e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +Index: 97 | Max_nodes: 62 | Time: 4.3507e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| +Index: 32 | Max_nodes: 62 | Time: 4.3715e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +Index: 37 | Max_nodes: 62 | Time: 4.3821e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +Index: 17 | Max_nodes: 62 | Time: 4.3839e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +Index: 73 | Max_nodes: 62 | Time: 4.3891e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +Index: 22 | Max_nodes: 62 | Time: 4.3940e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +Index: 53 | Max_nodes: 62 | Time: 4.3949e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +Index: 74 | Max_nodes: 62 | Time: 4.3980e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +Index: 21 | Max_nodes: 62 | Time: 4.3985e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +Index: 54 | Max_nodes: 62 | Time: 4.4004e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +Index: 96 | Max_nodes: 62 | Time: 4.4007e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +Index: 36 | Max_nodes: 62 | Time: 4.4124e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +Index: 55 | Max_nodes: 62 | Time: 4.4312e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +Index: 51 | Max_nodes: 62 | Time: 4.4316e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +Index: 52 | Max_nodes: 62 | Time: 4.4357e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +Index: 16 | Max_nodes: 62 | Time: 4.4378e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +Index: 72 | Max_nodes: 62 | Time: 4.4397e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +Index: 42 | Max_nodes: 62 | Time: 4.4456e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +Index: 49 | Max_nodes: 62 | Time: 4.4605e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +Index: 11 | Max_nodes: 62 | Time: 4.4659e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +Index: 15 | Max_nodes: 62 | Time: 4.4660e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +Index: 50 | Max_nodes: 62 | Time: 4.4763e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +Index: 19 | Max_nodes: 62 | Time: 4.4785e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +Index: 20 | Max_nodes: 62 | Time: 4.4799e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +Index: 30 | Max_nodes: 62 | Time: 4.4840e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +Index: 27 | Max_nodes: 62 | Time: 4.5128e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +Index: 10 | Max_nodes: 62 | Time: 4.5157e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +Index: 48 | Max_nodes: 62 | Time: 4.5170e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +Index: 31 | Max_nodes: 62 | Time: 4.5182e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +Index: 13 | Max_nodes: 62 | Time: 4.5250e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +Index: 28 | Max_nodes: 62 | Time: 4.5250e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +Index: 29 | Max_nodes: 62 | Time: 4.5280e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +Index: 9 | Max_nodes: 62 | Time: 4.5323e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +Index: 18 | Max_nodes: 62 | Time: 4.5335e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +Index: 14 | Max_nodes: 62 | Time: 4.5456e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +Index: 25 | Max_nodes: 62 | Time: 4.5651e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +Index: 5 | Max_nodes: 62 | Time: 4.5731e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +Index: 7 | Max_nodes: 62 | Time: 4.5758e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +Index: 26 | Max_nodes: 62 | Time: 4.5775e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +Index: 12 | Max_nodes: 62 | Time: 4.5872e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +Index: 4 | Max_nodes: 62 | Time: 4.5909e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +Index: 8 | Max_nodes: 62 | Time: 4.5948e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +Index: 24 | Max_nodes: 62 | Time: 4.5976e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +Index: 6 | Max_nodes: 62 | Time: 4.6232e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +Index: 1 | Max_nodes: 62 | Time: 4.6234e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +Index: 3 | Max_nodes: 62 | Time: 4.6487e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +Index: 33 | Max_nodes: 62 | Time: 4.6537e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +Index: 2 | Max_nodes: 62 | Time: 4.6689e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +Index: 0 | Max_nodes: 62 | Time: 4.7316e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| ........................... -Average time: 7.3487e-05s +Average time: 4.2814e-04s ________________________________________________________________________________________________ -120 permutations have 93 max nodes. +120 permutations have 62 max nodes. +Index: 119 | Active_nodes: 31 | Time: 3.7278e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +Index: 95 | Active_nodes: 31 | Time: 3.7777e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +Index: 117 | Active_nodes: 31 | Time: 3.8553e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +Index: 94 | Active_nodes: 31 | Time: 3.8874e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +Index: 113 | Active_nodes: 31 | Time: 3.9130e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +Index: 89 | Active_nodes: 31 | Time: 3.9135e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +Index: 93 | Active_nodes: 31 | Time: 3.9227e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +Index: 116 | Active_nodes: 31 | Time: 3.9297e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +Index: 118 | Active_nodes: 31 | Time: 3.9370e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +Index: 71 | Active_nodes: 31 | Time: 3.9541e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +Index: 65 | Active_nodes: 31 | Time: 3.9674e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +Index: 115 | Active_nodes: 31 | Time: 3.9708e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +Index: 92 | Active_nodes: 31 | Time: 3.9838e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +Index: 112 | Active_nodes: 31 | Time: 3.9857e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +Index: 70 | Active_nodes: 31 | Time: 4.0143e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +Index: 111 | Active_nodes: 31 | Time: 4.0169e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +Index: 69 | Active_nodes: 31 | Time: 4.0193e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +Index: 107 | Active_nodes: 31 | Time: 4.0311e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +Index: 114 | Active_nodes: 31 | Time: 4.0357e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +Index: 110 | Active_nodes: 31 | Time: 4.0388e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +Index: 91 | Active_nodes: 31 | Time: 4.0488e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +Index: 87 | Active_nodes: 31 | Time: 4.0489e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +Index: 83 | Active_nodes: 31 | Time: 4.0631e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +Index: 63 | Active_nodes: 31 | Time: 4.0735e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +Index: 105 | Active_nodes: 31 | Time: 4.0771e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +Index: 64 | Active_nodes: 31 | Time: 4.0792e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +Index: 109 | Active_nodes: 31 | Time: 4.0965e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +Index: 88 | Active_nodes: 31 | Time: 4.0996e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +Index: 106 | Active_nodes: 31 | Time: 4.1003e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +Index: 86 | Active_nodes: 31 | Time: 4.1117e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +Index: 90 | Active_nodes: 31 | Time: 4.1145e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +Index: 68 | Active_nodes: 31 | Time: 4.1211e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +Index: 47 | Active_nodes: 31 | Time: 4.1265e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +Index: 81 | Active_nodes: 31 | Time: 4.1292e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +Index: 85 | Active_nodes: 31 | Time: 4.1379e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +Index: 82 | Active_nodes: 31 | Time: 4.1429e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +Index: 104 | Active_nodes: 31 | Time: 4.1449e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +Index: 67 | Active_nodes: 31 | Time: 4.1550e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +Index: 45 | Active_nodes: 31 | Time: 4.1592e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +Index: 108 | Active_nodes: 31 | Time: 4.1683e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +Index: 59 | Active_nodes: 31 | Time: 4.1717e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +Index: 62 | Active_nodes: 31 | Time: 4.1729e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +Index: 46 | Active_nodes: 31 | Time: 4.1800e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +Index: 39 | Active_nodes: 31 | Time: 4.2035e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +Index: 61 | Active_nodes: 31 | Time: 4.2145e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +Index: 41 | Active_nodes: 31 | Time: 4.2179e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +Index: 57 | Active_nodes: 31 | Time: 4.2203e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +Index: 101 | Active_nodes: 31 | Time: 4.2245e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +Index: 103 | Active_nodes: 31 | Time: 4.2281e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +Index: 84 | Active_nodes: 31 | Time: 4.2318e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +Index: 58 | Active_nodes: 31 | Time: 4.2363e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +Index: 80 | Active_nodes: 31 | Time: 4.2366e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +Index: 44 | Active_nodes: 31 | Time: 4.2451e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +Index: 40 | Active_nodes: 31 | Time: 4.2477e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +Index: 66 | Active_nodes: 31 | Time: 4.2494e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +Index: 102 | Active_nodes: 31 | Time: 4.2547e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +Index: 99 | Active_nodes: 31 | Time: 4.2595e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +Index: 79 | Active_nodes: 31 | Time: 4.2694e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +Index: 77 | Active_nodes: 31 | Time: 4.2741e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +Index: 100 | Active_nodes: 31 | Time: 4.2842e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +Index: 60 | Active_nodes: 31 | Time: 4.2938e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +Index: 38 | Active_nodes: 31 | Time: 4.3060e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +Index: 35 | Active_nodes: 31 | Time: 4.3112e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +Index: 56 | Active_nodes: 31 | Time: 4.3169e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +Index: 98 | Active_nodes: 31 | Time: 4.3174e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +Index: 76 | Active_nodes: 31 | Time: 4.3307e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +Index: 23 | Active_nodes: 31 | Time: 4.3386e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +Index: 75 | Active_nodes: 31 | Time: 4.3407e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +Index: 43 | Active_nodes: 31 | Time: 4.3418e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +Index: 34 | Active_nodes: 31 | Time: 4.3460e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +Index: 78 | Active_nodes: 31 | Time: 4.3501e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +Index: 97 | Active_nodes: 31 | Time: 4.3507e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| +Index: 32 | Active_nodes: 31 | Time: 4.3715e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +Index: 37 | Active_nodes: 31 | Time: 4.3821e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +Index: 17 | Active_nodes: 31 | Time: 4.3839e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +Index: 73 | Active_nodes: 31 | Time: 4.3891e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +Index: 22 | Active_nodes: 31 | Time: 4.3940e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +Index: 53 | Active_nodes: 31 | Time: 4.3949e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +Index: 74 | Active_nodes: 31 | Time: 4.3980e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +Index: 21 | Active_nodes: 31 | Time: 4.3985e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +Index: 54 | Active_nodes: 31 | Time: 4.4004e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +Index: 96 | Active_nodes: 31 | Time: 4.4007e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +Index: 36 | Active_nodes: 31 | Time: 4.4124e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +Index: 55 | Active_nodes: 31 | Time: 4.4312e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +Index: 51 | Active_nodes: 31 | Time: 4.4316e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +Index: 52 | Active_nodes: 31 | Time: 4.4357e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +Index: 16 | Active_nodes: 31 | Time: 4.4378e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +Index: 72 | Active_nodes: 31 | Time: 4.4397e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +Index: 42 | Active_nodes: 31 | Time: 4.4456e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +Index: 49 | Active_nodes: 31 | Time: 4.4605e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +Index: 11 | Active_nodes: 31 | Time: 4.4659e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +Index: 15 | Active_nodes: 31 | Time: 4.4660e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +Index: 50 | Active_nodes: 31 | Time: 4.4763e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +Index: 19 | Active_nodes: 31 | Time: 4.4785e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +Index: 20 | Active_nodes: 31 | Time: 4.4799e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +Index: 30 | Active_nodes: 31 | Time: 4.4840e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +Index: 27 | Active_nodes: 31 | Time: 4.5128e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +Index: 10 | Active_nodes: 31 | Time: 4.5157e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +Index: 48 | Active_nodes: 31 | Time: 4.5170e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +Index: 31 | Active_nodes: 31 | Time: 4.5182e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +Index: 13 | Active_nodes: 31 | Time: 4.5250e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +Index: 28 | Active_nodes: 31 | Time: 4.5250e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +Index: 29 | Active_nodes: 31 | Time: 4.5280e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +Index: 9 | Active_nodes: 31 | Time: 4.5323e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +Index: 18 | Active_nodes: 31 | Time: 4.5335e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +Index: 14 | Active_nodes: 31 | Time: 4.5456e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +Index: 25 | Active_nodes: 31 | Time: 4.5651e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +Index: 5 | Active_nodes: 31 | Time: 4.5731e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +Index: 7 | Active_nodes: 31 | Time: 4.5758e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +Index: 26 | Active_nodes: 31 | Time: 4.5775e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +Index: 12 | Active_nodes: 31 | Time: 4.5872e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +Index: 4 | Active_nodes: 31 | Time: 4.5909e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +Index: 8 | Active_nodes: 31 | Time: 4.5948e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +Index: 24 | Active_nodes: 31 | Time: 4.5976e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +Index: 6 | Active_nodes: 31 | Time: 4.6232e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +Index: 1 | Active_nodes: 31 | Time: 4.6234e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +Index: 3 | Active_nodes: 31 | Time: 4.6487e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +Index: 33 | Active_nodes: 31 | Time: 4.6537e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +Index: 2 | Active_nodes: 31 | Time: 4.6689e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +Index: 0 | Active_nodes: 31 | Time: 4.7316e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| ........................... -Average time: 7.3487e-05s +Average time: 4.2814e-04s ________________________________________________________________________________________________ -execution time of: 6.2693e-05s: Index: 119 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -execution time of: 6.4223e-05s: Index: 95 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -execution time of: 6.4633e-05s: Index: 117 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -execution time of: 6.5318e-05s: Index: 71 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -execution time of: 6.5598e-05s: Index: 89 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -execution time of: 6.5799e-05s: Index: 118 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -execution time of: 6.5931e-05s: Index: 94 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -execution time of: 6.6138e-05s: Index: 113 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -execution time of: 6.6361e-05s: Index: 65 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -execution time of: 6.6396e-05s: Index: 116 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -execution time of: 6.6883e-05s: Index: 70 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -execution time of: 6.7291e-05s: Index: 115 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -execution time of: 6.7358e-05s: Index: 92 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -execution time of: 6.7401e-05s: Index: 93 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -execution time of: 6.7861e-05s: Index: 69 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -execution time of: 6.8151e-05s: Index: 114 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -execution time of: 6.8213e-05s: Index: 64 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -execution time of: 6.8246e-05s: Index: 112 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -execution time of: 6.8361e-05s: Index: 63 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -execution time of: 6.8711e-05s: Index: 87 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -execution time of: 6.8931e-05s: Index: 91 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -execution time of: 6.9031e-05s: Index: 90 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -execution time of: 6.9049e-05s: Index: 110 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -execution time of: 6.9291e-05s: Index: 62 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -execution time of: 6.9621e-05s: Index: 67 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -execution time of: 6.9821e-05s: Index: 86 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -execution time of: 6.9841e-05s: Index: 111 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -execution time of: 6.9853e-05s: Index: 83 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -execution time of: 6.9866e-05s: Index: 88 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -execution time of: 7.0131e-05s: Index: 85 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -execution time of: 7.0141e-05s: Index: 68 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -execution time of: 7.0356e-05s: Index: 109 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -execution time of: 7.0374e-05s: Index: 46 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -execution time of: 7.0628e-05s: Index: 41 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -execution time of: 7.0721e-05s: Index: 108 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -execution time of: 7.0818e-05s: Index: 44 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -execution time of: 7.0819e-05s: Index: 104 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -execution time of: 7.0946e-05s: Index: 66 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -execution time of: 7.0981e-05s: Index: 59 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -execution time of: 7.1076e-05s: Index: 107 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -execution time of: 7.1294e-05s: Index: 47 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -execution time of: 7.1343e-05s: Index: 106 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -execution time of: 7.1371e-05s: Index: 105 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -execution time of: 7.1438e-05s: Index: 81 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -execution time of: 7.1459e-05s: Index: 57 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -execution time of: 7.1646e-05s: Index: 58 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -execution time of: 7.1833e-05s: Index: 60 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -execution time of: 7.1968e-05s: Index: 39 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -execution time of: 7.2011e-05s: Index: 82 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -execution time of: 7.2036e-05s: Index: 45 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -execution time of: 7.2051e-05s: Index: 80 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -execution time of: 7.2078e-05s: Index: 103 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -execution time of: 7.2176e-05s: Index: 101 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -execution time of: 7.2431e-05s: Index: 55 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -execution time of: 7.2481e-05s: Index: 61 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -execution time of: 7.2494e-05s: Index: 40 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -execution time of: 7.2586e-05s: Index: 75 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -execution time of: 7.2648e-05s: Index: 77 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -execution time of: 7.2878e-05s: Index: 35 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -execution time of: 7.2918e-05s: Index: 99 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -execution time of: 7.2961e-05s: Index: 23 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -execution time of: 7.2988e-05s: Index: 34 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -execution time of: 7.3111e-05s: Index: 54 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -execution time of: 7.3234e-05s: Index: 43 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -execution time of: 7.3246e-05s: Index: 79 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -execution time of: 7.3266e-05s: Index: 100 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -execution time of: 7.3521e-05s: Index: 32 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -execution time of: 7.3543e-05s: Index: 56 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -execution time of: 7.3581e-05s: Index: 21 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -execution time of: 7.3881e-05s: Index: 53 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -execution time of: 7.4041e-05s: Index: 37 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -execution time of: 7.4076e-05s: Index: 15 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -execution time of: 7.4096e-05s: Index: 74 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -execution time of: 7.4119e-05s: Index: 78 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -execution time of: 7.4129e-05s: Index: 17 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -execution time of: 7.4238e-05s: Index: 73 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -execution time of: 7.4329e-05s: Index: 97 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -execution time of: 7.4331e-05s: Index: 22 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -execution time of: 7.4331e-05s: Index: 102 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -execution time of: 7.4433e-05s: Index: 76 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -execution time of: 7.4538e-05s: Index: 98 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -execution time of: 7.4616e-05s: Index: 42 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -execution time of: 7.4746e-05s: Index: 52 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -execution time of: 7.4816e-05s: Index: 51 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -execution time of: 7.4953e-05s: Index: 30 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -execution time of: 7.4996e-05s: Index: 50 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -execution time of: 7.5014e-05s: Index: 38 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -execution time of: 7.5028e-05s: Index: 19 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -execution time of: 7.5176e-05s: Index: 72 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -execution time of: 7.5224e-05s: Index: 20 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -execution time of: 7.5281e-05s: Index: 49 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -execution time of: 7.5361e-05s: Index: 96 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -execution time of: 7.6061e-05s: Index: 31 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -execution time of: 7.6171e-05s: Index: 29 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -execution time of: 7.6291e-05s: Index: 13 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -execution time of: 7.6311e-05s: Index: 10 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -execution time of: 7.6591e-05s: Index: 7 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -execution time of: 7.6756e-05s: Index: 6 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -execution time of: 7.6856e-05s: Index: 25 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -execution time of: 7.7008e-05s: Index: 5 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -execution time of: 7.7056e-05s: Index: 12 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -execution time of: 7.7273e-05s: Index: 18 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -execution time of: 7.7328e-05s: Index: 36 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -execution time of: 7.7641e-05s: Index: 27 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -execution time of: 7.7668e-05s: Index: 4 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -execution time of: 7.7696e-05s: Index: 8 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -execution time of: 7.7759e-05s: Index: 48 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -execution time of: 7.7768e-05s: Index: 3 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -execution time of: 7.7793e-05s: Index: 14 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -execution time of: 7.7924e-05s: Index: 0 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -execution time of: 7.8176e-05s: Index: 28 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -execution time of: 7.8389e-05s: Index: 26 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -execution time of: 7.8398e-05s: Index: 16 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -execution time of: 7.8438e-05s: Index: 11 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -execution time of: 7.9249e-05s: Index: 24 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -execution time of: 7.9831e-05s: Index: 2 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -execution time of: 8.1248e-05s: Index: 33 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -execution time of: 8.1283e-05s: Index: 1 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -execution time of: 1.0083e-04s: Index: 9 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -execution time of: 1.4449e-04s: Index: 84 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +execution time of: 3.7278e-04s: Index: 119 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| + +execution time of: 3.7777e-04s: Index: 95 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| + +execution time of: 3.8553e-04s: Index: 117 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| + +execution time of: 3.8874e-04s: Index: 94 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| + +execution time of: 3.9130e-04s: Index: 113 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| + +execution time of: 3.9135e-04s: Index: 89 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| + +execution time of: 3.9227e-04s: Index: 93 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| + +execution time of: 3.9297e-04s: Index: 116 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| + +execution time of: 3.9370e-04s: Index: 118 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| + +execution time of: 3.9541e-04s: Index: 71 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| + +execution time of: 3.9674e-04s: Index: 65 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| + +execution time of: 3.9708e-04s: Index: 115 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| + +execution time of: 3.9838e-04s: Index: 92 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| + +execution time of: 3.9857e-04s: Index: 112 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| + +execution time of: 4.0143e-04s: Index: 70 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| + +execution time of: 4.0169e-04s: Index: 111 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| + +execution time of: 4.0193e-04s: Index: 69 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| + +execution time of: 4.0311e-04s: Index: 107 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| + +execution time of: 4.0357e-04s: Index: 114 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| + +execution time of: 4.0388e-04s: Index: 110 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| + +execution time of: 4.0488e-04s: Index: 91 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| + +execution time of: 4.0489e-04s: Index: 87 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| + +execution time of: 4.0631e-04s: Index: 83 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| + +execution time of: 4.0735e-04s: Index: 63 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| + +execution time of: 4.0771e-04s: Index: 105 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| + +execution time of: 4.0792e-04s: Index: 64 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| + +execution time of: 4.0965e-04s: Index: 109 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| + +execution time of: 4.0996e-04s: Index: 88 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| + +execution time of: 4.1003e-04s: Index: 106 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| + +execution time of: 4.1117e-04s: Index: 86 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| + +execution time of: 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31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| + +execution time of: 4.1683e-04s: Index: 108 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| + +execution time of: 4.1717e-04s: Index: 59 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| + +execution time of: 4.1729e-04s: Index: 62 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| + +execution time of: 4.1800e-04s: Index: 46 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| + +execution time of: 4.2035e-04s: Index: 39 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| + +execution time of: 4.2145e-04s: Index: 61 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| + +execution time of: 4.2179e-04s: Index: 41 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| + +execution time of: 4.2203e-04s: Index: 57 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| + +execution time of: 4.2245e-04s: Index: 101 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| + +execution time of: 4.2281e-04s: Index: 103 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| + +execution time of: 4.2318e-04s: Index: 84 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| + +execution time of: 4.2363e-04s: Index: 58 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| + +execution time of: 4.2366e-04s: Index: 80 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| + +execution time of: 4.2451e-04s: Index: 44 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| + +execution time of: 4.2477e-04s: Index: 40 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| + +execution time of: 4.2494e-04s: Index: 66 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| + +execution time of: 4.2547e-04s: Index: 102 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| + +execution time of: 4.2595e-04s: Index: 99 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| + +execution time of: 4.2694e-04s: Index: 79 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| + +execution time of: 4.2741e-04s: Index: 77 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| + +execution time of: 4.2842e-04s: Index: 100 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| + +execution time of: 4.2938e-04s: Index: 60 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| + +execution time of: 4.3060e-04s: Index: 38 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| + +execution time of: 4.3112e-04s: Index: 35 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| + +execution time of: 4.3169e-04s: Index: 56 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| + +execution time of: 4.3174e-04s: Index: 98 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| + +execution time of: 4.3307e-04s: Index: 76 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| + +execution time of: 4.3386e-04s: Index: 23 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| + +execution time of: 4.3407e-04s: Index: 75 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| + +execution time of: 4.3418e-04s: Index: 43 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| + +execution time of: 4.3460e-04s: Index: 34 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| + +execution time of: 4.3501e-04s: Index: 78 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| + +execution time of: 4.3507e-04s: Index: 97 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| + +execution time of: 4.3715e-04s: Index: 32 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| + +execution time of: 4.3821e-04s: Index: 37 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| + +execution time of: 4.3839e-04s: Index: 17 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| + +execution time of: 4.3891e-04s: Index: 73 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| + +execution time of: 4.3940e-04s: Index: 22 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| + +execution time of: 4.3949e-04s: Index: 53 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| + +execution time of: 4.3980e-04s: Index: 74 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| + +execution time of: 4.3985e-04s: Index: 21 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| + +execution time of: 4.4004e-04s: Index: 54 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| + +execution time of: 4.4007e-04s: Index: 96 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| + +execution time of: 4.4124e-04s: Index: 36 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| + +execution time of: 4.4312e-04s: Index: 55 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| + +execution time of: 4.4316e-04s: Index: 51 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| + +execution time of: 4.4357e-04s: Index: 52 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| + +execution time of: 4.4378e-04s: Index: 16 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| + +execution time of: 4.4397e-04s: Index: 72 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| + +execution time of: 4.4456e-04s: Index: 42 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| + +execution time of: 4.4605e-04s: Index: 49 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| + +execution time of: 4.4659e-04s: Index: 11 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| + +execution time of: 4.4660e-04s: Index: 15 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| + +execution time of: 4.4763e-04s: Index: 50 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| + +execution time of: 4.4785e-04s: Index: 19 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| + +execution time of: 4.4799e-04s: Index: 20 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| + +execution time of: 4.4840e-04s: Index: 30 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| + +execution time of: 4.5128e-04s: Index: 27 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| + +execution time of: 4.5157e-04s: Index: 10 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| + +execution time of: 4.5170e-04s: Index: 48 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| + +execution time of: 4.5182e-04s: Index: 31 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| + +execution time of: 4.5250e-04s: Index: 13 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| + +execution time of: 4.5250e-04s: Index: 28 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| + +execution time of: 4.5280e-04s: Index: 29 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| + +execution time of: 4.5323e-04s: Index: 9 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| + +execution time of: 4.5335e-04s: Index: 18 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| + +execution time of: 4.5456e-04s: Index: 14 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| + +execution time of: 4.5651e-04s: Index: 25 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| + +execution time of: 4.5731e-04s: Index: 5 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| + +execution time of: 4.5758e-04s: Index: 7 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| + +execution time of: 4.5775e-04s: Index: 26 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| + +execution time of: 4.5872e-04s: Index: 12 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| + +execution time of: 4.5909e-04s: Index: 4 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| + +execution time of: 4.5948e-04s: Index: 8 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| + +execution time of: 4.5976e-04s: Index: 24 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| + +execution time of: 4.6232e-04s: Index: 6 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| + +execution time of: 4.6234e-04s: Index: 1 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| + +execution time of: 4.6487e-04s: Index: 3 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| + +execution time of: 4.6537e-04s: Index: 33 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| + +execution time of: 4.6689e-04s: Index: 2 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| + +execution time of: 4.7316e-04s: Index: 0 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| + ________________________________________________________________________________________________ Start Simulation of su2random_indep_qiskit_6__________________________________________________ @@ -481,737 +937,2907 @@ Start Simulation of su2random_indep_qiskit_6____________________________________ 76:...|...|...|...|...|...5 .o:...0...1...2...3...4...5 Total Permutations: 720 -Min time: 1.3630e-04s................. Permutation 718: 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Max time: 3.4147e-04s................. Permutation 600: 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +Min time: 7.4381e-04s................. Permutation 719: 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +Max time: 1.6556e-03s................. Permutation 93 : 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| Min active nodes: 63 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Min max nodes: 189 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Min max nodes: 126 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| Max active nodes: 63 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Max max nodes: 189 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Max max nodes: 126 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| ________________________________________________________________________________________________ 720 permutations have 63 active nodes. +Index: 719 | Max_nodes: 126 | Time: 7.4381e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +Index: 599 | Max_nodes: 126 | Time: 7.5062e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +Index: 695 | Max_nodes: 126 | Time: 7.5631e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +Index: 713 | Max_nodes: 126 | Time: 7.6167e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +Index: 575 | Max_nodes: 126 | Time: 7.6298e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +Index: 718 | Max_nodes: 126 | Time: 7.6333e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +Index: 593 | Max_nodes: 126 | Time: 7.6388e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +Index: 716 | Max_nodes: 126 | Time: 7.6561e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +Index: 598 | Max_nodes: 126 | Time: 7.6594e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +Index: 597 | Max_nodes: 126 | Time: 7.6607e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +Index: 717 | Max_nodes: 126 | Time: 7.6680e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +Index: 694 | Max_nodes: 126 | Time: 7.6685e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +Index: 479 | Max_nodes: 126 | Time: 7.6990e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +Index: 689 | Max_nodes: 126 | Time: 7.7005e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +Index: 693 | Max_nodes: 126 | Time: 7.7265e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +Index: 455 | Max_nodes: 126 | Time: 7.7287e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +Index: 596 | Max_nodes: 126 | Time: 7.7578e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +Index: 473 | Max_nodes: 126 | Time: 7.7644e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +Index: 692 | Max_nodes: 126 | Time: 7.7681e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +Index: 478 | Max_nodes: 126 | Time: 7.7713e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +Index: 711 | Max_nodes: 126 | Time: 7.7795e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| +Index: 712 | Max_nodes: 126 | Time: 7.7835e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +Index: 477 | Max_nodes: 126 | Time: 7.7859e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +Index: 591 | Max_nodes: 126 | Time: 7.7971e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| +Index: 574 | Max_nodes: 126 | Time: 7.7984e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +Index: 715 | Max_nodes: 126 | Time: 7.7987e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +Index: 671 | Max_nodes: 126 | Time: 7.8007e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +Index: 569 | Max_nodes: 126 | Time: 7.8021e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| +Index: 573 | Max_nodes: 126 | Time: 7.8034e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +Index: 592 | Max_nodes: 126 | Time: 7.8191e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +Index: 714 | Max_nodes: 126 | Time: 7.8341e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +Index: 707 | Max_nodes: 126 | Time: 7.8418e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +Index: 688 | Max_nodes: 126 | Time: 7.8494e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| +Index: 595 | Max_nodes: 126 | Time: 7.8718e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +Index: 572 | Max_nodes: 126 | Time: 7.8748e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| +Index: 449 | Max_nodes: 126 | Time: 7.8852e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| +Index: 710 | Max_nodes: 126 | Time: 7.8884e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +Index: 587 | Max_nodes: 126 | Time: 7.8922e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +Index: 568 | Max_nodes: 126 | Time: 7.9047e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| +Index: 359 | Max_nodes: 126 | Time: 7.9057e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +Index: 594 | Max_nodes: 126 | Time: 7.9069e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +Index: 472 | Max_nodes: 126 | Time: 7.9103e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| +Index: 686 | Max_nodes: 126 | Time: 7.9178e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +Index: 454 | Max_nodes: 126 | Time: 7.9191e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +Index: 665 | Max_nodes: 126 | Time: 7.9297e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| +Index: 590 | Max_nodes: 126 | Time: 7.9323e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +Index: 687 | Max_nodes: 126 | Time: 7.9327e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +Index: 691 | Max_nodes: 126 | Time: 7.9344e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| +Index: 705 | Max_nodes: 126 | Time: 7.9359e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +Index: 706 | Max_nodes: 126 | Time: 7.9366e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| +Index: 670 | Max_nodes: 126 | Time: 7.9386e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| +Index: 551 | Max_nodes: 126 | Time: 7.9401e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +Index: 545 | Max_nodes: 126 | Time: 7.9459e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| +Index: 471 | Max_nodes: 126 | Time: 7.9480e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +Index: 453 | Max_nodes: 126 | Time: 7.9533e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +Index: 476 | Max_nodes: 126 | Time: 7.9540e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +Index: 452 | Max_nodes: 126 | Time: 7.9638e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| +Index: 550 | Max_nodes: 126 | Time: 7.9670e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| +Index: 709 | Max_nodes: 126 | Time: 7.9678e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| +Index: 683 | Max_nodes: 126 | Time: 7.9696e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| +Index: 664 | Max_nodes: 126 | Time: 7.9705e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| +Index: 358 | Max_nodes: 126 | Time: 7.9800e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| +Index: 448 | Max_nodes: 126 | Time: 7.9861e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| +Index: 567 | Max_nodes: 126 | Time: 7.9895e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| +Index: 690 | Max_nodes: 126 | Time: 7.9932e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| +Index: 431 | Max_nodes: 126 | Time: 7.9961e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| +Index: 571 | Max_nodes: 126 | Time: 7.9986e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| +Index: 589 | Max_nodes: 126 | Time: 8.0021e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| +Index: 425 | Max_nodes: 126 | Time: 8.0100e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| +Index: 329 | Max_nodes: 126 | Time: 8.0158e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| +Index: 335 | Max_nodes: 126 | Time: 8.0176e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +Index: 566 | Max_nodes: 126 | Time: 8.0190e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +Index: 586 | Max_nodes: 126 | Time: 8.0197e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| +Index: 447 | Max_nodes: 126 | Time: 8.0220e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| +Index: 668 | Max_nodes: 126 | Time: 8.0262e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| +Index: 563 | Max_nodes: 126 | Time: 8.0303e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| +Index: 704 | Max_nodes: 126 | Time: 8.0307e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +Index: 549 | Max_nodes: 126 | Time: 8.0371e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| +Index: 353 | Max_nodes: 126 | Time: 8.0407e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| +Index: 570 | Max_nodes: 126 | Time: 8.0420e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| +Index: 311 | Max_nodes: 126 | Time: 8.0444e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| +Index: 584 | Max_nodes: 126 | Time: 8.0487e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +Index: 474 | Max_nodes: 126 | Time: 8.0503e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| +Index: 467 | Max_nodes: 126 | Time: 8.0524e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| +Index: 708 | Max_nodes: 126 | Time: 8.0532e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| +Index: 669 | Max_nodes: 126 | Time: 8.0556e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| +Index: 475 | Max_nodes: 126 | Time: 8.0563e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| +Index: 430 | Max_nodes: 126 | Time: 8.0743e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| +Index: 451 | Max_nodes: 126 | Time: 8.0772e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| +Index: 685 | Max_nodes: 126 | Time: 8.0795e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| +Index: 352 | Max_nodes: 126 | Time: 8.0813e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| +Index: 681 | Max_nodes: 126 | Time: 8.0833e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| +Index: 585 | Max_nodes: 126 | Time: 8.0844e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +Index: 443 | Max_nodes: 126 | Time: 8.0874e-04s | 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4|4 -> 3|5 -> 5| +Index: 240 | Max_nodes: 126 | Time: 9.2996e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +Index: 51 | Max_nodes: 126 | Time: 9.3071e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +Index: 284 | Max_nodes: 126 | Time: 9.3115e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| +Index: 29 | Max_nodes: 126 | Time: 9.3139e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +Index: 138 | Max_nodes: 126 | Time: 9.3145e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +Index: 33 | Max_nodes: 126 | Time: 9.3151e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +Index: 15 | Max_nodes: 126 | Time: 9.3160e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +Index: 20 | Max_nodes: 126 | Time: 9.3160e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +Index: 11 | Max_nodes: 126 | Time: 9.3170e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +Index: 19 | Max_nodes: 126 | Time: 9.3209e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +Index: 36 | Max_nodes: 126 | Time: 9.3252e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +Index: 121 | Max_nodes: 126 | Time: 9.3272e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Index: 73 | Max_nodes: 126 | Time: 9.3276e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| +Index: 126 | Max_nodes: 126 | Time: 9.3282e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Index: 78 | Max_nodes: 126 | Time: 9.3311e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +Index: 127 | Max_nodes: 126 | Time: 9.3375e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +Index: 31 | Max_nodes: 126 | Time: 9.3440e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| +Index: 27 | Max_nodes: 126 | Time: 9.3466e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +Index: 50 | Max_nodes: 126 | Time: 9.3549e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| +Index: 17 | Max_nodes: 126 | Time: 9.3582e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +Index: 16 | Max_nodes: 126 | Time: 9.3667e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +Index: 48 | Max_nodes: 126 | Time: 9.3686e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +Index: 72 | Max_nodes: 126 | Time: 9.3699e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +Index: 120 | Max_nodes: 126 | Time: 9.3714e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Index: 54 | Max_nodes: 126 | Time: 9.3973e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +Index: 5 | Max_nodes: 126 | Time: 9.4061e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +Index: 49 | Max_nodes: 126 | Time: 9.4118e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +Index: 32 | Max_nodes: 126 | Time: 9.4160e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +Index: 8 | Max_nodes: 126 | Time: 9.4170e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +Index: 30 | Max_nodes: 126 | Time: 9.4252e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +Index: 28 | Max_nodes: 126 | Time: 9.4285e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +Index: 13 | Max_nodes: 126 | Time: 9.4315e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +Index: 12 | Max_nodes: 126 | Time: 9.4365e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +Index: 69 | Max_nodes: 126 | Time: 9.4539e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| +Index: 80 | Max_nodes: 126 | Time: 9.4591e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| +Index: 7 | Max_nodes: 126 | Time: 9.4776e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +Index: 9 | Max_nodes: 126 | Time: 9.4778e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +Index: 1 | Max_nodes: 126 | Time: 9.4787e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Index: 2 | Max_nodes: 126 | Time: 9.4798e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 14 | Max_nodes: 126 | Time: 9.4920e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +Index: 10 | Max_nodes: 126 | Time: 9.5049e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +Index: 6 | Max_nodes: 126 | Time: 9.5056e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Index: 24 | Max_nodes: 126 | Time: 9.5078e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +Index: 3 | Max_nodes: 126 | Time: 9.5459e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +Index: 0 | Max_nodes: 126 | Time: 9.5464e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Index: 18 | Max_nodes: 126 | Time: 9.5506e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +Index: 26 | Max_nodes: 126 | Time: 9.5544e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +Index: 4 | Max_nodes: 126 | Time: 9.5564e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +Index: 25 | Max_nodes: 126 | Time: 9.5611e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +Index: 87 | Max_nodes: 126 | Time: 9.6004e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| +Index: 450 | Max_nodes: 126 | Time: 1.5839e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| +Index: 93 | Max_nodes: 126 | Time: 1.6556e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| ........................... -Average time: 1.6395e-04s +Average time: 8.6627e-04s ________________________________________________________________________________________________ -720 permutations have 189 max nodes. +720 permutations have 126 max nodes. +Index: 719 | Active_nodes: 63 | Time: 7.4381e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +Index: 599 | Active_nodes: 63 | Time: 7.5062e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +Index: 695 | Active_nodes: 63 | Time: 7.5631e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +Index: 713 | Active_nodes: 63 | Time: 7.6167e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +Index: 575 | Active_nodes: 63 | Time: 7.6298e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +Index: 718 | Active_nodes: 63 | Time: 7.6333e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +Index: 593 | Active_nodes: 63 | Time: 7.6388e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +Index: 716 | Active_nodes: 63 | Time: 7.6561e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +Index: 598 | Active_nodes: 63 | Time: 7.6594e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +Index: 597 | Active_nodes: 63 | Time: 7.6607e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +Index: 717 | Active_nodes: 63 | Time: 7.6680e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +Index: 694 | Active_nodes: 63 | Time: 7.6685e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +Index: 479 | Active_nodes: 63 | Time: 7.6990e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +Index: 689 | Active_nodes: 63 | Time: 7.7005e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +Index: 693 | Active_nodes: 63 | Time: 7.7265e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +Index: 455 | Active_nodes: 63 | Time: 7.7287e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +Index: 596 | Active_nodes: 63 | Time: 7.7578e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +Index: 473 | Active_nodes: 63 | Time: 7.7644e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +Index: 692 | Active_nodes: 63 | Time: 7.7681e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +Index: 478 | Active_nodes: 63 | Time: 7.7713e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +Index: 711 | Active_nodes: 63 | Time: 7.7795e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| +Index: 712 | Active_nodes: 63 | Time: 7.7835e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +Index: 477 | Active_nodes: 63 | Time: 7.7859e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +Index: 591 | Active_nodes: 63 | Time: 7.7971e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| +Index: 574 | Active_nodes: 63 | Time: 7.7984e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +Index: 715 | Active_nodes: 63 | Time: 7.7987e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +Index: 671 | Active_nodes: 63 | Time: 7.8007e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +Index: 569 | Active_nodes: 63 | Time: 7.8021e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| +Index: 573 | Active_nodes: 63 | Time: 7.8034e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +Index: 592 | Active_nodes: 63 | Time: 7.8191e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +Index: 714 | Active_nodes: 63 | Time: 7.8341e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +Index: 707 | Active_nodes: 63 | Time: 7.8418e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +Index: 688 | Active_nodes: 63 | Time: 7.8494e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| +Index: 595 | Active_nodes: 63 | Time: 7.8718e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +Index: 572 | Active_nodes: 63 | Time: 7.8748e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| +Index: 449 | Active_nodes: 63 | Time: 7.8852e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| +Index: 710 | Active_nodes: 63 | Time: 7.8884e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +Index: 587 | Active_nodes: 63 | Time: 7.8922e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +Index: 568 | Active_nodes: 63 | Time: 7.9047e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| +Index: 359 | Active_nodes: 63 | Time: 7.9057e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +Index: 594 | Active_nodes: 63 | Time: 7.9069e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +Index: 472 | Active_nodes: 63 | Time: 7.9103e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| +Index: 686 | Active_nodes: 63 | Time: 7.9178e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +Index: 454 | Active_nodes: 63 | Time: 7.9191e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +Index: 665 | Active_nodes: 63 | Time: 7.9297e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| +Index: 590 | Active_nodes: 63 | Time: 7.9323e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +Index: 687 | Active_nodes: 63 | Time: 7.9327e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +Index: 691 | Active_nodes: 63 | Time: 7.9344e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| +Index: 705 | Active_nodes: 63 | Time: 7.9359e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +Index: 706 | Active_nodes: 63 | Time: 7.9366e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| +Index: 670 | Active_nodes: 63 | Time: 7.9386e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| +Index: 551 | Active_nodes: 63 | Time: 7.9401e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +Index: 545 | Active_nodes: 63 | Time: 7.9459e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| +Index: 471 | Active_nodes: 63 | Time: 7.9480e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +Index: 453 | Active_nodes: 63 | Time: 7.9533e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +Index: 476 | Active_nodes: 63 | Time: 7.9540e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +Index: 452 | Active_nodes: 63 | Time: 7.9638e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| +Index: 550 | Active_nodes: 63 | Time: 7.9670e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| +Index: 709 | Active_nodes: 63 | Time: 7.9678e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| +Index: 683 | Active_nodes: 63 | Time: 7.9696e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| +Index: 664 | Active_nodes: 63 | Time: 7.9705e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| +Index: 358 | Active_nodes: 63 | Time: 7.9800e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| +Index: 448 | Active_nodes: 63 | Time: 7.9861e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| +Index: 567 | Active_nodes: 63 | Time: 7.9895e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| +Index: 690 | Active_nodes: 63 | Time: 7.9932e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| +Index: 431 | Active_nodes: 63 | Time: 7.9961e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| +Index: 571 | Active_nodes: 63 | Time: 7.9986e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| +Index: 589 | Active_nodes: 63 | Time: 8.0021e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| +Index: 425 | Active_nodes: 63 | Time: 8.0100e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| +Index: 329 | Active_nodes: 63 | Time: 8.0158e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| +Index: 335 | Active_nodes: 63 | Time: 8.0176e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +Index: 566 | Active_nodes: 63 | Time: 8.0190e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +Index: 586 | Active_nodes: 63 | Time: 8.0197e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| +Index: 447 | Active_nodes: 63 | Time: 8.0220e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| +Index: 668 | Active_nodes: 63 | Time: 8.0262e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| +Index: 563 | Active_nodes: 63 | Time: 8.0303e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| +Index: 704 | Active_nodes: 63 | Time: 8.0307e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +Index: 549 | Active_nodes: 63 | Time: 8.0371e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| +Index: 353 | Active_nodes: 63 | Time: 8.0407e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| +Index: 570 | Active_nodes: 63 | Time: 8.0420e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| +Index: 311 | Active_nodes: 63 | Time: 8.0444e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| +Index: 584 | Active_nodes: 63 | Time: 8.0487e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +Index: 474 | Active_nodes: 63 | Time: 8.0503e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| +Index: 467 | Active_nodes: 63 | Time: 8.0524e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| +Index: 708 | Active_nodes: 63 | Time: 8.0532e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| +Index: 669 | Active_nodes: 63 | Time: 8.0556e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| +Index: 475 | Active_nodes: 63 | Time: 8.0563e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| +Index: 430 | Active_nodes: 63 | Time: 8.0743e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| +Index: 451 | Active_nodes: 63 | Time: 8.0772e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| +Index: 685 | Active_nodes: 63 | Time: 8.0795e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| +Index: 352 | Active_nodes: 63 | Time: 8.0813e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| +Index: 681 | Active_nodes: 63 | Time: 8.0833e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| +Index: 585 | Active_nodes: 63 | Time: 8.0844e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +Index: 443 | Active_nodes: 63 | Time: 8.0874e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| +Index: 357 | Active_nodes: 63 | Time: 8.0874e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| +Index: 682 | Active_nodes: 63 | Time: 8.0884e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| +Index: 662 | Active_nodes: 63 | Time: 8.0908e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| +Index: 663 | Active_nodes: 63 | Time: 8.0941e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| +Index: 470 | Active_nodes: 63 | Time: 8.0964e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +Index: 305 | Active_nodes: 63 | Time: 8.0969e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| +Index: 334 | Active_nodes: 63 | Time: 8.0976e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| +Index: 356 | Active_nodes: 63 | Time: 8.1052e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| +Index: 659 | Active_nodes: 63 | Time: 8.1062e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| +Index: 562 | Active_nodes: 63 | Time: 8.1187e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| +Index: 351 | Active_nodes: 63 | Time: 8.1225e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| +Index: 564 | Active_nodes: 63 | Time: 8.1367e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +Index: 469 | Active_nodes: 63 | Time: 8.1372e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| +Index: 561 | Active_nodes: 63 | Time: 8.1383e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| +Index: 328 | Active_nodes: 63 | Time: 8.1399e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| +Index: 543 | Active_nodes: 63 | Time: 8.1435e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| +Index: 565 | Active_nodes: 63 | Time: 8.1451e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| +Index: 465 | Active_nodes: 63 | Time: 8.1562e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| +Index: 310 | Active_nodes: 63 | Time: 8.1562e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| +Index: 332 | Active_nodes: 63 | Time: 8.1576e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| +Index: 684 | Active_nodes: 63 | Time: 8.1601e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| +Index: 428 | Active_nodes: 63 | Time: 8.1608e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| +Index: 466 | Active_nodes: 63 | Time: 8.1649e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| +Index: 548 | Active_nodes: 63 | Time: 8.1649e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| +Index: 544 | Active_nodes: 63 | Time: 8.1652e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| +Index: 588 | Active_nodes: 63 | Time: 8.1708e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| +Index: 446 | Active_nodes: 63 | Time: 8.1739e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +Index: 468 | Active_nodes: 63 | Time: 8.1789e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| +Index: 667 | Active_nodes: 63 | Time: 8.1792e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| 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3|4 -> 1|5 -> 4| +Index: 380 | Active_nodes: 63 | Time: 8.9464e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 4| +Index: 198 | Active_nodes: 63 | Time: 8.9472e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| +Index: 111 | Active_nodes: 63 | Time: 8.9473e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| +Index: 174 | Active_nodes: 63 | Time: 8.9497e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| +Index: 196 | Active_nodes: 63 | Time: 8.9508e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| +Index: 602 | Active_nodes: 63 | Time: 8.9525e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 4| +Index: 370 | Active_nodes: 63 | Time: 8.9597e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 4| +Index: 483 | Active_nodes: 63 | Time: 8.9605e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| +Index: 256 | Active_nodes: 63 | Time: 8.9618e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| +Index: 216 | Active_nodes: 63 | Time: 8.9634e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| +Index: 195 | 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4|4 -> 3|5 -> 2| +Index: 109 | Active_nodes: 63 | Time: 9.0485e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| +Index: 86 | Active_nodes: 63 | Time: 9.0504e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| +Index: 47 | Active_nodes: 63 | Time: 9.0513e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| +Index: 482 | Active_nodes: 63 | Time: 9.0562e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| +Index: 169 | Active_nodes: 63 | Time: 9.0586e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| +Index: 268 | Active_nodes: 63 | Time: 9.0603e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| +Index: 83 | Active_nodes: 63 | Time: 9.0613e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| +Index: 385 | Active_nodes: 63 | Time: 9.0614e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4| +Index: 91 | Active_nodes: 63 | Time: 9.0614e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| +Index: 366 | Active_nodes: 63 | Time: 9.0632e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +Index: 115 | Active_nodes: 63 | Time: 9.0650e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| +Index: 114 | Active_nodes: 63 | Time: 9.0651e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| +Index: 361 | Active_nodes: 63 | Time: 9.0720e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +Index: 364 | Active_nodes: 63 | Time: 9.0762e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| +Index: 68 | Active_nodes: 63 | Time: 9.0767e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| +Index: 480 | Active_nodes: 63 | Time: 9.0824e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +Index: 254 | Active_nodes: 63 | Time: 9.0876e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| +Index: 90 | Active_nodes: 63 | Time: 9.0891e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| +Index: 104 | Active_nodes: 63 | Time: 9.0932e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| +Index: 137 | Active_nodes: 63 | Time: 9.0969e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +Index: 168 | Active_nodes: 63 | Time: 9.0985e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| +Index: 170 | Active_nodes: 63 | Time: 9.0991e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| +Index: 362 | Active_nodes: 63 | Time: 9.1016e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| +Index: 601 | Active_nodes: 63 | Time: 9.1025e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| +Index: 101 | Active_nodes: 63 | Time: 9.1033e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| +Index: 108 | Active_nodes: 63 | Time: 9.1039e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| +Index: 149 | Active_nodes: 63 | Time: 9.1074e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| +Index: 81 | Active_nodes: 63 | Time: 9.1114e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| +Index: 363 | Active_nodes: 63 | Time: 9.1133e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +Index: 41 | Active_nodes: 63 | Time: 9.1152e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| +Index: 67 | Active_nodes: 63 | Time: 9.1191e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| +Index: 147 | Active_nodes: 63 | Time: 9.1205e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| +Index: 248 | Active_nodes: 63 | Time: 9.1237e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +Index: 59 | Active_nodes: 63 | Time: 9.1271e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| +Index: 245 | Active_nodes: 63 | Time: 9.1300e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +Index: 264 | Active_nodes: 63 | Time: 9.1316e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +Index: 148 | Active_nodes: 63 | Time: 9.1318e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| +Index: 252 | Active_nodes: 63 | Time: 9.1323e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +Index: 145 | Active_nodes: 63 | Time: 9.1389e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +Index: 85 | Active_nodes: 63 | Time: 9.1389e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| +Index: 46 | Active_nodes: 63 | Time: 9.1413e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| +Index: 146 | Active_nodes: 63 | Time: 9.1432e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| +Index: 58 | Active_nodes: 63 | Time: 9.1442e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| +Index: 70 | Active_nodes: 63 | Time: 9.1442e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| +Index: 44 | Active_nodes: 63 | Time: 9.1515e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| +Index: 360 | Active_nodes: 63 | Time: 9.1534e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +Index: 45 | Active_nodes: 63 | Time: 9.1552e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| +Index: 82 | Active_nodes: 63 | Time: 9.1559e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| +Index: 84 | Active_nodes: 63 | Time: 9.1623e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| +Index: 103 | Active_nodes: 63 | Time: 9.1625e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| +Index: 135 | Active_nodes: 63 | Time: 9.1635e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +Index: 40 | Active_nodes: 63 | Time: 9.1643e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| +Index: 60 | Active_nodes: 63 | Time: 9.1650e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| +Index: 64 | Active_nodes: 63 | Time: 9.1668e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| +Index: 144 | Active_nodes: 63 | Time: 9.1669e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +Index: 99 | Active_nodes: 63 | Time: 9.1699e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| +Index: 136 | Active_nodes: 63 | Time: 9.1701e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +Index: 246 | Active_nodes: 63 | Time: 9.1703e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +Index: 61 | Active_nodes: 63 | Time: 9.1713e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| +Index: 140 | Active_nodes: 63 | Time: 9.1808e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +Index: 102 | Active_nodes: 63 | Time: 9.1833e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| +Index: 247 | Active_nodes: 63 | Time: 9.1834e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| +Index: 131 | Active_nodes: 63 | Time: 9.1856e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +Index: 63 | Active_nodes: 63 | Time: 9.1872e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| +Index: 243 | Active_nodes: 63 | Time: 9.1885e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +Index: 100 | Active_nodes: 63 | Time: 9.1904e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| +Index: 98 | Active_nodes: 63 | Time: 9.1928e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| +Index: 77 | Active_nodes: 63 | Time: 9.1964e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| +Index: 35 | Active_nodes: 63 | Time: 9.2029e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| +Index: 62 | Active_nodes: 63 | Time: 9.2032e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| +Index: 244 | Active_nodes: 63 | Time: 9.2037e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +Index: 97 | Active_nodes: 63 | Time: 9.2101e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| +Index: 39 | Active_nodes: 63 | Time: 9.2133e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +Index: 22 | Active_nodes: 63 | Time: 9.2222e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +Index: 241 | Active_nodes: 63 | Time: 9.2229e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +Index: 57 | Active_nodes: 63 | Time: 9.2241e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| +Index: 142 | Active_nodes: 63 | Time: 9.2245e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +Index: 133 | Active_nodes: 63 | Time: 9.2275e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +Index: 129 | Active_nodes: 63 | Time: 9.2282e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +Index: 141 | Active_nodes: 63 | Time: 9.2297e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +Index: 74 | Active_nodes: 63 | Time: 9.2300e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| +Index: 130 | Active_nodes: 63 | Time: 9.2330e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +Index: 139 | Active_nodes: 63 | Time: 9.2351e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +Index: 75 | Active_nodes: 63 | Time: 9.2390e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| +Index: 34 | Active_nodes: 63 | Time: 9.2391e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| +Index: 242 | Active_nodes: 63 | Time: 9.2455e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +Index: 56 | Active_nodes: 63 | Time: 9.2482e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| +Index: 37 | Active_nodes: 63 | Time: 9.2483e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| +Index: 134 | Active_nodes: 63 | Time: 9.2484e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +Index: 42 | Active_nodes: 63 | Time: 9.2495e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| +Index: 21 | Active_nodes: 63 | Time: 9.2538e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +Index: 79 | Active_nodes: 63 | Time: 9.2552e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| +Index: 124 | Active_nodes: 63 | Time: 9.2552e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +Index: 38 | Active_nodes: 63 | Time: 9.2580e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| +Index: 96 | Active_nodes: 63 | Time: 9.2624e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +Index: 55 | Active_nodes: 63 | Time: 9.2632e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| +Index: 43 | Active_nodes: 63 | Time: 9.2634e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| +Index: 53 | Active_nodes: 63 | Time: 9.2685e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +Index: 132 | Active_nodes: 63 | Time: 9.2706e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +Index: 123 | Active_nodes: 63 | Time: 9.2761e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +Index: 486 | Active_nodes: 63 | Time: 9.2783e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +Index: 66 | Active_nodes: 63 | Time: 9.2866e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| +Index: 125 | Active_nodes: 63 | Time: 9.2901e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +Index: 76 | Active_nodes: 63 | Time: 9.2926e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| +Index: 23 | Active_nodes: 63 | Time: 9.2939e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +Index: 52 | Active_nodes: 63 | Time: 9.2963e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| +Index: 128 | Active_nodes: 63 | Time: 9.2965e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +Index: 122 | Active_nodes: 63 | Time: 9.2967e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 240 | Active_nodes: 63 | Time: 9.2996e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +Index: 51 | Active_nodes: 63 | Time: 9.3071e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +Index: 284 | Active_nodes: 63 | Time: 9.3115e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| +Index: 29 | Active_nodes: 63 | Time: 9.3139e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +Index: 138 | Active_nodes: 63 | Time: 9.3145e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +Index: 33 | Active_nodes: 63 | Time: 9.3151e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +Index: 15 | Active_nodes: 63 | Time: 9.3160e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +Index: 20 | Active_nodes: 63 | Time: 9.3160e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +Index: 11 | Active_nodes: 63 | Time: 9.3170e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +Index: 19 | Active_nodes: 63 | Time: 9.3209e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +Index: 36 | Active_nodes: 63 | Time: 9.3252e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +Index: 121 | Active_nodes: 63 | Time: 9.3272e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Index: 73 | Active_nodes: 63 | Time: 9.3276e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| +Index: 126 | Active_nodes: 63 | Time: 9.3282e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Index: 78 | Active_nodes: 63 | Time: 9.3311e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +Index: 127 | Active_nodes: 63 | Time: 9.3375e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +Index: 31 | Active_nodes: 63 | Time: 9.3440e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| +Index: 27 | Active_nodes: 63 | Time: 9.3466e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +Index: 50 | Active_nodes: 63 | Time: 9.3549e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| +Index: 17 | Active_nodes: 63 | Time: 9.3582e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +Index: 16 | Active_nodes: 63 | Time: 9.3667e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +Index: 48 | Active_nodes: 63 | Time: 9.3686e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +Index: 72 | Active_nodes: 63 | Time: 9.3699e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +Index: 120 | Active_nodes: 63 | Time: 9.3714e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Index: 54 | Active_nodes: 63 | Time: 9.3973e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +Index: 5 | Active_nodes: 63 | Time: 9.4061e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +Index: 49 | Active_nodes: 63 | Time: 9.4118e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +Index: 32 | Active_nodes: 63 | Time: 9.4160e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +Index: 8 | Active_nodes: 63 | Time: 9.4170e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +Index: 30 | Active_nodes: 63 | Time: 9.4252e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +Index: 28 | Active_nodes: 63 | Time: 9.4285e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +Index: 13 | Active_nodes: 63 | Time: 9.4315e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +Index: 12 | Active_nodes: 63 | Time: 9.4365e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +Index: 69 | Active_nodes: 63 | Time: 9.4539e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| +Index: 80 | Active_nodes: 63 | Time: 9.4591e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| +Index: 7 | Active_nodes: 63 | Time: 9.4776e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +Index: 9 | Active_nodes: 63 | Time: 9.4778e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +Index: 1 | Active_nodes: 63 | Time: 9.4787e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Index: 2 | Active_nodes: 63 | Time: 9.4798e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 14 | Active_nodes: 63 | Time: 9.4920e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +Index: 10 | Active_nodes: 63 | Time: 9.5049e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +Index: 6 | Active_nodes: 63 | Time: 9.5056e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Index: 24 | Active_nodes: 63 | Time: 9.5078e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +Index: 3 | Active_nodes: 63 | Time: 9.5459e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +Index: 0 | Active_nodes: 63 | Time: 9.5464e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Index: 18 | Active_nodes: 63 | Time: 9.5506e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +Index: 26 | Active_nodes: 63 | Time: 9.5544e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +Index: 4 | Active_nodes: 63 | Time: 9.5564e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +Index: 25 | Active_nodes: 63 | Time: 9.5611e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +Index: 87 | Active_nodes: 63 | Time: 9.6004e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| +Index: 450 | Active_nodes: 63 | Time: 1.5839e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| +Index: 93 | Active_nodes: 63 | Time: 1.6556e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| ........................... -Average time: 1.6395e-04s +Average time: 8.6627e-04s ________________________________________________________________________________________________ -execution time of: 1.3630e-04s: Index: 718 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -execution time of: 1.3690e-04s: Index: 599 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -execution time of: 1.3769e-04s: Index: 598 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -execution time of: 1.3782e-04s: Index: 719 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -execution time of: 1.3817e-04s: Index: 695 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -execution time of: 1.4058e-04s: Index: 717 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -execution time of: 1.4058e-04s: Index: 597 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -execution time of: 1.4108e-04s: Index: 596 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -execution time of: 1.4128e-04s: Index: 593 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -execution time of: 1.4147e-04s: Index: 575 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -execution time of: 1.4167e-04s: Index: 594 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -execution time of: 1.4173e-04s: Index: 479 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -execution time of: 1.4217e-04s: Index: 478 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -execution time of: 1.4218e-04s: Index: 595 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -execution time of: 1.4234e-04s: Index: 574 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -execution time of: 1.4252e-04s: Index: 716 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -execution time of: 1.4258e-04s: Index: 694 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -execution time of: 1.4279e-04s: Index: 712 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -execution time of: 1.4288e-04s: Index: 713 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -execution time of: 1.4335e-04s: Index: 455 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -execution time of: 1.4359e-04s: Index: 573 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -execution time of: 1.4361e-04s: Index: 592 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -execution time of: 1.4423e-04s: Index: 715 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -execution time of: 1.4424e-04s: Index: 477 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -execution time of: 1.4432e-04s: Index: 571 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -execution time of: 1.4478e-04s: Index: 454 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -execution time of: 1.4553e-04s: Index: 572 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -execution time of: 1.4577e-04s: Index: 693 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -execution time of: 1.4586e-04s: Index: 692 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -execution time of: 1.4640e-04s: Index: 689 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -execution time of: 1.4649e-04s: Index: 569 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -execution time of: 1.4650e-04s: Index: 590 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -execution time of: 1.4657e-04s: Index: 690 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -execution time of: 1.4669e-04s: Index: 688 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -execution time of: 1.4672e-04s: Index: 714 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -execution time of: 1.4710e-04s: Index: 475 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -execution time of: 1.4712e-04s: Index: 564 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -execution time of: 1.4749e-04s: Index: 570 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -execution time of: 1.4755e-04s: Index: 708 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -execution time of: 1.4768e-04s: Index: 545 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -execution time of: 1.4774e-04s: Index: 589 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -execution time of: 1.4793e-04s: Index: 591 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -execution time of: 1.4801e-04s: Index: 473 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -execution time of: 1.4803e-04s: Index: 710 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -execution time of: 1.4810e-04s: Index: 665 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -execution time of: 1.4814e-04s: Index: 474 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -execution time of: 1.4855e-04s: Index: 470 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -execution time of: 1.4866e-04s: Index: 568 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -execution time of: 1.4876e-04s: Index: 709 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -execution time of: 1.4879e-04s: Index: 566 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -execution time of: 1.4916e-04s: Index: 472 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -execution time of: 1.4929e-04s: Index: 449 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -execution time of: 1.4945e-04s: Index: 452 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -execution time of: 1.4957e-04s: Index: 670 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -execution time of: 1.4959e-04s: Index: 424 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -execution time of: 1.4965e-04s: Index: 691 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -execution time of: 1.4969e-04s: Index: 671 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -execution time of: 1.4973e-04s: Index: 359 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -execution time of: 1.4976e-04s: Index: 588 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -execution time of: 1.4978e-04s: Index: 686 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -execution time of: 1.4981e-04s: Index: 551 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -execution time of: 1.4985e-04s: Index: 548 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -execution time of: 1.4985e-04s: Index: 444 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -execution time of: 1.5008e-04s: Index: 662 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -execution time of: 1.5009e-04s: Index: 567 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -execution time of: 1.5015e-04s: Index: 587 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -execution time of: 1.5018e-04s: Index: 448 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -execution time of: 1.5023e-04s: Index: 453 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -execution time of: 1.5028e-04s: Index: 476 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -execution time of: 1.5029e-04s: Index: 707 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -execution time of: 1.5036e-04s: Index: 586 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -execution time of: 1.5046e-04s: Index: 581 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -execution time of: 1.5049e-04s: Index: 451 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -execution time of: 1.5058e-04s: Index: 711 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -execution time of: 1.5059e-04s: Index: 550 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -execution time of: 1.5069e-04s: Index: 468 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -execution time of: 1.5082e-04s: Index: 584 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -execution time of: 1.5088e-04s: Index: 701 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -execution time of: 1.5105e-04s: Index: 310 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -execution time of: 1.5115e-04s: Index: 684 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -execution time of: 1.5119e-04s: Index: 542 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -execution time of: 1.5119e-04s: Index: 335 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -execution time of: 1.5148e-04s: Index: 565 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -execution time of: 1.5154e-04s: Index: 422 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -execution time of: 1.5164e-04s: Index: 431 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -execution time of: 1.5165e-04s: Index: 668 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -execution time of: 1.5166e-04s: Index: 353 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -execution time of: 1.5182e-04s: Index: 544 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -execution time of: 1.5184e-04s: Index: 699 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -execution time of: 1.5202e-04s: Index: 546 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -execution time of: 1.5208e-04s: Index: 685 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -execution time of: 1.5212e-04s: Index: 660 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -execution time of: 1.5217e-04s: Index: 304 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -execution time of: 1.5220e-04s: Index: 702 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -execution time of: 1.5224e-04s: Index: 582 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -execution time of: 1.5230e-04s: Index: 704 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -execution time of: 1.5245e-04s: Index: 562 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -execution time of: 1.5245e-04s: Index: 334 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -execution time of: 1.5245e-04s: Index: 666 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -execution time of: 1.5246e-04s: Index: 680 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -execution time of: 1.5257e-04s: Index: 706 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -execution time of: 1.5271e-04s: Index: 664 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -execution time of: 1.5272e-04s: Index: 469 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -execution time of: 1.5318e-04s: Index: 540 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -execution time of: 1.5324e-04s: Index: 447 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -execution time of: 1.5326e-04s: Index: 428 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -execution time of: 1.5327e-04s: Index: 420 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -execution time of: 1.5331e-04s: Index: 558 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -execution time of: 1.5334e-04s: Index: 305 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -execution time of: 1.5334e-04s: Index: 705 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -execution time of: 1.5337e-04s: Index: 667 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -execution time of: 1.5337e-04s: Index: 583 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -execution time of: 1.5347e-04s: Index: 682 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -execution time of: 1.5349e-04s: Index: 352 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -execution time of: 1.5352e-04s: Index: 687 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -execution time of: 1.5355e-04s: Index: 306 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -execution time of: 1.5358e-04s: Index: 464 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -execution time of: 1.5359e-04s: Index: 311 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -execution time of: 1.5372e-04s: Index: 358 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -execution time of: 1.5374e-04s: Index: 425 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -execution time of: 1.5378e-04s: Index: 329 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -execution time of: 1.5382e-04s: Index: 326 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -execution time of: 1.5403e-04s: Index: 677 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -execution time of: 1.5403e-04s: Index: 681 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -execution time of: 1.5413e-04s: Index: 585 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -execution time of: 1.5423e-04s: Index: 446 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -execution time of: 1.5423e-04s: Index: 445 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -execution time of: 1.5429e-04s: Index: 308 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -execution time of: 1.5434e-04s: Index: 661 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -execution time of: 1.5439e-04s: Index: 580 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -execution time of: 1.5447e-04s: Index: 669 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -execution time of: 1.5453e-04s: Index: 430 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -execution time of: 1.5457e-04s: Index: 563 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -execution time of: 1.5458e-04s: Index: 471 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -execution time of: 1.5468e-04s: Index: 300 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -execution time of: 1.5475e-04s: Index: 579 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -execution time of: 1.5476e-04s: Index: 663 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -execution time of: 1.5477e-04s: Index: 350 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -execution time of: 1.5479e-04s: Index: 348 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -execution time of: 1.5481e-04s: Index: 656 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -execution time of: 1.5483e-04s: Index: 302 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -execution time of: 1.5489e-04s: Index: 578 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -execution time of: 1.5494e-04s: Index: 426 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -execution time of: 1.5498e-04s: Index: 324 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -execution time of: 1.5508e-04s: Index: 328 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -execution time of: 1.5508e-04s: Index: 557 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -execution time of: 1.5514e-04s: Index: 357 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -execution time of: 1.5533e-04s: Index: 543 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -execution time of: 1.5553e-04s: Index: 418 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -execution time of: 1.5561e-04s: Index: 354 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -execution time of: 1.5562e-04s: Index: 679 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -execution time of: 1.5566e-04s: Index: 458 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -execution time of: 1.5569e-04s: Index: 703 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -execution time of: 1.5595e-04s: Index: 541 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -execution time of: 1.5613e-04s: Index: 696 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -execution time of: 1.5618e-04s: Index: 462 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -execution time of: 1.5621e-04s: Index: 442 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -execution time of: 1.5622e-04s: Index: 440 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -execution time of: 1.5625e-04s: Index: 466 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -execution time of: 1.5637e-04s: Index: 355 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -execution time of: 1.5640e-04s: Index: 356 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -execution time of: 1.5641e-04s: Index: 576 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -execution time of: 1.5649e-04s: Index: 437 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -execution time of: 1.5652e-04s: Index: 678 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -execution time of: 1.5656e-04s: Index: 332 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -execution time of: 1.5664e-04s: Index: 465 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -execution time of: 1.5675e-04s: Index: 467 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -execution time of: 1.5678e-04s: Index: 700 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -execution time of: 1.5681e-04s: Index: 421 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -execution time of: 1.5695e-04s: Index: 547 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -execution time of: 1.5697e-04s: Index: 697 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -execution time of: 1.5704e-04s: Index: 683 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -execution time of: 1.5706e-04s: Index: 561 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -execution time of: 1.5718e-04s: Index: 623 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -execution time of: 1.5721e-04s: Index: 539 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -execution time of: 1.5725e-04s: Index: 423 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -execution time of: 1.5731e-04s: Index: 659 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -execution time of: 1.5737e-04s: Index: 658 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -execution time of: 1.5739e-04s: Index: 674 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -execution time of: 1.5750e-04s: Index: 675 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -execution time of: 1.5754e-04s: Index: 438 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -execution time of: 1.5760e-04s: Index: 536 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -execution time of: 1.5786e-04s: Index: 327 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -execution time of: 1.5788e-04s: Index: 427 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -execution time of: 1.5791e-04s: Index: 435 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -execution time of: 1.5795e-04s: Index: 535 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -execution time of: 1.5802e-04s: Index: 635 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -execution time of: 1.5802e-04s: Index: 303 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -execution time of: 1.5804e-04s: Index: 309 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -execution time of: 1.5809e-04s: Index: 441 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -execution time of: 1.5810e-04s: Index: 527 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -execution time of: 1.5811e-04s: Index: 645 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -execution time of: 1.5813e-04s: Index: 534 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -execution time of: 1.5815e-04s: Index: 644 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -execution time of: 1.5816e-04s: Index: 549 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -execution time of: 1.5817e-04s: Index: 652 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -execution time of: 1.5824e-04s: Index: 577 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -execution time of: 1.5833e-04s: Index: 518 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -execution time of: 1.5834e-04s: Index: 521 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -execution time of: 1.5835e-04s: Index: 537 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -execution time of: 1.5840e-04s: Index: 415 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -execution time of: 1.5855e-04s: Index: 673 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -execution time of: 1.5858e-04s: Index: 653 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -execution time of: 1.5871e-04s: Index: 330 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -execution time of: 1.5880e-04s: Index: 416 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -execution time of: 1.5887e-04s: Index: 552 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -execution time of: 1.5887e-04s: Index: 632 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -execution time of: 1.5888e-04s: Index: 514 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -execution time of: 1.5891e-04s: Index: 503 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -execution time of: 1.5903e-04s: Index: 655 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -execution time of: 1.5904e-04s: Index: 333 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -execution time of: 1.5909e-04s: Index: 331 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -execution time of: 1.5911e-04s: Index: 287 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -execution time of: 1.5938e-04s: Index: 672 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -execution time of: 1.5944e-04s: Index: 525 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -execution time of: 1.5945e-04s: Index: 344 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -execution time of: 1.5946e-04s: Index: 443 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -execution time of: 1.5946e-04s: Index: 322 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -execution time of: 1.5948e-04s: Index: 461 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -execution time of: 1.5949e-04s: Index: 351 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -execution time of: 1.5952e-04s: Index: 641 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -execution time of: 1.5954e-04s: Index: 459 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -execution time of: 1.5956e-04s: Index: 538 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -execution time of: 1.5958e-04s: Index: 299 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -execution time of: 1.5963e-04s: Index: 301 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -execution time of: 1.5963e-04s: Index: 434 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -execution time of: 1.5966e-04s: Index: 559 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -execution time of: 1.5966e-04s: Index: 654 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -execution time of: 1.5967e-04s: Index: 325 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -execution time of: 1.5967e-04s: Index: 617 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -execution time of: 1.5971e-04s: Index: 643 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -execution time of: 1.5973e-04s: Index: 556 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -execution time of: 1.5977e-04s: Index: 349 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -execution time of: 1.5977e-04s: Index: 463 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -execution time of: 1.5991e-04s: Index: 651 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -execution time of: 1.5998e-04s: Index: 657 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -execution time of: 1.5998e-04s: Index: 526 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -execution time of: 1.6002e-04s: Index: 456 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -execution time of: 1.6008e-04s: Index: 676 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -execution time of: 1.6017e-04s: Index: 296 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -execution time of: 1.6017e-04s: Index: 414 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -execution time of: 1.6030e-04s: Index: 513 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -execution time of: 1.6040e-04s: Index: 533 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -execution time of: 1.6048e-04s: Index: 429 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -execution time of: 1.6050e-04s: Index: 346 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -execution time of: 1.6059e-04s: Index: 554 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -execution time of: 1.6068e-04s: Index: 307 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -execution time of: 1.6069e-04s: Index: 555 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -execution time of: 1.6077e-04s: Index: 621 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -execution time of: 1.6085e-04s: Index: 404 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -execution time of: 1.6098e-04s: Index: 634 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -execution time of: 1.6099e-04s: Index: 401 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -execution time of: 1.6106e-04s: 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Index: 209 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -execution time of: 1.6142e-04s: Index: 512 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -execution time of: 1.6145e-04s: Index: 417 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -execution time of: 1.6146e-04s: Index: 392 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -execution time of: 1.6146e-04s: Index: 342 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -execution time of: 1.6150e-04s: Index: 233 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -execution time of: 1.6150e-04s: Index: 515 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -execution time of: 1.6151e-04s: Index: 633 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -execution time of: 1.6153e-04s: Index: 212 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -execution time of: 1.6155e-04s: Index: 560 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -execution time of: 1.6157e-04s: Index: 206 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -execution time of: 1.6157e-04s: Index: 298 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -execution time of: 1.6173e-04s: Index: 511 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -execution time of: 1.6185e-04s: Index: 642 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -execution time of: 1.6187e-04s: Index: 647 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -execution time of: 1.6188e-04s: Index: 406 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -execution time of: 1.6190e-04s: Index: 640 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -execution time of: 1.6192e-04s: Index: 274 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -execution time of: 1.6192e-04s: Index: 182 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -execution time of: 1.6193e-04s: Index: 215 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -execution time of: 1.6201e-04s: Index: 319 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -execution time of: 1.6202e-04s: Index: 294 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -execution time of: 1.6204e-04s: Index: 650 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -execution time of: 1.6205e-04s: Index: 213 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -execution time of: 1.6207e-04s: 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Index: 316 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -execution time of: 1.6523e-04s: Index: 175 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -execution time of: 1.6523e-04s: Index: 275 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -execution time of: 1.6523e-04s: Index: 619 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -execution time of: 1.6524e-04s: Index: 164 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -execution time of: 1.6525e-04s: Index: 267 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -execution time of: 1.6527e-04s: Index: 505 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -execution time of: 1.6527e-04s: Index: 625 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -execution time of: 1.6530e-04s: Index: 436 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -execution time of: 1.6532e-04s: Index: 207 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -execution time of: 1.6536e-04s: Index: 200 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -execution time of: 1.6538e-04s: Index: 375 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -execution time of: 1.6540e-04s: Index: 225 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -execution time of: 1.6546e-04s: Index: 179 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -execution time of: 1.6548e-04s: Index: 553 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -execution time of: 1.6549e-04s: Index: 502 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -execution time of: 1.6556e-04s: Index: 285 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -execution time of: 1.6566e-04s: Index: 409 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -execution time of: 1.6579e-04s: Index: 388 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -execution time of: 1.6582e-04s: Index: 610 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -execution time of: 1.6583e-04s: Index: 494 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -execution time of: 1.6585e-04s: Index: 119 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -execution time of: 1.6589e-04s: Index: 236 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -execution time of: 1.6591e-04s: Index: 153 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -execution time of: 1.6594e-04s: 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Index: 143 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -execution time of: 1.6900e-04s: Index: 136 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -execution time of: 1.6905e-04s: Index: 365 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -execution time of: 1.6908e-04s: Index: 112 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -execution time of: 1.6908e-04s: Index: 145 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -execution time of: 1.6911e-04s: Index: 382 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -execution time of: 1.6918e-04s: Index: 115 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -execution time of: 1.6921e-04s: Index: 154 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -execution time of: 1.6930e-04s: Index: 217 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -execution time of: 1.6931e-04s: Index: 162 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -execution time of: 1.6934e-04s: Index: 171 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -execution time of: 1.6939e-04s: Index: 367 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -execution time of: 1.6944e-04s: Index: 496 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -execution time of: 1.6948e-04s: Index: 92 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -execution time of: 1.6950e-04s: Index: 157 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -execution time of: 1.6950e-04s: Index: 366 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -execution time of: 1.6951e-04s: Index: 288 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -execution time of: 1.6955e-04s: Index: 491 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -execution time of: 1.6959e-04s: Index: 17 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -execution time of: 1.6962e-04s: Index: 483 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -execution time of: 1.6964e-04s: Index: 68 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -execution time of: 1.6966e-04s: Index: 71 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -execution time of: 1.6967e-04s: Index: 98 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -execution time of: 1.6968e-04s: Index: 144 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -execution time of: 1.6968e-04s: Index: 146 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -execution time of: 1.6970e-04s: Index: 266 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -execution time of: 1.6970e-04s: Index: 88 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -execution time of: 1.6971e-04s: Index: 169 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -execution time of: 1.6980e-04s: Index: 41 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -execution time of: 1.6980e-04s: Index: 489 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -execution time of: 1.6980e-04s: Index: 389 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -execution time of: 1.6982e-04s: Index: 82 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -execution time of: 1.6982e-04s: Index: 216 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -execution time of: 1.6982e-04s: Index: 361 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -execution time of: 1.6983e-04s: Index: 501 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -execution time of: 1.6985e-04s: Index: 137 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -execution time of: 1.6989e-04s: Index: 142 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -execution time of: 1.6993e-04s: Index: 196 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -execution time of: 1.7006e-04s: Index: 114 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -execution time of: 1.7006e-04s: Index: 484 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -execution time of: 1.7020e-04s: Index: 78 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -execution time of: 1.7025e-04s: Index: 129 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -execution time of: 1.7025e-04s: Index: 64 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -execution time of: 1.7027e-04s: Index: 23 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -execution time of: 1.7028e-04s: Index: 362 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -execution time of: 1.7028e-04s: Index: 46 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -execution time of: 1.7029e-04s: Index: 261 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -execution time of: 1.7034e-04s: Index: 116 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -execution time of: 1.7035e-04s: Index: 121 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -execution time of: 1.7039e-04s: Index: 131 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -execution time of: 1.7041e-04s: Index: 235 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -execution time of: 1.7042e-04s: Index: 33 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -execution time of: 1.7045e-04s: Index: 42 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -execution time of: 1.7046e-04s: Index: 74 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -execution time of: 1.7049e-04s: Index: 219 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -execution time of: 1.7049e-04s: Index: 39 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -execution time of: 1.7053e-04s: Index: 168 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -execution time of: 1.7053e-04s: Index: 337 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -execution time of: 1.7069e-04s: Index: 613 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -execution time of: 1.7071e-04s: Index: 480 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -execution time of: 1.7081e-04s: Index: 11 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -execution time of: 1.7082e-04s: Index: 122 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -execution time of: 1.7090e-04s: Index: 120 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -execution time of: 1.7095e-04s: Index: 485 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -execution time of: 1.7102e-04s: Index: 44 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -execution time of: 1.7108e-04s: Index: 102 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -execution time of: 1.7111e-04s: Index: 245 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -execution time of: 1.7114e-04s: Index: 387 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -execution time of: 1.7114e-04s: Index: 250 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -execution time of: 1.7115e-04s: Index: 103 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -execution time of: 1.7118e-04s: Index: 124 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -execution time of: 1.7121e-04s: Index: 260 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -execution time of: 1.7122e-04s: Index: 63 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -execution time of: 1.7131e-04s: Index: 56 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -execution time of: 1.7135e-04s: Index: 43 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -execution time of: 1.7140e-04s: Index: 1 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -execution time of: 1.7140e-04s: Index: 57 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -execution time of: 1.7144e-04s: Index: 133 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -execution time of: 1.7151e-04s: Index: 60 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -execution time of: 1.7152e-04s: Index: 128 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -execution time of: 1.7153e-04s: Index: 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| Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -execution time of: 1.7175e-04s: Index: 192 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -execution time of: 1.7177e-04s: Index: 242 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -execution time of: 1.7184e-04s: Index: 9 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -execution time of: 1.7186e-04s: Index: 243 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -execution time of: 1.7192e-04s: Index: 75 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -execution time of: 1.7197e-04s: Index: 109 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -execution time of: 1.7199e-04s: Index: 70 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -execution time of: 1.7200e-04s: Index: 8 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -execution time of: 1.7202e-04s: Index: 3 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -execution time of: 1.7208e-04s: Index: 5 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -execution time of: 1.7210e-04s: Index: 106 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -execution time of: 1.7211e-04s: Index: 38 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -execution time of: 1.7220e-04s: Index: 378 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -execution time of: 1.7223e-04s: Index: 73 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -execution time of: 1.7233e-04s: Index: 256 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -execution time of: 1.7233e-04s: Index: 481 | 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Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -execution time of: 1.7272e-04s: Index: 96 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -execution time of: 1.7274e-04s: Index: 141 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -execution time of: 1.7279e-04s: Index: 48 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -execution time of: 1.7284e-04s: Index: 31 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -execution time of: 1.7290e-04s: Index: 16 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -execution time of: 1.7292e-04s: Index: 259 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -execution time of: 1.7292e-04s: Index: 53 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -execution time of: 1.7295e-04s: Index: 127 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -execution time of: 1.7302e-04s: Index: 52 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -execution time of: 1.7306e-04s: Index: 240 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -execution time of: 1.7307e-04s: Index: 36 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -execution time of: 1.7311e-04s: Index: 85 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -execution time of: 1.7316e-04s: Index: 25 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -execution time of: 1.7322e-04s: Index: 49 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -execution time of: 1.7322e-04s: Index: 7 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -execution time of: 1.7327e-04s: Index: 20 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -execution time of: 1.7330e-04s: Index: 498 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -execution time of: 1.7330e-04s: Index: 244 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -execution time of: 1.7349e-04s: Index: 77 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -execution time of: 1.7352e-04s: Index: 253 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -execution time of: 1.7359e-04s: Index: 80 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -execution time of: 1.7361e-04s: Index: 79 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -execution time of: 1.7362e-04s: Index: 139 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -execution time of: 1.7366e-04s: Index: 99 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -execution time of: 1.7367e-04s: Index: 72 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -execution time of: 1.7371e-04s: Index: 40 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -execution time of: 1.7372e-04s: Index: 248 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -execution time of: 1.7372e-04s: Index: 61 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -execution time of: 1.7373e-04s: Index: 10 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -execution time of: 1.7373e-04s: Index: 132 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -execution time of: 1.7379e-04s: Index: 241 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -execution time of: 1.7382e-04s: Index: 58 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -execution time of: 1.7383e-04s: Index: 29 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -execution time of: 1.7388e-04s: Index: 81 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -execution time of: 1.7396e-04s: Index: 22 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -execution time of: 1.7403e-04s: Index: 258 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -execution time of: 1.7405e-04s: Index: 97 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -execution time of: 1.7410e-04s: Index: 67 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -execution time of: 1.7412e-04s: Index: 6 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -execution time of: 1.7413e-04s: Index: 66 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -execution time of: 1.7417e-04s: Index: 360 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -execution time of: 1.7428e-04s: Index: 30 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -execution time of: 1.7430e-04s: Index: 126 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -execution time of: 1.7459e-04s: Index: 14 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -execution time of: 1.7471e-04s: Index: 50 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -execution time of: 1.7479e-04s: Index: 13 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -execution time of: 1.7481e-04s: Index: 34 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -execution time of: 1.7481e-04s: Index: 37 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -execution time of: 1.7493e-04s: Index: 134 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -execution time of: 1.7536e-04s: Index: 18 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -execution time of: 1.7541e-04s: Index: 262 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -execution time of: 1.7556e-04s: Index: 601 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -execution time of: 1.7561e-04s: Index: 194 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -execution time of: 1.7580e-04s: Index: 32 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -execution time of: 1.7608e-04s: Index: 24 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -execution time of: 1.7616e-04s: Index: 19 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -execution time of: 1.7621e-04s: Index: 2 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -execution time of: 1.7627e-04s: Index: 486 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -execution time of: 1.7631e-04s: Index: 252 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -execution time of: 1.7663e-04s: Index: 27 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -execution time of: 1.7705e-04s: Index: 15 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -execution time of: 1.7740e-04s: Index: 4 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -execution time of: 1.7815e-04s: Index: 284 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -execution time of: 1.7823e-04s: Index: 69 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -execution time of: 1.7891e-04s: Index: 51 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -execution time of: 1.8077e-04s: Index: 87 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -execution time of: 2.4579e-04s: Index: 698 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -execution time of: 2.7150e-04s: Index: 59 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -execution time of: 2.7671e-04s: Index: 0 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -execution time of: 2.9578e-04s: Index: 532 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -execution time of: 3.0438e-04s: Index: 450 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -execution time of: 3.2415e-04s: Index: 93 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -execution time of: 3.4147e-04s: Index: 600 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +execution time of: 7.4381e-04s: Index: 719 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| + +execution time of: 7.5062e-04s: Index: 599 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| + +execution time of: 7.5631e-04s: Index: 695 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| + +execution time of: 7.6167e-04s: Index: 713 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| + +execution time of: 7.6298e-04s: Index: 575 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| + +execution time of: 7.6333e-04s: Index: 718 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| + +execution time of: 7.6388e-04s: 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of: 7.7265e-04s: Index: 693 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| + +execution time of: 7.7287e-04s: Index: 455 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| + +execution time of: 7.7578e-04s: Index: 596 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| + +execution time of: 7.7644e-04s: Index: 473 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| + +execution time of: 7.7681e-04s: Index: 692 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| + +execution time of: 7.7713e-04s: Index: 478 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| + +execution time of: 7.7795e-04s: Index: 711 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| + +execution time of: 7.7835e-04s: Index: 712 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| + 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9.0720e-04s: Index: 361 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| + +execution time of: 9.0762e-04s: Index: 364 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| + +execution time of: 9.0767e-04s: Index: 68 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| + +execution time of: 9.0824e-04s: Index: 480 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| + +execution time of: 9.0876e-04s: Index: 254 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| + +execution time of: 9.0891e-04s: Index: 90 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| + +execution time of: 9.0932e-04s: Index: 104 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| + +execution time of: 9.0969e-04s: Index: 137 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| + 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9.2390e-04s: Index: 75 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| + +execution time of: 9.2391e-04s: Index: 34 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| + +execution time of: 9.2455e-04s: Index: 242 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| + +execution time of: 9.2482e-04s: Index: 56 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| + +execution time of: 9.2483e-04s: Index: 37 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| + +execution time of: 9.2484e-04s: Index: 134 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| + +execution time of: 9.2495e-04s: Index: 42 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| + +execution time of: 9.2538e-04s: Index: 21 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| + +execution 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-> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| + +execution time of: 9.3375e-04s: Index: 127 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| + +execution time of: 9.3440e-04s: Index: 31 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| + +execution time of: 9.3466e-04s: Index: 27 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| + +execution time of: 9.3549e-04s: Index: 50 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| + +execution time of: 9.3582e-04s: Index: 17 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| + +execution time of: 9.3667e-04s: Index: 16 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| + +execution time of: 9.3686e-04s: Index: 48 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| + +execution time of: 9.3699e-04s: Index: 72 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| + +execution time of: 9.3714e-04s: Index: 120 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| + +execution time of: 9.3973e-04s: Index: 54 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| + +execution time of: 9.4061e-04s: Index: 5 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| + +execution time of: 9.4118e-04s: Index: 49 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| + +execution time of: 9.4160e-04s: Index: 32 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| + +execution time of: 9.4170e-04s: Index: 8 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| + +execution time of: 9.4252e-04s: Index: 30 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| + +execution time of: 9.4285e-04s: Index: 28 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| + +execution time of: 9.4315e-04s: Index: 13 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| + +execution time of: 9.4365e-04s: Index: 12 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| + +execution time of: 9.4539e-04s: Index: 69 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| + +execution time of: 9.4591e-04s: Index: 80 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| + +execution time of: 9.4776e-04s: Index: 7 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| + +execution time of: 9.4778e-04s: Index: 9 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| + +execution time of: 9.4787e-04s: Index: 1 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| + +execution time of: 9.4798e-04s: Index: 2 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| + +execution time of: 9.4920e-04s: Index: 14 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| + +execution time of: 9.5049e-04s: Index: 10 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| + +execution time of: 9.5056e-04s: Index: 6 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| + +execution time of: 9.5078e-04s: Index: 24 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| + +execution time of: 9.5459e-04s: Index: 3 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| + +execution time of: 9.5464e-04s: Index: 0 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| + +execution time of: 9.5506e-04s: Index: 18 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| + +execution time of: 9.5544e-04s: Index: 26 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| + +execution time of: 9.5564e-04s: Index: 4 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| + +execution time of: 9.5611e-04s: Index: 25 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| + +execution time of: 9.6004e-04s: Index: 87 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| + +execution time of: 1.5839e-03s: Index: 450 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| + +execution time of: 1.6556e-03s: Index: 93 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| + ________________________________________________________________________________________________ diff --git a/test/BenchmarkQuasm/results/su2random_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/su2random_indep_qiskit_controls.txt index 0469c3da..f222255e 100644 --- a/test/BenchmarkQuasm/results/su2random_indep_qiskit_controls.txt +++ b/test/BenchmarkQuasm/results/su2random_indep_qiskit_controls.txt @@ -16,15 +16,14 @@ Start Simulation of su2random_indep_qiskit_2____________________________________ 13: 0 | 14: | 1 o: 0 1 -Q: 0 w: 3 | Q: 1 w: 1 | Computed Permutation: ................0 -> 1|1 -> 0| Original Permutation: ................0 -> 0|1 -> 1| -Identity Duration: 6.3877e-06s............................. -Permuted Duration: 5.6100e-06s............................. +Identity Duration: 4.8660e-05s............................. +Permuted Duration: 4.2462e-05s............................. Identity active_nodes: 3 ...................................... Permuted active_nodes: 3 ...................................... -Identity max_nodes: 9 ...................................... -Permuted max_nodes: 9 ...................................... +Identity max_nodes: 6 ...................................... +Permuted max_nodes: 6 ...................................... ________________________________________________________________________________________________ Start Simulation of su2random_indep_qiskit_3__________________________________________________ @@ -56,15 +55,14 @@ Start Simulation of su2random_indep_qiskit_3____________________________________ 24:...|...1...| 25:...|...|...2 .o:...0...1...2 -Q: 0 w: 4 | Q: 1 w: 3 | Q: 2 w: 1 | Computed Permutation: .........0 -> 2|1 -> 1|2 -> 0| Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 1.6438e-05s............................. -Permuted Duration: 1.4673e-05s............................. +Identity Duration: 1.1247e-04s............................. +Permuted Duration: 9.2637e-05s............................. Identity active_nodes: 7 ...................................... Permuted active_nodes: 7 ...................................... -Identity max_nodes: 21 ...................................... -Permuted max_nodes: 21 ...................................... +Identity max_nodes: 14 ...................................... +Permuted max_nodes: 14 ...................................... ________________________________________________________________________________________________ Start Simulation of su2random_indep_qiskit_4__________________________________________________ @@ -110,15 +108,14 @@ Start Simulation of su2random_indep_qiskit_4____________________________________ 38:...|...|...2...| 39:...|...|...|...3 .o:...0...1...2...3 -Q: 0 w: 5 | Q: 1 w: 4 | Q: 2 w: 3 | Q: 3 w: 1 | Computed Permutation: ..0 -> 3|1 -> 2|2 -> 1|3 -> 0| Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Identity Duration: 3.8025e-05s............................. -Permuted Duration: 3.0635e-05s............................. +Identity Duration: 2.3455e-04s............................. +Permuted Duration: 1.9279e-04s............................. Identity active_nodes: 15 ...................................... Permuted active_nodes: 15 ...................................... -Identity max_nodes: 45 ...................................... -Permuted max_nodes: 45 ...................................... +Identity max_nodes: 30 ...................................... +Permuted max_nodes: 30 ...................................... ________________________________________________________________________________________________ Start Simulation of su2random_indep_qiskit_5__________________________________________________ @@ -181,15 +178,14 @@ Start Simulation of su2random_indep_qiskit_5____________________________________ 55:...|...|...|...3...| 56:...|...|...|...|...4 .o:...0...1...2...3...4 -Q: 0 w: 6 | Q: 1 w: 5 | Q: 2 w: 4 | Q: 3 w: 3 | Q: 4 w: 1 | Computed Permutation: 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: 8.4056e-05s............................. -Permuted Duration: 6.9116e-05s............................. +Identity Duration: 4.7316e-04s............................. +Permuted Duration: 3.8040e-04s............................. Identity active_nodes: 31 ...................................... Permuted active_nodes: 31 ...................................... -Identity max_nodes: 93 ...................................... -Permuted max_nodes: 93 ...................................... +Identity max_nodes: 62 ...................................... +Permuted max_nodes: 62 ...................................... ________________________________________________________________________________________________ Start Simulation of su2random_indep_qiskit_6__________________________________________________ @@ -272,128 +268,13 @@ Start Simulation of su2random_indep_qiskit_6____________________________________ 75:...|...|...|...|...4...| 76:...|...|...|...|...|...5 .o:...0...1...2...3...4...5 -Q: 0 w: 7 | Q: 1 w: 6 | Q: 2 w: 5 | Q: 3 w: 4 | Q: 4 w: 3 | Q: 5 w: 1 | Computed Permutation: 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Identity Duration: 1.8367e-04s............................. -Permuted Duration: 1.4823e-04s............................. +Identity Duration: 9.5464e-04s............................. +Permuted Duration: 7.4652e-04s............................. Identity active_nodes: 63 ...................................... Permuted active_nodes: 63 ...................................... -Identity max_nodes: 189...................................... -Permuted max_nodes: 189...................................... -________________________________________________________________________________________________ - -Start Simulation of su2random_indep_qiskit_7__________________________________________________ - -.i:...0...1...2...3...4...5...6 -.1:...u...|...|...|...|...|...| p: (1.4368e+00) (1.6370e+00) (-3.1416e+00) -.2:...|...u...|...|...|...|...| p: (1.3039e-01) (1.0626e+00) -.3:...c...x...|...|...|...|...| -.4:...|...|...u...|...|...|...| p: (2.3019e+00) (-2.5865e+00) (-3.1416e+00) -.5:...c...|...x...|...|...|...| -.6:...|...c...x...|...|...|...| -.7:...|...|...|...u...|...|...| p: (1.5783e+00) (1.1647e+00) (-3.1416e+00) -.8:...c...|...|...x...|...|...| -.9:...|...c...|...x...|...|...| -10:...|...|...c...x...|...|...| -11:...|...|...|...|...u...|...| p: (3.1322e+00) (-2.9284e-01) -12:...c...|...|...|...x...|...| -13:...|...c...|...|...x...|...| -14:...|...|...c...|...x...|...| -15:...|...|...|...c...x...|...| -16:...|...|...|...|...|...u...| p: (1.4124e+00) (2.4808e-02) -17:...c...|...|...|...|...x...| -18:...|...c...|...|...|...x...| -19:...|...|...c...|...|...x...| -20:...|...|...|...c...|...x...| -21:...|...|...|...|...c...x...| -22:...|...|...|...|...|...|...u p: (1.2445e+00) (-3.0650e+00) -23:...c...|...|...|...|...|...x -24:...u...|...|...|...|...|...| p: (1.1773e+00) (-2.2483e+00) (-3.1416e+00) -25:...|...c...|...|...|...|...x -26:...|...u...|...|...|...|...| p: (2.4346e+00) (-7.9582e-01) (-3.1416e+00) -27:...c...x...|...|...|...|...| -28:...|...|...c...|...|...|...x -29:...|...|...u...|...|...|...| p: (1.7483e+00) (1.0941e+00) (-3.1416e+00) -30:...c...|...x...|...|...|...| -31:...|...c...x...|...|...|...| -32:...|...|...|...c...|...|...x -33:...|...|...|...u...|...|...| p: (1.8339e+00) (2.7761e+00) -34:...c...|...|...x...|...|...| -35:...|...c...|...x...|...|...| -36:...|...|...c...x...|...|...| -37:...|...|...|...|...c...|...x -38:...|...|...|...|...u...|...| p: (5.1664e-01) (-4.1460e-01) (-3.1416e+00) -39:...c...|...|...|...x...|...| -40:...|...c...|...|...x...|...| -41:...|...|...c...|...x...|...| -42:...|...|...|...c...x...|...| -43:...|...|...|...|...|...c...x -44:...|...|...|...|...|...u...| p: (1.7934e+00) (7.3995e-01) (-3.1416e+00) -45:...c...|...|...|...|...x...| -46:...|...c...|...|...|...x...| -47:...|...|...c...|...|...x...| -48:...|...|...|...c...|...x...| -49:...|...|...|...|...c...x...| -50:...|...|...|...|...|...|...u p: (2.8743e+00) (8.2550e-02) (-3.1416e+00) -51:...c...|...|...|...|...|...x -52:...u...|...|...|...|...|...| p: (2.1966e+00) (-1.2522e+00) (-3.1416e+00) -53:...|...c...|...|...|...|...x -54:...|...u...|...|...|...|...| p: (2.5067e+00) (-2.4254e+00) (-3.1416e+00) -55:...c...x...|...|...|...|...| -56:...|...|...c...|...|...|...x -57:...|...|...u...|...|...|...| p: (1.2238e+00) (2.0652e+00) (-3.1416e+00) -58:...c...|...x...|...|...|...| -59:...|...c...x...|...|...|...| -60:...|...|...|...c...|...|...x -61:...|...|...|...u...|...|...| p: (3.0056e+00) (-2.8469e+00) (-3.1416e+00) -62:...c...|...|...x...|...|...| -63:...|...c...|...x...|...|...| -64:...|...|...c...x...|...|...| -65:...|...|...|...|...c...|...x -66:...|...|...|...|...u...|...| p: (5.7398e-01) (7.9349e-01) (-3.1416e+00) -67:...c...|...|...|...x...|...| -68:...|...c...|...|...x...|...| -69:...|...|...c...|...x...|...| -70:...|...|...|...c...x...|...| -71:...|...|...|...|...|...c...x -72:...|...|...|...|...|...u...| p: (2.0058e+00) (-2.8426e+00) -73:...c...|...|...|...|...x...| -74:...|...c...|...|...|...x...| -75:...|...|...c...|...|...x...| -76:...|...|...|...c...|...x...| -77:...|...|...|...|...c...x...| -78:...|...|...|...|...|...|...u p: (5.6837e-01) (-1.1355e+00) -79:...c...|...|...|...|...|...x -80:...u...|...|...|...|...|...| p: (1.2500e+00) (1.0368e+00) -81:...|...c...|...|...|...|...x -82:...|...u...|...|...|...|...| p: (8.9944e-01) (-6.7526e-01) (-3.1416e+00) -83:...|...|...c...|...|...|...x -84:...|...|...u...|...|...|...| p: (2.2095e+00) (5.8723e-01) -85:...|...|...|...c...|...|...x -86:...|...|...|...u...|...|...| p: (1.5416e+00) (2.0176e+00) (-3.1416e+00) -87:...|...|...|...|...c...|...x -88:...|...|...|...|...u...|...| p: (1.8596e+00) (9.4972e-01) -89:...|...|...|...|...|...c...x -90:...|...|...|...|...|...u...| p: (7.2925e-01) (-7.2813e-01) (-3.1416e+00) -91:...|...|...|...|...|...|...u p: (2.0452e+00) (-3.5022e-01) -92:============================ -93:...0...|...|...|...|...|...| -94:...|...1...|...|...|...|...| -95:...|...|...2...|...|...|...| -96:...|...|...|...3...|...|...| -97:...|...|...|...|...4...|...| -98:...|...|...|...|...|...5...| -99:...|...|...|...|...|...|...6 -.o:...0...1...2...3...4...5...6 -Q: 0 w: 8 | Q: 1 w: 7 | Q: 2 w: 6 | Q: 3 w: 5 | Q: 4 w: 4 | Q: 5 w: 3 | Q: 6 w: 1 | -Computed Permutation: 0 -> 6|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1|6 -> 0| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Identity Duration: 3.7858e-04s............................. -Permuted Duration: 3.0361e-04s............................. -Identity active_nodes: 127...................................... -Permuted active_nodes: 127...................................... -Identity max_nodes: 381...................................... -Permuted max_nodes: 381...................................... +Identity max_nodes: 126...................................... +Permuted max_nodes: 126...................................... ________________________________________________________________________________________________ diff --git a/test/BenchmarkQuasm/results/su2random_indep_qiskit_gates.txt b/test/BenchmarkQuasm/results/su2random_indep_qiskit_gates.txt deleted file mode 100644 index 875e274a..00000000 --- a/test/BenchmarkQuasm/results/su2random_indep_qiskit_gates.txt +++ /dev/null @@ -1,393 +0,0 @@ -Start Simulation of su2random_indep_qiskit_2__________________________________________________ - - i: 0 1 - 1: u | p: (1.43683) (0.839737) (-3.14159) - 2: | u p: (0.130388) (-1.57831) - 3: c x - 4: u | p: (3.13221) (1.24447) - 5: | u p: (1.41244) (-1.50463) - 6: c x - 7: u | p: (1.06255) (-1.97694) - 8: | u p: (0.555055) (-0.292838) - 9: c x -10: u | p: (0.0248077) (-1.17734) -11: | u p: (3.06499) (0.707022) (-3.14159) -12:======== -13: 0 | -14: | 1 - o: 0 1 -Computed Permutation: ................0 -> 0|1 -> 1| -Original Permutation: ................0 -> 0|1 -> 1| -Identity Duration: 6.2750e-06s............................. -Permuted Duration: 6.2175e-06s............................. -Identity active_nodes: 3 ...................................... -Permuted active_nodes: 3 ...................................... -Identity max_nodes: 9 ...................................... -Permuted max_nodes: 9 ...................................... -________________________________________________________________________________________________ - -Start Simulation of su2random_indep_qiskit_3__________________________________________________ - -.i:...0...1...2 -.1:...u...|...| p: (1.4368e+00) (1.5633e+00) (-3.1416e+00) -.2:...|...u...| p: (1.3039e-01) (3.1322e+00) -.3:...c...x...| -.4:...|...|...u p: (2.3019e+00) (-1.7292e+00) (-3.1416e+00) -.5:...c...|...x -.6:...u...|...| p: (1.2445e+00) (5.5506e-01) -.7:...|...c...x -.8:...|...u...| p: (1.5046e+00) (1.1647e+00) (-3.1416e+00) -.9:...c...x...| -10:...|...|...u p: (1.0626e+00) (-2.9284e-01) -11:...c...|...x -12:...u...|...| p: (2.4808e-02) (-2.4346e+00) -13:...|...c...x -14:...|...u...| p: (3.0650e+00) (1.3933e+00) (-3.1416e+00) -15:...c...x...| -16:...|...|...u p: (1.1773e+00) (-1.3077e+00) (-3.1416e+00) -17:...c...|...x -18:...u...|...| p: (5.1664e-01) (-2.2483e+00) (-3.1416e+00) -19:...|...c...x -20:...|...u...| p: (1.7934e+00) (-7.9582e-01) (-3.1416e+00) -21:...|...|...u p: (2.8743e+00) (1.0941e+00) (-3.1416e+00) -22:============ -23:...0...|...| -24:...|...1...| -25:...|...|...2 -.o:...0...1...2 -Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 1.5420e-05s............................. -Permuted Duration: 1.5408e-05s............................. -Identity active_nodes: 7 ...................................... -Permuted active_nodes: 7 ...................................... -Identity max_nodes: 21 ...................................... -Permuted max_nodes: 21 ...................................... -________________________________________________________________________________________________ - -Start Simulation of su2random_indep_qiskit_4__________________________________________________ - -.i:...0...1...2...3 -.1:...u...|...|...| p: (1.4368e+00) (-9.3807e-03) (-3.1416e+00) -.2:...|...u...|...| p: (1.3039e-01) (1.4124e+00) -.3:...c...x...|...| -.4:...|...|...u...| p: (2.3019e+00) (-1.8971e+00) (-3.1416e+00) -.5:...c...|...x...| -.6:...|...c...x...| -.7:...|...|...|...u p: (1.5783e+00) (1.6370e+00) (-3.1416e+00) -.8:...c...|...|...x -.9:...u...|...|...| p: (1.0626e+00) (2.4808e-02) -10:...|...c...|...x -11:...|...u...|...| p: (5.5506e-01) (-3.0650e+00) -12:...c...x...|...| -13:...|...|...c...x -14:...|...|...u...| p: (1.9769e+00) (1.9643e+00) (-3.1416e+00) -15:...c...|...x...| -16:...|...c...x...| -17:...|...|...|...u p: (2.9284e-01) (7.0702e-01) (-3.1416e+00) -18:...c...|...|...x -19:...u...|...|...| p: (1.7483e+00) (2.6731e-01) (-3.1416e+00) -20:...|...c...|...x -21:...|...u...|...| p: (1.8339e+00) (8.9328e-01) -22:...c...x...|...| -23:...|...|...c...x -24:...|...|...u...| p: (5.1664e-01) (-7.9582e-01) (-3.1416e+00) -25:...c...|...x...| -26:...|...c...x...| -27:...|...|...|...u p: (1.7934e+00) (1.0941e+00) (-3.1416e+00) -28:...c...|...|...x -29:...u...|...|...| p: (2.7761e+00) (-2.1966e+00) -30:...|...c...|...x -31:...|...u...|...| p: (2.7270e+00) (-2.5067e+00) -32:...|...|...c...x -33:...|...|...u...| p: (2.4016e+00) (1.9178e+00) (-3.1416e+00) -34:...|...|...|...u p: (3.0590e+00) (1.3601e-01) (-3.1416e+00) -35:================ -36:...0...|...|...| -37:...|...1...|...| -38:...|...|...2...| -39:...|...|...|...3 -.o:...0...1...2...3 -Computed Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Identity Duration: 3.4131e-05s............................. -Permuted Duration: 3.4903e-05s............................. -Identity active_nodes: 15 ...................................... -Permuted active_nodes: 15 ...................................... -Identity max_nodes: 45 ...................................... -Permuted max_nodes: 45 ...................................... -________________________________________________________________________________________________ - -Start Simulation of su2random_indep_qiskit_5__________________________________________________ - -.i:...0...1...2...3...4 -.1:...u...|...|...|...| p: (1.4368e+00) (-1.7292e+00) (-3.1416e+00) -.2:...|...u...|...|...| p: (1.3039e-01) (1.2445e+00) -.3:...c...x...|...|...| -.4:...|...|...u...|...| p: (2.3019e+00) (1.6370e+00) (-3.1416e+00) -.5:...c...|...x...|...| -.6:...|...c...x...|...| -.7:...|...|...|...u...| p: (1.5783e+00) (-2.0790e+00) (-3.1416e+00) -.8:...c...|...|...x...| -.9:...|...c...|...x...| -10:...|...|...c...x...| -11:...|...|...|...|...u p: (3.1322e+00) (5.5506e-01) -12:...c...|...|...|...x -13:...u...|...|...|...| p: (1.9769e+00) (7.0702e-01) (-3.1416e+00) -14:...|...c...|...|...x -15:...|...u...|...|...| p: (2.9284e-01) (1.3933e+00) (-3.1416e+00) -16:...c...x...|...|...| -17:...|...|...c...|...x -18:...|...|...u...|...| p: (2.4808e-02) (1.8339e+00) -19:...c...|...x...|...| -20:...|...c...x...|...| -21:...|...|...|...c...x -22:...|...|...|...u...| p: (3.0650e+00) (2.6250e+00) (-3.1416e+00) -23:...c...|...|...x...| -24:...|...c...|...x...| -25:...|...|...c...x...| -26:...|...|...|...|...u p: (1.1773e+00) (1.3482e+00) (-3.1416e+00) -27:...c...|...|...|...x -28:...u...|...|...|...| p: (2.8743e+00) (-4.1460e-01) (-3.1416e+00) -29:...|...c...|...|...x -30:...|...u...|...|...| p: (8.9328e-01) (-2.4016e+00) -31:...c...x...|...|...| -32:...|...|...c...|...x -33:...|...|...u...|...| p: (2.3458e+00) (-3.0590e+00) -34:...c...|...x...|...| -35:...|...c...x...|...| -36:...|...|...|...c...x -37:...|...|...|...u...| p: (2.0475e+00) (9.4497e-01) (-3.1416e+00) -38:...c...|...|...x...| -39:...|...c...|...x...| -40:...|...|...c...x...| -41:...|...|...|...|...u p: (2.7761e+00) (-2.5067e+00) -42:...c...|...|...|...x -43:...u...|...|...|...| p: (1.2238e+00) (-1.2522e+00) (-3.1416e+00) -44:...|...c...|...|...x -45:...|...u...|...|...| p: (3.0056e+00) (-2.4254e+00) (-3.1416e+00) -46:...|...|...c...|...x -47:...|...|...u...|...| p: (5.7398e-01) (2.0652e+00) (-3.1416e+00) -48:...|...|...|...c...x -49:...|...|...|...u...| p: (2.0058e+00) (2.9466e-01) -50:...|...|...|...|...u p: (5.6837e-01) (-2.3481e+00) -51:==================== -52:...0...|...|...|...| -53:...|...1...|...|...| -54:...|...|...2...|...| -55:...|...|...|...3...| -56:...|...|...|...|...4 -.o:...0...1...2...3...4 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: 7.8146e-05s............................. -Permuted Duration: 7.7903e-05s............................. -Identity active_nodes: 31 ...................................... -Permuted active_nodes: 31 ...................................... -Identity max_nodes: 93 ...................................... -Permuted max_nodes: 93 ...................................... -________________________________________________________________________________________________ - -Start Simulation of su2random_indep_qiskit_6__________________________________________________ - -.i:...0...1...2...3...4...5 -.1:...u...|...|...|...|...| p: (1.4368e+00) (-1.8971e+00) (-3.1416e+00) -.2:...|...u...|...|...|...| p: (1.3039e-01) (-1.5046e+00) -.3:...c...x...|...|...|...| -.4:...|...|...u...|...|...| p: (2.3019e+00) (-2.0790e+00) (-3.1416e+00) -.5:...c...|...x...|...|...| -.6:...|...c...x...|...|...| -.7:...|...|...|...u...|...| p: (1.5783e+00) (-2.5865e+00) (-3.1416e+00) -.8:...c...|...|...x...|...| -.9:...|...c...|...x...|...| -10:...|...|...c...x...|...| -11:...|...|...|...|...u...| p: (3.1322e+00) (-1.9769e+00) -12:...c...|...|...|...x...| -13:...|...c...|...|...x...| -14:...|...|...c...|...x...| -15:...|...|...|...c...x...| -16:...|...|...|...|...|...u p: (1.4124e+00) (-2.9284e-01) -17:...c...|...|...|...|...x -18:...u...|...|...|...|...| p: (2.4808e-02) (-5.1664e-01) -19:...|...c...|...|...|...x -20:...|...u...|...|...|...| p: (3.0650e+00) (1.3482e+00) (-3.1416e+00) -21:...c...x...|...|...|...| -22:...|...|...c...|...|...x -23:...|...|...u...|...|...| p: (1.1773e+00) (2.6731e-01) (-3.1416e+00) -24:...c...|...x...|...|...| -25:...|...c...x...|...|...| -26:...|...|...|...c...|...x -27:...|...|...|...u...|...| p: (2.4346e+00) (-2.2483e+00) (-3.1416e+00) -28:...c...|...|...x...|...| -29:...|...c...|...x...|...| -30:...|...|...c...x...|...| -31:...|...|...|...|...c...x -32:...|...|...|...|...u...| p: (1.7483e+00) (-7.9582e-01) (-3.1416e+00) -33:...c...|...|...|...x...| -34:...|...c...|...|...x...| -35:...|...|...c...|...x...| -36:...|...|...|...c...x...| -37:...|...|...|...|...|...u p: (1.8339e+00) (-2.0475e+00) -38:...c...|...|...|...|...x -39:...u...|...|...|...|...| p: (2.7761e+00) (-1.2238e+00) -40:...|...c...|...|...|...x -41:...|...u...|...|...|...| p: (2.7270e+00) (-3.0056e+00) -42:...c...x...|...|...|...| -43:...|...|...c...|...|...x -44:...|...|...u...|...|...| p: (2.4016e+00) (2.5676e+00) (-3.1416e+00) -45:...c...|...x...|...|...| -46:...|...c...x...|...|...| -47:...|...|...|...c...|...x -48:...|...|...|...u...|...| p: (3.0590e+00) (-1.1358e+00) (-3.1416e+00) -49:...c...|...|...x...|...| -50:...|...c...|...x...|...| -51:...|...|...c...x...|...| -52:...|...|...|...|...c...x -53:...|...|...|...|...u...| p: (2.1966e+00) (-2.5732e+00) (-3.1416e+00) -54:...c...|...|...|...x...| -55:...|...c...|...|...x...| -56:...|...|...c...|...x...| -57:...|...|...|...c...x...| -58:...|...|...|...|...|...u p: (2.5067e+00) (-1.2522e+00) (-3.1416e+00) -59:...c...|...|...|...|...x -60:...u...|...|...|...|...| p: (7.1618e-01) (1.2500e+00) -61:...|...c...|...|...|...x -62:...|...u...|...|...|...| p: (1.0764e+00) (2.2422e+00) (-3.1416e+00) -63:...|...|...c...|...|...x -64:...|...|...u...|...|...| p: (2.9466e-01) (2.2095e+00) -65:...|...|...|...c...|...x -66:...|...|...|...u...|...| p: (2.3481e+00) (1.6000e+00) (-3.1416e+00) -67:...|...|...|...|...c...x -68:...|...|...|...|...u...| p: (2.8426e+00) (-1.2820e+00) (-3.1416e+00) -69:...|...|...|...|...|...u p: (1.1355e+00) (2.4123e+00) (-3.1416e+00) -70:======================== -71:...0...|...|...|...|...| -72:...|...1...|...|...|...| -73:...|...|...2...|...|...| -74:...|...|...|...3...|...| -75:...|...|...|...|...4...| -76:...|...|...|...|...|...5 -.o:...0...1...2...3...4...5 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Identity Duration: 2.2734e-04s............................. -Permuted Duration: 2.1353e-04s............................. -Identity active_nodes: 63 ...................................... -Permuted active_nodes: 63 ...................................... -Identity max_nodes: 189...................................... -Permuted max_nodes: 189...................................... -________________________________________________________________________________________________ - -Start Simulation of su2random_indep_qiskit_7__________________________________________________ - -.i:...0...1...2...3...4...5...6 -.1:...u...|...|...|...|...|...| p: (1.4368e+00) (1.6370e+00) (-3.1416e+00) -.2:...|...u...|...|...|...|...| p: (1.3039e-01) (1.0626e+00) -.3:...c...x...|...|...|...|...| -.4:...|...|...u...|...|...|...| p: (2.3019e+00) (-2.5865e+00) (-3.1416e+00) -.5:...c...|...x...|...|...|...| -.6:...|...c...x...|...|...|...| -.7:...|...|...|...u...|...|...| p: (1.5783e+00) (1.1647e+00) (-3.1416e+00) -.8:...c...|...|...x...|...|...| -.9:...|...c...|...x...|...|...| -10:...|...|...c...x...|...|...| -11:...|...|...|...|...u...|...| p: (3.1322e+00) (-2.9284e-01) -12:...c...|...|...|...x...|...| -13:...|...c...|...|...x...|...| -14:...|...|...c...|...x...|...| -15:...|...|...|...c...x...|...| -16:...|...|...|...|...|...u...| p: (1.4124e+00) (2.4808e-02) -17:...c...|...|...|...|...x...| -18:...|...c...|...|...|...x...| -19:...|...|...c...|...|...x...| -20:...|...|...|...c...|...x...| -21:...|...|...|...|...c...x...| -22:...|...|...|...|...|...|...u p: (1.2445e+00) (-3.0650e+00) -23:...c...|...|...|...|...|...x -24:...u...|...|...|...|...|...| p: (1.1773e+00) (-2.2483e+00) (-3.1416e+00) -25:...|...c...|...|...|...|...x -26:...|...u...|...|...|...|...| p: (2.4346e+00) (-7.9582e-01) (-3.1416e+00) -27:...c...x...|...|...|...|...| -28:...|...|...c...|...|...|...x -29:...|...|...u...|...|...|...| p: (1.7483e+00) (1.0941e+00) (-3.1416e+00) -30:...c...|...x...|...|...|...| -31:...|...c...x...|...|...|...| -32:...|...|...|...c...|...|...x -33:...|...|...|...u...|...|...| p: (1.8339e+00) (2.7761e+00) -34:...c...|...|...x...|...|...| -35:...|...c...|...x...|...|...| -36:...|...|...c...x...|...|...| -37:...|...|...|...|...c...|...x -38:...|...|...|...|...u...|...| p: (5.1664e-01) (-4.1460e-01) (-3.1416e+00) -39:...c...|...|...|...x...|...| -40:...|...c...|...|...x...|...| -41:...|...|...c...|...x...|...| -42:...|...|...|...c...x...|...| -43:...|...|...|...|...|...c...x -44:...|...|...|...|...|...u...| p: (1.7934e+00) (7.3995e-01) (-3.1416e+00) -45:...c...|...|...|...|...x...| -46:...|...c...|...|...|...x...| -47:...|...|...c...|...|...x...| -48:...|...|...|...c...|...x...| -49:...|...|...|...|...c...x...| -50:...|...|...|...|...|...|...u p: (2.8743e+00) (8.2550e-02) (-3.1416e+00) -51:...c...|...|...|...|...|...x -52:...u...|...|...|...|...|...| p: (2.1966e+00) (-1.2522e+00) (-3.1416e+00) -53:...|...c...|...|...|...|...x -54:...|...u...|...|...|...|...| p: (2.5067e+00) (-2.4254e+00) (-3.1416e+00) -55:...c...x...|...|...|...|...| -56:...|...|...c...|...|...|...x -57:...|...|...u...|...|...|...| p: (1.2238e+00) (2.0652e+00) (-3.1416e+00) -58:...c...|...x...|...|...|...| -59:...|...c...x...|...|...|...| -60:...|...|...|...c...|...|...x -61:...|...|...|...u...|...|...| p: (3.0056e+00) (-2.8469e+00) (-3.1416e+00) -62:...c...|...|...x...|...|...| -63:...|...c...|...x...|...|...| -64:...|...|...c...x...|...|...| -65:...|...|...|...|...c...|...x -66:...|...|...|...|...u...|...| p: (5.7398e-01) (7.9349e-01) (-3.1416e+00) -67:...c...|...|...|...x...|...| -68:...|...c...|...|...x...|...| -69:...|...|...c...|...x...|...| -70:...|...|...|...c...x...|...| -71:...|...|...|...|...|...c...x -72:...|...|...|...|...|...u...| p: (2.0058e+00) (-2.8426e+00) -73:...c...|...|...|...|...x...| -74:...|...c...|...|...|...x...| -75:...|...|...c...|...|...x...| -76:...|...|...|...c...|...x...| -77:...|...|...|...|...c...x...| -78:...|...|...|...|...|...|...u p: (5.6837e-01) (-1.1355e+00) -79:...c...|...|...|...|...|...x -80:...u...|...|...|...|...|...| p: (1.2500e+00) (1.0368e+00) -81:...|...c...|...|...|...|...x -82:...|...u...|...|...|...|...| p: (8.9944e-01) (-6.7526e-01) (-3.1416e+00) -83:...|...|...c...|...|...|...x -84:...|...|...u...|...|...|...| p: (2.2095e+00) (5.8723e-01) -85:...|...|...|...c...|...|...x -86:...|...|...|...u...|...|...| p: (1.5416e+00) (2.0176e+00) (-3.1416e+00) -87:...|...|...|...|...c...|...x -88:...|...|...|...|...u...|...| p: (1.8596e+00) (9.4972e-01) -89:...|...|...|...|...|...c...x -90:...|...|...|...|...|...u...| p: (7.2925e-01) (-7.2813e-01) (-3.1416e+00) -91:...|...|...|...|...|...|...u p: (2.0452e+00) (-3.5022e-01) -92:============================ -93:...0...|...|...|...|...|...| -94:...|...1...|...|...|...|...| -95:...|...|...2...|...|...|...| -96:...|...|...|...3...|...|...| -97:...|...|...|...|...4...|...| -98:...|...|...|...|...|...5...| -99:...|...|...|...|...|...|...6 -.o:...0...1...2...3...4...5...6 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Identity Duration: 3.7145e-04s............................. -Permuted Duration: 3.6195e-04s............................. -Identity active_nodes: 127...................................... -Permuted active_nodes: 127...................................... -Identity max_nodes: 381...................................... -Permuted max_nodes: 381...................................... -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/twolocalrandom_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/twolocalrandom_indep_qiskit_all.txt index d35a599a..a63e37e9 100644 --- a/test/BenchmarkQuasm/results/twolocalrandom_indep_qiskit_all.txt +++ b/test/BenchmarkQuasm/results/twolocalrandom_indep_qiskit_all.txt @@ -17,30 +17,36 @@ Start Simulation of twolocalrandom_indep_qiskit_2_______________________________ 14: | 1 o: 0 1 Total Permutations: 2 -Min time: 4.7000e-06s................. Permutation 1 : 0 -> 1|1 -> 0| -Max time: 5.7275e-06s................. Permutation 0 : 0 -> 0|1 -> 1| +Min time: 3.9180e-05s................. Permutation 1 : 0 -> 1|1 -> 0| +Max time: 4.6468e-05s................. Permutation 0 : 0 -> 0|1 -> 1| Min active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Min max nodes: 9 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Min max nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| Max active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Max max nodes: 9 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Max max nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| ________________________________________________________________________________________________ 2 permutations have 3 active nodes. +Index: 1 | Max_nodes: 6 | Time: 3.9180e-05s | 0 -> 1|1 -> 0| +Index: 0 | Max_nodes: 6 | Time: 4.6468e-05s | 0 -> 0|1 -> 1| ........................... -Average time: 5.2137e-06s +Average time: 4.2824e-05s ________________________________________________________________________________________________ -2 permutations have 9 max nodes. +2 permutations have 6 max nodes. +Index: 1 | Active_nodes: 3 | Time: 3.9180e-05s | 0 -> 1|1 -> 0| +Index: 0 | Active_nodes: 3 | Time: 4.6468e-05s | 0 -> 0|1 -> 1| ........................... -Average time: 5.2137e-06s +Average time: 4.2824e-05s ________________________________________________________________________________________________ -execution time of: 4.7000e-06s: Index: 1 | Max_nodes: 9 | Active_nodes: 3 | 0 -> 1|1 -> 0| -execution time of: 5.7275e-06s: Index: 0 | Max_nodes: 9 | Active_nodes: 3 | 0 -> 0|1 -> 1| +execution time of: 3.9180e-05s: Index: 1 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 1|1 -> 0| + +execution time of: 4.6468e-05s: Index: 0 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 0|1 -> 1| + ________________________________________________________________________________________________ Start Simulation of twolocalrandom_indep_qiskit_3__________________________________________________ @@ -73,34 +79,52 @@ Start Simulation of twolocalrandom_indep_qiskit_3_______________________________ 25:...|...|...2 .o:...0...1...2 Total Permutations: 6 -Min time: 1.1068e-05s................. Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| -Max time: 1.4157e-05s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Min time: 8.5256e-05s................. Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| +Max time: 1.0924e-04s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| Min active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Min max nodes: 21 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Min max nodes: 14 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| Max active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max max nodes: 21 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max max nodes: 14 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| ________________________________________________________________________________________________ 6 permutations have 7 active nodes. +Index: 5 | Max_nodes: 14 | Time: 8.5256e-05s | 0 -> 2|1 -> 1|2 -> 0| +Index: 4 | Max_nodes: 14 | Time: 9.2041e-05s | 0 -> 2|1 -> 0|2 -> 1| +Index: 3 | Max_nodes: 14 | Time: 9.3381e-05s | 0 -> 1|1 -> 2|2 -> 0| +Index: 2 | Max_nodes: 14 | Time: 1.0276e-04s | 0 -> 1|1 -> 0|2 -> 2| +Index: 1 | Max_nodes: 14 | Time: 1.0324e-04s | 0 -> 0|1 -> 2|2 -> 1| +Index: 0 | Max_nodes: 14 | Time: 1.0924e-04s | 0 -> 0|1 -> 1|2 -> 2| ........................... -Average time: 1.2620e-05s +Average time: 9.7652e-05s ________________________________________________________________________________________________ -6 permutations have 21 max nodes. +6 permutations have 14 max nodes. +Index: 5 | Active_nodes: 7 | Time: 8.5256e-05s | 0 -> 2|1 -> 1|2 -> 0| +Index: 4 | Active_nodes: 7 | Time: 9.2041e-05s | 0 -> 2|1 -> 0|2 -> 1| +Index: 3 | Active_nodes: 7 | Time: 9.3381e-05s | 0 -> 1|1 -> 2|2 -> 0| +Index: 2 | Active_nodes: 7 | Time: 1.0276e-04s | 0 -> 1|1 -> 0|2 -> 2| +Index: 1 | Active_nodes: 7 | Time: 1.0324e-04s | 0 -> 0|1 -> 2|2 -> 1| +Index: 0 | Active_nodes: 7 | Time: 1.0924e-04s | 0 -> 0|1 -> 1|2 -> 2| ........................... -Average time: 1.2620e-05s +Average time: 9.7652e-05s ________________________________________________________________________________________________ -execution time of: 1.1068e-05s: Index: 5 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 0| -execution time of: 1.2035e-05s: Index: 4 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 1| -execution time of: 1.2045e-05s: Index: 3 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 0| -execution time of: 1.3143e-05s: Index: 2 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 2| -execution time of: 1.3270e-05s: Index: 1 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 1| -execution time of: 1.4157e-05s: Index: 0 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 2| +execution time of: 8.5256e-05s: Index: 5 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 0| + +execution time of: 9.2041e-05s: Index: 4 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 1| + +execution time of: 9.3381e-05s: Index: 3 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 0| + +execution time of: 1.0276e-04s: Index: 2 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 2| + +execution time of: 1.0324e-04s: Index: 1 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 1| + +execution time of: 1.0924e-04s: Index: 0 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 2| + ________________________________________________________________________________________________ Start Simulation of twolocalrandom_indep_qiskit_4__________________________________________________ @@ -147,52 +171,124 @@ Start Simulation of twolocalrandom_indep_qiskit_4_______________________________ 39:...|...|...|...3 .o:...0...1...2...3 Total Permutations: 24 -Min time: 2.3790e-05s................. Permutation 23 : 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -Max time: 3.0430e-05s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Min time: 1.7127e-04s................. Permutation 23 : 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +Max time: 2.3088e-04s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| Min active nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Min max nodes: 45 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Min max nodes: 30 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| Max active nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Max max nodes: 45 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Max max nodes: 30 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| ________________________________________________________________________________________________ 24 permutations have 15 active nodes. +Index: 23 | Max_nodes: 30 | Time: 1.7127e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +Index: 17 | Max_nodes: 30 | Time: 1.7775e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +Index: 22 | Max_nodes: 30 | Time: 1.8059e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| +Index: 21 | Max_nodes: 30 | Time: 1.8120e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| +Index: 16 | Max_nodes: 30 | Time: 1.8586e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| +Index: 15 | Max_nodes: 30 | Time: 1.8597e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +Index: 20 | Max_nodes: 30 | Time: 1.8776e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +Index: 19 | Max_nodes: 30 | Time: 1.9026e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| +Index: 11 | Max_nodes: 30 | Time: 1.9052e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| +Index: 9 | Max_nodes: 30 | Time: 1.9247e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +Index: 14 | Max_nodes: 30 | Time: 1.9412e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +Index: 10 | Max_nodes: 30 | Time: 1.9493e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +Index: 13 | Max_nodes: 30 | Time: 1.9640e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +Index: 18 | Max_nodes: 30 | Time: 1.9777e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| +Index: 8 | Max_nodes: 30 | Time: 1.9996e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| +Index: 12 | Max_nodes: 30 | Time: 2.0196e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +Index: 5 | Max_nodes: 30 | Time: 2.0340e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +Index: 4 | Max_nodes: 30 | Time: 2.0793e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| +Index: 7 | Max_nodes: 30 | Time: 2.1126e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +Index: 6 | Max_nodes: 30 | Time: 2.1322e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +Index: 3 | Max_nodes: 30 | Time: 2.1595e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +Index: 2 | Max_nodes: 30 | Time: 2.2059e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +Index: 1 | Max_nodes: 30 | Time: 2.2296e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +Index: 0 | Max_nodes: 30 | Time: 2.3088e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| ........................... -Average time: 2.7488e-05s +Average time: 1.9813e-04s ________________________________________________________________________________________________ -24 permutations have 45 max nodes. +24 permutations have 30 max nodes. +Index: 23 | Active_nodes: 15 | Time: 1.7127e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +Index: 17 | Active_nodes: 15 | Time: 1.7775e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +Index: 22 | Active_nodes: 15 | Time: 1.8059e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| +Index: 21 | Active_nodes: 15 | Time: 1.8120e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| +Index: 16 | Active_nodes: 15 | Time: 1.8586e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| +Index: 15 | Active_nodes: 15 | Time: 1.8597e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +Index: 20 | Active_nodes: 15 | Time: 1.8776e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +Index: 19 | Active_nodes: 15 | Time: 1.9026e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| +Index: 11 | Active_nodes: 15 | Time: 1.9052e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| +Index: 9 | Active_nodes: 15 | Time: 1.9247e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +Index: 14 | Active_nodes: 15 | Time: 1.9412e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +Index: 10 | Active_nodes: 15 | Time: 1.9493e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +Index: 13 | Active_nodes: 15 | Time: 1.9640e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +Index: 18 | Active_nodes: 15 | Time: 1.9777e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| +Index: 8 | Active_nodes: 15 | Time: 1.9996e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| +Index: 12 | Active_nodes: 15 | Time: 2.0196e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +Index: 5 | Active_nodes: 15 | Time: 2.0340e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +Index: 4 | Active_nodes: 15 | Time: 2.0793e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| +Index: 7 | Active_nodes: 15 | Time: 2.1126e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +Index: 6 | Active_nodes: 15 | Time: 2.1322e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +Index: 3 | Active_nodes: 15 | Time: 2.1595e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +Index: 2 | Active_nodes: 15 | Time: 2.2059e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +Index: 1 | Active_nodes: 15 | Time: 2.2296e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +Index: 0 | Active_nodes: 15 | Time: 2.3088e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| ........................... -Average time: 2.7488e-05s +Average time: 1.9813e-04s ________________________________________________________________________________________________ -execution time of: 2.3790e-05s: Index: 23 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -execution time of: 2.4763e-05s: Index: 17 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -execution time of: 2.5396e-05s: Index: 22 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| -execution time of: 2.5565e-05s: Index: 21 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| -execution time of: 2.5623e-05s: Index: 16 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| -execution time of: 2.6138e-05s: Index: 15 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -execution time of: 2.6158e-05s: Index: 11 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -execution time of: 2.6558e-05s: Index: 20 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -execution time of: 2.6635e-05s: Index: 19 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| -execution time of: 2.7020e-05s: Index: 14 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -execution time of: 2.7043e-05s: Index: 9 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -execution time of: 2.7298e-05s: Index: 18 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| -execution time of: 2.7328e-05s: Index: 10 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| -execution time of: 2.7855e-05s: Index: 13 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| -execution time of: 2.8135e-05s: Index: 8 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| -execution time of: 2.8255e-05s: Index: 5 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| -execution time of: 2.8450e-05s: Index: 12 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -execution time of: 2.8820e-05s: Index: 3 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -execution time of: 2.9081e-05s: Index: 4 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -execution time of: 2.9460e-05s: Index: 2 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -execution time of: 2.9755e-05s: Index: 6 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -execution time of: 2.9958e-05s: Index: 1 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -execution time of: 3.0193e-05s: Index: 7 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -execution time of: 3.0430e-05s: Index: 0 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +execution time of: 1.7127e-04s: Index: 23 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| + +execution time of: 1.7775e-04s: Index: 17 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| + +execution time of: 1.8059e-04s: Index: 22 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| + +execution time of: 1.8120e-04s: Index: 21 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| + +execution time of: 1.8586e-04s: Index: 16 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| + +execution time of: 1.8597e-04s: Index: 15 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| + +execution time of: 1.8776e-04s: Index: 20 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| + +execution time of: 1.9026e-04s: Index: 19 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| + +execution time of: 1.9052e-04s: Index: 11 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| + +execution time of: 1.9247e-04s: Index: 9 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| + +execution time of: 1.9412e-04s: Index: 14 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| + +execution time of: 1.9493e-04s: Index: 10 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| + +execution time of: 1.9640e-04s: Index: 13 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| + +execution time of: 1.9777e-04s: Index: 18 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| + +execution time of: 1.9996e-04s: Index: 8 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| + +execution time of: 2.0196e-04s: Index: 12 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| + +execution time of: 2.0340e-04s: Index: 5 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| + +execution time of: 2.0793e-04s: Index: 4 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| + +execution time of: 2.1126e-04s: Index: 7 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| + +execution time of: 2.1322e-04s: Index: 6 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| + +execution time of: 2.1595e-04s: Index: 3 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| + +execution time of: 2.2059e-04s: Index: 2 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| + +execution time of: 2.2296e-04s: Index: 1 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| + +execution time of: 2.3088e-04s: Index: 0 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| + ________________________________________________________________________________________________ Start Simulation of twolocalrandom_indep_qiskit_5__________________________________________________ @@ -256,145 +352,508 @@ Start Simulation of twolocalrandom_indep_qiskit_5_______________________________ 56:...|...|...|...|...4 .o:...0...1...2...3...4 Total Permutations: 120 -Min time: 5.2010e-05s................. Permutation 95 : 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -Max time: 7.2791e-05s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Min time: 3.3696e-04s................. Permutation 119: 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +Max time: 4.4907e-04s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| Min active nodes: 31 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Min max nodes: 93 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Min max nodes: 62 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| Max active nodes: 31 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Max max nodes: 93 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Max max nodes: 62 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| ________________________________________________________________________________________________ 120 permutations have 31 active nodes. +Index: 119 | Max_nodes: 62 | Time: 3.3696e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +Index: 117 | Max_nodes: 62 | Time: 3.4652e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +Index: 95 | Max_nodes: 62 | Time: 3.4660e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +Index: 94 | Max_nodes: 62 | Time: 3.5260e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +Index: 113 | Max_nodes: 62 | Time: 3.5531e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +Index: 89 | Max_nodes: 62 | Time: 3.5658e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +Index: 118 | Max_nodes: 62 | Time: 3.5722e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +Index: 93 | Max_nodes: 62 | Time: 3.5834e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +Index: 115 | Max_nodes: 62 | Time: 3.5846e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +Index: 116 | Max_nodes: 62 | Time: 3.5926e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +Index: 71 | Max_nodes: 62 | Time: 3.5965e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +Index: 65 | Max_nodes: 62 | Time: 3.6054e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +Index: 112 | Max_nodes: 62 | Time: 3.6226e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +Index: 92 | Max_nodes: 62 | Time: 3.6252e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +Index: 70 | Max_nodes: 62 | Time: 3.6338e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +Index: 107 | Max_nodes: 62 | Time: 3.6477e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +Index: 111 | Max_nodes: 62 | Time: 3.6508e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +Index: 69 | Max_nodes: 62 | Time: 3.6572e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +Index: 110 | Max_nodes: 62 | Time: 3.6667e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +Index: 105 | Max_nodes: 62 | Time: 3.6670e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +Index: 114 | Max_nodes: 62 | Time: 3.6780e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +Index: 64 | Max_nodes: 62 | Time: 3.6785e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +Index: 91 | Max_nodes: 62 | Time: 3.6799e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +Index: 63 | Max_nodes: 62 | Time: 3.6916e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +Index: 87 | Max_nodes: 62 | Time: 3.6939e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +Index: 109 | Max_nodes: 62 | Time: 3.6998e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +Index: 106 | Max_nodes: 62 | Time: 3.7036e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +Index: 83 | Max_nodes: 62 | Time: 3.7056e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +Index: 88 | Max_nodes: 62 | Time: 3.7310e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +Index: 68 | Max_nodes: 62 | Time: 3.7358e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +Index: 47 | Max_nodes: 62 | Time: 3.7383e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +Index: 81 | Max_nodes: 62 | Time: 3.7383e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +Index: 90 | Max_nodes: 62 | Time: 3.7467e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +Index: 108 | Max_nodes: 62 | Time: 3.7476e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +Index: 59 | Max_nodes: 62 | Time: 3.7526e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +Index: 86 | Max_nodes: 62 | Time: 3.7554e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +Index: 104 | Max_nodes: 62 | Time: 3.7579e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +Index: 67 | Max_nodes: 62 | Time: 3.7618e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +Index: 45 | Max_nodes: 62 | Time: 3.7641e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +Index: 82 | Max_nodes: 62 | Time: 3.7704e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +Index: 85 | Max_nodes: 62 | Time: 3.7756e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +Index: 62 | Max_nodes: 62 | Time: 3.7946e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +Index: 101 | Max_nodes: 62 | Time: 3.8047e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +Index: 46 | Max_nodes: 62 | Time: 3.8056e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +Index: 41 | Max_nodes: 62 | Time: 3.8120e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +Index: 61 | Max_nodes: 62 | Time: 3.8154e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +Index: 103 | Max_nodes: 62 | Time: 3.8194e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +Index: 57 | Max_nodes: 62 | Time: 3.8279e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +Index: 39 | Max_nodes: 62 | Time: 3.8297e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +Index: 80 | Max_nodes: 62 | Time: 3.8426e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +Index: 58 | Max_nodes: 62 | Time: 3.8448e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +Index: 99 | Max_nodes: 62 | Time: 3.8474e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +Index: 44 | Max_nodes: 62 | Time: 3.8548e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +Index: 77 | Max_nodes: 62 | Time: 3.8554e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +Index: 66 | Max_nodes: 62 | Time: 3.8600e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +Index: 40 | Max_nodes: 62 | Time: 3.8635e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +Index: 79 | Max_nodes: 62 | Time: 3.8641e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +Index: 102 | Max_nodes: 62 | Time: 3.8676e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +Index: 84 | Max_nodes: 62 | Time: 3.8694e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +Index: 100 | Max_nodes: 62 | Time: 3.8740e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +Index: 60 | Max_nodes: 62 | Time: 3.8862e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +Index: 56 | Max_nodes: 62 | Time: 3.9058e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +Index: 78 | Max_nodes: 62 | Time: 3.9119e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +Index: 76 | Max_nodes: 62 | Time: 3.9123e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +Index: 98 | Max_nodes: 62 | Time: 3.9133e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +Index: 38 | Max_nodes: 62 | Time: 3.9150e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +Index: 35 | Max_nodes: 62 | Time: 3.9153e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +Index: 75 | Max_nodes: 62 | Time: 3.9197e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +Index: 97 | Max_nodes: 62 | Time: 3.9268e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| +Index: 23 | Max_nodes: 62 | Time: 3.9389e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +Index: 43 | Max_nodes: 62 | Time: 3.9390e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +Index: 34 | Max_nodes: 62 | Time: 3.9410e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +Index: 32 | Max_nodes: 62 | Time: 3.9550e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +Index: 37 | Max_nodes: 62 | Time: 3.9709e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +Index: 53 | Max_nodes: 62 | Time: 3.9785e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +Index: 74 | Max_nodes: 62 | Time: 3.9865e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +Index: 73 | Max_nodes: 62 | Time: 3.9900e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +Index: 22 | Max_nodes: 62 | Time: 3.9972e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +Index: 51 | Max_nodes: 62 | Time: 3.9999e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +Index: 54 | Max_nodes: 62 | Time: 4.0018e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +Index: 17 | Max_nodes: 62 | Time: 4.0049e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +Index: 55 | Max_nodes: 62 | Time: 4.0115e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +Index: 21 | Max_nodes: 62 | Time: 4.0121e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +Index: 52 | Max_nodes: 62 | Time: 4.0133e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +Index: 96 | Max_nodes: 62 | Time: 4.0136e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +Index: 42 | Max_nodes: 62 | Time: 4.0404e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +Index: 16 | Max_nodes: 62 | Time: 4.0424e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +Index: 36 | Max_nodes: 62 | Time: 4.0429e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +Index: 11 | Max_nodes: 62 | Time: 4.0572e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +Index: 20 | Max_nodes: 62 | Time: 4.0610e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +Index: 19 | Max_nodes: 62 | Time: 4.0610e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +Index: 49 | Max_nodes: 62 | Time: 4.0640e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +Index: 50 | Max_nodes: 62 | Time: 4.0672e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +Index: 72 | Max_nodes: 62 | Time: 4.0676e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +Index: 15 | Max_nodes: 62 | Time: 4.0678e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +Index: 29 | Max_nodes: 62 | Time: 4.0689e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +Index: 30 | Max_nodes: 62 | Time: 4.0821e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +Index: 27 | Max_nodes: 62 | Time: 4.0933e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +Index: 14 | Max_nodes: 62 | Time: 4.1115e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +Index: 31 | Max_nodes: 62 | Time: 4.1189e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +Index: 9 | Max_nodes: 62 | Time: 4.1190e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +Index: 48 | Max_nodes: 62 | Time: 4.1236e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +Index: 28 | Max_nodes: 62 | Time: 4.1250e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +Index: 18 | Max_nodes: 62 | Time: 4.1393e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +Index: 10 | Max_nodes: 62 | Time: 4.1423e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +Index: 13 | Max_nodes: 62 | Time: 4.1483e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +Index: 25 | Max_nodes: 62 | Time: 4.1511e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +Index: 8 | Max_nodes: 62 | Time: 4.1548e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +Index: 5 | Max_nodes: 62 | Time: 4.1632e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +Index: 12 | Max_nodes: 62 | Time: 4.1692e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +Index: 26 | Max_nodes: 62 | Time: 4.1695e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +Index: 7 | Max_nodes: 62 | Time: 4.1875e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +Index: 24 | Max_nodes: 62 | Time: 4.1887e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +Index: 4 | Max_nodes: 62 | Time: 4.2033e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +Index: 33 | Max_nodes: 62 | Time: 4.2174e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +Index: 3 | Max_nodes: 62 | Time: 4.2379e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +Index: 6 | Max_nodes: 62 | Time: 4.2557e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +Index: 2 | Max_nodes: 62 | Time: 4.2612e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +Index: 1 | Max_nodes: 62 | Time: 4.3622e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +Index: 0 | Max_nodes: 62 | Time: 4.4907e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| ........................... -Average time: 5.9608e-05s +Average time: 3.8911e-04s ________________________________________________________________________________________________ -120 permutations have 93 max nodes. +120 permutations have 62 max nodes. +Index: 119 | Active_nodes: 31 | Time: 3.3696e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +Index: 117 | Active_nodes: 31 | Time: 3.4652e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +Index: 95 | Active_nodes: 31 | Time: 3.4660e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +Index: 94 | Active_nodes: 31 | Time: 3.5260e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +Index: 113 | Active_nodes: 31 | Time: 3.5531e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +Index: 89 | Active_nodes: 31 | Time: 3.5658e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +Index: 118 | Active_nodes: 31 | Time: 3.5722e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +Index: 93 | Active_nodes: 31 | Time: 3.5834e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +Index: 115 | Active_nodes: 31 | Time: 3.5846e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +Index: 116 | Active_nodes: 31 | Time: 3.5926e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +Index: 71 | Active_nodes: 31 | Time: 3.5965e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +Index: 65 | Active_nodes: 31 | Time: 3.6054e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +Index: 112 | Active_nodes: 31 | Time: 3.6226e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +Index: 92 | Active_nodes: 31 | Time: 3.6252e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +Index: 70 | Active_nodes: 31 | Time: 3.6338e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +Index: 107 | Active_nodes: 31 | Time: 3.6477e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +Index: 111 | Active_nodes: 31 | Time: 3.6508e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +Index: 69 | Active_nodes: 31 | Time: 3.6572e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +Index: 110 | Active_nodes: 31 | Time: 3.6667e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +Index: 105 | Active_nodes: 31 | Time: 3.6670e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +Index: 114 | Active_nodes: 31 | Time: 3.6780e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +Index: 64 | Active_nodes: 31 | Time: 3.6785e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +Index: 91 | Active_nodes: 31 | Time: 3.6799e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +Index: 63 | Active_nodes: 31 | Time: 3.6916e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +Index: 87 | Active_nodes: 31 | Time: 3.6939e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +Index: 109 | Active_nodes: 31 | Time: 3.6998e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +Index: 106 | Active_nodes: 31 | Time: 3.7036e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +Index: 83 | Active_nodes: 31 | Time: 3.7056e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +Index: 88 | Active_nodes: 31 | Time: 3.7310e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +Index: 68 | Active_nodes: 31 | Time: 3.7358e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +Index: 47 | Active_nodes: 31 | Time: 3.7383e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +Index: 81 | Active_nodes: 31 | Time: 3.7383e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +Index: 90 | Active_nodes: 31 | Time: 3.7467e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +Index: 108 | Active_nodes: 31 | Time: 3.7476e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +Index: 59 | Active_nodes: 31 | Time: 3.7526e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +Index: 86 | Active_nodes: 31 | Time: 3.7554e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +Index: 104 | Active_nodes: 31 | Time: 3.7579e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +Index: 67 | Active_nodes: 31 | Time: 3.7618e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +Index: 45 | Active_nodes: 31 | Time: 3.7641e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +Index: 82 | Active_nodes: 31 | Time: 3.7704e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +Index: 85 | Active_nodes: 31 | Time: 3.7756e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +Index: 62 | Active_nodes: 31 | Time: 3.7946e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +Index: 101 | Active_nodes: 31 | Time: 3.8047e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +Index: 46 | Active_nodes: 31 | Time: 3.8056e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +Index: 41 | Active_nodes: 31 | Time: 3.8120e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +Index: 61 | Active_nodes: 31 | Time: 3.8154e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +Index: 103 | Active_nodes: 31 | Time: 3.8194e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +Index: 57 | Active_nodes: 31 | Time: 3.8279e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +Index: 39 | Active_nodes: 31 | Time: 3.8297e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +Index: 80 | Active_nodes: 31 | Time: 3.8426e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +Index: 58 | Active_nodes: 31 | Time: 3.8448e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +Index: 99 | Active_nodes: 31 | Time: 3.8474e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +Index: 44 | Active_nodes: 31 | Time: 3.8548e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +Index: 77 | Active_nodes: 31 | Time: 3.8554e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +Index: 66 | Active_nodes: 31 | Time: 3.8600e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +Index: 40 | Active_nodes: 31 | Time: 3.8635e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +Index: 79 | Active_nodes: 31 | Time: 3.8641e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +Index: 102 | Active_nodes: 31 | Time: 3.8676e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +Index: 84 | Active_nodes: 31 | Time: 3.8694e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +Index: 100 | Active_nodes: 31 | Time: 3.8740e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +Index: 60 | Active_nodes: 31 | Time: 3.8862e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +Index: 56 | Active_nodes: 31 | Time: 3.9058e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +Index: 78 | Active_nodes: 31 | Time: 3.9119e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +Index: 76 | Active_nodes: 31 | Time: 3.9123e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +Index: 98 | Active_nodes: 31 | Time: 3.9133e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +Index: 38 | Active_nodes: 31 | Time: 3.9150e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +Index: 35 | Active_nodes: 31 | Time: 3.9153e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +Index: 75 | Active_nodes: 31 | Time: 3.9197e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +Index: 97 | Active_nodes: 31 | Time: 3.9268e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| +Index: 23 | Active_nodes: 31 | Time: 3.9389e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +Index: 43 | Active_nodes: 31 | Time: 3.9390e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +Index: 34 | Active_nodes: 31 | Time: 3.9410e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +Index: 32 | Active_nodes: 31 | Time: 3.9550e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +Index: 37 | Active_nodes: 31 | Time: 3.9709e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +Index: 53 | Active_nodes: 31 | Time: 3.9785e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +Index: 74 | Active_nodes: 31 | Time: 3.9865e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +Index: 73 | Active_nodes: 31 | Time: 3.9900e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +Index: 22 | Active_nodes: 31 | Time: 3.9972e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +Index: 51 | Active_nodes: 31 | Time: 3.9999e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +Index: 54 | Active_nodes: 31 | Time: 4.0018e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +Index: 17 | Active_nodes: 31 | Time: 4.0049e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +Index: 55 | Active_nodes: 31 | Time: 4.0115e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +Index: 21 | Active_nodes: 31 | Time: 4.0121e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +Index: 52 | Active_nodes: 31 | Time: 4.0133e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +Index: 96 | Active_nodes: 31 | Time: 4.0136e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +Index: 42 | Active_nodes: 31 | Time: 4.0404e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +Index: 16 | Active_nodes: 31 | Time: 4.0424e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +Index: 36 | Active_nodes: 31 | Time: 4.0429e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +Index: 11 | Active_nodes: 31 | Time: 4.0572e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +Index: 20 | Active_nodes: 31 | Time: 4.0610e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +Index: 19 | Active_nodes: 31 | Time: 4.0610e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +Index: 49 | Active_nodes: 31 | Time: 4.0640e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +Index: 50 | Active_nodes: 31 | Time: 4.0672e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +Index: 72 | Active_nodes: 31 | Time: 4.0676e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +Index: 15 | Active_nodes: 31 | Time: 4.0678e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +Index: 29 | Active_nodes: 31 | Time: 4.0689e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +Index: 30 | Active_nodes: 31 | Time: 4.0821e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +Index: 27 | Active_nodes: 31 | Time: 4.0933e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +Index: 14 | Active_nodes: 31 | Time: 4.1115e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +Index: 31 | Active_nodes: 31 | Time: 4.1189e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +Index: 9 | Active_nodes: 31 | Time: 4.1190e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +Index: 48 | Active_nodes: 31 | Time: 4.1236e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +Index: 28 | Active_nodes: 31 | Time: 4.1250e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +Index: 18 | Active_nodes: 31 | Time: 4.1393e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +Index: 10 | Active_nodes: 31 | Time: 4.1423e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +Index: 13 | Active_nodes: 31 | Time: 4.1483e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +Index: 25 | Active_nodes: 31 | Time: 4.1511e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +Index: 8 | Active_nodes: 31 | Time: 4.1548e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +Index: 5 | Active_nodes: 31 | Time: 4.1632e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +Index: 12 | Active_nodes: 31 | Time: 4.1692e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +Index: 26 | Active_nodes: 31 | Time: 4.1695e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +Index: 7 | Active_nodes: 31 | Time: 4.1875e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +Index: 24 | Active_nodes: 31 | Time: 4.1887e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +Index: 4 | Active_nodes: 31 | Time: 4.2033e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +Index: 33 | Active_nodes: 31 | Time: 4.2174e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +Index: 3 | Active_nodes: 31 | Time: 4.2379e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +Index: 6 | Active_nodes: 31 | Time: 4.2557e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +Index: 2 | Active_nodes: 31 | Time: 4.2612e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +Index: 1 | Active_nodes: 31 | Time: 4.3622e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +Index: 0 | Active_nodes: 31 | Time: 4.4907e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| ........................... -Average time: 5.9608e-05s +Average time: 3.8911e-04s ________________________________________________________________________________________________ -execution time of: 5.2010e-05s: Index: 95 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -execution time of: 5.2176e-05s: Index: 118 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -execution time of: 5.2575e-05s: Index: 117 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -execution time of: 5.2808e-05s: Index: 119 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -execution time of: 5.3020e-05s: Index: 94 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -execution time of: 5.3261e-05s: Index: 116 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -execution time of: 5.3828e-05s: Index: 93 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -execution time of: 5.3918e-05s: Index: 89 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -execution time of: 5.4388e-05s: Index: 115 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -execution time of: 5.4546e-05s: Index: 113 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -execution time of: 5.4735e-05s: Index: 71 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -execution time of: 5.5026e-05s: Index: 87 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -execution time of: 5.5351e-05s: Index: 70 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -execution time of: 5.5521e-05s: Index: 69 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -execution time of: 5.5528e-05s: Index: 65 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -execution time of: 5.5621e-05s: Index: 114 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -execution time of: 5.5628e-05s: Index: 110 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -execution time of: 5.5688e-05s: Index: 111 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -execution time of: 5.5696e-05s: Index: 91 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -execution time of: 5.5843e-05s: Index: 92 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -execution time of: 5.6203e-05s: Index: 88 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -execution time of: 5.6266e-05s: Index: 64 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -execution time of: 5.6475e-05s: Index: 107 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -execution time of: 5.6483e-05s: Index: 108 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -execution time of: 5.6811e-05s: Index: 105 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -execution time of: 5.6846e-05s: Index: 109 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -execution time of: 5.7083e-05s: Index: 81 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -execution time of: 5.7138e-05s: Index: 112 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -execution time of: 5.7158e-05s: Index: 106 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -execution time of: 5.7168e-05s: Index: 90 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -execution time of: 5.7266e-05s: Index: 63 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -execution time of: 5.7418e-05s: Index: 104 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -execution time of: 5.7473e-05s: Index: 68 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -execution time of: 5.7541e-05s: Index: 59 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -execution time of: 5.7611e-05s: Index: 47 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -execution time of: 5.7623e-05s: Index: 82 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -execution time of: 5.7638e-05s: Index: 86 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -execution time of: 5.7698e-05s: Index: 103 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -execution time of: 5.7796e-05s: Index: 57 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -execution time of: 5.7923e-05s: Index: 84 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -execution time of: 5.7993e-05s: Index: 62 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -execution time of: 5.8053e-05s: Index: 45 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -execution time of: 5.8058e-05s: Index: 85 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -execution time of: 5.8256e-05s: Index: 46 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -execution time of: 5.8328e-05s: Index: 79 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -execution time of: 5.8358e-05s: Index: 41 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -execution time of: 5.8681e-05s: Index: 80 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -execution time of: 5.8686e-05s: Index: 66 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -execution time of: 5.8756e-05s: Index: 102 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -execution time of: 5.8761e-05s: Index: 67 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -execution time of: 5.8950e-05s: Index: 101 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -execution time of: 5.9105e-05s: Index: 44 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -execution time of: 5.9146e-05s: Index: 76 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -execution time of: 5.9236e-05s: Index: 40 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -execution time of: 5.9326e-05s: Index: 77 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -execution time of: 5.9443e-05s: Index: 97 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -execution time of: 5.9451e-05s: Index: 35 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -execution time of: 5.9573e-05s: Index: 60 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -execution time of: 5.9648e-05s: Index: 98 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -execution time of: 5.9766e-05s: Index: 75 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -execution time of: 5.9883e-05s: Index: 61 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -execution time of: 6.0166e-05s: Index: 58 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -execution time of: 6.0228e-05s: Index: 96 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -execution time of: 6.0338e-05s: Index: 99 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -execution time of: 6.0363e-05s: Index: 38 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -execution time of: 6.0518e-05s: Index: 43 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -execution time of: 6.0556e-05s: Index: 74 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -execution time of: 6.0561e-05s: Index: 73 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -execution time of: 6.0566e-05s: Index: 55 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -execution time of: 6.0681e-05s: Index: 39 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -execution time of: 6.0771e-05s: Index: 56 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -execution time of: 6.0893e-05s: Index: 78 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -execution time of: 6.0956e-05s: Index: 72 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -execution time of: 6.0966e-05s: Index: 53 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -execution time of: 6.1071e-05s: Index: 52 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -execution time of: 6.1153e-05s: Index: 23 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -execution time of: 6.1186e-05s: Index: 54 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -execution time of: 6.1436e-05s: Index: 32 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -execution time of: 6.1683e-05s: Index: 29 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -execution time of: 6.1826e-05s: Index: 37 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -execution time of: 6.1926e-05s: Index: 36 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -execution time of: 6.1966e-05s: Index: 27 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -execution time of: 6.2018e-05s: Index: 17 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -execution time of: 6.2021e-05s: Index: 49 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -execution time of: 6.2101e-05s: Index: 19 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -execution time of: 6.2188e-05s: Index: 15 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -execution time of: 6.2296e-05s: Index: 51 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -execution time of: 6.2311e-05s: Index: 16 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -execution time of: 6.2351e-05s: Index: 50 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -execution time of: 6.2356e-05s: Index: 30 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -execution time of: 6.2376e-05s: Index: 11 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -execution time of: 6.2441e-05s: Index: 14 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -execution time of: 6.2531e-05s: Index: 20 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -execution time of: 6.2558e-05s: Index: 31 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -execution time of: 6.2663e-05s: Index: 48 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -execution time of: 6.2708e-05s: Index: 42 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -execution time of: 6.2711e-05s: Index: 28 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -execution time of: 6.2753e-05s: Index: 7 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -execution time of: 6.2863e-05s: Index: 34 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -execution time of: 6.3111e-05s: Index: 3 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -execution time of: 6.3126e-05s: Index: 22 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -execution time of: 6.3143e-05s: Index: 25 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -execution time of: 6.3333e-05s: Index: 9 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -execution time of: 6.3393e-05s: Index: 10 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -execution time of: 6.3501e-05s: Index: 8 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -execution time of: 6.3643e-05s: Index: 4 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -execution time of: 6.3836e-05s: Index: 12 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -execution time of: 6.3841e-05s: Index: 6 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -execution time of: 6.3981e-05s: Index: 21 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -execution time of: 6.4273e-05s: Index: 1 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -execution time of: 6.4826e-05s: Index: 26 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -execution time of: 6.4836e-05s: Index: 5 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -execution time of: 6.4993e-05s: Index: 18 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -execution time of: 6.5063e-05s: Index: 2 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -execution time of: 6.5071e-05s: Index: 24 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -execution time of: 6.5826e-05s: Index: 33 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -execution time of: 7.2791e-05s: Index: 0 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +execution time of: 3.3696e-04s: Index: 119 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| + +execution time of: 3.4652e-04s: Index: 117 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| + +execution time of: 3.4660e-04s: Index: 95 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| + +execution time of: 3.5260e-04s: Index: 94 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| + +execution time of: 3.5531e-04s: Index: 113 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| + +execution time of: 3.5658e-04s: Index: 89 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| + +execution time of: 3.5722e-04s: Index: 118 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| + +execution time of: 3.5834e-04s: Index: 93 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| + +execution time of: 3.5846e-04s: Index: 115 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| + +execution time of: 3.5926e-04s: Index: 116 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| + +execution time of: 3.5965e-04s: Index: 71 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| + +execution time of: 3.6054e-04s: Index: 65 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| + +execution time of: 3.6226e-04s: Index: 112 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| + +execution time of: 3.6252e-04s: Index: 92 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| + +execution time of: 3.6338e-04s: Index: 70 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| + +execution time of: 3.6477e-04s: Index: 107 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| + +execution time of: 3.6508e-04s: Index: 111 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| + +execution time of: 3.6572e-04s: Index: 69 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| + +execution time of: 3.6667e-04s: Index: 110 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| + +execution time of: 3.6670e-04s: Index: 105 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| + +execution time of: 3.6780e-04s: Index: 114 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| + +execution time of: 3.6785e-04s: Index: 64 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| + +execution time of: 3.6799e-04s: Index: 91 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| + +execution time of: 3.6916e-04s: Index: 63 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| + +execution time of: 3.6939e-04s: Index: 87 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| + +execution time of: 3.6998e-04s: Index: 109 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| + +execution time of: 3.7036e-04s: Index: 106 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| + +execution time of: 3.7056e-04s: Index: 83 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| + +execution time of: 3.7310e-04s: Index: 88 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| + +execution time of: 3.7358e-04s: Index: 68 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| + +execution time of: 3.7383e-04s: Index: 47 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| + +execution time of: 3.7383e-04s: Index: 81 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| + +execution time of: 3.7467e-04s: Index: 90 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| + +execution time of: 3.7476e-04s: Index: 108 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| + +execution time of: 3.7526e-04s: Index: 59 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| + +execution time of: 3.7554e-04s: Index: 86 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| + +execution time of: 3.7579e-04s: Index: 104 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| + +execution time of: 3.7618e-04s: Index: 67 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| + +execution time of: 3.7641e-04s: Index: 45 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| + +execution time of: 3.7704e-04s: Index: 82 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| + +execution time of: 3.7756e-04s: Index: 85 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| + +execution time of: 3.7946e-04s: Index: 62 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| + +execution time of: 3.8047e-04s: Index: 101 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| + +execution time of: 3.8056e-04s: Index: 46 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| + +execution time of: 3.8120e-04s: Index: 41 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| + +execution time of: 3.8154e-04s: Index: 61 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| + +execution time of: 3.8194e-04s: Index: 103 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| + +execution time of: 3.8279e-04s: Index: 57 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| + +execution time of: 3.8297e-04s: Index: 39 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| + +execution time of: 3.8426e-04s: Index: 80 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| + +execution time of: 3.8448e-04s: Index: 58 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| + +execution time of: 3.8474e-04s: Index: 99 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| + +execution time of: 3.8548e-04s: Index: 44 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| + +execution time of: 3.8554e-04s: Index: 77 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| + +execution time of: 3.8600e-04s: Index: 66 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| + +execution time of: 3.8635e-04s: Index: 40 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| + +execution time of: 3.8641e-04s: Index: 79 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| + +execution time of: 3.8676e-04s: Index: 102 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| + +execution time of: 3.8694e-04s: Index: 84 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| + +execution time of: 3.8740e-04s: Index: 100 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| + +execution time of: 3.8862e-04s: Index: 60 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| + +execution time of: 3.9058e-04s: Index: 56 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| + +execution time of: 3.9119e-04s: Index: 78 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| + +execution time of: 3.9123e-04s: Index: 76 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| + +execution time of: 3.9133e-04s: Index: 98 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| + +execution time of: 3.9150e-04s: Index: 38 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| + +execution time of: 3.9153e-04s: Index: 35 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| + +execution time of: 3.9197e-04s: Index: 75 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| + +execution time of: 3.9268e-04s: Index: 97 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| + +execution time of: 3.9389e-04s: Index: 23 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| + +execution time of: 3.9390e-04s: Index: 43 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| + +execution time of: 3.9410e-04s: Index: 34 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| + +execution time of: 3.9550e-04s: Index: 32 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| + +execution time of: 3.9709e-04s: Index: 37 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| + +execution time of: 3.9785e-04s: Index: 53 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| + +execution time of: 3.9865e-04s: Index: 74 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| + +execution time of: 3.9900e-04s: Index: 73 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| + +execution time of: 3.9972e-04s: Index: 22 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| + +execution time of: 3.9999e-04s: Index: 51 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| + +execution time of: 4.0018e-04s: Index: 54 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| + +execution time of: 4.0049e-04s: Index: 17 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| + +execution time of: 4.0115e-04s: Index: 55 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| + +execution time of: 4.0121e-04s: Index: 21 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| + +execution time of: 4.0133e-04s: Index: 52 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| + +execution time of: 4.0136e-04s: Index: 96 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| + +execution time of: 4.0404e-04s: Index: 42 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| + +execution time of: 4.0424e-04s: Index: 16 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| + +execution time of: 4.0429e-04s: Index: 36 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| + +execution time of: 4.0572e-04s: Index: 11 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| + +execution time of: 4.0610e-04s: Index: 20 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| + +execution time of: 4.0610e-04s: Index: 19 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| + +execution time of: 4.0640e-04s: Index: 49 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| + +execution time of: 4.0672e-04s: Index: 50 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| + +execution time of: 4.0676e-04s: Index: 72 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| + +execution time of: 4.0678e-04s: Index: 15 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| + +execution time of: 4.0689e-04s: Index: 29 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| + +execution time of: 4.0821e-04s: Index: 30 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| + +execution time of: 4.0933e-04s: Index: 27 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| + +execution time of: 4.1115e-04s: Index: 14 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| + +execution time of: 4.1189e-04s: Index: 31 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| + +execution time of: 4.1190e-04s: Index: 9 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| + +execution time of: 4.1236e-04s: Index: 48 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| + +execution time of: 4.1250e-04s: Index: 28 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| + +execution time of: 4.1393e-04s: Index: 18 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| + +execution time of: 4.1423e-04s: Index: 10 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| + +execution time of: 4.1483e-04s: Index: 13 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| + +execution time of: 4.1511e-04s: Index: 25 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| + +execution time of: 4.1548e-04s: Index: 8 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| + +execution time of: 4.1632e-04s: Index: 5 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| + +execution time of: 4.1692e-04s: Index: 12 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| + +execution time of: 4.1695e-04s: Index: 26 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| + +execution time of: 4.1875e-04s: Index: 7 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| + +execution time of: 4.1887e-04s: Index: 24 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| + +execution time of: 4.2033e-04s: Index: 4 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| + +execution time of: 4.2174e-04s: Index: 33 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| + +execution time of: 4.2379e-04s: Index: 3 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| + +execution time of: 4.2557e-04s: Index: 6 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| + +execution time of: 4.2612e-04s: Index: 2 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| + +execution time of: 4.3622e-04s: Index: 1 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| + +execution time of: 4.4907e-04s: Index: 0 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| + ________________________________________________________________________________________________ Start Simulation of twolocalrandom_indep_qiskit_6__________________________________________________ @@ -478,732 +937,2907 @@ Start Simulation of twolocalrandom_indep_qiskit_6_______________________________ 76:...|...|...|...|...|...5 .o:...0...1...2...3...4...5 Total Permutations: 720 -Min time: 1.0815e-04s................. Permutation 719: 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Max time: 2.7617e-04s................. Permutation 93 : 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| +Min time: 6.7731e-04s................. Permutation 719: 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +Max time: 1.5251e-03s................. Permutation 93 : 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| Min active nodes: 63 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Min max nodes: 189 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Min max nodes: 126 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| Max active nodes: 63 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Max max nodes: 189 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Max max nodes: 126 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| ________________________________________________________________________________________________ 720 permutations have 63 active nodes. +Index: 719 | Max_nodes: 126 | Time: 6.7731e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +Index: 599 | Max_nodes: 126 | Time: 6.8171e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +Index: 718 | Max_nodes: 126 | Time: 6.8532e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +Index: 717 | Max_nodes: 126 | Time: 6.8541e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +Index: 695 | Max_nodes: 126 | Time: 6.8574e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +Index: 597 | Max_nodes: 126 | Time: 6.8998e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +Index: 713 | Max_nodes: 126 | Time: 6.9094e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +Index: 593 | Max_nodes: 126 | Time: 6.9118e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +Index: 575 | Max_nodes: 126 | Time: 6.9182e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +Index: 694 | Max_nodes: 126 | Time: 6.9367e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +Index: 479 | Max_nodes: 126 | Time: 6.9485e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +Index: 716 | Max_nodes: 126 | Time: 6.9496e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +Index: 712 | Max_nodes: 126 | Time: 6.9766e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +Index: 598 | Max_nodes: 126 | Time: 6.9805e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +Index: 478 | Max_nodes: 126 | Time: 6.9937e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +Index: 689 | Max_nodes: 126 | Time: 6.9970e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +Index: 711 | Max_nodes: 126 | Time: 7.0102e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| +Index: 574 | Max_nodes: 126 | Time: 7.0195e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +Index: 455 | Max_nodes: 126 | Time: 7.0209e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +Index: 596 | Max_nodes: 126 | Time: 7.0308e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +Index: 715 | Max_nodes: 126 | Time: 7.0343e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +Index: 693 | Max_nodes: 126 | Time: 7.0396e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +Index: 707 | Max_nodes: 126 | Time: 7.0509e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +Index: 473 | Max_nodes: 126 | Time: 7.0610e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +Index: 591 | Max_nodes: 126 | Time: 7.0666e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| +Index: 569 | Max_nodes: 126 | Time: 7.0670e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| +Index: 592 | Max_nodes: 126 | Time: 7.0674e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +Index: 692 | Max_nodes: 126 | Time: 7.0779e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +Index: 477 | Max_nodes: 126 | Time: 7.0814e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +Index: 688 | Max_nodes: 126 | Time: 7.0824e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| +Index: 454 | Max_nodes: 126 | Time: 7.0911e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +Index: 671 | Max_nodes: 126 | Time: 7.0913e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +Index: 714 | Max_nodes: 126 | Time: 7.1048e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +Index: 706 | Max_nodes: 126 | Time: 7.1102e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| +Index: 449 | Max_nodes: 126 | Time: 7.1208e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| +Index: 710 | Max_nodes: 126 | Time: 7.1237e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +Index: 472 | Max_nodes: 126 | Time: 7.1255e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| +Index: 670 | Max_nodes: 126 | Time: 7.1391e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| +Index: 587 | Max_nodes: 126 | Time: 7.1427e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +Index: 595 | Max_nodes: 126 | Time: 7.1430e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +Index: 687 | Max_nodes: 126 | Time: 7.1478e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +Index: 572 | Max_nodes: 126 | Time: 7.1479e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| +Index: 573 | Max_nodes: 126 | Time: 7.1485e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +Index: 691 | Max_nodes: 126 | Time: 7.1552e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| +Index: 476 | Max_nodes: 126 | Time: 7.1604e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +Index: 590 | Max_nodes: 126 | Time: 7.1609e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +Index: 705 | Max_nodes: 126 | Time: 7.1627e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +Index: 453 | Max_nodes: 126 | Time: 7.1684e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +Index: 359 | Max_nodes: 126 | Time: 7.1688e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +Index: 683 | Max_nodes: 126 | Time: 7.1736e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| +Index: 551 | Max_nodes: 126 | Time: 7.1796e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +Index: 448 | Max_nodes: 126 | Time: 7.1916e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| +Index: 568 | Max_nodes: 126 | Time: 7.1942e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| +Index: 452 | Max_nodes: 126 | Time: 7.1965e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| +Index: 594 | Max_nodes: 126 | Time: 7.1970e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +Index: 664 | Max_nodes: 126 | Time: 7.1982e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| +Index: 589 | Max_nodes: 126 | Time: 7.1999e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| +Index: 665 | Max_nodes: 126 | Time: 7.2005e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| +Index: 686 | Max_nodes: 126 | Time: 7.2005e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +Index: 550 | Max_nodes: 126 | Time: 7.2046e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| +Index: 709 | Max_nodes: 126 | Time: 7.2056e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| +Index: 545 | Max_nodes: 126 | Time: 7.2088e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| +Index: 563 | Max_nodes: 126 | Time: 7.2092e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| +Index: 471 | Max_nodes: 126 | Time: 7.2124e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +Index: 690 | Max_nodes: 126 | Time: 7.2161e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| +Index: 431 | Max_nodes: 126 | Time: 7.2186e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| +Index: 567 | Max_nodes: 126 | Time: 7.2252e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| +Index: 584 | Max_nodes: 126 | Time: 7.2318e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +Index: 708 | Max_nodes: 126 | Time: 7.2337e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| +Index: 586 | Max_nodes: 126 | Time: 7.2367e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| +Index: 467 | Max_nodes: 126 | Time: 7.2369e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| +Index: 335 | Max_nodes: 126 | Time: 7.2378e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +Index: 571 | Max_nodes: 126 | Time: 7.2411e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| +Index: 425 | Max_nodes: 126 | Time: 7.2423e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| +Index: 704 | Max_nodes: 126 | Time: 7.2469e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +Index: 685 | Max_nodes: 126 | Time: 7.2619e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| +Index: 358 | Max_nodes: 126 | Time: 7.2634e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| +Index: 334 | Max_nodes: 126 | Time: 7.2655e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| +Index: 682 | Max_nodes: 126 | Time: 7.2727e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| +Index: 549 | Max_nodes: 126 | Time: 7.2740e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| +Index: 681 | Max_nodes: 126 | Time: 7.2766e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| +Index: 311 | Max_nodes: 126 | Time: 7.2773e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| +Index: 357 | Max_nodes: 126 | Time: 7.2790e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| +Index: 570 | Max_nodes: 126 | Time: 7.2794e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| +Index: 566 | Max_nodes: 126 | Time: 7.2825e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +Index: 353 | Max_nodes: 126 | Time: 7.2847e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| +Index: 352 | Max_nodes: 126 | Time: 7.2857e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| +Index: 447 | Max_nodes: 126 | Time: 7.2898e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| +Index: 430 | Max_nodes: 126 | Time: 7.2902e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| +Index: 669 | Max_nodes: 126 | Time: 7.2923e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| +Index: 329 | Max_nodes: 126 | Time: 7.2946e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| +Index: 470 | Max_nodes: 126 | Time: 7.2950e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +Index: 429 | Max_nodes: 126 | Time: 7.2992e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| +Index: 443 | Max_nodes: 126 | Time: 7.2998e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| +Index: 562 | Max_nodes: 126 | Time: 7.3013e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| +Index: 475 | Max_nodes: 126 | Time: 7.3028e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| +Index: 474 | Max_nodes: 126 | Time: 7.3074e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| +Index: 701 | Max_nodes: 126 | Time: 7.3095e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| +Index: 451 | Max_nodes: 126 | Time: 7.3117e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| +Index: 703 | Max_nodes: 126 | Time: 7.3231e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| +Index: 659 | Max_nodes: 126 | Time: 7.3241e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| +Index: 310 | Max_nodes: 126 | Time: 7.3294e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| +Index: 424 | Max_nodes: 126 | Time: 7.3374e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| +Index: 356 | Max_nodes: 126 | Time: 7.3377e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| +Index: 668 | Max_nodes: 126 | Time: 7.3392e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| +Index: 469 | Max_nodes: 126 | Time: 7.3406e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| +Index: 565 | Max_nodes: 126 | Time: 7.3447e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| +Index: 585 | Max_nodes: 126 | Time: 7.3513e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +Index: 465 | Max_nodes: 126 | Time: 7.3531e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| +Index: 305 | Max_nodes: 126 | Time: 7.3545e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| +Index: 663 | Max_nodes: 126 | Time: 7.3558e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| +Index: 561 | Max_nodes: 126 | Time: 7.3601e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| +Index: 351 | Max_nodes: 126 | Time: 7.3642e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| +Index: 544 | Max_nodes: 126 | Time: 7.3642e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| +Index: 464 | Max_nodes: 126 | Time: 7.3733e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| +Index: 327 | Max_nodes: 126 | Time: 7.3799e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| +Index: 680 | Max_nodes: 126 | Time: 7.3802e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| +Index: 328 | Max_nodes: 126 | Time: 7.3838e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| +Index: 662 | Max_nodes: 126 | Time: 7.3864e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| +Index: 543 | Max_nodes: 126 | Time: 7.3867e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| +Index: 441 | Max_nodes: 126 | Time: 7.3893e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| +Index: 581 | Max_nodes: 126 | Time: 7.3926e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| +Index: 699 | Max_nodes: 126 | Time: 7.3983e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| +Index: 304 | Max_nodes: 126 | Time: 7.3995e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| +Index: 667 | Max_nodes: 126 | Time: 7.4005e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| +Index: 588 | Max_nodes: 126 | Time: 7.4017e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| +Index: 548 | Max_nodes: 126 | Time: 7.4018e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| +Index: 583 | Max_nodes: 126 | Time: 7.4035e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| +Index: 539 | Max_nodes: 126 | Time: 7.4056e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| +Index: 445 | Max_nodes: 126 | Time: 7.4068e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| +Index: 442 | Max_nodes: 126 | Time: 7.4106e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| +Index: 661 | Max_nodes: 126 | Time: 7.4127e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| +Index: 428 | Max_nodes: 126 | Time: 7.4145e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| +Index: 679 | Max_nodes: 126 | Time: 7.4164e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| +Index: 446 | Max_nodes: 126 | Time: 7.4167e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +Index: 702 | Max_nodes: 126 | Time: 7.4183e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| +Index: 466 | Max_nodes: 126 | Time: 7.4200e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| +Index: 564 | Max_nodes: 126 | Time: 7.4234e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +Index: 658 | Max_nodes: 126 | Time: 7.4236e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| +Index: 303 | Max_nodes: 126 | Time: 7.4267e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| +Index: 657 | Max_nodes: 126 | Time: 7.4293e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| +Index: 684 | Max_nodes: 126 | Time: 7.4319e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| +Index: 641 | Max_nodes: 126 | Time: 7.4351e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| +Index: 666 | Max_nodes: 126 | Time: 7.4386e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| +Index: 333 | Max_nodes: 126 | Time: 7.4388e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| +Index: 468 | Max_nodes: 126 | Time: 7.4394e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| +Index: 347 | Max_nodes: 126 | Time: 7.4414e-04s | 0 -> 2|1 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5|4 -> 1|5 -> 4| +Index: 362 | Max_nodes: 126 | Time: 8.2089e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| +Index: 254 | Max_nodes: 126 | Time: 8.2095e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| +Index: 601 | Max_nodes: 126 | Time: 8.2097e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| +Index: 101 | Max_nodes: 126 | Time: 8.2099e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| +Index: 248 | Max_nodes: 126 | Time: 8.2102e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +Index: 41 | Max_nodes: 126 | Time: 8.2115e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| +Index: 83 | Max_nodes: 126 | Time: 8.2150e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| +Index: 46 | Max_nodes: 126 | Time: 8.2170e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| +Index: 108 | Max_nodes: 126 | Time: 8.2178e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| +Index: 385 | Max_nodes: 126 | Time: 8.2216e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4| +Index: 90 | Max_nodes: 126 | Time: 8.2234e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| +Index: 148 | Max_nodes: 126 | Time: 8.2256e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| +Index: 58 | Max_nodes: 126 | Time: 8.2257e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| +Index: 99 | Max_nodes: 126 | Time: 8.2280e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| +Index: 366 | Max_nodes: 126 | Time: 8.2294e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +Index: 61 | Max_nodes: 126 | Time: 8.2300e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| +Index: 245 | Max_nodes: 126 | Time: 8.2303e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +Index: 169 | Max_nodes: 126 | Time: 8.2355e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| +Index: 480 | Max_nodes: 126 | Time: 8.2359e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +Index: 363 | Max_nodes: 126 | Time: 8.2369e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +Index: 70 | Max_nodes: 126 | Time: 8.2374e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| +Index: 192 | Max_nodes: 126 | Time: 8.2397e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| +Index: 77 | Max_nodes: 126 | Time: 8.2426e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| +Index: 82 | Max_nodes: 126 | Time: 8.2457e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| +Index: 86 | Max_nodes: 126 | Time: 8.2472e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| +Index: 63 | Max_nodes: 126 | Time: 8.2472e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| +Index: 44 | Max_nodes: 126 | Time: 8.2480e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| +Index: 361 | Max_nodes: 126 | Time: 8.2498e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +Index: 40 | Max_nodes: 126 | Time: 8.2503e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| +Index: 85 | Max_nodes: 126 | Time: 8.2620e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| +Index: 372 | Max_nodes: 126 | Time: 8.2635e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| +Index: 45 | Max_nodes: 126 | Time: 8.2638e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| +Index: 136 | Max_nodes: 126 | Time: 8.2654e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +Index: 102 | Max_nodes: 126 | Time: 8.2746e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| +Index: 168 | Max_nodes: 126 | Time: 8.2746e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| +Index: 100 | Max_nodes: 126 | Time: 8.2780e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| +Index: 141 | Max_nodes: 126 | Time: 8.2786e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +Index: 264 | Max_nodes: 126 | Time: 8.2789e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +Index: 35 | Max_nodes: 126 | Time: 8.2797e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| +Index: 57 | Max_nodes: 126 | Time: 8.2799e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| +Index: 67 | Max_nodes: 126 | Time: 8.2814e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| +Index: 146 | Max_nodes: 126 | Time: 8.2836e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| +Index: 243 | Max_nodes: 126 | Time: 8.2862e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +Index: 246 | Max_nodes: 126 | Time: 8.2907e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +Index: 60 | Max_nodes: 126 | Time: 8.2937e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| +Index: 135 | Max_nodes: 126 | Time: 8.2940e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +Index: 145 | Max_nodes: 126 | Time: 8.2941e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +Index: 39 | Max_nodes: 126 | Time: 8.2957e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +Index: 252 | Max_nodes: 126 | Time: 8.2970e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +Index: 244 | Max_nodes: 126 | Time: 8.2982e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +Index: 129 | Max_nodes: 126 | Time: 8.2989e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +Index: 103 | Max_nodes: 126 | Time: 8.2997e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| +Index: 23 | Max_nodes: 126 | Time: 8.3071e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +Index: 139 | Max_nodes: 126 | Time: 8.3117e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +Index: 247 | Max_nodes: 126 | Time: 8.3154e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| +Index: 34 | Max_nodes: 126 | Time: 8.3171e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| +Index: 53 | Max_nodes: 126 | Time: 8.3182e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +Index: 43 | Max_nodes: 126 | Time: 8.3198e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| +Index: 98 | Max_nodes: 126 | Time: 8.3204e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| +Index: 140 | Max_nodes: 126 | Time: 8.3216e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +Index: 97 | Max_nodes: 126 | Time: 8.3230e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| +Index: 142 | Max_nodes: 126 | Time: 8.3238e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +Index: 241 | Max_nodes: 126 | Time: 8.3268e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +Index: 22 | Max_nodes: 126 | Time: 8.3274e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +Index: 74 | Max_nodes: 126 | Time: 8.3291e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| +Index: 62 | Max_nodes: 126 | Time: 8.3323e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| +Index: 84 | Max_nodes: 126 | Time: 8.3334e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| +Index: 55 | Max_nodes: 126 | Time: 8.3378e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| +Index: 37 | Max_nodes: 126 | Time: 8.3408e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| +Index: 242 | Max_nodes: 126 | Time: 8.3420e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +Index: 131 | Max_nodes: 126 | Time: 8.3429e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +Index: 21 | Max_nodes: 126 | Time: 8.3431e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +Index: 79 | Max_nodes: 126 | Time: 8.3432e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| +Index: 56 | Max_nodes: 126 | Time: 8.3443e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| +Index: 133 | Max_nodes: 126 | Time: 8.3450e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +Index: 76 | Max_nodes: 126 | Time: 8.3482e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| +Index: 33 | Max_nodes: 126 | Time: 8.3555e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +Index: 38 | Max_nodes: 126 | Time: 8.3581e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| +Index: 51 | Max_nodes: 126 | Time: 8.3585e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +Index: 360 | Max_nodes: 126 | Time: 8.3609e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +Index: 54 | Max_nodes: 126 | Time: 8.3620e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +Index: 130 | Max_nodes: 126 | Time: 8.3649e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +Index: 75 | Max_nodes: 126 | Time: 8.3677e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| +Index: 66 | Max_nodes: 126 | Time: 8.3710e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| +Index: 124 | Max_nodes: 126 | Time: 8.3723e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +Index: 125 | Max_nodes: 126 | Time: 8.3743e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +Index: 144 | Max_nodes: 126 | Time: 8.3791e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +Index: 96 | Max_nodes: 126 | Time: 8.3792e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +Index: 123 | Max_nodes: 126 | Time: 8.3799e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +Index: 52 | Max_nodes: 126 | Time: 8.3832e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| +Index: 486 | Max_nodes: 126 | Time: 8.3845e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +Index: 128 | Max_nodes: 126 | Time: 8.3848e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +Index: 42 | Max_nodes: 126 | Time: 8.3875e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| +Index: 240 | Max_nodes: 126 | Time: 8.3876e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +Index: 20 | Max_nodes: 126 | Time: 8.3914e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +Index: 134 | Max_nodes: 126 | Time: 8.3919e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +Index: 132 | Max_nodes: 126 | Time: 8.3946e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +Index: 29 | Max_nodes: 126 | Time: 8.3957e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +Index: 15 | Max_nodes: 126 | Time: 8.3977e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +Index: 50 | Max_nodes: 126 | Time: 8.4000e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| +Index: 19 | Max_nodes: 126 | Time: 8.4019e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +Index: 73 | Max_nodes: 126 | Time: 8.4019e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| +Index: 31 | Max_nodes: 126 | Time: 8.4219e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| +Index: 270 | Max_nodes: 126 | Time: 8.4262e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| +Index: 36 | Max_nodes: 126 | Time: 8.4280e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +Index: 138 | Max_nodes: 126 | Time: 8.4377e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +Index: 27 | Max_nodes: 126 | Time: 8.4379e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +Index: 126 | Max_nodes: 126 | Time: 8.4414e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Index: 16 | Max_nodes: 126 | Time: 8.4417e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +Index: 78 | Max_nodes: 126 | Time: 8.4430e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +Index: 11 | Max_nodes: 126 | Time: 8.4434e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +Index: 122 | Max_nodes: 126 | Time: 8.4459e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 17 | Max_nodes: 126 | Time: 8.4486e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +Index: 284 | Max_nodes: 126 | Time: 8.4514e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| +Index: 48 | Max_nodes: 126 | Time: 8.4704e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +Index: 127 | Max_nodes: 126 | Time: 8.4782e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +Index: 72 | Max_nodes: 126 | Time: 8.4785e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +Index: 13 | Max_nodes: 126 | Time: 8.4841e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +Index: 49 | Max_nodes: 126 | Time: 8.4931e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +Index: 5 | Max_nodes: 126 | Time: 8.4943e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +Index: 8 | Max_nodes: 126 | Time: 8.4984e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +Index: 12 | Max_nodes: 126 | Time: 8.4999e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +Index: 32 | Max_nodes: 126 | Time: 8.5075e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +Index: 121 | Max_nodes: 126 | Time: 8.5153e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Index: 120 | Max_nodes: 126 | Time: 8.5176e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Index: 69 | Max_nodes: 126 | Time: 8.5226e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| +Index: 28 | Max_nodes: 126 | Time: 8.5230e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +Index: 9 | Max_nodes: 126 | Time: 8.5357e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +Index: 30 | Max_nodes: 126 | Time: 8.5365e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +Index: 7 | Max_nodes: 126 | Time: 8.5497e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +Index: 24 | Max_nodes: 126 | Time: 8.5543e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +Index: 14 | Max_nodes: 126 | Time: 8.5550e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +Index: 80 | Max_nodes: 126 | Time: 8.5579e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| +Index: 10 | Max_nodes: 126 | Time: 8.5670e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +Index: 2 | Max_nodes: 126 | Time: 8.5720e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 25 | Max_nodes: 126 | Time: 8.5877e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +Index: 4 | Max_nodes: 126 | Time: 8.6103e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +Index: 3 | Max_nodes: 126 | Time: 8.6113e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +Index: 87 | Max_nodes: 126 | Time: 8.6252e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| +Index: 18 | Max_nodes: 126 | Time: 8.6275e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +Index: 6 | Max_nodes: 126 | Time: 8.6346e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Index: 1 | Max_nodes: 126 | Time: 8.6436e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Index: 26 | Max_nodes: 126 | Time: 8.6474e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +Index: 377 | Max_nodes: 126 | Time: 8.7299e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 1| +Index: 0 | Max_nodes: 126 | Time: 8.7491e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Index: 484 | Max_nodes: 126 | Time: 8.8835e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| +Index: 450 | Max_nodes: 126 | Time: 1.4682e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| +Index: 93 | Max_nodes: 126 | Time: 1.5251e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| ........................... -Average time: 1.2847e-04s +Average time: 7.8328e-04s ________________________________________________________________________________________________ -720 permutations have 189 max nodes. +720 permutations have 126 max nodes. +Index: 719 | Active_nodes: 63 | Time: 6.7731e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +Index: 599 | Active_nodes: 63 | Time: 6.8171e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +Index: 718 | Active_nodes: 63 | Time: 6.8532e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +Index: 717 | Active_nodes: 63 | Time: 6.8541e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +Index: 695 | Active_nodes: 63 | Time: 6.8574e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +Index: 597 | Active_nodes: 63 | Time: 6.8998e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +Index: 713 | Active_nodes: 63 | Time: 6.9094e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +Index: 593 | Active_nodes: 63 | Time: 6.9118e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +Index: 575 | Active_nodes: 63 | Time: 6.9182e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +Index: 694 | Active_nodes: 63 | Time: 6.9367e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +Index: 479 | Active_nodes: 63 | Time: 6.9485e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +Index: 716 | Active_nodes: 63 | Time: 6.9496e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +Index: 712 | Active_nodes: 63 | Time: 6.9766e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +Index: 598 | Active_nodes: 63 | Time: 6.9805e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +Index: 478 | Active_nodes: 63 | Time: 6.9937e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +Index: 689 | Active_nodes: 63 | Time: 6.9970e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +Index: 711 | Active_nodes: 63 | Time: 7.0102e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| +Index: 574 | Active_nodes: 63 | Time: 7.0195e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +Index: 455 | Active_nodes: 63 | Time: 7.0209e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +Index: 596 | Active_nodes: 63 | Time: 7.0308e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +Index: 715 | Active_nodes: 63 | Time: 7.0343e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +Index: 693 | Active_nodes: 63 | Time: 7.0396e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +Index: 707 | Active_nodes: 63 | Time: 7.0509e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +Index: 473 | Active_nodes: 63 | Time: 7.0610e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +Index: 591 | Active_nodes: 63 | Time: 7.0666e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| +Index: 569 | Active_nodes: 63 | Time: 7.0670e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| +Index: 592 | Active_nodes: 63 | Time: 7.0674e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +Index: 692 | Active_nodes: 63 | Time: 7.0779e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +Index: 477 | Active_nodes: 63 | Time: 7.0814e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +Index: 688 | Active_nodes: 63 | Time: 7.0824e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| +Index: 454 | Active_nodes: 63 | Time: 7.0911e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +Index: 671 | Active_nodes: 63 | Time: 7.0913e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +Index: 714 | Active_nodes: 63 | Time: 7.1048e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +Index: 706 | Active_nodes: 63 | Time: 7.1102e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| +Index: 449 | Active_nodes: 63 | Time: 7.1208e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| +Index: 710 | Active_nodes: 63 | Time: 7.1237e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +Index: 472 | Active_nodes: 63 | Time: 7.1255e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| +Index: 670 | Active_nodes: 63 | Time: 7.1391e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| +Index: 587 | Active_nodes: 63 | Time: 7.1427e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +Index: 595 | Active_nodes: 63 | Time: 7.1430e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +Index: 687 | Active_nodes: 63 | Time: 7.1478e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +Index: 572 | Active_nodes: 63 | Time: 7.1479e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| +Index: 573 | Active_nodes: 63 | Time: 7.1485e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +Index: 691 | Active_nodes: 63 | Time: 7.1552e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| +Index: 476 | Active_nodes: 63 | Time: 7.1604e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +Index: 590 | Active_nodes: 63 | Time: 7.1609e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +Index: 705 | Active_nodes: 63 | Time: 7.1627e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +Index: 453 | Active_nodes: 63 | Time: 7.1684e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +Index: 359 | Active_nodes: 63 | Time: 7.1688e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +Index: 683 | Active_nodes: 63 | Time: 7.1736e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| +Index: 551 | Active_nodes: 63 | Time: 7.1796e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +Index: 448 | Active_nodes: 63 | Time: 7.1916e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| +Index: 568 | Active_nodes: 63 | Time: 7.1942e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| +Index: 452 | Active_nodes: 63 | Time: 7.1965e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| +Index: 594 | Active_nodes: 63 | Time: 7.1970e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +Index: 664 | Active_nodes: 63 | Time: 7.1982e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| +Index: 589 | Active_nodes: 63 | Time: 7.1999e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| +Index: 665 | Active_nodes: 63 | Time: 7.2005e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| +Index: 686 | Active_nodes: 63 | Time: 7.2005e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +Index: 550 | Active_nodes: 63 | Time: 7.2046e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| +Index: 709 | Active_nodes: 63 | Time: 7.2056e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| +Index: 545 | Active_nodes: 63 | Time: 7.2088e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| +Index: 563 | Active_nodes: 63 | Time: 7.2092e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| +Index: 471 | Active_nodes: 63 | Time: 7.2124e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +Index: 690 | Active_nodes: 63 | Time: 7.2161e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| +Index: 431 | Active_nodes: 63 | Time: 7.2186e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| +Index: 567 | Active_nodes: 63 | Time: 7.2252e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| +Index: 584 | Active_nodes: 63 | Time: 7.2318e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +Index: 708 | Active_nodes: 63 | Time: 7.2337e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| +Index: 586 | Active_nodes: 63 | Time: 7.2367e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| +Index: 467 | Active_nodes: 63 | Time: 7.2369e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| +Index: 335 | Active_nodes: 63 | Time: 7.2378e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +Index: 571 | Active_nodes: 63 | Time: 7.2411e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| +Index: 425 | Active_nodes: 63 | Time: 7.2423e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| +Index: 704 | Active_nodes: 63 | Time: 7.2469e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +Index: 685 | Active_nodes: 63 | Time: 7.2619e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| +Index: 358 | Active_nodes: 63 | Time: 7.2634e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| +Index: 334 | Active_nodes: 63 | Time: 7.2655e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| +Index: 682 | Active_nodes: 63 | Time: 7.2727e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| +Index: 549 | Active_nodes: 63 | Time: 7.2740e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| +Index: 681 | Active_nodes: 63 | Time: 7.2766e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| +Index: 311 | Active_nodes: 63 | Time: 7.2773e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| +Index: 357 | Active_nodes: 63 | Time: 7.2790e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| +Index: 570 | Active_nodes: 63 | Time: 7.2794e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| +Index: 566 | Active_nodes: 63 | Time: 7.2825e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +Index: 353 | Active_nodes: 63 | Time: 7.2847e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| +Index: 352 | Active_nodes: 63 | Time: 7.2857e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| +Index: 447 | Active_nodes: 63 | Time: 7.2898e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| +Index: 430 | Active_nodes: 63 | Time: 7.2902e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| +Index: 669 | Active_nodes: 63 | Time: 7.2923e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| +Index: 329 | Active_nodes: 63 | Time: 7.2946e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| +Index: 470 | Active_nodes: 63 | Time: 7.2950e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +Index: 429 | Active_nodes: 63 | Time: 7.2992e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| +Index: 443 | Active_nodes: 63 | Time: 7.2998e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| +Index: 562 | Active_nodes: 63 | Time: 7.3013e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| +Index: 475 | Active_nodes: 63 | Time: 7.3028e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| +Index: 474 | Active_nodes: 63 | Time: 7.3074e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| +Index: 701 | Active_nodes: 63 | Time: 7.3095e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| +Index: 451 | Active_nodes: 63 | Time: 7.3117e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| +Index: 703 | Active_nodes: 63 | Time: 7.3231e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| +Index: 659 | Active_nodes: 63 | Time: 7.3241e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| +Index: 310 | Active_nodes: 63 | Time: 7.3294e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| +Index: 424 | Active_nodes: 63 | Time: 7.3374e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| +Index: 356 | Active_nodes: 63 | Time: 7.3377e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| +Index: 668 | Active_nodes: 63 | Time: 7.3392e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| +Index: 469 | Active_nodes: 63 | Time: 7.3406e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| +Index: 565 | Active_nodes: 63 | Time: 7.3447e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| +Index: 585 | Active_nodes: 63 | Time: 7.3513e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +Index: 465 | Active_nodes: 63 | Time: 7.3531e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| +Index: 305 | Active_nodes: 63 | Time: 7.3545e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| +Index: 663 | Active_nodes: 63 | Time: 7.3558e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| +Index: 561 | Active_nodes: 63 | Time: 7.3601e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| +Index: 351 | Active_nodes: 63 | Time: 7.3642e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| +Index: 544 | Active_nodes: 63 | Time: 7.3642e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| +Index: 464 | Active_nodes: 63 | Time: 7.3733e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| +Index: 327 | Active_nodes: 63 | Time: 7.3799e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| +Index: 680 | Active_nodes: 63 | Time: 7.3802e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| +Index: 328 | Active_nodes: 63 | Time: 7.3838e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| +Index: 662 | Active_nodes: 63 | Time: 7.3864e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| +Index: 543 | Active_nodes: 63 | Time: 7.3867e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| +Index: 441 | Active_nodes: 63 | Time: 7.3893e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| +Index: 581 | Active_nodes: 63 | Time: 7.3926e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| +Index: 699 | Active_nodes: 63 | Time: 7.3983e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| +Index: 304 | Active_nodes: 63 | Time: 7.3995e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| +Index: 667 | Active_nodes: 63 | Time: 7.4005e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| +Index: 588 | Active_nodes: 63 | Time: 7.4017e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| +Index: 548 | Active_nodes: 63 | Time: 7.4018e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| +Index: 583 | Active_nodes: 63 | Time: 7.4035e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| +Index: 539 | Active_nodes: 63 | Time: 7.4056e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| +Index: 445 | Active_nodes: 63 | Time: 7.4068e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| +Index: 442 | Active_nodes: 63 | Time: 7.4106e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| +Index: 661 | Active_nodes: 63 | Time: 7.4127e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| +Index: 428 | Active_nodes: 63 | Time: 7.4145e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| +Index: 679 | Active_nodes: 63 | Time: 7.4164e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| +Index: 446 | Active_nodes: 63 | Time: 7.4167e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +Index: 702 | Active_nodes: 63 | Time: 7.4183e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| +Index: 466 | Active_nodes: 63 | Time: 7.4200e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| +Index: 564 | Active_nodes: 63 | Time: 7.4234e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +Index: 658 | Active_nodes: 63 | Time: 7.4236e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| +Index: 303 | Active_nodes: 63 | Time: 7.4267e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| +Index: 657 | Active_nodes: 63 | Time: 7.4293e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| +Index: 684 | Active_nodes: 63 | Time: 7.4319e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| +Index: 641 | Active_nodes: 63 | Time: 7.4351e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| +Index: 666 | Active_nodes: 63 | Time: 7.4386e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| +Index: 333 | Active_nodes: 63 | Time: 7.4388e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| +Index: 468 | Active_nodes: 63 | Time: 7.4394e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| +Index: 347 | Active_nodes: 63 | Time: 7.4414e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| +Index: 350 | Active_nodes: 63 | Time: 7.4416e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| +Index: 547 | Active_nodes: 63 | Time: 7.4427e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| +Index: 560 | Active_nodes: 63 | Time: 7.4430e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| +Index: 332 | Active_nodes: 63 | Time: 7.4467e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| +Index: 582 | Active_nodes: 63 | Time: 7.4519e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3| +Index: 440 | Active_nodes: 63 | Time: 7.4538e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| +Index: 423 | Active_nodes: 63 | Time: 7.4555e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| +Index: 537 | Active_nodes: 63 | Time: 7.4571e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| +Index: 444 | Active_nodes: 63 | Time: 7.4584e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +Index: 698 | Active_nodes: 63 | Time: 7.4635e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| +Index: 309 | Active_nodes: 63 | Time: 7.4654e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| +Index: 677 | Active_nodes: 63 | Time: 7.4664e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| +Index: 660 | Active_nodes: 63 | Time: 7.4704e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| +Index: 355 | Active_nodes: 63 | Time: 7.4722e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| +Index: 538 | Active_nodes: 63 | Time: 7.4727e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| +Index: 354 | Active_nodes: 63 | Time: 7.4766e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 3| +Index: 656 | Active_nodes: 63 | Time: 7.4792e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| +Index: 326 | Active_nodes: 63 | Time: 7.4797e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| +Index: 635 | Active_nodes: 63 | Time: 7.4827e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| +Index: 700 | Active_nodes: 63 | Time: 7.4850e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 2| +Index: 525 | Active_nodes: 63 | Time: 7.4855e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| +Index: 323 | Active_nodes: 63 | Time: 7.4855e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| +Index: 527 | Active_nodes: 63 | Time: 7.4868e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| +Index: 308 | Active_nodes: 63 | Time: 7.4881e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| +Index: 646 | Active_nodes: 63 | Time: 7.4892e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| +Index: 580 | Active_nodes: 63 | Time: 7.4907e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 2| +Index: 239 | Active_nodes: 63 | Time: 7.4943e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| +Index: 557 | Active_nodes: 63 | Time: 7.4967e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| 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-> 5|5 -> 1| +Index: 67 | Active_nodes: 63 | Time: 8.2814e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| +Index: 146 | Active_nodes: 63 | Time: 8.2836e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| +Index: 243 | Active_nodes: 63 | Time: 8.2862e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +Index: 246 | Active_nodes: 63 | Time: 8.2907e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +Index: 60 | Active_nodes: 63 | Time: 8.2937e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| +Index: 135 | Active_nodes: 63 | Time: 8.2940e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +Index: 145 | Active_nodes: 63 | Time: 8.2941e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +Index: 39 | Active_nodes: 63 | Time: 8.2957e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +Index: 252 | Active_nodes: 63 | Time: 8.2970e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +Index: 244 | Active_nodes: 63 | Time: 8.2982e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +Index: 129 | Active_nodes: 63 | Time: 8.2989e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +Index: 103 | Active_nodes: 63 | Time: 8.2997e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| +Index: 23 | Active_nodes: 63 | Time: 8.3071e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +Index: 139 | Active_nodes: 63 | Time: 8.3117e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +Index: 247 | Active_nodes: 63 | Time: 8.3154e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| +Index: 34 | Active_nodes: 63 | Time: 8.3171e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| +Index: 53 | Active_nodes: 63 | Time: 8.3182e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +Index: 43 | Active_nodes: 63 | Time: 8.3198e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| +Index: 98 | Active_nodes: 63 | Time: 8.3204e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| +Index: 140 | Active_nodes: 63 | Time: 8.3216e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +Index: 97 | Active_nodes: 63 | Time: 8.3230e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| +Index: 142 | Active_nodes: 63 | Time: 8.3238e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +Index: 241 | Active_nodes: 63 | Time: 8.3268e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +Index: 22 | Active_nodes: 63 | Time: 8.3274e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +Index: 74 | Active_nodes: 63 | Time: 8.3291e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| +Index: 62 | Active_nodes: 63 | Time: 8.3323e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| +Index: 84 | Active_nodes: 63 | Time: 8.3334e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| +Index: 55 | Active_nodes: 63 | Time: 8.3378e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| +Index: 37 | Active_nodes: 63 | Time: 8.3408e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| +Index: 242 | Active_nodes: 63 | Time: 8.3420e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +Index: 131 | Active_nodes: 63 | Time: 8.3429e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +Index: 21 | Active_nodes: 63 | Time: 8.3431e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +Index: 79 | Active_nodes: 63 | Time: 8.3432e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| +Index: 56 | Active_nodes: 63 | Time: 8.3443e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| +Index: 133 | Active_nodes: 63 | Time: 8.3450e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +Index: 76 | Active_nodes: 63 | Time: 8.3482e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| +Index: 33 | Active_nodes: 63 | Time: 8.3555e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +Index: 38 | Active_nodes: 63 | Time: 8.3581e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| +Index: 51 | Active_nodes: 63 | Time: 8.3585e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +Index: 360 | Active_nodes: 63 | Time: 8.3609e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +Index: 54 | Active_nodes: 63 | Time: 8.3620e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +Index: 130 | Active_nodes: 63 | Time: 8.3649e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +Index: 75 | Active_nodes: 63 | Time: 8.3677e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| +Index: 66 | Active_nodes: 63 | Time: 8.3710e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| +Index: 124 | Active_nodes: 63 | Time: 8.3723e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +Index: 125 | Active_nodes: 63 | Time: 8.3743e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +Index: 144 | Active_nodes: 63 | Time: 8.3791e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +Index: 96 | Active_nodes: 63 | Time: 8.3792e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +Index: 123 | Active_nodes: 63 | Time: 8.3799e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +Index: 52 | Active_nodes: 63 | Time: 8.3832e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| +Index: 486 | Active_nodes: 63 | Time: 8.3845e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +Index: 128 | Active_nodes: 63 | Time: 8.3848e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +Index: 42 | Active_nodes: 63 | Time: 8.3875e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| +Index: 240 | Active_nodes: 63 | Time: 8.3876e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +Index: 20 | Active_nodes: 63 | Time: 8.3914e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +Index: 134 | Active_nodes: 63 | Time: 8.3919e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +Index: 132 | Active_nodes: 63 | Time: 8.3946e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +Index: 29 | Active_nodes: 63 | Time: 8.3957e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +Index: 15 | Active_nodes: 63 | Time: 8.3977e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +Index: 50 | Active_nodes: 63 | Time: 8.4000e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| +Index: 19 | Active_nodes: 63 | Time: 8.4019e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +Index: 73 | Active_nodes: 63 | Time: 8.4019e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| +Index: 31 | Active_nodes: 63 | Time: 8.4219e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| +Index: 270 | Active_nodes: 63 | Time: 8.4262e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| +Index: 36 | Active_nodes: 63 | Time: 8.4280e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +Index: 138 | Active_nodes: 63 | Time: 8.4377e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +Index: 27 | Active_nodes: 63 | Time: 8.4379e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +Index: 126 | Active_nodes: 63 | Time: 8.4414e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Index: 16 | Active_nodes: 63 | Time: 8.4417e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +Index: 78 | Active_nodes: 63 | Time: 8.4430e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +Index: 11 | Active_nodes: 63 | Time: 8.4434e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +Index: 122 | Active_nodes: 63 | Time: 8.4459e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 17 | Active_nodes: 63 | Time: 8.4486e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +Index: 284 | Active_nodes: 63 | Time: 8.4514e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| +Index: 48 | Active_nodes: 63 | Time: 8.4704e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +Index: 127 | Active_nodes: 63 | Time: 8.4782e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +Index: 72 | Active_nodes: 63 | Time: 8.4785e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +Index: 13 | Active_nodes: 63 | Time: 8.4841e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +Index: 49 | Active_nodes: 63 | Time: 8.4931e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +Index: 5 | Active_nodes: 63 | Time: 8.4943e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +Index: 8 | Active_nodes: 63 | Time: 8.4984e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +Index: 12 | Active_nodes: 63 | Time: 8.4999e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +Index: 32 | Active_nodes: 63 | Time: 8.5075e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +Index: 121 | Active_nodes: 63 | Time: 8.5153e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Index: 120 | Active_nodes: 63 | Time: 8.5176e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Index: 69 | Active_nodes: 63 | Time: 8.5226e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| +Index: 28 | Active_nodes: 63 | Time: 8.5230e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +Index: 9 | Active_nodes: 63 | Time: 8.5357e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +Index: 30 | Active_nodes: 63 | Time: 8.5365e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +Index: 7 | Active_nodes: 63 | Time: 8.5497e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +Index: 24 | Active_nodes: 63 | Time: 8.5543e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +Index: 14 | Active_nodes: 63 | Time: 8.5550e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +Index: 80 | Active_nodes: 63 | Time: 8.5579e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| +Index: 10 | Active_nodes: 63 | Time: 8.5670e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +Index: 2 | Active_nodes: 63 | Time: 8.5720e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 25 | Active_nodes: 63 | Time: 8.5877e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +Index: 4 | Active_nodes: 63 | Time: 8.6103e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +Index: 3 | Active_nodes: 63 | Time: 8.6113e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +Index: 87 | Active_nodes: 63 | Time: 8.6252e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| +Index: 18 | Active_nodes: 63 | Time: 8.6275e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +Index: 6 | Active_nodes: 63 | Time: 8.6346e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Index: 1 | Active_nodes: 63 | Time: 8.6436e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Index: 26 | Active_nodes: 63 | Time: 8.6474e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +Index: 377 | Active_nodes: 63 | Time: 8.7299e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 1| +Index: 0 | Active_nodes: 63 | Time: 8.7491e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Index: 484 | Active_nodes: 63 | Time: 8.8835e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| +Index: 450 | Active_nodes: 63 | Time: 1.4682e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| +Index: 93 | Active_nodes: 63 | Time: 1.5251e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| ........................... -Average time: 1.2847e-04s +Average time: 7.8328e-04s ________________________________________________________________________________________________ -execution time of: 1.0815e-04s: Index: 719 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -execution time of: 1.0824e-04s: Index: 718 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -execution time of: 1.0830e-04s: Index: 599 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -execution time of: 1.0917e-04s: Index: 598 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -execution time of: 1.0949e-04s: Index: 712 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -execution time of: 1.1049e-04s: Index: 717 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -execution time of: 1.1053e-04s: Index: 597 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -execution time of: 1.1086e-04s: Index: 593 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -execution time of: 1.1108e-04s: Index: 595 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -execution time of: 1.1113e-04s: Index: 479 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -execution time of: 1.1160e-04s: Index: 478 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -execution time of: 1.1185e-04s: Index: 596 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -execution time of: 1.1197e-04s: Index: 716 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -execution time of: 1.1222e-04s: Index: 592 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -execution time of: 1.1235e-04s: Index: 455 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -execution time of: 1.1248e-04s: Index: 689 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -execution time of: 1.1255e-04s: Index: 713 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -execution time of: 1.1257e-04s: Index: 569 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -execution time of: 1.1260e-04s: Index: 574 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -execution time of: 1.1280e-04s: Index: 477 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -execution time of: 1.1293e-04s: Index: 688 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -execution time of: 1.1293e-04s: Index: 568 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -execution time of: 1.1294e-04s: Index: 715 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -execution time of: 1.1304e-04s: Index: 714 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -execution time of: 1.1350e-04s: Index: 694 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -execution time of: 1.1355e-04s: Index: 695 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -execution time of: 1.1362e-04s: Index: 573 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -execution time of: 1.1377e-04s: Index: 575 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -execution time of: 1.1386e-04s: Index: 594 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -execution time of: 1.1420e-04s: Index: 451 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -execution time of: 1.1422e-04s: Index: 711 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -execution time of: 1.1426e-04s: Index: 710 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -execution time of: 1.1433e-04s: Index: 691 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -execution time of: 1.1440e-04s: Index: 448 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -execution time of: 1.1450e-04s: Index: 587 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -execution time of: 1.1456e-04s: Index: 692 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -execution time of: 1.1457e-04s: Index: 589 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -execution time of: 1.1462e-04s: Index: 693 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -execution time of: 1.1465e-04s: Index: 454 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -execution time of: 1.1493e-04s: Index: 571 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -execution time of: 1.1495e-04s: Index: 473 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -execution time of: 1.1503e-04s: Index: 706 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -execution time of: 1.1504e-04s: Index: 572 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -execution time of: 1.1530e-04s: Index: 550 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -execution time of: 1.1533e-04s: Index: 591 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -execution time of: 1.1571e-04s: Index: 665 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -execution time of: 1.1571e-04s: Index: 475 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -execution time of: 1.1584e-04s: Index: 449 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -execution time of: 1.1588e-04s: Index: 664 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -execution time of: 1.1596e-04s: Index: 570 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -execution time of: 1.1596e-04s: Index: 581 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -execution time of: 1.1618e-04s: Index: 446 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| 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-execution time of: 1.3966e-04s: Index: 12 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -execution time of: 1.3973e-04s: Index: 50 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -execution time of: 1.3979e-04s: Index: 97 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -execution time of: 1.3992e-04s: Index: 133 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -execution time of: 1.4028e-04s: Index: 7 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -execution time of: 1.4068e-04s: Index: 32 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -execution time of: 1.4096e-04s: Index: 0 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -execution time of: 1.4099e-04s: Index: 48 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -execution time of: 1.4103e-04s: Index: 69 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -execution time of: 1.4117e-04s: Index: 681 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -execution time of: 1.4129e-04s: Index: 18 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -execution time of: 1.4142e-04s: Index: 51 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -execution time of: 1.4166e-04s: Index: 134 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -execution time of: 1.4172e-04s: Index: 122 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -execution time of: 1.4177e-04s: Index: 4 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -execution time of: 1.4193e-04s: Index: 3 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| 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4|5 -> 5| + +execution time of: 8.2937e-04s: Index: 60 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| + +execution time of: 8.2940e-04s: Index: 135 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| + +execution time of: 8.2941e-04s: Index: 145 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| + +execution time of: 8.2957e-04s: Index: 39 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| + +execution time of: 8.2970e-04s: Index: 252 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| + +execution time of: 8.2982e-04s: Index: 244 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| + +execution time of: 8.2989e-04s: Index: 129 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| + +execution time of: 8.2997e-04s: Index: 103 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| + +execution time of: 8.3071e-04s: Index: 23 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| + +execution time of: 8.3117e-04s: Index: 139 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| + +execution time of: 8.3154e-04s: Index: 247 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| + +execution time of: 8.3171e-04s: Index: 34 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| + +execution time of: 8.3182e-04s: Index: 53 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| + +execution time of: 8.3198e-04s: Index: 43 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| + +execution time of: 8.3204e-04s: Index: 98 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| + +execution time of: 8.3216e-04s: Index: 140 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| + +execution time of: 8.3230e-04s: Index: 97 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| + +execution time of: 8.3238e-04s: Index: 142 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| + +execution time of: 8.3268e-04s: Index: 241 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| + +execution time of: 8.3274e-04s: Index: 22 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| + +execution time of: 8.3291e-04s: Index: 74 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| + +execution time of: 8.3323e-04s: Index: 62 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| + +execution time of: 8.3334e-04s: Index: 84 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| + +execution time of: 8.3378e-04s: Index: 55 | Max_nodes: 126 | Active_nodes: 63 | 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Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| + +execution time of: 8.3555e-04s: Index: 33 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| + +execution time of: 8.3581e-04s: Index: 38 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| + +execution time of: 8.3585e-04s: Index: 51 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| + +execution time of: 8.3609e-04s: Index: 360 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| + +execution time of: 8.3620e-04s: Index: 54 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| + +execution time of: 8.3649e-04s: Index: 130 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| + +execution time of: 8.3677e-04s: Index: 75 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| + +execution time of: 8.3710e-04s: Index: 66 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| + +execution time of: 8.3723e-04s: Index: 124 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| + +execution time of: 8.3743e-04s: Index: 125 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| + +execution time of: 8.3791e-04s: Index: 144 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| + +execution time of: 8.3792e-04s: Index: 96 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| + +execution time of: 8.3799e-04s: Index: 123 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| + +execution time of: 8.3832e-04s: Index: 52 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| + +execution time of: 8.3845e-04s: Index: 486 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| + +execution time of: 8.3848e-04s: Index: 128 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| + +execution time of: 8.3875e-04s: Index: 42 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| + +execution time of: 8.3876e-04s: Index: 240 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| + +execution time of: 8.3914e-04s: Index: 20 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| + +execution time of: 8.3919e-04s: Index: 134 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| + +execution time of: 8.3946e-04s: Index: 132 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| + +execution time of: 8.3957e-04s: Index: 29 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| + +execution time of: 8.3977e-04s: Index: 15 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| + +execution time of: 8.4000e-04s: Index: 50 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| + +execution time of: 8.4019e-04s: Index: 19 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| + +execution time of: 8.4019e-04s: Index: 73 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| + +execution time of: 8.4219e-04s: Index: 31 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| + +execution time of: 8.4262e-04s: Index: 270 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| + +execution time of: 8.4280e-04s: Index: 36 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| + +execution time of: 8.4377e-04s: Index: 138 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| + +execution time of: 8.4379e-04s: Index: 27 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| + +execution 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-> 5| + +execution time of: 8.5153e-04s: Index: 121 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| + +execution time of: 8.5176e-04s: Index: 120 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| + +execution time of: 8.5226e-04s: Index: 69 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| + +execution time of: 8.5230e-04s: Index: 28 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| + +execution time of: 8.5357e-04s: Index: 9 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| + +execution time of: 8.5365e-04s: Index: 30 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| + +execution time of: 8.5497e-04s: Index: 7 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| + +execution time of: 8.5543e-04s: Index: 24 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| + +execution time of: 8.5550e-04s: Index: 14 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| + +execution time of: 8.5579e-04s: Index: 80 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| + +execution time of: 8.5670e-04s: Index: 10 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| + +execution time of: 8.5720e-04s: Index: 2 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| + +execution time of: 8.5877e-04s: Index: 25 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| + +execution time of: 8.6103e-04s: Index: 4 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| + +execution time of: 8.6113e-04s: Index: 3 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| + +execution time of: 8.6252e-04s: Index: 87 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| + +execution time of: 8.6275e-04s: Index: 18 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| + +execution time of: 8.6346e-04s: Index: 6 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| + +execution time of: 8.6436e-04s: Index: 1 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| + +execution time of: 8.6474e-04s: Index: 26 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| + +execution time of: 8.7299e-04s: Index: 377 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 1| + +execution time of: 8.7491e-04s: Index: 0 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| + +execution time of: 8.8835e-04s: Index: 484 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| + +execution time of: 1.4682e-03s: Index: 450 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| + +execution time of: 1.5251e-03s: Index: 93 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| + ________________________________________________________________________________________________ diff --git a/test/BenchmarkQuasm/results/twolocalrandom_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/twolocalrandom_indep_qiskit_controls.txt index 09903bc7..472954f1 100644 --- a/test/BenchmarkQuasm/results/twolocalrandom_indep_qiskit_controls.txt +++ b/test/BenchmarkQuasm/results/twolocalrandom_indep_qiskit_controls.txt @@ -16,15 +16,14 @@ Start Simulation of twolocalrandom_indep_qiskit_2_______________________________ 13: 0 | 14: | 1 o: 0 1 -Q: 0 w: 3 | Q: 1 w: 1 | Computed Permutation: ................0 -> 1|1 -> 0| Original Permutation: ................0 -> 0|1 -> 1| -Identity Duration: 5.6225e-06s............................. -Permuted Duration: 4.7325e-06s............................. +Identity Duration: 4.6468e-05s............................. +Permuted Duration: 4.0130e-05s............................. Identity active_nodes: 3 ...................................... Permuted active_nodes: 3 ...................................... -Identity max_nodes: 9 ...................................... -Permuted max_nodes: 9 ...................................... +Identity max_nodes: 6 ...................................... +Permuted max_nodes: 6 ...................................... ________________________________________________________________________________________________ Start Simulation of twolocalrandom_indep_qiskit_3__________________________________________________ @@ -56,15 +55,14 @@ Start Simulation of twolocalrandom_indep_qiskit_3_______________________________ 24:...|...1...| 25:...|...|...2 .o:...0...1...2 -Q: 0 w: 4 | Q: 1 w: 3 | Q: 2 w: 1 | Computed Permutation: .........0 -> 2|1 -> 1|2 -> 0| Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 1.8165e-05s............................. -Permuted Duration: 1.4615e-05s............................. +Identity Duration: 1.0924e-04s............................. +Permuted Duration: 8.8093e-05s............................. Identity active_nodes: 7 ...................................... Permuted active_nodes: 7 ...................................... -Identity max_nodes: 21 ...................................... -Permuted max_nodes: 21 ...................................... +Identity max_nodes: 14 ...................................... +Permuted max_nodes: 14 ...................................... ________________________________________________________________________________________________ Start Simulation of twolocalrandom_indep_qiskit_4__________________________________________________ @@ -110,15 +108,14 @@ Start Simulation of twolocalrandom_indep_qiskit_4_______________________________ 38:...|...|...2...| 39:...|...|...|...3 .o:...0...1...2...3 -Q: 0 w: 5 | Q: 1 w: 4 | Q: 2 w: 3 | Q: 3 w: 1 | Computed Permutation: ..0 -> 3|1 -> 2|2 -> 1|3 -> 0| Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Identity Duration: 3.1458e-05s............................. -Permuted Duration: 2.5180e-05s............................. +Identity Duration: 2.3088e-04s............................. +Permuted Duration: 1.8479e-04s............................. Identity active_nodes: 15 ...................................... Permuted active_nodes: 15 ...................................... -Identity max_nodes: 45 ...................................... -Permuted max_nodes: 45 ...................................... +Identity max_nodes: 30 ...................................... +Permuted max_nodes: 30 ...................................... ________________________________________________________________________________________________ Start Simulation of twolocalrandom_indep_qiskit_5__________________________________________________ @@ -181,15 +178,14 @@ Start Simulation of twolocalrandom_indep_qiskit_5_______________________________ 55:...|...|...|...3...| 56:...|...|...|...|...4 .o:...0...1...2...3...4 -Q: 0 w: 6 | Q: 1 w: 5 | Q: 2 w: 4 | Q: 3 w: 3 | Q: 4 w: 1 | Computed Permutation: 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: 6.7263e-05s............................. -Permuted Duration: 5.3791e-05s............................. +Identity Duration: 4.4907e-04s............................. +Permuted Duration: 3.5480e-04s............................. Identity active_nodes: 31 ...................................... Permuted active_nodes: 31 ...................................... -Identity max_nodes: 93 ...................................... -Permuted max_nodes: 93 ...................................... +Identity max_nodes: 62 ...................................... +Permuted max_nodes: 62 ...................................... ________________________________________________________________________________________________ Start Simulation of twolocalrandom_indep_qiskit_6__________________________________________________ @@ -272,128 +268,13 @@ Start Simulation of twolocalrandom_indep_qiskit_6_______________________________ 75:...|...|...|...|...4...| 76:...|...|...|...|...|...5 .o:...0...1...2...3...4...5 -Q: 0 w: 7 | Q: 1 w: 6 | Q: 2 w: 5 | Q: 3 w: 4 | Q: 4 w: 3 | Q: 5 w: 1 | Computed Permutation: 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Identity Duration: 1.4715e-04s............................. -Permuted Duration: 1.1512e-04s............................. +Identity Duration: 8.7491e-04s............................. +Permuted Duration: 7.1835e-04s............................. Identity active_nodes: 63 ...................................... Permuted active_nodes: 63 ...................................... -Identity max_nodes: 189...................................... -Permuted max_nodes: 189...................................... -________________________________________________________________________________________________ - -Start Simulation of twolocalrandom_indep_qiskit_7__________________________________________________ - -.i:...0...1...2...3...4...5...6 -.1:..ry...|...|...|...|...|...| p: (4.8464e+00) -.2:...|..ry...|...|...|...|...| p: (1.3039e-01) -.3:...c...x...|...|...|...|...| -.4:...|...|..ry...|...|...|...| p: (3.9813e+00) -.5:...c...|...x...|...|...|...| -.6:...|...c...x...|...|...|...| -.7:...|...|...|..ry...|...|...| p: (4.7049e+00) -.8:...c...|...|...x...|...|...| -.9:...|...c...|...x...|...|...| -10:...|...|...c...x...|...|...| -11:...|...|...|...|..ry...|...| p: (3.1322e+00) -12:...c...|...|...|...x...|...| -13:...|...c...|...|...x...|...| -14:...|...|...c...|...x...|...| -15:...|...|...|...c...x...|...| -16:...|...|...|...|...|..ry...| p: (1.4124e+00) -17:...c...|...|...|...|...x...| -18:...|...c...|...|...|...x...| -19:...|...|...c...|...|...x...| -20:...|...|...|...c...|...x...| -21:...|...|...|...|...c...x...| -22:...|...|...|...|...|...|..ry p: (1.2445e+00) -23:...c...|...|...|...|...|...x -24:..ry...|...|...|...|...|...| p: (4.7786e+00) -25:...|...c...|...|...|...|...x -26:...|..ry...|...|...|...|...| p: (1.0626e+00) -27:...c...x...|...|...|...|...| -28:...|...|...c...|...|...|...x -29:...|...|..ry...|...|...|...| p: (5.5506e-01) -30:...c...|...x...|...|...|...| -31:...|...c...x...|...|...|...| -32:...|...|...|...c...|...|...x -33:...|...|...|..ry...|...|...| p: (4.3062e+00) -34:...c...|...|...x...|...|...| -35:...|...c...|...x...|...|...| -36:...|...|...c...x...|...|...| -37:...|...|...|...|...c...|...x -38:...|...|...|...|..ry...|...| p: (5.9903e+00) -39:...c...|...|...|...x...|...| -40:...|...c...|...|...x...|...| -41:...|...|...c...|...x...|...| -42:...|...|...|...c...x...|...| -43:...|...|...|...|...|...c...x -44:...|...|...|...|...|..ry...| p: (2.4808e-02) -45:...c...|...|...|...|...x...| -46:...|...c...|...|...|...x...| -47:...|...|...c...|...|...x...| -48:...|...|...|...c...|...x...| -49:...|...|...|...|...c...x...| -50:...|...|...|...|...|...|..ry p: (3.2182e+00) -51:...c...|...|...|...|...|...x -52:..ry...|...|...|...|...|...| p: (5.1058e+00) -53:...|...c...|...|...|...|...x -54:...|..ry...|...|...|...|...| p: (3.8486e+00) -55:...c...x...|...|...|...|...| -56:...|...|...c...|...|...|...x -57:...|...|..ry...|...|...|...| p: (4.5349e+00) -58:...c...|...x...|...|...|...| -59:...|...c...x...|...|...|...| -60:...|...|...|...c...|...|...x -61:...|...|...|..ry...|...|...| p: (1.8339e+00) -62:...c...|...|...x...|...|...| -63:...|...c...|...x...|...|...| -64:...|...|...c...x...|...|...| -65:...|...|...|...|...c...|...x -66:...|...|...|...|..ry...|...| p: (5.7665e+00) -67:...c...|...|...|...x...|...| -68:...|...c...|...|...x...|...| -69:...|...|...c...|...x...|...| -70:...|...|...|...c...x...|...| -71:...|...|...|...|...|...c...x -72:...|...|...|...|...|..ry...| p: (4.4898e+00) -73:...c...|...|...|...|...x...| -74:...|...c...|...|...|...x...| -75:...|...|...c...|...|...x...| -76:...|...|...|...c...|...x...| -77:...|...|...|...|...c...x...| -78:...|...|...|...|...|...|..ry p: (3.4089e+00) -79:...c...|...|...|...|...|...x -80:..ry...|...|...|...|...|...| p: (8.9328e-01) -81:...|...c...|...|...|...|...x -82:...|..ry...|...|...|...|...| p: (2.3458e+00) -83:...|...|...c...|...|...|...x -84:...|...|..ry...|...|...|...| p: (4.2357e+00) -85:...|...|...|...c...|...|...x -86:...|...|...|..ry...|...|...| p: (2.7761e+00) -87:...|...|...|...|...c...|...x -88:...|...|...|...|..ry...|...| p: (2.7270e+00) -89:...|...|...|...|...|...c...x -90:...|...|...|...|...|..ry...| p: (3.8815e+00) -91:...|...|...|...|...|...|..ry p: (3.2241e+00) -92:============================ -93:...0...|...|...|...|...|...| -94:...|...1...|...|...|...|...| -95:...|...|...2...|...|...|...| -96:...|...|...|...3...|...|...| -97:...|...|...|...|...4...|...| -98:...|...|...|...|...|...5...| -99:...|...|...|...|...|...|...6 -.o:...0...1...2...3...4...5...6 -Q: 0 w: 8 | Q: 1 w: 7 | Q: 2 w: 6 | Q: 3 w: 5 | Q: 4 w: 4 | Q: 5 w: 3 | Q: 6 w: 1 | -Computed Permutation: 0 -> 6|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1|6 -> 0| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Identity Duration: 3.0656e-04s............................. -Permuted Duration: 2.3368e-04s............................. -Identity active_nodes: 127...................................... -Permuted active_nodes: 127...................................... -Identity max_nodes: 381...................................... -Permuted max_nodes: 381...................................... +Identity max_nodes: 126...................................... +Permuted max_nodes: 126...................................... ________________________________________________________________________________________________ diff --git a/test/BenchmarkQuasm/results/twolocalrandom_indep_qiskit_gates.txt b/test/BenchmarkQuasm/results/twolocalrandom_indep_qiskit_gates.txt deleted file mode 100644 index ad76ff22..00000000 --- a/test/BenchmarkQuasm/results/twolocalrandom_indep_qiskit_gates.txt +++ /dev/null @@ -1,393 +0,0 @@ -Start Simulation of twolocalrandom_indep_qiskit_2__________________________________________________ - - i: 0 1 - 1: ry | p: (4.84635) - 2: | ry p: (0.130388) - 3: c x - 4: ry | p: (3.98133) - 5: | ry p: (4.70487) - 6: c x - 7: ry | p: (3.13221) - 8: | ry p: (1.41244) - 9: c x -10: ry | p: (1.24447) -11: | ry p: (4.77856) -12:======== -13: 0 | -14: | 1 - o: 0 1 -Computed Permutation: ................0 -> 0|1 -> 1| -Original Permutation: ................0 -> 0|1 -> 1| -Identity Duration: 5.4028e-06s............................. -Permuted Duration: 5.3925e-06s............................. -Identity active_nodes: 3 ...................................... -Permuted active_nodes: 3 ...................................... -Identity max_nodes: 9 ...................................... -Permuted max_nodes: 9 ...................................... -________________________________________________________________________________________________ - -Start Simulation of twolocalrandom_indep_qiskit_3__________________________________________________ - -.i:...0...1...2 -.1:..ry...|...| p: (4.8464e+00) -.2:...|..ry...| p: (1.3039e-01) -.3:...c...x...| -.4:...|...|..ry p: (3.9813e+00) -.5:...c...|...x -.6:..ry...|...| p: (4.7049e+00) -.7:...|...c...x -.8:...|..ry...| p: (3.1322e+00) -.9:...c...x...| -10:...|...|..ry p: (1.4124e+00) -11:...c...|...x -12:..ry...|...| p: (1.2445e+00) -13:...|...c...x -14:...|..ry...| p: (4.7786e+00) -15:...c...x...| -16:...|...|..ry p: (1.0626e+00) -17:...c...|...x -18:..ry...|...| p: (5.5506e-01) -19:...|...c...x -20:...|..ry...| p: (4.3062e+00) -21:...|...|..ry p: (5.9903e+00) -22:============ -23:...0...|...| -24:...|...1...| -25:...|...|...2 -.o:...0...1...2 -Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 1.7540e-05s............................. -Permuted Duration: 1.7520e-05s............................. -Identity active_nodes: 7 ...................................... -Permuted active_nodes: 7 ...................................... -Identity max_nodes: 21 ...................................... -Permuted max_nodes: 21 ...................................... -________________________________________________________________________________________________ - -Start Simulation of twolocalrandom_indep_qiskit_4__________________________________________________ - -.i:...0...1...2...3 -.1:..ry...|...|...| p: (4.8464e+00) -.2:...|..ry...|...| p: (1.3039e-01) -.3:...c...x...|...| -.4:...|...|..ry...| p: (3.9813e+00) -.5:...c...|...x...| -.6:...|...c...x...| -.7:...|...|...|..ry p: (4.7049e+00) -.8:...c...|...|...x -.9:..ry...|...|...| p: (3.1322e+00) -10:...|...c...|...x -11:...|..ry...|...| p: (1.4124e+00) -12:...c...x...|...| -13:...|...|...c...x -14:...|...|..ry...| p: (1.2445e+00) -15:...c...|...x...| -16:...|...c...x...| -17:...|...|...|..ry p: (4.7786e+00) -18:...c...|...|...x -19:..ry...|...|...| p: (1.0626e+00) -20:...|...c...|...x -21:...|..ry...|...| p: (5.5506e-01) -22:...c...x...|...| -23:...|...|...c...x -24:...|...|..ry...| p: (4.3062e+00) -25:...c...|...x...| -26:...|...c...x...| -27:...|...|...|..ry p: (5.9903e+00) -28:...c...|...|...x -29:..ry...|...|...| p: (2.4808e-02) -30:...|...c...|...x -31:...|..ry...|...| p: (3.2182e+00) -32:...|...|...c...x -33:...|...|..ry...| p: (5.1058e+00) -34:...|...|...|..ry p: (3.8486e+00) -35:================ -36:...0...|...|...| -37:...|...1...|...| -38:...|...|...2...| -39:...|...|...|...3 -.o:...0...1...2...3 -Computed Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Identity Duration: 2.9291e-05s............................. -Permuted Duration: 2.9248e-05s............................. -Identity active_nodes: 15 ...................................... -Permuted active_nodes: 15 ...................................... -Identity max_nodes: 45 ...................................... -Permuted max_nodes: 45 ...................................... -________________________________________________________________________________________________ - -Start Simulation of twolocalrandom_indep_qiskit_5__________________________________________________ - -.i:...0...1...2...3...4 -.1:..ry...|...|...|...| p: (4.8464e+00) -.2:...|..ry...|...|...| p: (1.3039e-01) -.3:...c...x...|...|...| -.4:...|...|..ry...|...| p: (3.9813e+00) -.5:...c...|...x...|...| -.6:...|...c...x...|...| -.7:...|...|...|..ry...| p: (4.7049e+00) -.8:...c...|...|...x...| -.9:...|...c...|...x...| -10:...|...|...c...x...| -11:...|...|...|...|..ry p: (3.1322e+00) -12:...c...|...|...|...x -13:..ry...|...|...|...| p: (1.4124e+00) -14:...|...c...|...|...x -15:...|..ry...|...|...| p: (1.2445e+00) -16:...c...x...|...|...| -17:...|...|...c...|...x -18:...|...|..ry...|...| p: (4.7786e+00) -19:...c...|...x...|...| -20:...|...c...x...|...| -21:...|...|...|...c...x -22:...|...|...|..ry...| p: (1.0626e+00) -23:...c...|...|...x...| -24:...|...c...|...x...| -25:...|...|...c...x...| -26:...|...|...|...|..ry p: (5.5506e-01) -27:...c...|...|...|...x -28:..ry...|...|...|...| p: (4.3062e+00) -29:...|...c...|...|...x -30:...|..ry...|...|...| p: (5.9903e+00) -31:...c...x...|...|...| -32:...|...|...c...|...x -33:...|...|..ry...|...| p: (2.4808e-02) -34:...c...|...x...|...| -35:...|...c...x...|...| -36:...|...|...|...c...x -37:...|...|...|..ry...| p: (3.2182e+00) -38:...c...|...|...x...| -39:...|...c...|...x...| -40:...|...|...c...x...| -41:...|...|...|...|..ry p: (5.1058e+00) -42:...c...|...|...|...x -43:..ry...|...|...|...| p: (3.8486e+00) -44:...|...c...|...|...x -45:...|..ry...|...|...| p: (4.5349e+00) -46:...|...|...c...|...x -47:...|...|..ry...|...| p: (1.8339e+00) -48:...|...|...|...c...x -49:...|...|...|..ry...| p: (5.7665e+00) -50:...|...|...|...|..ry p: (4.4898e+00) -51:==================== -52:...0...|...|...|...| -53:...|...1...|...|...| -54:...|...|...2...|...| -55:...|...|...|...3...| -56:...|...|...|...|...4 -.o:...0...1...2...3...4 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: 6.4853e-05s............................. -Permuted Duration: 6.4821e-05s............................. -Identity active_nodes: 31 ...................................... -Permuted active_nodes: 31 ...................................... -Identity max_nodes: 93 ...................................... -Permuted max_nodes: 93 ...................................... -________________________________________________________________________________________________ - -Start Simulation of twolocalrandom_indep_qiskit_6__________________________________________________ - -.i:...0...1...2...3...4...5 -.1:..ry...|...|...|...|...| p: (4.8464e+00) -.2:...|..ry...|...|...|...| p: (1.3039e-01) -.3:...c...x...|...|...|...| -.4:...|...|..ry...|...|...| p: (3.9813e+00) -.5:...c...|...x...|...|...| -.6:...|...c...x...|...|...| -.7:...|...|...|..ry...|...| p: (4.7049e+00) -.8:...c...|...|...x...|...| -.9:...|...c...|...x...|...| -10:...|...|...c...x...|...| -11:...|...|...|...|..ry...| p: (3.1322e+00) -12:...c...|...|...|...x...| -13:...|...c...|...|...x...| -14:...|...|...c...|...x...| -15:...|...|...|...c...x...| -16:...|...|...|...|...|..ry p: (1.4124e+00) -17:...c...|...|...|...|...x -18:..ry...|...|...|...|...| p: (1.2445e+00) -19:...|...c...|...|...|...x -20:...|..ry...|...|...|...| p: (4.7786e+00) -21:...c...x...|...|...|...| -22:...|...|...c...|...|...x -23:...|...|..ry...|...|...| p: (1.0626e+00) -24:...c...|...x...|...|...| -25:...|...c...x...|...|...| -26:...|...|...|...c...|...x -27:...|...|...|..ry...|...| p: (5.5506e-01) -28:...c...|...|...x...|...| -29:...|...c...|...x...|...| -30:...|...|...c...x...|...| -31:...|...|...|...|...c...x -32:...|...|...|...|..ry...| p: (4.3062e+00) -33:...c...|...|...|...x...| -34:...|...c...|...|...x...| -35:...|...|...c...|...x...| -36:...|...|...|...c...x...| -37:...|...|...|...|...|..ry p: (5.9903e+00) -38:...c...|...|...|...|...x -39:..ry...|...|...|...|...| p: (2.4808e-02) -40:...|...c...|...|...|...x -41:...|..ry...|...|...|...| p: (3.2182e+00) -42:...c...x...|...|...|...| -43:...|...|...c...|...|...x -44:...|...|..ry...|...|...| p: (5.1058e+00) -45:...c...|...x...|...|...| -46:...|...c...x...|...|...| -47:...|...|...|...c...|...x -48:...|...|...|..ry...|...| p: (3.8486e+00) -49:...c...|...|...x...|...| -50:...|...c...|...x...|...| -51:...|...|...c...x...|...| -52:...|...|...|...|...c...x -53:...|...|...|...|..ry...| p: (4.5349e+00) -54:...c...|...|...|...x...| -55:...|...c...|...|...x...| -56:...|...|...c...|...x...| -57:...|...|...|...c...x...| -58:...|...|...|...|...|..ry p: (1.8339e+00) -59:...c...|...|...|...|...x -60:..ry...|...|...|...|...| p: (5.7665e+00) -61:...|...c...|...|...|...x -62:...|..ry...|...|...|...| p: (4.4898e+00) -63:...|...|...c...|...|...x -64:...|...|..ry...|...|...| p: (3.4089e+00) -65:...|...|...|...c...|...x -66:...|...|...|..ry...|...| p: (8.9328e-01) -67:...|...|...|...|...c...x -68:...|...|...|...|..ry...| p: (2.3458e+00) -69:...|...|...|...|...|..ry p: (4.2357e+00) -70:======================== -71:...0...|...|...|...|...| -72:...|...1...|...|...|...| -73:...|...|...2...|...|...| -74:...|...|...|...3...|...| -75:...|...|...|...|...4...| -76:...|...|...|...|...|...5 -.o:...0...1...2...3...4...5 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Identity Duration: 1.3789e-04s............................. -Permuted Duration: 1.3572e-04s............................. -Identity active_nodes: 63 ...................................... -Permuted active_nodes: 63 ...................................... -Identity max_nodes: 189...................................... -Permuted max_nodes: 189...................................... -________________________________________________________________________________________________ - -Start Simulation of twolocalrandom_indep_qiskit_7__________________________________________________ - -.i:...0...1...2...3...4...5...6 -.1:..ry...|...|...|...|...|...| p: (4.8464e+00) -.2:...|..ry...|...|...|...|...| p: (1.3039e-01) -.3:...c...x...|...|...|...|...| -.4:...|...|..ry...|...|...|...| p: (3.9813e+00) -.5:...c...|...x...|...|...|...| -.6:...|...c...x...|...|...|...| -.7:...|...|...|..ry...|...|...| p: (4.7049e+00) -.8:...c...|...|...x...|...|...| -.9:...|...c...|...x...|...|...| -10:...|...|...c...x...|...|...| -11:...|...|...|...|..ry...|...| p: (3.1322e+00) -12:...c...|...|...|...x...|...| -13:...|...c...|...|...x...|...| -14:...|...|...c...|...x...|...| -15:...|...|...|...c...x...|...| -16:...|...|...|...|...|..ry...| p: (1.4124e+00) -17:...c...|...|...|...|...x...| -18:...|...c...|...|...|...x...| -19:...|...|...c...|...|...x...| -20:...|...|...|...c...|...x...| -21:...|...|...|...|...c...x...| -22:...|...|...|...|...|...|..ry p: (1.2445e+00) -23:...c...|...|...|...|...|...x -24:..ry...|...|...|...|...|...| p: (4.7786e+00) -25:...|...c...|...|...|...|...x -26:...|..ry...|...|...|...|...| p: (1.0626e+00) -27:...c...x...|...|...|...|...| -28:...|...|...c...|...|...|...x -29:...|...|..ry...|...|...|...| p: (5.5506e-01) -30:...c...|...x...|...|...|...| -31:...|...c...x...|...|...|...| -32:...|...|...|...c...|...|...x -33:...|...|...|..ry...|...|...| p: (4.3062e+00) -34:...c...|...|...x...|...|...| -35:...|...c...|...x...|...|...| -36:...|...|...c...x...|...|...| -37:...|...|...|...|...c...|...x -38:...|...|...|...|..ry...|...| p: (5.9903e+00) -39:...c...|...|...|...x...|...| -40:...|...c...|...|...x...|...| -41:...|...|...c...|...x...|...| -42:...|...|...|...c...x...|...| -43:...|...|...|...|...|...c...x -44:...|...|...|...|...|..ry...| p: (2.4808e-02) -45:...c...|...|...|...|...x...| -46:...|...c...|...|...|...x...| -47:...|...|...c...|...|...x...| -48:...|...|...|...c...|...x...| -49:...|...|...|...|...c...x...| -50:...|...|...|...|...|...|..ry p: (3.2182e+00) -51:...c...|...|...|...|...|...x -52:..ry...|...|...|...|...|...| p: (5.1058e+00) -53:...|...c...|...|...|...|...x -54:...|..ry...|...|...|...|...| p: (3.8486e+00) -55:...c...x...|...|...|...|...| -56:...|...|...c...|...|...|...x -57:...|...|..ry...|...|...|...| p: (4.5349e+00) -58:...c...|...x...|...|...|...| -59:...|...c...x...|...|...|...| -60:...|...|...|...c...|...|...x -61:...|...|...|..ry...|...|...| p: (1.8339e+00) -62:...c...|...|...x...|...|...| -63:...|...c...|...x...|...|...| -64:...|...|...c...x...|...|...| -65:...|...|...|...|...c...|...x -66:...|...|...|...|..ry...|...| p: (5.7665e+00) -67:...c...|...|...|...x...|...| -68:...|...c...|...|...x...|...| -69:...|...|...c...|...x...|...| -70:...|...|...|...c...x...|...| -71:...|...|...|...|...|...c...x -72:...|...|...|...|...|..ry...| p: (4.4898e+00) -73:...c...|...|...|...|...x...| -74:...|...c...|...|...|...x...| -75:...|...|...c...|...|...x...| -76:...|...|...|...c...|...x...| -77:...|...|...|...|...c...x...| -78:...|...|...|...|...|...|..ry p: (3.4089e+00) -79:...c...|...|...|...|...|...x -80:..ry...|...|...|...|...|...| p: (8.9328e-01) -81:...|...c...|...|...|...|...x -82:...|..ry...|...|...|...|...| p: (2.3458e+00) -83:...|...|...c...|...|...|...x -84:...|...|..ry...|...|...|...| p: (4.2357e+00) -85:...|...|...|...c...|...|...x -86:...|...|...|..ry...|...|...| p: (2.7761e+00) -87:...|...|...|...|...c...|...x -88:...|...|...|...|..ry...|...| p: (2.7270e+00) -89:...|...|...|...|...|...c...x -90:...|...|...|...|...|..ry...| p: (3.8815e+00) -91:...|...|...|...|...|...|..ry p: (3.2241e+00) -92:============================ -93:...0...|...|...|...|...|...| -94:...|...1...|...|...|...|...| -95:...|...|...2...|...|...|...| -96:...|...|...|...3...|...|...| -97:...|...|...|...|...4...|...| -98:...|...|...|...|...|...5...| -99:...|...|...|...|...|...|...6 -.o:...0...1...2...3...4...5...6 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Identity Duration: 2.9296e-04s............................. -Permuted Duration: 3.0296e-04s............................. -Identity active_nodes: 127...................................... -Permuted active_nodes: 127...................................... -Identity max_nodes: 381...................................... -Permuted max_nodes: 381...................................... -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/vqe_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/vqe_indep_qiskit_all.txt index fb19078a..7f0273ca 100644 --- a/test/BenchmarkQuasm/results/vqe_indep_qiskit_all.txt +++ b/test/BenchmarkQuasm/results/vqe_indep_qiskit_all.txt @@ -20,34 +20,52 @@ Start Simulation of vqe_indep_qiskit_3__________________________________________ 17: | | 2 o: 0 1 2 Total Permutations: 6 -Min time: 6.9200e-06s................. Permutation 3 : 0 -> 1|1 -> 2|2 -> 0| -Max time: 1.0987e-05s................. Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| +Min time: 5.2100e-05s................. Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| +Max time: 6.1149e-05s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| Min active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Min max nodes: 21 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Min max nodes: 14 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| Max active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max max nodes: 21 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| +Max max nodes: 14 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| ________________________________________________________________________________________________ 6 permutations have 7 active nodes. +Index: 5 | Max_nodes: 14 | Time: 5.2100e-05s | 0 -> 2|1 -> 1|2 -> 0| +Index: 3 | Max_nodes: 14 | Time: 5.5563e-05s | 0 -> 1|1 -> 2|2 -> 0| +Index: 1 | Max_nodes: 14 | Time: 5.5739e-05s | 0 -> 0|1 -> 2|2 -> 1| +Index: 4 | Max_nodes: 14 | Time: 5.7911e-05s | 0 -> 2|1 -> 0|2 -> 1| +Index: 2 | Max_nodes: 14 | Time: 5.9109e-05s | 0 -> 1|1 -> 0|2 -> 2| +Index: 0 | Max_nodes: 14 | Time: 6.1149e-05s | 0 -> 0|1 -> 1|2 -> 2| ........................... -Average time: 7.8930e-06s +Average time: 5.6928e-05s ________________________________________________________________________________________________ -6 permutations have 21 max nodes. +6 permutations have 14 max nodes. +Index: 5 | Active_nodes: 7 | Time: 5.2100e-05s | 0 -> 2|1 -> 1|2 -> 0| +Index: 3 | Active_nodes: 7 | Time: 5.5563e-05s | 0 -> 1|1 -> 2|2 -> 0| +Index: 1 | Active_nodes: 7 | Time: 5.5739e-05s | 0 -> 0|1 -> 2|2 -> 1| +Index: 4 | Active_nodes: 7 | Time: 5.7911e-05s | 0 -> 2|1 -> 0|2 -> 1| +Index: 2 | Active_nodes: 7 | Time: 5.9109e-05s | 0 -> 1|1 -> 0|2 -> 2| +Index: 0 | Active_nodes: 7 | Time: 6.1149e-05s | 0 -> 0|1 -> 1|2 -> 2| ........................... -Average time: 7.8930e-06s +Average time: 5.6928e-05s ________________________________________________________________________________________________ -execution time of: 6.9200e-06s: Index: 3 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 0| -execution time of: 6.9353e-06s: Index: 1 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 1| -execution time of: 7.3103e-06s: Index: 4 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 1| -execution time of: 7.5375e-06s: Index: 2 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 2| -execution time of: 7.6677e-06s: Index: 0 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 2| -execution time of: 1.0987e-05s: Index: 5 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 0| +execution time of: 5.2100e-05s: Index: 5 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 0| + +execution time of: 5.5563e-05s: Index: 3 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 0| + +execution time of: 5.5739e-05s: Index: 1 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 1| + +execution time of: 5.7911e-05s: Index: 4 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 1| + +execution time of: 5.9109e-05s: Index: 2 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 2| + +execution time of: 6.1149e-05s: Index: 0 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 2| + ________________________________________________________________________________________________ Start Simulation of vqe_indep_qiskit_4__________________________________________________ @@ -78,52 +96,124 @@ Start Simulation of vqe_indep_qiskit_4__________________________________________ 23:...|...|...|...3 .o:...0...1...2...3 Total Permutations: 24 -Min time: 1.2095e-05s................. Permutation 23 : 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -Max time: 2.2358e-05s................. Permutation 6 : 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +Min time: 8.9339e-05s................. Permutation 23 : 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +Max time: 1.1203e-04s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| Min active nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Min max nodes: 45 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Min max nodes: 30 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| Max active nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Max max nodes: 45 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Max max nodes: 30 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| ________________________________________________________________________________________________ 24 permutations have 15 active nodes. +Index: 23 | Max_nodes: 30 | Time: 8.9339e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +Index: 17 | Max_nodes: 30 | Time: 9.3433e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +Index: 11 | Max_nodes: 30 | Time: 9.4710e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| +Index: 21 | Max_nodes: 30 | Time: 9.4803e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| +Index: 15 | Max_nodes: 30 | Time: 9.5499e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +Index: 22 | Max_nodes: 30 | Time: 9.6382e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| +Index: 20 | Max_nodes: 30 | Time: 9.8407e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +Index: 19 | Max_nodes: 30 | Time: 9.8691e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| +Index: 9 | Max_nodes: 30 | Time: 9.8701e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +Index: 13 | Max_nodes: 30 | Time: 9.8945e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +Index: 7 | Max_nodes: 30 | Time: 9.9200e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +Index: 14 | Max_nodes: 30 | Time: 9.9478e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +Index: 5 | Max_nodes: 30 | Time: 9.9524e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +Index: 16 | Max_nodes: 30 | Time: 1.0010e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| +Index: 10 | Max_nodes: 30 | Time: 1.0266e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +Index: 18 | Max_nodes: 30 | Time: 1.0277e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| +Index: 8 | Max_nodes: 30 | Time: 1.0317e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| +Index: 3 | Max_nodes: 30 | Time: 1.0385e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +Index: 12 | Max_nodes: 30 | Time: 1.0393e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +Index: 4 | Max_nodes: 30 | Time: 1.0449e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| +Index: 6 | Max_nodes: 30 | Time: 1.0631e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +Index: 2 | Max_nodes: 30 | Time: 1.0656e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +Index: 1 | Max_nodes: 30 | Time: 1.0659e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +Index: 0 | Max_nodes: 30 | Time: 1.1203e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| ........................... -Average time: 1.4285e-05s +Average time: 1.0040e-04s ________________________________________________________________________________________________ -24 permutations have 45 max nodes. +24 permutations have 30 max nodes. +Index: 23 | Active_nodes: 15 | Time: 8.9339e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +Index: 17 | Active_nodes: 15 | Time: 9.3433e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +Index: 11 | Active_nodes: 15 | Time: 9.4710e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| +Index: 21 | Active_nodes: 15 | Time: 9.4803e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| +Index: 15 | Active_nodes: 15 | Time: 9.5499e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +Index: 22 | Active_nodes: 15 | Time: 9.6382e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| +Index: 20 | Active_nodes: 15 | Time: 9.8407e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +Index: 19 | Active_nodes: 15 | Time: 9.8691e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| +Index: 9 | Active_nodes: 15 | Time: 9.8701e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +Index: 13 | Active_nodes: 15 | Time: 9.8945e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +Index: 7 | Active_nodes: 15 | Time: 9.9200e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +Index: 14 | Active_nodes: 15 | Time: 9.9478e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +Index: 5 | Active_nodes: 15 | Time: 9.9524e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +Index: 16 | Active_nodes: 15 | Time: 1.0010e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| +Index: 10 | Active_nodes: 15 | Time: 1.0266e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +Index: 18 | Active_nodes: 15 | Time: 1.0277e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| +Index: 8 | Active_nodes: 15 | Time: 1.0317e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| +Index: 3 | Active_nodes: 15 | Time: 1.0385e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +Index: 12 | Active_nodes: 15 | Time: 1.0393e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +Index: 4 | Active_nodes: 15 | Time: 1.0449e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| +Index: 6 | Active_nodes: 15 | Time: 1.0631e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +Index: 2 | Active_nodes: 15 | Time: 1.0656e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +Index: 1 | Active_nodes: 15 | Time: 1.0659e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +Index: 0 | Active_nodes: 15 | Time: 1.1203e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| ........................... -Average time: 1.4285e-05s +Average time: 1.0040e-04s ________________________________________________________________________________________________ -execution time of: 1.2095e-05s: Index: 23 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -execution time of: 1.2693e-05s: Index: 11 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -execution time of: 1.2755e-05s: Index: 21 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| -execution time of: 1.2773e-05s: Index: 15 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -execution time of: 1.2818e-05s: Index: 17 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -execution time of: 1.3115e-05s: Index: 5 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| -execution time of: 1.3153e-05s: Index: 22 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| -execution time of: 1.3365e-05s: Index: 20 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -execution time of: 1.3420e-05s: Index: 19 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| -execution time of: 1.3440e-05s: Index: 3 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -execution time of: 1.3555e-05s: Index: 13 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| -execution time of: 1.3558e-05s: Index: 14 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -execution time of: 1.3678e-05s: Index: 16 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| -execution time of: 1.3725e-05s: Index: 7 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -execution time of: 1.3905e-05s: Index: 4 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -execution time of: 1.3980e-05s: Index: 10 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| -execution time of: 1.4068e-05s: Index: 1 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -execution time of: 1.4245e-05s: Index: 12 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -execution time of: 1.4272e-05s: Index: 8 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| -execution time of: 1.4780e-05s: Index: 0 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -execution time of: 1.5515e-05s: Index: 2 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -execution time of: 1.5898e-05s: Index: 9 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -execution time of: 1.9665e-05s: Index: 18 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| -execution time of: 2.2358e-05s: Index: 6 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +execution time of: 8.9339e-05s: Index: 23 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| + +execution time of: 9.3433e-05s: Index: 17 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| + +execution time of: 9.4710e-05s: Index: 11 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| + +execution time of: 9.4803e-05s: Index: 21 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| + +execution time of: 9.5499e-05s: Index: 15 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| + +execution time of: 9.6382e-05s: Index: 22 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| + +execution time of: 9.8407e-05s: Index: 20 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| + +execution time of: 9.8691e-05s: Index: 19 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| + +execution time of: 9.8701e-05s: Index: 9 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| + +execution time of: 9.8945e-05s: Index: 13 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| + +execution time of: 9.9200e-05s: Index: 7 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| + +execution time of: 9.9478e-05s: Index: 14 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| + +execution time of: 9.9524e-05s: Index: 5 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| + +execution time of: 1.0010e-04s: Index: 16 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| + +execution time of: 1.0266e-04s: Index: 10 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| + +execution time of: 1.0277e-04s: Index: 18 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| + +execution time of: 1.0317e-04s: Index: 8 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| + +execution time of: 1.0385e-04s: Index: 3 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| + +execution time of: 1.0393e-04s: Index: 12 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| + +execution time of: 1.0449e-04s: Index: 4 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| + +execution time of: 1.0631e-04s: Index: 6 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| + +execution time of: 1.0656e-04s: Index: 2 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| + +execution time of: 1.0659e-04s: Index: 1 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| + +execution time of: 1.1203e-04s: Index: 0 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| + ________________________________________________________________________________________________ Start Simulation of vqe_indep_qiskit_5__________________________________________________ @@ -160,145 +250,508 @@ Start Simulation of vqe_indep_qiskit_5__________________________________________ 29:...|...|...|...|...4 .o:...0...1...2...3...4 Total Permutations: 120 -Min time: 2.2438e-05s................. Permutation 119: 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -Max time: 3.0623e-05s................. Permutation 46 : 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +Min time: 1.5520e-04s................. Permutation 119: 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +Max time: 2.0030e-04s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| Min active nodes: 31 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Min max nodes: 93 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Min max nodes: 62 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| Max active nodes: 31 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Max max nodes: 93 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Max max nodes: 62 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| ________________________________________________________________________________________________ 120 permutations have 31 active nodes. +Index: 119 | Max_nodes: 62 | Time: 1.5520e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +Index: 95 | Max_nodes: 62 | Time: 1.5776e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +Index: 71 | Max_nodes: 62 | Time: 1.5899e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +Index: 113 | Max_nodes: 62 | Time: 1.5931e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +Index: 89 | Max_nodes: 62 | Time: 1.6057e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +Index: 117 | Max_nodes: 62 | Time: 1.6132e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +Index: 111 | Max_nodes: 62 | Time: 1.6140e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +Index: 107 | Max_nodes: 62 | Time: 1.6183e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +Index: 118 | Max_nodes: 62 | Time: 1.6239e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +Index: 83 | Max_nodes: 62 | Time: 1.6257e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +Index: 47 | Max_nodes: 62 | Time: 1.6262e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +Index: 59 | Max_nodes: 62 | Time: 1.6279e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +Index: 65 | Max_nodes: 62 | Time: 1.6302e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +Index: 87 | Max_nodes: 62 | Time: 1.6316e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +Index: 93 | Max_nodes: 62 | Time: 1.6402e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +Index: 115 | Max_nodes: 62 | Time: 1.6512e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +Index: 41 | Max_nodes: 62 | Time: 1.6519e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +Index: 116 | Max_nodes: 62 | Time: 1.6521e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +Index: 35 | Max_nodes: 62 | Time: 1.6576e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +Index: 63 | Max_nodes: 62 | Time: 1.6619e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +Index: 94 | Max_nodes: 62 | Time: 1.6640e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +Index: 105 | Max_nodes: 62 | Time: 1.6641e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +Index: 57 | Max_nodes: 62 | Time: 1.6665e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +Index: 39 | Max_nodes: 62 | Time: 1.6684e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +Index: 69 | Max_nodes: 62 | Time: 1.6691e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +Index: 81 | Max_nodes: 62 | Time: 1.6718e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +Index: 23 | Max_nodes: 62 | Time: 1.6741e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +Index: 45 | Max_nodes: 62 | Time: 1.6785e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +Index: 70 | Max_nodes: 62 | Time: 1.6793e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +Index: 112 | Max_nodes: 62 | Time: 1.6853e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +Index: 109 | Max_nodes: 62 | Time: 1.6866e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +Index: 88 | Max_nodes: 62 | Time: 1.6876e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +Index: 85 | Max_nodes: 62 | Time: 1.6885e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +Index: 86 | Max_nodes: 62 | Time: 1.6895e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +Index: 110 | Max_nodes: 62 | Time: 1.6909e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +Index: 91 | Max_nodes: 62 | Time: 1.6978e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +Index: 92 | Max_nodes: 62 | Time: 1.7007e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +Index: 33 | Max_nodes: 62 | Time: 1.7015e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +Index: 101 | Max_nodes: 62 | Time: 1.7019e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +Index: 114 | Max_nodes: 62 | Time: 1.7047e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +Index: 77 | Max_nodes: 62 | Time: 1.7065e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +Index: 53 | Max_nodes: 62 | Time: 1.7097e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +Index: 103 | Max_nodes: 62 | Time: 1.7122e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +Index: 17 | Max_nodes: 62 | Time: 1.7128e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +Index: 79 | Max_nodes: 62 | Time: 1.7129e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +Index: 64 | Max_nodes: 62 | Time: 1.7155e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +Index: 29 | Max_nodes: 62 | Time: 1.7195e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +Index: 55 | Max_nodes: 62 | Time: 1.7235e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +Index: 67 | Max_nodes: 62 | Time: 1.7237e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +Index: 11 | Max_nodes: 62 | Time: 1.7294e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +Index: 68 | Max_nodes: 62 | Time: 1.7308e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +Index: 106 | Max_nodes: 62 | Time: 1.7324e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +Index: 46 | Max_nodes: 62 | Time: 1.7351e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +Index: 99 | Max_nodes: 62 | Time: 1.7355e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +Index: 61 | Max_nodes: 62 | Time: 1.7362e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +Index: 108 | Max_nodes: 62 | Time: 1.7377e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +Index: 22 | Max_nodes: 62 | Time: 1.7404e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +Index: 21 | Max_nodes: 62 | Time: 1.7421e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +Index: 102 | Max_nodes: 62 | Time: 1.7424e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +Index: 84 | Max_nodes: 62 | Time: 1.7429e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +Index: 90 | Max_nodes: 62 | Time: 1.7454e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +Index: 82 | Max_nodes: 62 | Time: 1.7466e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +Index: 104 | Max_nodes: 62 | Time: 1.7469e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +Index: 62 | Max_nodes: 62 | Time: 1.7469e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +Index: 51 | Max_nodes: 62 | Time: 1.7479e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +Index: 5 | Max_nodes: 62 | Time: 1.7487e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +Index: 97 | Max_nodes: 62 | Time: 1.7502e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| +Index: 44 | Max_nodes: 62 | Time: 1.7540e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +Index: 27 | Max_nodes: 62 | Time: 1.7566e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +Index: 100 | Max_nodes: 62 | Time: 1.7569e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +Index: 75 | Max_nodes: 62 | Time: 1.7575e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +Index: 15 | Max_nodes: 62 | Time: 1.7581e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +Index: 58 | Max_nodes: 62 | Time: 1.7633e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +Index: 78 | Max_nodes: 62 | Time: 1.7634e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +Index: 38 | Max_nodes: 62 | Time: 1.7634e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +Index: 25 | Max_nodes: 62 | Time: 1.7644e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +Index: 9 | Max_nodes: 62 | Time: 1.7655e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +Index: 19 | Max_nodes: 62 | Time: 1.7657e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +Index: 80 | Max_nodes: 62 | Time: 1.7678e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +Index: 43 | Max_nodes: 62 | Time: 1.7678e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +Index: 73 | Max_nodes: 62 | Time: 1.7689e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +Index: 49 | Max_nodes: 62 | Time: 1.7711e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +Index: 76 | Max_nodes: 62 | Time: 1.7712e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +Index: 40 | Max_nodes: 62 | Time: 1.7713e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +Index: 31 | Max_nodes: 62 | Time: 1.7721e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +Index: 56 | Max_nodes: 62 | Time: 1.7750e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +Index: 98 | Max_nodes: 62 | Time: 1.7752e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +Index: 13 | Max_nodes: 62 | Time: 1.7761e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +Index: 66 | Max_nodes: 62 | Time: 1.7763e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +Index: 37 | Max_nodes: 62 | Time: 1.7764e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +Index: 26 | Max_nodes: 62 | Time: 1.7768e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +Index: 14 | Max_nodes: 62 | Time: 1.7791e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +Index: 74 | Max_nodes: 62 | Time: 1.7792e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +Index: 16 | Max_nodes: 62 | Time: 1.7820e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +Index: 60 | Max_nodes: 62 | Time: 1.7831e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +Index: 7 | Max_nodes: 62 | Time: 1.7832e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +Index: 54 | Max_nodes: 62 | Time: 1.7845e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +Index: 52 | Max_nodes: 62 | Time: 1.7873e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +Index: 34 | Max_nodes: 62 | Time: 1.7934e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +Index: 50 | Max_nodes: 62 | Time: 1.7979e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +Index: 96 | Max_nodes: 62 | Time: 1.7991e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +Index: 24 | Max_nodes: 62 | Time: 1.8012e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +Index: 48 | Max_nodes: 62 | Time: 1.8032e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +Index: 4 | Max_nodes: 62 | Time: 1.8044e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +Index: 32 | Max_nodes: 62 | Time: 1.8072e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +Index: 42 | Max_nodes: 62 | Time: 1.8118e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +Index: 72 | Max_nodes: 62 | Time: 1.8134e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +Index: 36 | Max_nodes: 62 | Time: 1.8142e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +Index: 6 | Max_nodes: 62 | Time: 1.8149e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +Index: 18 | Max_nodes: 62 | Time: 1.8179e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +Index: 30 | Max_nodes: 62 | Time: 1.8219e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +Index: 12 | Max_nodes: 62 | Time: 1.8220e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +Index: 10 | Max_nodes: 62 | Time: 1.8222e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +Index: 8 | Max_nodes: 62 | Time: 1.8308e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +Index: 20 | Max_nodes: 62 | Time: 1.8455e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +Index: 3 | Max_nodes: 62 | Time: 1.8625e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +Index: 28 | Max_nodes: 62 | Time: 1.8776e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +Index: 2 | Max_nodes: 62 | Time: 1.9115e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +Index: 1 | Max_nodes: 62 | Time: 1.9308e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +Index: 0 | Max_nodes: 62 | Time: 2.0030e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| ........................... -Average time: 2.5182e-05s +Average time: 1.7349e-04s ________________________________________________________________________________________________ -120 permutations have 93 max nodes. +120 permutations have 62 max nodes. +Index: 119 | Active_nodes: 31 | Time: 1.5520e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +Index: 95 | Active_nodes: 31 | Time: 1.5776e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +Index: 71 | Active_nodes: 31 | Time: 1.5899e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +Index: 113 | Active_nodes: 31 | Time: 1.5931e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +Index: 89 | Active_nodes: 31 | Time: 1.6057e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +Index: 117 | Active_nodes: 31 | Time: 1.6132e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +Index: 111 | Active_nodes: 31 | Time: 1.6140e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +Index: 107 | Active_nodes: 31 | Time: 1.6183e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +Index: 118 | Active_nodes: 31 | Time: 1.6239e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +Index: 83 | Active_nodes: 31 | Time: 1.6257e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +Index: 47 | Active_nodes: 31 | Time: 1.6262e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +Index: 59 | Active_nodes: 31 | Time: 1.6279e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +Index: 65 | Active_nodes: 31 | Time: 1.6302e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +Index: 87 | Active_nodes: 31 | Time: 1.6316e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +Index: 93 | Active_nodes: 31 | Time: 1.6402e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +Index: 115 | Active_nodes: 31 | Time: 1.6512e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +Index: 41 | Active_nodes: 31 | Time: 1.6519e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +Index: 116 | Active_nodes: 31 | Time: 1.6521e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +Index: 35 | Active_nodes: 31 | Time: 1.6576e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +Index: 63 | Active_nodes: 31 | Time: 1.6619e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +Index: 94 | Active_nodes: 31 | Time: 1.6640e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +Index: 105 | Active_nodes: 31 | Time: 1.6641e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +Index: 57 | Active_nodes: 31 | Time: 1.6665e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +Index: 39 | Active_nodes: 31 | Time: 1.6684e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +Index: 69 | Active_nodes: 31 | Time: 1.6691e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +Index: 81 | Active_nodes: 31 | Time: 1.6718e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +Index: 23 | Active_nodes: 31 | Time: 1.6741e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +Index: 45 | Active_nodes: 31 | Time: 1.6785e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +Index: 70 | Active_nodes: 31 | Time: 1.6793e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +Index: 112 | Active_nodes: 31 | Time: 1.6853e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +Index: 109 | Active_nodes: 31 | Time: 1.6866e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +Index: 88 | Active_nodes: 31 | Time: 1.6876e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +Index: 85 | Active_nodes: 31 | Time: 1.6885e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +Index: 86 | Active_nodes: 31 | Time: 1.6895e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +Index: 110 | Active_nodes: 31 | Time: 1.6909e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +Index: 91 | Active_nodes: 31 | Time: 1.6978e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +Index: 92 | Active_nodes: 31 | Time: 1.7007e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +Index: 33 | Active_nodes: 31 | Time: 1.7015e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +Index: 101 | Active_nodes: 31 | Time: 1.7019e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +Index: 114 | Active_nodes: 31 | Time: 1.7047e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +Index: 77 | Active_nodes: 31 | Time: 1.7065e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +Index: 53 | Active_nodes: 31 | Time: 1.7097e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +Index: 103 | Active_nodes: 31 | Time: 1.7122e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +Index: 17 | Active_nodes: 31 | Time: 1.7128e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +Index: 79 | Active_nodes: 31 | Time: 1.7129e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +Index: 64 | Active_nodes: 31 | Time: 1.7155e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +Index: 29 | Active_nodes: 31 | Time: 1.7195e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +Index: 55 | Active_nodes: 31 | Time: 1.7235e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +Index: 67 | Active_nodes: 31 | Time: 1.7237e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +Index: 11 | Active_nodes: 31 | Time: 1.7294e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +Index: 68 | Active_nodes: 31 | Time: 1.7308e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +Index: 106 | Active_nodes: 31 | Time: 1.7324e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +Index: 46 | Active_nodes: 31 | Time: 1.7351e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +Index: 99 | Active_nodes: 31 | Time: 1.7355e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +Index: 61 | Active_nodes: 31 | Time: 1.7362e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +Index: 108 | Active_nodes: 31 | Time: 1.7377e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +Index: 22 | Active_nodes: 31 | Time: 1.7404e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +Index: 21 | Active_nodes: 31 | Time: 1.7421e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +Index: 102 | Active_nodes: 31 | Time: 1.7424e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +Index: 84 | Active_nodes: 31 | Time: 1.7429e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +Index: 90 | Active_nodes: 31 | Time: 1.7454e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +Index: 82 | Active_nodes: 31 | Time: 1.7466e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +Index: 104 | Active_nodes: 31 | Time: 1.7469e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +Index: 62 | Active_nodes: 31 | Time: 1.7469e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +Index: 51 | Active_nodes: 31 | Time: 1.7479e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +Index: 5 | Active_nodes: 31 | Time: 1.7487e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +Index: 97 | Active_nodes: 31 | Time: 1.7502e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| +Index: 44 | Active_nodes: 31 | Time: 1.7540e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +Index: 27 | Active_nodes: 31 | Time: 1.7566e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +Index: 100 | Active_nodes: 31 | Time: 1.7569e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +Index: 75 | Active_nodes: 31 | Time: 1.7575e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +Index: 15 | Active_nodes: 31 | Time: 1.7581e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +Index: 58 | Active_nodes: 31 | Time: 1.7633e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +Index: 78 | Active_nodes: 31 | Time: 1.7634e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +Index: 38 | Active_nodes: 31 | Time: 1.7634e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +Index: 25 | Active_nodes: 31 | Time: 1.7644e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +Index: 9 | Active_nodes: 31 | Time: 1.7655e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +Index: 19 | Active_nodes: 31 | Time: 1.7657e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +Index: 80 | Active_nodes: 31 | Time: 1.7678e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +Index: 43 | Active_nodes: 31 | Time: 1.7678e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +Index: 73 | Active_nodes: 31 | Time: 1.7689e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +Index: 49 | Active_nodes: 31 | Time: 1.7711e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +Index: 76 | Active_nodes: 31 | Time: 1.7712e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| +Index: 40 | Active_nodes: 31 | Time: 1.7713e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +Index: 31 | Active_nodes: 31 | Time: 1.7721e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +Index: 56 | Active_nodes: 31 | Time: 1.7750e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +Index: 98 | Active_nodes: 31 | Time: 1.7752e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +Index: 13 | Active_nodes: 31 | Time: 1.7761e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +Index: 66 | Active_nodes: 31 | Time: 1.7763e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +Index: 37 | Active_nodes: 31 | Time: 1.7764e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +Index: 26 | Active_nodes: 31 | Time: 1.7768e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +Index: 14 | Active_nodes: 31 | Time: 1.7791e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +Index: 74 | Active_nodes: 31 | Time: 1.7792e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +Index: 16 | Active_nodes: 31 | Time: 1.7820e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +Index: 60 | Active_nodes: 31 | Time: 1.7831e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +Index: 7 | Active_nodes: 31 | Time: 1.7832e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +Index: 54 | Active_nodes: 31 | Time: 1.7845e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +Index: 52 | Active_nodes: 31 | Time: 1.7873e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +Index: 34 | Active_nodes: 31 | Time: 1.7934e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +Index: 50 | Active_nodes: 31 | Time: 1.7979e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +Index: 96 | Active_nodes: 31 | Time: 1.7991e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +Index: 24 | Active_nodes: 31 | Time: 1.8012e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +Index: 48 | Active_nodes: 31 | Time: 1.8032e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +Index: 4 | Active_nodes: 31 | Time: 1.8044e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +Index: 32 | Active_nodes: 31 | Time: 1.8072e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +Index: 42 | Active_nodes: 31 | Time: 1.8118e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +Index: 72 | Active_nodes: 31 | Time: 1.8134e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +Index: 36 | Active_nodes: 31 | Time: 1.8142e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +Index: 6 | Active_nodes: 31 | Time: 1.8149e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +Index: 18 | Active_nodes: 31 | Time: 1.8179e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +Index: 30 | Active_nodes: 31 | Time: 1.8219e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +Index: 12 | Active_nodes: 31 | Time: 1.8220e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +Index: 10 | Active_nodes: 31 | Time: 1.8222e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +Index: 8 | Active_nodes: 31 | Time: 1.8308e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +Index: 20 | Active_nodes: 31 | Time: 1.8455e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +Index: 3 | Active_nodes: 31 | Time: 1.8625e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +Index: 28 | Active_nodes: 31 | Time: 1.8776e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +Index: 2 | Active_nodes: 31 | Time: 1.9115e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +Index: 1 | Active_nodes: 31 | Time: 1.9308e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +Index: 0 | Active_nodes: 31 | Time: 2.0030e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| ........................... -Average time: 2.5182e-05s +Average time: 1.7349e-04s ________________________________________________________________________________________________ -execution time of: 2.2438e-05s: Index: 119 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -execution time of: 2.2628e-05s: Index: 89 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -execution time of: 2.2665e-05s: Index: 117 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -execution time of: 2.2723e-05s: Index: 113 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -execution time of: 2.2813e-05s: Index: 111 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -execution time of: 2.3075e-05s: Index: 107 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -execution time of: 2.3115e-05s: Index: 71 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -execution time of: 2.3200e-05s: Index: 118 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -execution time of: 2.3280e-05s: Index: 47 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -execution time of: 2.3283e-05s: Index: 59 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -execution time of: 2.3425e-05s: Index: 83 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -execution time of: 2.3485e-05s: Index: 115 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -execution time of: 2.3545e-05s: Index: 116 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -execution time of: 2.3625e-05s: Index: 65 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -execution time of: 2.3658e-05s: Index: 93 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -execution time of: 2.3665e-05s: Index: 87 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -execution time of: 2.3795e-05s: Index: 94 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -execution time of: 2.3835e-05s: Index: 57 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -execution time of: 2.3925e-05s: Index: 112 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -execution time of: 2.4010e-05s: Index: 109 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -execution time of: 2.4038e-05s: Index: 88 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -execution time of: 2.4045e-05s: Index: 23 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -execution time of: 2.4080e-05s: Index: 69 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -execution time of: 2.4115e-05s: Index: 81 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -execution time of: 2.4220e-05s: Index: 45 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -execution time of: 2.4240e-05s: Index: 103 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -execution time of: 2.4275e-05s: Index: 85 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -execution time of: 2.4285e-05s: Index: 11 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -execution time of: 2.4330e-05s: Index: 70 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -execution time of: 2.4343e-05s: Index: 91 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -execution time of: 2.4360e-05s: Index: 92 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -execution time of: 2.4425e-05s: Index: 77 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -execution time of: 2.4430e-05s: Index: 63 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -execution time of: 2.4433e-05s: Index: 114 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -execution time of: 2.4470e-05s: Index: 33 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -execution time of: 2.4470e-05s: Index: 101 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -execution time of: 2.4506e-05s: Index: 86 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -execution time of: 2.4508e-05s: Index: 17 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -execution time of: 2.4513e-05s: Index: 39 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -execution time of: 2.4570e-05s: Index: 53 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -execution time of: 2.4586e-05s: Index: 29 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -execution time of: 2.4640e-05s: Index: 110 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -execution time of: 2.4778e-05s: Index: 9 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -execution time of: 2.4900e-05s: Index: 64 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -execution time of: 2.4940e-05s: Index: 106 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -execution time of: 2.4985e-05s: Index: 5 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -execution time of: 2.5018e-05s: Index: 105 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -execution time of: 2.5023e-05s: Index: 55 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -execution time of: 2.5028e-05s: Index: 82 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -execution time of: 2.5058e-05s: Index: 80 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -execution time of: 2.5090e-05s: Index: 15 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -execution time of: 2.5116e-05s: Index: 14 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -execution time of: 2.5120e-05s: Index: 78 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -execution time of: 2.5140e-05s: Index: 61 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -execution time of: 2.5145e-05s: Index: 104 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -execution time of: 2.5163e-05s: Index: 41 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -execution time of: 2.5188e-05s: Index: 35 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -execution time of: 2.5233e-05s: Index: 31 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -execution time of: 2.5263e-05s: Index: 75 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -execution time of: 2.5273e-05s: Index: 102 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -execution time of: 2.5275e-05s: Index: 51 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -execution time of: 2.5283e-05s: Index: 90 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -execution time of: 2.5293e-05s: Index: 27 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -execution time of: 2.5393e-05s: Index: 67 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -execution time of: 2.5438e-05s: Index: 44 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -execution time of: 2.5448e-05s: Index: 21 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -execution time of: 2.5463e-05s: Index: 74 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -execution time of: 2.5465e-05s: Index: 1 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -execution time of: 2.5470e-05s: Index: 54 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -execution time of: 2.5478e-05s: Index: 62 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -execution time of: 2.5493e-05s: Index: 100 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -execution time of: 2.5495e-05s: Index: 58 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -execution time of: 2.5513e-05s: Index: 40 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -execution time of: 2.5515e-05s: Index: 10 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -execution time of: 2.5545e-05s: Index: 7 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -execution time of: 2.5553e-05s: Index: 3 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -execution time of: 2.5598e-05s: Index: 8 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -execution time of: 2.5615e-05s: Index: 19 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -execution time of: 2.5618e-05s: Index: 98 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -execution time of: 2.5630e-05s: Index: 25 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -execution time of: 2.5648e-05s: Index: 68 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -execution time of: 2.5658e-05s: Index: 73 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -execution time of: 2.5665e-05s: Index: 37 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -execution time of: 2.5700e-05s: Index: 97 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -execution time of: 2.5715e-05s: Index: 43 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -execution time of: 2.5830e-05s: Index: 76 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -execution time of: 2.5840e-05s: Index: 34 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -execution time of: 2.5915e-05s: Index: 32 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -execution time of: 2.5925e-05s: Index: 96 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -execution time of: 2.5940e-05s: Index: 18 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -execution time of: 2.5963e-05s: Index: 2 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -execution time of: 2.6011e-05s: Index: 4 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -execution time of: 2.6025e-05s: Index: 6 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -execution time of: 2.6050e-05s: Index: 0 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -execution time of: 2.6070e-05s: Index: 12 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -execution time of: 2.6160e-05s: Index: 60 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -execution time of: 2.6200e-05s: Index: 52 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -execution time of: 2.6245e-05s: Index: 99 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -execution time of: 2.6298e-05s: Index: 79 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -execution time of: 2.6395e-05s: Index: 50 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -execution time of: 2.6418e-05s: Index: 66 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -execution time of: 2.6438e-05s: Index: 84 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -execution time of: 2.6498e-05s: Index: 36 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -execution time of: 2.6500e-05s: Index: 20 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -execution time of: 2.6523e-05s: Index: 42 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -execution time of: 2.6690e-05s: Index: 38 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -execution time of: 2.6838e-05s: Index: 26 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -execution time of: 2.6856e-05s: Index: 56 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -execution time of: 2.6923e-05s: Index: 72 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -execution time of: 2.7285e-05s: Index: 30 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -execution time of: 2.7315e-05s: Index: 28 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -execution time of: 2.7353e-05s: Index: 49 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -execution time of: 2.8063e-05s: Index: 48 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -execution time of: 2.8153e-05s: Index: 24 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -execution time of: 2.8453e-05s: Index: 22 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -execution time of: 2.9205e-05s: Index: 16 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -execution time of: 3.0623e-05s: Index: 46 | Max_nodes: 93 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +execution time of: 1.5520e-04s: Index: 119 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| + +execution time of: 1.5776e-04s: Index: 95 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| + +execution time of: 1.5899e-04s: Index: 71 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| + +execution time of: 1.5931e-04s: Index: 113 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| + +execution time of: 1.6057e-04s: Index: 89 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| + +execution time of: 1.6132e-04s: Index: 117 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| + +execution time of: 1.6140e-04s: Index: 111 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| + +execution time of: 1.6183e-04s: Index: 107 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| + +execution time of: 1.6239e-04s: Index: 118 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| + +execution time of: 1.6257e-04s: Index: 83 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| + +execution time of: 1.6262e-04s: Index: 47 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| + +execution time of: 1.6279e-04s: Index: 59 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| + +execution time of: 1.6302e-04s: Index: 65 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| + +execution time of: 1.6316e-04s: Index: 87 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| + +execution time of: 1.6402e-04s: Index: 93 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| + +execution time of: 1.6512e-04s: Index: 115 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| + +execution time of: 1.6519e-04s: Index: 41 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| + +execution time of: 1.6521e-04s: Index: 116 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| + +execution time of: 1.6576e-04s: Index: 35 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| + +execution time of: 1.6619e-04s: Index: 63 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| + +execution time of: 1.6640e-04s: Index: 94 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| + +execution time of: 1.6641e-04s: Index: 105 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| + +execution time of: 1.6665e-04s: Index: 57 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| + +execution time of: 1.6684e-04s: Index: 39 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| + +execution time of: 1.6691e-04s: Index: 69 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| + +execution time of: 1.6718e-04s: Index: 81 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| + +execution time of: 1.6741e-04s: Index: 23 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| + +execution time of: 1.6785e-04s: Index: 45 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| + +execution time of: 1.6793e-04s: Index: 70 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| + +execution time of: 1.6853e-04s: Index: 112 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| + +execution time of: 1.6866e-04s: Index: 109 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| + +execution time of: 1.6876e-04s: Index: 88 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| + +execution time of: 1.6885e-04s: Index: 85 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| + +execution time of: 1.6895e-04s: Index: 86 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| + +execution time of: 1.6909e-04s: Index: 110 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| + +execution time of: 1.6978e-04s: Index: 91 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| + +execution time of: 1.7007e-04s: Index: 92 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| + +execution time of: 1.7015e-04s: Index: 33 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| + +execution time of: 1.7019e-04s: Index: 101 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| + +execution time of: 1.7047e-04s: Index: 114 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| + +execution time of: 1.7065e-04s: Index: 77 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| + +execution time of: 1.7097e-04s: Index: 53 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| + +execution time of: 1.7122e-04s: Index: 103 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| + +execution time of: 1.7128e-04s: Index: 17 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| + +execution time of: 1.7129e-04s: Index: 79 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| + +execution time of: 1.7155e-04s: Index: 64 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| + +execution time of: 1.7195e-04s: Index: 29 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| + +execution time of: 1.7235e-04s: Index: 55 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| + +execution time of: 1.7237e-04s: Index: 67 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| + +execution time of: 1.7294e-04s: Index: 11 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| + +execution time of: 1.7308e-04s: Index: 68 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| + +execution time of: 1.7324e-04s: Index: 106 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| + +execution time of: 1.7351e-04s: Index: 46 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| + +execution time of: 1.7355e-04s: Index: 99 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| + +execution time of: 1.7362e-04s: Index: 61 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| + +execution time of: 1.7377e-04s: Index: 108 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| + +execution time of: 1.7404e-04s: Index: 22 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| + +execution time of: 1.7421e-04s: Index: 21 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| + +execution time of: 1.7424e-04s: Index: 102 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| + +execution time of: 1.7429e-04s: Index: 84 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| + +execution time of: 1.7454e-04s: Index: 90 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| + +execution time of: 1.7466e-04s: Index: 82 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| + +execution time of: 1.7469e-04s: Index: 104 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| + +execution time of: 1.7469e-04s: Index: 62 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| + +execution time of: 1.7479e-04s: Index: 51 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| + +execution time of: 1.7487e-04s: Index: 5 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| + +execution time of: 1.7502e-04s: Index: 97 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| + +execution time of: 1.7540e-04s: Index: 44 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| + +execution time of: 1.7566e-04s: Index: 27 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| + +execution time of: 1.7569e-04s: Index: 100 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| + +execution time of: 1.7575e-04s: Index: 75 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| + +execution time of: 1.7581e-04s: Index: 15 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| + +execution time of: 1.7633e-04s: Index: 58 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| + +execution time of: 1.7634e-04s: Index: 78 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| + +execution time of: 1.7634e-04s: Index: 38 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| + +execution time of: 1.7644e-04s: Index: 25 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| + +execution time of: 1.7655e-04s: Index: 9 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| + +execution time of: 1.7657e-04s: Index: 19 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| + +execution time of: 1.7678e-04s: Index: 80 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| + +execution time of: 1.7678e-04s: Index: 43 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| + +execution time of: 1.7689e-04s: Index: 73 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| + +execution time of: 1.7711e-04s: Index: 49 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| + +execution time of: 1.7712e-04s: Index: 76 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| + +execution time of: 1.7713e-04s: Index: 40 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| + +execution time of: 1.7721e-04s: Index: 31 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| + +execution time of: 1.7750e-04s: Index: 56 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| + +execution time of: 1.7752e-04s: Index: 98 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| + +execution time of: 1.7761e-04s: Index: 13 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| + +execution time of: 1.7763e-04s: Index: 66 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| + +execution time of: 1.7764e-04s: Index: 37 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| + +execution time of: 1.7768e-04s: Index: 26 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| + +execution time of: 1.7791e-04s: Index: 14 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| + +execution time of: 1.7792e-04s: Index: 74 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| + +execution time of: 1.7820e-04s: Index: 16 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| + +execution time of: 1.7831e-04s: Index: 60 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| + +execution time of: 1.7832e-04s: Index: 7 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| + +execution time of: 1.7845e-04s: Index: 54 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| + +execution time of: 1.7873e-04s: Index: 52 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| + +execution time of: 1.7934e-04s: Index: 34 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| + +execution time of: 1.7979e-04s: Index: 50 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| + +execution time of: 1.7991e-04s: Index: 96 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| + +execution time of: 1.8012e-04s: Index: 24 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| + +execution time of: 1.8032e-04s: Index: 48 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| + +execution time of: 1.8044e-04s: Index: 4 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| + +execution time of: 1.8072e-04s: Index: 32 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| + +execution time of: 1.8118e-04s: Index: 42 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| + +execution time of: 1.8134e-04s: Index: 72 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| + +execution time of: 1.8142e-04s: Index: 36 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| + +execution time of: 1.8149e-04s: Index: 6 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| + +execution time of: 1.8179e-04s: Index: 18 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| + +execution time of: 1.8219e-04s: Index: 30 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| + +execution time of: 1.8220e-04s: Index: 12 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| + +execution time of: 1.8222e-04s: Index: 10 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| + +execution time of: 1.8308e-04s: Index: 8 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| + +execution time of: 1.8455e-04s: Index: 20 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| + +execution time of: 1.8625e-04s: Index: 3 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| + +execution time of: 1.8776e-04s: Index: 28 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| + +execution time of: 1.9115e-04s: Index: 2 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| + +execution time of: 1.9308e-04s: Index: 1 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| + +execution time of: 2.0030e-04s: Index: 0 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| + ________________________________________________________________________________________________ Start Simulation of vqe_indep_qiskit_6__________________________________________________ @@ -341,730 +794,2917 @@ Start Simulation of vqe_indep_qiskit_6__________________________________________ 35:...|...|...|...|...|...5 .o:...0...1...2...3...4...5 Total Permutations: 720 -Min time: 3.7846e-05s................. Permutation 1 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Max time: 8.7034e-05s................. Permutation 532: 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| +Min time: 2.5850e-04s................. Permutation 5 : 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +Max time: 3.4852e-04s................. Permutation 320: 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| Min active nodes: 61 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Min max nodes: 187 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Min max nodes: 126 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| Max active nodes: 63 nodes.................... Permutation 136: 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Max max nodes: 189 nodes.................... Permutation 136: 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +Max max nodes: 126 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| ________________________________________________________________________________________________ 54 permutations have 61 active nodes. +Index: 120 | Max_nodes: 126 | Time: 2.6182e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Index: 122 | Max_nodes: 126 | Time: 2.6381e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 6 | Max_nodes: 126 | Time: 2.6409e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Index: 24 | Max_nodes: 126 | Time: 2.6447e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +Index: 2 | Max_nodes: 126 | Time: 2.6457e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 26 | Max_nodes: 126 | Time: 2.6525e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +Index: 12 | Max_nodes: 126 | Time: 2.6556e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +Index: 18 | Max_nodes: 126 | Time: 2.6668e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +Index: 14 | Max_nodes: 126 | Time: 2.6711e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +Index: 20 | Max_nodes: 126 | Time: 2.6778e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +Index: 132 | Max_nodes: 126 | Time: 2.6802e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +Index: 0 | Max_nodes: 126 | Time: 2.6807e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Index: 126 | Max_nodes: 126 | Time: 2.6864e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Index: 48 | Max_nodes: 126 | Time: 2.6868e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +Index: 240 | Max_nodes: 126 | Time: 2.6892e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +Index: 134 | Max_nodes: 126 | Time: 2.6918e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +Index: 242 | Max_nodes: 126 | Time: 2.6983e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +Index: 8 | Max_nodes: 126 | Time: 2.7174e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +Index: 128 | Max_nodes: 126 | Time: 2.7212e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +Index: 360 | Max_nodes: 126 | Time: 2.7283e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +Index: 30 | Max_nodes: 126 | Time: 2.7299e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +Index: 54 | Max_nodes: 126 | Time: 2.7359e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +Index: 78 | Max_nodes: 126 | Time: 2.7369e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +Index: 72 | Max_nodes: 126 | Time: 2.7578e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +Index: 74 | Max_nodes: 126 | Time: 2.7695e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| +Index: 246 | Max_nodes: 126 | Time: 2.7725e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +Index: 36 | Max_nodes: 126 | Time: 2.7738e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +Index: 366 | Max_nodes: 126 | Time: 2.7800e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +Index: 50 | Max_nodes: 126 | Time: 2.7848e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| +Index: 480 | Max_nodes: 126 | Time: 2.7859e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +Index: 84 | Max_nodes: 126 | Time: 2.7866e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| +Index: 66 | Max_nodes: 126 | Time: 2.8080e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| +Index: 362 | Max_nodes: 126 | Time: 2.8153e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| +Index: 60 | Max_nodes: 126 | Time: 2.8164e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| +Index: 482 | Max_nodes: 126 | Time: 2.8298e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| +Index: 42 | Max_nodes: 126 | Time: 2.8362e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| +Index: 86 | Max_nodes: 126 | Time: 2.8385e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| +Index: 252 | Max_nodes: 126 | Time: 2.8642e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +Index: 486 | Max_nodes: 126 | Time: 2.8643e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +Index: 372 | Max_nodes: 126 | Time: 2.8791e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| +Index: 68 | Max_nodes: 126 | Time: 2.8868e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| +Index: 492 | Max_nodes: 126 | Time: 2.8879e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| +Index: 62 | Max_nodes: 126 | Time: 2.8911e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| +Index: 38 | Max_nodes: 126 | Time: 2.9012e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| +Index: 56 | Max_nodes: 126 | Time: 2.9057e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| +Index: 80 | Max_nodes: 126 | Time: 2.9066e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| +Index: 32 | Max_nodes: 126 | Time: 2.9254e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +Index: 494 | Max_nodes: 126 | Time: 2.9523e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| +Index: 248 | Max_nodes: 126 | Time: 2.9580e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +Index: 488 | Max_nodes: 126 | Time: 2.9709e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| +Index: 44 | Max_nodes: 126 | Time: 2.9730e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| +Index: 254 | Max_nodes: 126 | Time: 2.9985e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| +Index: 374 | Max_nodes: 126 | Time: 3.0814e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 5| +Index: 368 | Max_nodes: 126 | Time: 3.1002e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| ........................... -Average time: 4.2853e-05s +Average time: 2.7925e-04s 264 permutations have 62 active nodes. +Index: 5 | Max_nodes: 126 | Time: 2.5850e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +Index: 125 | Max_nodes: 126 | Time: 2.5883e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +Index: 7 | Max_nodes: 126 | Time: 2.5893e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +Index: 127 | Max_nodes: 126 | Time: 2.5917e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +Index: 121 | Max_nodes: 126 | Time: 2.6027e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Index: 29 | Max_nodes: 126 | Time: 2.6032e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +Index: 123 | Max_nodes: 126 | Time: 2.6062e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +Index: 19 | Max_nodes: 126 | Time: 2.6072e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +Index: 23 | Max_nodes: 126 | Time: 2.6148e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +Index: 3 | Max_nodes: 126 | Time: 2.6166e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +Index: 25 | Max_nodes: 126 | Time: 2.6203e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +Index: 13 | Max_nodes: 126 | Time: 2.6223e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +Index: 133 | Max_nodes: 126 | Time: 2.6269e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +Index: 1 | Max_nodes: 126 | Time: 2.6280e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Index: 143 | Max_nodes: 126 | Time: 2.6316e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +Index: 124 | Max_nodes: 126 | Time: 2.6353e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +Index: 139 | Max_nodes: 126 | Time: 2.6368e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +Index: 27 | Max_nodes: 126 | Time: 2.6405e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +Index: 49 | Max_nodes: 126 | Time: 2.6423e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +Index: 17 | Max_nodes: 126 | Time: 2.6456e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +Index: 21 | Max_nodes: 126 | Time: 2.6463e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +Index: 28 | Max_nodes: 126 | Time: 2.6467e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +Index: 15 | Max_nodes: 126 | Time: 2.6490e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +Index: 137 | Max_nodes: 126 | Time: 2.6491e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +Index: 11 | Max_nodes: 126 | Time: 2.6539e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +Index: 22 | Max_nodes: 126 | Time: 2.6597e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +Index: 241 | Max_nodes: 126 | Time: 2.6648e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +Index: 135 | Max_nodes: 126 | Time: 2.6657e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +Index: 55 | Max_nodes: 126 | Time: 2.6692e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| +Index: 131 | Max_nodes: 126 | Time: 2.6735e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +Index: 9 | Max_nodes: 126 | Time: 2.6736e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +Index: 245 | Max_nodes: 126 | Time: 2.6778e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +Index: 141 | Max_nodes: 126 | Time: 2.6816e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +Index: 101 | Max_nodes: 126 | Time: 2.6854e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| +Index: 129 | Max_nodes: 126 | Time: 2.6858e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +Index: 31 | Max_nodes: 126 | Time: 2.6861e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| +Index: 97 | Max_nodes: 126 | Time: 2.6867e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| +Index: 77 | Max_nodes: 126 | Time: 2.6884e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| +Index: 138 | Max_nodes: 126 | Time: 2.6897e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 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-> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| +Index: 620 | Max_nodes: 126 | Time: 2.9068e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| +Index: 82 | Max_nodes: 126 | Time: 2.9100e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| +Index: 257 | Max_nodes: 126 | Time: 2.9102e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| +Index: 489 | Max_nodes: 126 | Time: 2.9125e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1| +Index: 270 | Max_nodes: 126 | Time: 2.9172e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| +Index: 558 | Max_nodes: 126 | Time: 2.9172e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| +Index: 39 | Max_nodes: 126 | Time: 2.9176e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +Index: 369 | Max_nodes: 126 | Time: 2.9194e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 1| +Index: 34 | Max_nodes: 126 | Time: 2.9208e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| +Index: 104 | Max_nodes: 126 | Time: 2.9215e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| +Index: 45 | Max_nodes: 126 | Time: 2.9227e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| +Index: 194 | Max_nodes: 126 | Time: 2.9240e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| +Index: 249 | Max_nodes: 126 | Time: 2.9246e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +Index: 294 | Max_nodes: 126 | Time: 2.9271e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| +Index: 614 | Max_nodes: 126 | Time: 2.9275e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4| +Index: 500 | Max_nodes: 126 | Time: 2.9277e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 3| +Index: 170 | Max_nodes: 126 | Time: 2.9328e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| +Index: 375 | Max_nodes: 126 | Time: 2.9355e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| +Index: 552 | Max_nodes: 126 | Time: 2.9364e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| +Index: 251 | Max_nodes: 126 | Time: 2.9373e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| +Index: 432 | Max_nodes: 126 | Time: 2.9375e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| +Index: 198 | Max_nodes: 126 | Time: 2.9404e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| +Index: 260 | Max_nodes: 126 | Time: 2.9414e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 4| +Index: 150 | Max_nodes: 126 | Time: 2.9428e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| +Index: 380 | Max_nodes: 126 | Time: 2.9493e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 4| +Index: 390 | Max_nodes: 126 | Time: 2.9496e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| +Index: 250 | Max_nodes: 126 | Time: 2.9502e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| +Index: 610 | Max_nodes: 126 | Time: 2.9507e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 3| +Index: 255 | Max_nodes: 126 | Time: 2.9553e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +Index: 554 | Max_nodes: 126 | Time: 2.9561e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| +Index: 46 | Max_nodes: 126 | Time: 2.9573e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| +Index: 370 | Max_nodes: 126 | Time: 2.9622e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 4| +Index: 490 | Max_nodes: 126 | Time: 2.9637e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| +Index: 510 | Max_nodes: 126 | Time: 2.9661e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| +Index: 282 | Max_nodes: 126 | Time: 2.9683e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| +Index: 162 | Max_nodes: 126 | Time: 2.9695e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| +Index: 438 | Max_nodes: 126 | Time: 2.9711e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| +Index: 635 | Max_nodes: 126 | Time: 2.9764e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| +Index: 608 | Max_nodes: 126 | Time: 2.9859e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| +Index: 40 | Max_nodes: 126 | Time: 2.9884e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| +Index: 276 | Max_nodes: 126 | Time: 2.9906e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| +Index: 434 | Max_nodes: 126 | Time: 2.9980e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| +Index: 564 | Max_nodes: 126 | Time: 3.0040e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +Index: 645 | Max_nodes: 126 | Time: 3.0053e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| +Index: 201 | Max_nodes: 126 | Time: 3.0059e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| +Index: 156 | Max_nodes: 126 | Time: 3.0089e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| +Index: 177 | Max_nodes: 126 | Time: 3.0108e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| +Index: 402 | Max_nodes: 126 | Time: 3.0158e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 4| +Index: 186 | Max_nodes: 126 | Time: 3.0161e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| +Index: 530 | Max_nodes: 126 | Time: 3.0194e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| +Index: 410 | Max_nodes: 126 | Time: 3.0252e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| +Index: 396 | Max_nodes: 126 | Time: 3.0288e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| +Index: 393 | Max_nodes: 126 | Time: 3.0296e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| +Index: 204 | Max_nodes: 126 | Time: 3.0330e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| +Index: 314 | Max_nodes: 126 | Time: 3.0381e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| +Index: 180 | Max_nodes: 126 | Time: 3.0400e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| +Index: 290 | Max_nodes: 126 | Time: 3.0478e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| +Index: 444 | Max_nodes: 126 | Time: 3.0505e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +Index: 324 | Max_nodes: 126 | Time: 3.0535e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| +Index: 516 | Max_nodes: 126 | Time: 3.0615e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| +Index: 426 | Max_nodes: 126 | Time: 3.0630e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| +Index: 540 | Max_nodes: 126 | Time: 3.0801e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| +Index: 420 | Max_nodes: 126 | Time: 3.0806e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| +Index: 306 | Max_nodes: 126 | Time: 3.0808e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| +Index: 318 | Max_nodes: 126 | Time: 3.0988e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 5| +Index: 566 | Max_nodes: 126 | Time: 3.1155e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +Index: 300 | Max_nodes: 126 | Time: 3.1165e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| +Index: 446 | Max_nodes: 126 | Time: 3.1426e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +Index: 326 | Max_nodes: 126 | Time: 3.1621e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| +Index: 428 | Max_nodes: 126 | Time: 3.1686e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| +Index: 560 | Max_nodes: 126 | Time: 3.1731e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| +Index: 206 | Max_nodes: 126 | Time: 3.1805e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| +Index: 422 | Max_nodes: 126 | Time: 3.1832e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| +Index: 542 | Max_nodes: 126 | Time: 3.1906e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| +Index: 302 | Max_nodes: 126 | Time: 3.1961e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| +Index: 308 | Max_nodes: 126 | Time: 3.1977e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| +Index: 188 | Max_nodes: 126 | Time: 3.2083e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 4| +Index: 440 | Max_nodes: 126 | Time: 3.2091e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| +Index: 536 | Max_nodes: 126 | Time: 3.2102e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| +Index: 416 | Max_nodes: 126 | Time: 3.2117e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| +Index: 404 | Max_nodes: 126 | Time: 3.2158e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| +Index: 278 | Max_nodes: 126 | Time: 3.2214e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| +Index: 321 | Max_nodes: 126 | Time: 3.2234e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| +Index: 164 | Max_nodes: 126 | Time: 3.2282e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| +Index: 182 | Max_nodes: 126 | Time: 3.2282e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| +Index: 284 | Max_nodes: 126 | Time: 3.2312e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| +Index: 158 | Max_nodes: 126 | Time: 3.2343e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| +Index: 398 | Max_nodes: 126 | Time: 3.2352e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| +Index: 176 | Max_nodes: 126 | Time: 3.2438e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| +Index: 200 | Max_nodes: 126 | Time: 3.2446e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| +Index: 518 | Max_nodes: 126 | Time: 3.2578e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| +Index: 272 | Max_nodes: 126 | Time: 3.2652e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| +Index: 392 | Max_nodes: 126 | Time: 3.2718e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| +Index: 152 | Max_nodes: 126 | Time: 3.2722e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| +Index: 296 | Max_nodes: 126 | Time: 3.2744e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| +Index: 512 | Max_nodes: 126 | Time: 3.2948e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| +Index: 320 | Max_nodes: 126 | Time: 3.4852e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| ........................... -Average time: 4.4401e-05s +Average time: 2.8752e-04s 402 permutations have 63 active nodes. +Index: 136 | Max_nodes: 126 | Time: 2.7078e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +Index: 265 | Max_nodes: 126 | Time: 2.7081e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +Index: 269 | Max_nodes: 126 | Time: 2.7314e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| +Index: 142 | Max_nodes: 126 | Time: 2.7499e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +Index: 267 | Max_nodes: 126 | Time: 2.7546e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| +Index: 145 | Max_nodes: 126 | Time: 2.7594e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +Index: 625 | Max_nodes: 126 | Time: 2.7628e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3| +Index: 385 | Max_nodes: 126 | Time: 2.7641e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4| +Index: 149 | Max_nodes: 126 | Time: 2.7664e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| +Index: 268 | Max_nodes: 126 | Time: 2.7669e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| +Index: 719 | Max_nodes: 126 | Time: 2.7792e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +Index: 629 | Max_nodes: 126 | Time: 2.7822e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| +Index: 505 | Max_nodes: 126 | Time: 2.7838e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 3| +Index: 147 | Max_nodes: 126 | Time: 2.7844e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| +Index: 409 | Max_nodes: 126 | Time: 2.7915e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| +Index: 389 | Max_nodes: 126 | Time: 2.8003e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| +Index: 649 | Max_nodes: 126 | Time: 2.8017e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 3| +Index: 169 | Max_nodes: 126 | Time: 2.8039e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| +Index: 415 | Max_nodes: 126 | Time: 2.8071e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| +Index: 697 | Max_nodes: 126 | Time: 2.8072e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| +Index: 655 | Max_nodes: 126 | Time: 2.8087e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 3| +Index: 148 | Max_nodes: 126 | Time: 2.8115e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| +Index: 507 | Max_nodes: 126 | Time: 2.8120e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 2| +Index: 599 | Max_nodes: 126 | Time: 2.8156e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +Index: 624 | Max_nodes: 126 | Time: 2.8176e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| +Index: 627 | Max_nodes: 126 | Time: 2.8178e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 2| +Index: 529 | Max_nodes: 126 | Time: 2.8200e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| +Index: 695 | Max_nodes: 126 | Time: 2.8200e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +Index: 289 | Max_nodes: 126 | Time: 2.8246e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| +Index: 193 | Max_nodes: 126 | Time: 2.8250e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| +Index: 387 | Max_nodes: 126 | Time: 2.8250e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 2| +Index: 553 | Max_nodes: 126 | Time: 2.8290e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2| +Index: 673 | Max_nodes: 126 | Time: 2.8302e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| +Index: 703 | Max_nodes: 126 | Time: 2.8320e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| +Index: 701 | Max_nodes: 126 | Time: 2.8327e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| +Index: 197 | Max_nodes: 126 | Time: 2.8356e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| +Index: 221 | Max_nodes: 126 | Time: 2.8358e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| +Index: 715 | Max_nodes: 126 | Time: 2.8360e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +Index: 677 | Max_nodes: 126 | Time: 2.8366e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| +Index: 359 | Max_nodes: 126 | Time: 2.8373e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +Index: 696 | Max_nodes: 126 | Time: 2.8392e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 3| +Index: 535 | Max_nodes: 126 | Time: 2.8402e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 3| +Index: 575 | Max_nodes: 126 | Time: 2.8403e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +Index: 628 | Max_nodes: 126 | Time: 2.8407e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 3| +Index: 217 | Max_nodes: 126 | Time: 2.8412e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| +Index: 577 | Max_nodes: 126 | Time: 2.8415e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| +Index: 337 | Max_nodes: 126 | Time: 2.8463e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| +Index: 618 | Max_nodes: 126 | Time: 2.8464e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| +Index: 173 | Max_nodes: 126 | Time: 2.8465e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| +Index: 479 | Max_nodes: 126 | Time: 2.8476e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| 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-> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4| +Index: 699 | Max_nodes: 126 | Time: 2.8614e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| +Index: 581 | Max_nodes: 126 | Time: 2.8631e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| +Index: 433 | Max_nodes: 126 | Time: 2.8632e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 2| +Index: 216 | Max_nodes: 126 | Time: 2.8652e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| +Index: 551 | Max_nodes: 126 | Time: 2.8653e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +Index: 689 | Max_nodes: 126 | Time: 2.8664e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +Index: 239 | Max_nodes: 126 | Time: 2.8683e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| +Index: 388 | Max_nodes: 126 | Time: 2.8693e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| +Index: 343 | Max_nodes: 126 | Time: 2.8693e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 3| +Index: 675 | Max_nodes: 126 | Time: 2.8703e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1| +Index: 583 | Max_nodes: 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0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| +Index: 548 | Max_nodes: 126 | Time: 3.1496e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| +Index: 586 | Max_nodes: 126 | Time: 3.1509e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| +Index: 704 | Max_nodes: 126 | Time: 3.1536e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +Index: 190 | Max_nodes: 126 | Time: 3.1565e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 2| +Index: 662 | Max_nodes: 126 | Time: 3.1579e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| +Index: 406 | Max_nodes: 126 | Time: 3.1603e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| +Index: 680 | Max_nodes: 126 | Time: 3.1624e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| +Index: 661 | Max_nodes: 126 | Time: 3.1630e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| +Index: 526 | Max_nodes: 126 | Time: 3.1735e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 2| +Index: 232 | Max_nodes: 126 | Time: 3.1750e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| +Index: 332 | Max_nodes: 126 | Time: 3.1799e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| +Index: 682 | Max_nodes: 126 | Time: 3.1800e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| +Index: 212 | Max_nodes: 126 | Time: 3.1801e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| +Index: 646 | Max_nodes: 126 | Time: 3.1855e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| +Index: 584 | Max_nodes: 126 | Time: 3.1882e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +Index: 524 | Max_nodes: 126 | Time: 3.1892e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| +Index: 184 | Max_nodes: 126 | Time: 3.1896e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| +Index: 208 | Max_nodes: 126 | Time: 3.1896e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 2| +Index: 466 | Max_nodes: 126 | Time: 3.1950e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| +Index: 658 | Max_nodes: 126 | Time: 3.1967e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| +Index: 562 | Max_nodes: 126 | Time: 3.1980e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| +Index: 166 | Max_nodes: 126 | Time: 3.2053e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 3| +Index: 230 | Max_nodes: 126 | Time: 3.2054e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| +Index: 656 | Max_nodes: 126 | Time: 3.2062e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| +Index: 400 | Max_nodes: 126 | Time: 3.2062e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| +Index: 286 | Max_nodes: 126 | Time: 3.2102e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 3| +Index: 644 | Max_nodes: 126 | Time: 3.2109e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| +Index: 464 | Max_nodes: 126 | Time: 3.2113e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| +Index: 442 | Max_nodes: 126 | Time: 3.2115e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| +Index: 638 | Max_nodes: 126 | Time: 3.2166e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| +Index: 226 | Max_nodes: 126 | Time: 3.2172e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| +Index: 520 | Max_nodes: 126 | Time: 3.2206e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| +Index: 202 | Max_nodes: 126 | Time: 3.2233e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| +Index: 418 | Max_nodes: 126 | Time: 3.2310e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| +Index: 538 | Max_nodes: 126 | Time: 3.2350e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| +Index: 224 | Max_nodes: 126 | Time: 3.2356e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| +Index: 349 | Max_nodes: 126 | Time: 3.2376e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| +Index: 325 | Max_nodes: 126 | Time: 3.2394e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1| +Index: 178 | Max_nodes: 126 | Time: 3.2399e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| +Index: 346 | Max_nodes: 126 | Time: 3.2415e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| +Index: 322 | Max_nodes: 126 | Time: 3.2446e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| +Index: 634 | Max_nodes: 126 | Time: 3.2494e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| +Index: 160 | Max_nodes: 126 | Time: 3.2547e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| +Index: 514 | Max_nodes: 126 | Time: 3.2627e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| +Index: 154 | Max_nodes: 126 | Time: 3.2655e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| +Index: 280 | Max_nodes: 126 | Time: 3.2657e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| +Index: 632 | Max_nodes: 126 | Time: 3.2668e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| +Index: 274 | Max_nodes: 126 | Time: 3.2706e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| +Index: 344 | Max_nodes: 126 | Time: 3.2750e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| +Index: 301 | Max_nodes: 126 | Time: 3.2862e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| +Index: 307 | Max_nodes: 126 | Time: 3.2986e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| +Index: 394 | Max_nodes: 126 | Time: 3.3055e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| +Index: 298 | Max_nodes: 126 | Time: 3.3055e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| +Index: 640 | Max_nodes: 126 | Time: 3.3728e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| ........................... -Average time: 4.6538e-05s +Average time: 2.9804e-04s ________________________________________________________________________________________________ -54 permutations have 187 max nodes. +720 permutations have 126 max nodes. +Index: 120 | Active_nodes: 61 | Time: 2.6182e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Index: 122 | Active_nodes: 61 | Time: 2.6381e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 6 | Active_nodes: 61 | Time: 2.6409e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Index: 24 | Active_nodes: 61 | Time: 2.6447e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +Index: 2 | Active_nodes: 61 | Time: 2.6457e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 26 | Active_nodes: 61 | Time: 2.6525e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +Index: 12 | Active_nodes: 61 | Time: 2.6556e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +Index: 18 | Active_nodes: 61 | Time: 2.6668e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +Index: 14 | Active_nodes: 61 | Time: 2.6711e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +Index: 20 | Active_nodes: 61 | Time: 2.6778e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +Index: 132 | Active_nodes: 61 | Time: 2.6802e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +Index: 0 | Active_nodes: 61 | Time: 2.6807e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Index: 126 | Active_nodes: 61 | Time: 2.6864e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Index: 48 | Active_nodes: 61 | Time: 2.6868e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +Index: 240 | Active_nodes: 61 | Time: 2.6892e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +Index: 134 | Active_nodes: 61 | Time: 2.6918e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +Index: 242 | Active_nodes: 61 | Time: 2.6983e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +Index: 8 | Active_nodes: 61 | Time: 2.7174e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +Index: 128 | Active_nodes: 61 | Time: 2.7212e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +Index: 360 | Active_nodes: 61 | Time: 2.7283e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +Index: 30 | Active_nodes: 61 | Time: 2.7299e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +Index: 54 | Active_nodes: 61 | Time: 2.7359e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +Index: 78 | Active_nodes: 61 | Time: 2.7369e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +Index: 72 | Active_nodes: 61 | Time: 2.7578e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +Index: 74 | Active_nodes: 61 | Time: 2.7695e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| +Index: 246 | Active_nodes: 61 | Time: 2.7725e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +Index: 36 | Active_nodes: 61 | Time: 2.7738e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +Index: 366 | Active_nodes: 61 | Time: 2.7800e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +Index: 50 | Active_nodes: 61 | Time: 2.7848e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| +Index: 480 | Active_nodes: 61 | Time: 2.7859e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +Index: 84 | Active_nodes: 61 | Time: 2.7866e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| +Index: 66 | Active_nodes: 61 | Time: 2.8080e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| +Index: 362 | Active_nodes: 61 | Time: 2.8153e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| +Index: 60 | Active_nodes: 61 | Time: 2.8164e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| +Index: 482 | Active_nodes: 61 | Time: 2.8298e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| +Index: 42 | Active_nodes: 61 | Time: 2.8362e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| +Index: 86 | Active_nodes: 61 | Time: 2.8385e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| +Index: 252 | Active_nodes: 61 | Time: 2.8642e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +Index: 486 | Active_nodes: 61 | Time: 2.8643e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +Index: 372 | Active_nodes: 61 | Time: 2.8791e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| +Index: 68 | Active_nodes: 61 | Time: 2.8868e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| +Index: 492 | Active_nodes: 61 | Time: 2.8879e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| +Index: 62 | Active_nodes: 61 | Time: 2.8911e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| +Index: 38 | Active_nodes: 61 | Time: 2.9012e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| +Index: 56 | Active_nodes: 61 | Time: 2.9057e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| +Index: 80 | Active_nodes: 61 | Time: 2.9066e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| +Index: 32 | Active_nodes: 61 | Time: 2.9254e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +Index: 494 | Active_nodes: 61 | Time: 2.9523e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| +Index: 248 | Active_nodes: 61 | Time: 2.9580e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +Index: 488 | Active_nodes: 61 | Time: 2.9709e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| +Index: 44 | Active_nodes: 61 | Time: 2.9730e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| +Index: 254 | Active_nodes: 61 | Time: 2.9985e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| +Index: 374 | Active_nodes: 61 | Time: 3.0814e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 5| +Index: 368 | Active_nodes: 61 | Time: 3.1002e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| +Index: 5 | Active_nodes: 62 | Time: 2.5850e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +Index: 125 | Active_nodes: 62 | Time: 2.5883e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +Index: 7 | Active_nodes: 62 | Time: 2.5893e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +Index: 127 | Active_nodes: 62 | Time: 2.5917e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +Index: 121 | Active_nodes: 62 | Time: 2.6027e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Index: 29 | Active_nodes: 62 | Time: 2.6032e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +Index: 123 | Active_nodes: 62 | Time: 2.6062e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +Index: 19 | Active_nodes: 62 | Time: 2.6072e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +Index: 23 | Active_nodes: 62 | Time: 2.6148e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +Index: 3 | Active_nodes: 62 | Time: 2.6166e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +Index: 25 | Active_nodes: 62 | Time: 2.6203e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +Index: 13 | Active_nodes: 62 | Time: 2.6223e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +Index: 133 | Active_nodes: 62 | Time: 2.6269e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +Index: 1 | Active_nodes: 62 | Time: 2.6280e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Index: 143 | Active_nodes: 62 | Time: 2.6316e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +Index: 124 | Active_nodes: 62 | Time: 2.6353e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +Index: 139 | Active_nodes: 62 | Time: 2.6368e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +Index: 27 | Active_nodes: 62 | Time: 2.6405e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +Index: 49 | Active_nodes: 62 | Time: 2.6423e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +Index: 17 | Active_nodes: 62 | Time: 2.6456e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +Index: 21 | Active_nodes: 62 | Time: 2.6463e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +Index: 28 | Active_nodes: 62 | Time: 2.6467e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +Index: 15 | Active_nodes: 62 | Time: 2.6490e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +Index: 137 | Active_nodes: 62 | Time: 2.6491e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +Index: 11 | Active_nodes: 62 | Time: 2.6539e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +Index: 22 | Active_nodes: 62 | Time: 2.6597e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +Index: 241 | Active_nodes: 62 | Time: 2.6648e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +Index: 135 | Active_nodes: 62 | Time: 2.6657e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +Index: 55 | Active_nodes: 62 | Time: 2.6692e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| +Index: 131 | Active_nodes: 62 | Time: 2.6735e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +Index: 9 | Active_nodes: 62 | Time: 2.6736e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +Index: 245 | Active_nodes: 62 | Time: 2.6778e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +Index: 141 | Active_nodes: 62 | Time: 2.6816e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +Index: 101 | Active_nodes: 62 | Time: 2.6854e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| +Index: 129 | Active_nodes: 62 | Time: 2.6858e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +Index: 31 | Active_nodes: 62 | Time: 2.6861e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| +Index: 97 | Active_nodes: 62 | Time: 2.6867e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| +Index: 77 | Active_nodes: 62 | Time: 2.6884e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| +Index: 138 | Active_nodes: 62 | Time: 2.6897e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +Index: 361 | Active_nodes: 62 | Time: 2.6910e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +Index: 243 | Active_nodes: 62 | Time: 2.6948e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +Index: 16 | Active_nodes: 62 | Time: 2.6952e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +Index: 79 | Active_nodes: 62 | Time: 2.6959e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| +Index: 53 | Active_nodes: 62 | Time: 2.6975e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +Index: 103 | Active_nodes: 62 | Time: 2.7020e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| +Index: 115 | Active_nodes: 62 | Time: 2.7037e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| +Index: 109 | Active_nodes: 62 | Time: 2.7046e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| +Index: 73 | Active_nodes: 62 | Time: 2.7088e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| +Index: 10 | Active_nodes: 62 | Time: 2.7095e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +Index: 140 | Active_nodes: 62 | Time: 2.7116e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +Index: 130 | Active_nodes: 62 | Time: 2.7193e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +Index: 247 | Active_nodes: 62 | Time: 2.7244e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| +Index: 601 | Active_nodes: 62 | Time: 2.7253e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| +Index: 85 | Active_nodes: 62 | Time: 2.7294e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| +Index: 37 | Active_nodes: 62 | Time: 2.7294e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| +Index: 102 | Active_nodes: 62 | Time: 2.7297e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| +Index: 91 | Active_nodes: 62 | Time: 2.7318e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| +Index: 244 | Active_nodes: 62 | Time: 2.7321e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +Index: 51 | Active_nodes: 62 | Time: 2.7342e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +Index: 119 | Active_nodes: 62 | Time: 2.7384e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| +Index: 99 | Active_nodes: 62 | Time: 2.7397e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| +Index: 367 | Active_nodes: 62 | Time: 2.7404e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| +Index: 96 | Active_nodes: 62 | Time: 2.7434e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +Index: 75 | Active_nodes: 62 | Time: 2.7436e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| +Index: 114 | Active_nodes: 62 | Time: 2.7532e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| +Index: 607 | Active_nodes: 62 | Time: 2.7534e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3| +Index: 605 | Active_nodes: 62 | Time: 2.7535e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 2| +Index: 67 | Active_nodes: 62 | Time: 2.7537e-04s | 0 -> 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+Index: 442 | Active_nodes: 63 | Time: 3.2115e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| +Index: 638 | Active_nodes: 63 | Time: 3.2166e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| +Index: 226 | Active_nodes: 63 | Time: 3.2172e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| +Index: 520 | Active_nodes: 63 | Time: 3.2206e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| +Index: 202 | Active_nodes: 63 | Time: 3.2233e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| +Index: 418 | Active_nodes: 63 | Time: 3.2310e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| +Index: 538 | Active_nodes: 63 | Time: 3.2350e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| +Index: 224 | Active_nodes: 63 | Time: 3.2356e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| +Index: 349 | Active_nodes: 63 | Time: 3.2376e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| +Index: 325 | Active_nodes: 63 | Time: 3.2394e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1| +Index: 178 | Active_nodes: 63 | Time: 3.2399e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| +Index: 346 | Active_nodes: 63 | Time: 3.2415e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| +Index: 322 | Active_nodes: 63 | Time: 3.2446e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| +Index: 634 | Active_nodes: 63 | Time: 3.2494e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| +Index: 160 | Active_nodes: 63 | Time: 3.2547e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| +Index: 514 | Active_nodes: 63 | Time: 3.2627e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| +Index: 154 | Active_nodes: 63 | Time: 3.2655e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| +Index: 280 | Active_nodes: 63 | Time: 3.2657e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| +Index: 632 | Active_nodes: 63 | Time: 3.2668e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| +Index: 274 | Active_nodes: 63 | Time: 3.2706e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| +Index: 344 | Active_nodes: 63 | Time: 3.2750e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| +Index: 301 | Active_nodes: 63 | Time: 3.2862e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| +Index: 307 | Active_nodes: 63 | Time: 3.2986e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| +Index: 394 | Active_nodes: 63 | Time: 3.3055e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| +Index: 298 | Active_nodes: 63 | Time: 3.3055e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| +Index: 640 | Active_nodes: 63 | Time: 3.3728e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| ........................... -Average time: 4.2853e-05s +Average time: 2.9277e-04s -264 permutations have 188 max nodes. +________________________________________________________________________________________________ -........................... -Average time: 4.4401e-05s +execution time of: 2.5850e-04s: Index: 5 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -402 permutations have 189 max nodes. +execution time of: 2.5883e-04s: Index: 125 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -........................... -Average time: 4.6538e-05s +execution time of: 2.5893e-04s: Index: 7 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -________________________________________________________________________________________________ +execution time of: 2.5917e-04s: Index: 127 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| + +execution time of: 2.6027e-04s: Index: 121 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| + +execution time of: 2.6032e-04s: Index: 29 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| + +execution time of: 2.6062e-04s: Index: 123 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| + +execution time of: 2.6072e-04s: Index: 19 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| + +execution time of: 2.6148e-04s: Index: 23 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| + +execution time of: 2.6166e-04s: Index: 3 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| + +execution time of: 2.6182e-04s: Index: 120 | Max_nodes: 126 | Active_nodes: 61 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| + +execution time of: 2.6203e-04s: Index: 25 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| + +execution time of: 2.6223e-04s: Index: 13 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| + +execution time of: 2.6269e-04s: Index: 133 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| + +execution time of: 2.6280e-04s: Index: 1 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| + +execution time of: 2.6316e-04s: Index: 143 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| + +execution time of: 2.6353e-04s: Index: 124 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| + +execution time of: 2.6368e-04s: Index: 139 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| + +execution time of: 2.6381e-04s: Index: 122 | Max_nodes: 126 | Active_nodes: 61 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| + +execution time of: 2.6405e-04s: Index: 27 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| + +execution time of: 2.6409e-04s: Index: 6 | Max_nodes: 126 | Active_nodes: 61 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| + +execution time of: 2.6423e-04s: Index: 49 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| + +execution time of: 2.6447e-04s: Index: 24 | Max_nodes: 126 | Active_nodes: 61 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| + +execution time of: 2.6456e-04s: Index: 17 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| + +execution time of: 2.6457e-04s: Index: 2 | Max_nodes: 126 | Active_nodes: 61 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| + +execution time of: 2.6463e-04s: Index: 21 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| + +execution time of: 2.6467e-04s: Index: 28 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| + +execution time of: 2.6490e-04s: Index: 15 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| + +execution time of: 2.6491e-04s: Index: 137 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| + +execution time of: 2.6525e-04s: Index: 26 | Max_nodes: 126 | Active_nodes: 61 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| + +execution time of: 2.6539e-04s: Index: 11 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| + +execution time of: 2.6556e-04s: Index: 12 | Max_nodes: 126 | Active_nodes: 61 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| + +execution time of: 2.6597e-04s: Index: 22 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| + +execution time of: 2.6648e-04s: Index: 241 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| + +execution time of: 2.6657e-04s: Index: 135 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| + +execution time of: 2.6668e-04s: Index: 18 | Max_nodes: 126 | Active_nodes: 61 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| + +execution time of: 2.6692e-04s: Index: 55 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| + +execution time of: 2.6711e-04s: Index: 14 | Max_nodes: 126 | Active_nodes: 61 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| + +execution time of: 2.6735e-04s: Index: 131 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| + +execution time of: 2.6736e-04s: Index: 9 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| + +execution time of: 2.6778e-04s: Index: 245 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| + +execution time of: 2.6778e-04s: Index: 20 | Max_nodes: 126 | Active_nodes: 61 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| + +execution time of: 2.6802e-04s: Index: 132 | Max_nodes: 126 | Active_nodes: 61 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| + +execution time of: 2.6807e-04s: Index: 0 | Max_nodes: 126 | Active_nodes: 61 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| + +execution time of: 2.6816e-04s: Index: 141 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| + +execution time of: 2.6854e-04s: Index: 101 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| + +execution time of: 2.6858e-04s: Index: 129 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| + +execution time of: 2.6861e-04s: Index: 31 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| + +execution time of: 2.6864e-04s: Index: 126 | Max_nodes: 126 | Active_nodes: 61 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| + +execution time of: 2.6867e-04s: Index: 97 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| + +execution time of: 2.6868e-04s: Index: 48 | Max_nodes: 126 | Active_nodes: 61 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| + +execution time of: 2.6884e-04s: Index: 77 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| + +execution time of: 2.6892e-04s: Index: 240 | Max_nodes: 126 | Active_nodes: 61 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| + +execution time of: 2.6897e-04s: Index: 138 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| + +execution time of: 2.6910e-04s: Index: 361 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| + +execution time of: 2.6918e-04s: Index: 134 | Max_nodes: 126 | Active_nodes: 61 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| + +execution time of: 2.6948e-04s: Index: 243 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| + +execution time of: 2.6952e-04s: Index: 16 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| + +execution time of: 2.6959e-04s: Index: 79 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| + +execution time of: 2.6975e-04s: Index: 53 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| + +execution time of: 2.6983e-04s: Index: 242 | Max_nodes: 126 | Active_nodes: 61 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| + +execution time of: 2.7020e-04s: Index: 103 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| + +execution time of: 2.7037e-04s: Index: 115 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| + +execution time of: 2.7046e-04s: Index: 109 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| + +execution time of: 2.7078e-04s: Index: 136 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| + +execution time of: 2.7081e-04s: Index: 265 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| + +execution time of: 2.7088e-04s: Index: 73 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| + +execution time of: 2.7095e-04s: Index: 10 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| + +execution time of: 2.7116e-04s: Index: 140 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| + +execution time of: 2.7174e-04s: Index: 8 | Max_nodes: 126 | Active_nodes: 61 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| + +execution time of: 2.7193e-04s: Index: 130 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| + +execution time of: 2.7212e-04s: Index: 128 | Max_nodes: 126 | Active_nodes: 61 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| + +execution time of: 2.7244e-04s: Index: 247 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| + +execution time of: 2.7253e-04s: Index: 601 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| + +execution time of: 2.7283e-04s: Index: 360 | Max_nodes: 126 | Active_nodes: 61 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| + +execution time of: 2.7294e-04s: Index: 85 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| + +execution time of: 2.7294e-04s: Index: 37 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| + +execution time of: 2.7297e-04s: Index: 102 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| + +execution time of: 2.7299e-04s: Index: 30 | Max_nodes: 126 | Active_nodes: 61 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| + +execution time of: 2.7314e-04s: Index: 269 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| + +execution time of: 2.7318e-04s: Index: 91 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| + +execution time of: 2.7321e-04s: Index: 244 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| + +execution time of: 2.7342e-04s: Index: 51 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| + +execution time of: 2.7359e-04s: Index: 54 | Max_nodes: 126 | Active_nodes: 61 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| + +execution time of: 2.7369e-04s: Index: 78 | Max_nodes: 126 | Active_nodes: 61 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| + +execution time of: 2.7384e-04s: Index: 119 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| + +execution time of: 2.7397e-04s: Index: 99 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| + +execution time of: 2.7404e-04s: Index: 367 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| + +execution time of: 2.7434e-04s: Index: 96 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| + +execution time of: 2.7436e-04s: Index: 75 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| + +execution time of: 2.7499e-04s: Index: 142 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| + +execution time of: 2.7532e-04s: Index: 114 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| + +execution time of: 2.7534e-04s: Index: 607 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3| + +execution time of: 2.7535e-04s: Index: 605 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 2| + +execution time of: 2.7537e-04s: Index: 67 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| + +execution time of: 2.7546e-04s: Index: 267 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| + +execution time of: 2.7578e-04s: Index: 72 | Max_nodes: 126 | Active_nodes: 61 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| + +execution time of: 2.7587e-04s: Index: 71 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| + +execution time of: 2.7594e-04s: Index: 145 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| + +execution time of: 2.7597e-04s: Index: 100 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| + +execution time of: 2.7612e-04s: Index: 61 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| + +execution time of: 2.7616e-04s: Index: 95 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| + +execution time of: 2.7622e-04s: Index: 264 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| + +execution time of: 2.7628e-04s: Index: 625 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3| + +execution time of: 2.7641e-04s: Index: 385 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4| + +execution time of: 2.7652e-04s: Index: 113 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| + +execution time of: 2.7660e-04s: Index: 76 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| + +execution time of: 2.7664e-04s: Index: 149 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| + +execution time of: 2.7669e-04s: Index: 89 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| + +execution time of: 2.7669e-04s: Index: 268 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| + +execution time of: 2.7695e-04s: Index: 74 | Max_nodes: 126 | Active_nodes: 61 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| + +execution time of: 2.7716e-04s: Index: 259 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| + +execution time of: 2.7721e-04s: Index: 98 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| + +execution time of: 2.7724e-04s: Index: 52 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| + +execution time of: 2.7725e-04s: Index: 246 | Max_nodes: 126 | Active_nodes: 61 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| + +execution time of: 2.7731e-04s: Index: 600 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| + +execution time of: 2.7738e-04s: Index: 36 | Max_nodes: 126 | Active_nodes: 61 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| + +execution time of: 2.7761e-04s: Index: 266 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| + +execution time of: 2.7792e-04s: Index: 719 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 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3| -execution time of: 3.8658e-05s: Index: 3 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -execution time of: 3.8943e-05s: Index: 6 | Max_nodes: 187 | Active_nodes: 61 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -execution time of: 3.8965e-05s: Index: 0 | Max_nodes: 187 | Active_nodes: 61 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -execution time of: 3.8968e-05s: Index: 2 | Max_nodes: 187 | Active_nodes: 61 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -execution time of: 3.9045e-05s: Index: 25 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -execution time of: 3.9048e-05s: Index: 133 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -execution time of: 3.9091e-05s: Index: 13 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -execution time of: 3.9208e-05s: Index: 29 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -execution time of: 3.9223e-05s: Index: 19 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -execution time of: 3.9288e-05s: Index: 127 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -execution time of: 3.9308e-05s: Index: 126 | Max_nodes: 187 | Active_nodes: 61 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -execution time of: 3.9313e-05s: Index: 124 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -execution time of: 3.9423e-05s: Index: 139 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -execution time of: 3.9485e-05s: Index: 122 | Max_nodes: 187 | Active_nodes: 61 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -execution time of: 3.9521e-05s: Index: 27 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -execution time of: 3.9538e-05s: Index: 22 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -execution time of: 3.9585e-05s: Index: 17 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -execution time of: 3.9603e-05s: Index: 137 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -execution time of: 3.9613e-05s: Index: 24 | Max_nodes: 187 | Active_nodes: 61 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -execution time of: 3.9663e-05s: Index: 49 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -execution time of: 3.9746e-05s: Index: 26 | Max_nodes: 187 | Active_nodes: 61 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -execution time of: 3.9750e-05s: Index: 28 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -execution time of: 3.9818e-05s: Index: 18 | Max_nodes: 187 | Active_nodes: 61 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -execution time of: 3.9823e-05s: Index: 131 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| 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-execution time of: 5.1201e-05s: Index: 661 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -execution time of: 5.1208e-05s: Index: 526 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -execution time of: 5.1225e-05s: Index: 512 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -execution time of: 5.1243e-05s: Index: 158 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -execution time of: 5.1256e-05s: Index: 346 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -execution time of: 5.1266e-05s: Index: 298 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -execution time of: 5.1286e-05s: Index: 644 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -execution time of: 5.1323e-05s: Index: 638 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -execution time of: 5.1343e-05s: Index: 394 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -execution time of: 5.1425e-05s: Index: 664 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -execution time of: 5.1450e-05s: Index: 280 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -execution time of: 5.1546e-05s: Index: 226 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -execution time of: 5.1608e-05s: Index: 514 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -execution time of: 5.1613e-05s: Index: 634 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -execution time of: 5.1671e-05s: Index: 284 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -execution time of: 5.1748e-05s: Index: 307 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -execution time of: 5.2046e-05s: Index: 632 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -execution time of: 5.2066e-05s: Index: 296 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -execution time of: 5.2148e-05s: Index: 538 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -execution time of: 5.2508e-05s: Index: 470 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -execution time of: 5.2578e-05s: Index: 178 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -execution time of: 5.2908e-05s: Index: 677 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -execution time of: 5.2911e-05s: Index: 392 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -execution time of: 5.3073e-05s: Index: 562 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -execution time of: 5.3501e-05s: Index: 151 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -execution time of: 5.3583e-05s: Index: 640 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -execution time of: 5.3751e-05s: Index: 464 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -execution time of: 5.3963e-05s: Index: 658 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -execution time of: 5.7298e-05s: Index: 363 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -execution time of: 6.2383e-05s: Index: 113 | Max_nodes: 188 | Active_nodes: 62 | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -execution time of: 8.7034e-05s: Index: 532 | Max_nodes: 189 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| ________________________________________________________________________________________________ diff --git a/test/BenchmarkQuasm/results/vqe_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/vqe_indep_qiskit_controls.txt index 55fca906..4bf602b8 100644 --- a/test/BenchmarkQuasm/results/vqe_indep_qiskit_controls.txt +++ b/test/BenchmarkQuasm/results/vqe_indep_qiskit_controls.txt @@ -19,15 +19,14 @@ Start Simulation of vqe_indep_qiskit_3__________________________________________ 16: | 1 | 17: | | 2 o: 0 1 2 -Q: 0 w: 3 | Q: 1 w: 3 | Q: 2 w: 1 | Computed Permutation: .........0 -> 2|1 -> 0|2 -> 1| Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 7.5850e-06s............................. -Permuted Duration: 7.3552e-06s............................. +Identity Duration: 6.1149e-05s............................. +Permuted Duration: 5.9635e-05s............................. Identity active_nodes: 7 ...................................... Permuted active_nodes: 7 ...................................... -Identity max_nodes: 21 ...................................... -Permuted max_nodes: 21 ...................................... +Identity max_nodes: 14 ...................................... +Permuted max_nodes: 14 ...................................... ________________________________________________________________________________________________ Start Simulation of vqe_indep_qiskit_4__________________________________________________ @@ -57,15 +56,14 @@ Start Simulation of vqe_indep_qiskit_4__________________________________________ 22:...|...|...2...| 23:...|...|...|...3 .o:...0...1...2...3 -Q: 0 w: 3 | Q: 1 w: 3 | Q: 2 w: 3 | Q: 3 w: 1 | Computed Permutation: ..0 -> 3|1 -> 0|2 -> 1|3 -> 2| Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Identity Duration: 1.4890e-05s............................. -Permuted Duration: 1.4303e-05s............................. +Identity Duration: 1.1203e-04s............................. +Permuted Duration: 1.0905e-04s............................. Identity active_nodes: 15 ...................................... Permuted active_nodes: 15 ...................................... -Identity max_nodes: 45 ...................................... -Permuted max_nodes: 45 ...................................... +Identity max_nodes: 30 ...................................... +Permuted max_nodes: 30 ...................................... ________________________________________________________________________________________________ Start Simulation of vqe_indep_qiskit_5__________________________________________________ @@ -101,15 +99,14 @@ Start Simulation of vqe_indep_qiskit_5__________________________________________ 28:...|...|...|...3...| 29:...|...|...|...|...4 .o:...0...1...2...3...4 -Q: 0 w: 3 | Q: 1 w: 3 | Q: 2 w: 3 | Q: 3 w: 3 | Q: 4 w: 1 | Computed Permutation: 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: 2.7080e-05s............................. -Permuted Duration: 2.6778e-05s............................. +Identity Duration: 2.0030e-04s............................. +Permuted Duration: 1.9735e-04s............................. Identity active_nodes: 31 ...................................... Permuted active_nodes: 31 ...................................... -Identity max_nodes: 93 ...................................... -Permuted max_nodes: 93 ...................................... +Identity max_nodes: 62 ...................................... +Permuted max_nodes: 62 ...................................... ________________________________________________________________________________________________ Start Simulation of vqe_indep_qiskit_6__________________________________________________ @@ -151,274 +148,13 @@ Start Simulation of vqe_indep_qiskit_6__________________________________________ 34:...|...|...|...|...4...| 35:...|...|...|...|...|...5 .o:...0...1...2...3...4...5 -Q: 0 w: 3 | Q: 1 w: 3 | Q: 2 w: 3 | Q: 3 w: 3 | Q: 4 w: 3 | Q: 5 w: 1 | Computed Permutation: 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Identity Duration: 3.9902e-05s............................. -Permuted Duration: 4.4579e-05s............................. +Identity Duration: 2.6807e-04s............................. +Permuted Duration: 2.9315e-04s............................. Identity active_nodes: 61 ...................................... Permuted active_nodes: 62 ...................................... -Identity max_nodes: 187...................................... -Permuted max_nodes: 188...................................... -________________________________________________________________________________________________ - -Start Simulation of vqe_indep_qiskit_7__________________________________________________ - -.i:...0...1...2...3...4...5...6 -.1:..ry...|...|...|...|...|...| p: (-3.4218e-05) -.2:...|..ry...|...|...|...|...| p: (-2.7107e+00) -.3:...|...|..ry...|...|...|...| p: (2.9935e+00) -.4:...|...|...|..ry...|...|...| p: (2.5592e+00) -.5:...|...|...|...|..ry...|...| p: (1.3934e+00) -.6:...|...|...|...|...|..ry...| p: (-6.2005e-03) -.7:...|...|...|...|...|...|..ry p: (-2.3505e+00) -.8:...|...|...|...|...|...c...x -.9:...|...|...|...|...c...x...| -10:...|...|...|...c...x...|...| -11:...|...|...c...x...|...|...| -12:...|...c...x...|...|...|...| -13:...c...x...|...|...|...|...| -14:..ry...|...|...|...|...|...| p: (-3.1412e+00) -15:...|..ry...|...|...|...|...| p: (-1.6663e+00) -16:...|...|..ry...|...|...|...| p: (-1.5098e+00) -17:...|...|...|..ry...|...|...| p: (1.5775e+00) -18:...|...|...|...|..ry...|...| p: (-1.5710e+00) -19:...|...|...|...|...|..ry...| p: (-1.5714e+00) -20:...|...|...|...|...|...|..ry p: (7.7946e-01) -21:...|...|...|...|...|...c...x -22:...|...|...|...|...c...x...| -23:...|...|...|...c...x...|...| -24:...|...|...c...x...|...|...| -25:...|...c...x...|...|...|...| -26:...c...x...|...|...|...|...| -27:..ry...|...|...|...|...|...| p: (3.1416e+00) -28:...|..ry...|...|...|...|...| p: (1.4795e+00) -29:...|...|..ry...|...|...|...| p: (9.6901e-01) -30:...|...|...|..ry...|...|...| p: (1.4225e+00) -31:...|...|...|...|..ry...|...| p: (9.8823e-01) -32:...|...|...|...|...|..ry...| p: (2.9644e+00) -33:...|...|...|...|...|...|..ry p: (1.5664e+00) -34:============================ -35:...0...|...|...|...|...|...| -36:...|...1...|...|...|...|...| -37:...|...|...2...|...|...|...| -38:...|...|...|...3...|...|...| -39:...|...|...|...|...4...|...| -40:...|...|...|...|...|...5...| -41:...|...|...|...|...|...|...6 -.o:...0...1...2...3...4...5...6 -Q: 0 w: 3 | Q: 1 w: 3 | Q: 2 w: 3 | Q: 3 w: 3 | Q: 4 w: 3 | Q: 5 w: 3 | Q: 6 w: 1 | -Computed Permutation: 0 -> 6|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4|6 -> 5| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Identity Duration: 9.7429e-05s............................. -Permuted Duration: 1.0496e-04s............................. -Identity active_nodes: 127...................................... -Permuted active_nodes: 127...................................... -Identity max_nodes: 381...................................... -Permuted max_nodes: 381...................................... -________________________________________________________________________________________________ - -Start Simulation of vqe_indep_qiskit_8__________________________________________________ - -.i:...0...1...2...3...4...5...6...7 -.1:..ry...|...|...|...|...|...|...| p: (-3.4946e-01) -.2:...|..ry...|...|...|...|...|...| p: (3.1416e+00) -.3:...|...|..ry...|...|...|...|...| p: (-1.5711e+00) -.4:...|...|...|..ry...|...|...|...| p: (4.6442e-05) -.5:...|...|...|...|..ry...|...|...| p: (-1.5707e+00) -.6:...|...|...|...|...|..ry...|...| p: (-3.1406e+00) -.7:...|...|...|...|...|...|..ry...| p: (-2.9116e-01) -.8:...|...|...|...|...|...|...|..ry p: (4.6178e-01) -.9:...|...|...|...|...|...|...c...x -10:...|...|...|...|...|...c...x...| -11:...|...|...|...|...c...x...|...| -12:...|...|...|...c...x...|...|...| -13:...|...|...c...x...|...|...|...| -14:...|...c...x...|...|...|...|...| -15:...c...x...|...|...|...|...|...| -16:..ry...|...|...|...|...|...|...| p: (1.5362e+00) -17:...|..ry...|...|...|...|...|...| p: (1.5589e+00) -18:...|...|..ry...|...|...|...|...| p: (2.3899e+00) -19:...|...|...|..ry...|...|...|...| p: (2.3899e+00) -20:...|...|...|...|..ry...|...|...| p: (-9.7678e-04) -21:...|...|...|...|...|..ry...|...| p: (-3.1416e+00) -22:...|...|...|...|...|...|..ry...| p: (-1.7035e+00) -23:...|...|...|...|...|...|...|..ry p: (-2.0499e+00) -24:...|...|...|...|...|...|...c...x -25:...|...|...|...|...|...c...x...| -26:...|...|...|...|...c...x...|...| -27:...|...|...|...c...x...|...|...| -28:...|...|...c...x...|...|...|...| -29:...|...c...x...|...|...|...|...| -30:...c...x...|...|...|...|...|...| -31:..ry...|...|...|...|...|...|...| p: (1.5383e+00) -32:...|..ry...|...|...|...|...|...| p: (1.9205e+00) -33:...|...|..ry...|...|...|...|...| p: (1.5708e+00) -34:...|...|...|..ry...|...|...|...| p: (-3.1413e+00) -35:...|...|...|...|..ry...|...|...| p: (1.5710e+00) -36:...|...|...|...|...|..ry...|...| p: (-3.1416e+00) -37:...|...|...|...|...|...|..ry...| p: (3.1416e+00) -38:...|...|...|...|...|...|...|..ry p: (-1.3107e+00) -39:================================ -40:...0...|...|...|...|...|...|...| -41:...|...1...|...|...|...|...|...| -42:...|...|...2...|...|...|...|...| -43:...|...|...|...3...|...|...|...| -44:...|...|...|...|...4...|...|...| -45:...|...|...|...|...|...5...|...| -46:...|...|...|...|...|...|...6...| -47:...|...|...|...|...|...|...|...7 -.o:...0...1...2...3...4...5...6...7 -Q: 0 w: 3 | Q: 1 w: 3 | Q: 2 w: 3 | Q: 3 w: 3 | Q: 4 w: 3 | Q: 5 w: 3 | Q: 6 w: 3 | Q: 7 w: 1 | -Computed Permutation: 0 -> 7|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4|6 -> 5|7 -> 6| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7| -Identity Duration: 1.2445e-04s............................. -Permuted Duration: 1.5308e-04s............................. -Identity active_nodes: 209...................................... -Permuted active_nodes: 230...................................... -Identity max_nodes: 719...................................... -Permuted max_nodes: 740...................................... -________________________________________________________________________________________________ - -Start Simulation of vqe_indep_qiskit_9__________________________________________________ - -.i:...0...1...2...3...4...5...6...7...8 -.1:..ry...|...|...|...|...|...|...|...| p: (-1.6120e+00) -.2:...|..ry...|...|...|...|...|...|...| p: (-6.6480e-01) -.3:...|...|..ry...|...|...|...|...|...| p: (9.5831e-01) -.4:...|...|...|..ry...|...|...|...|...| p: (-1.5703e+00) -.5:...|...|...|...|..ry...|...|...|...| p: (-3.1416e+00) -.6:...|...|...|...|...|..ry...|...|...| p: (-1.5459e+00) -.7:...|...|...|...|...|...|..ry...|...| p: (-3.4289e-02) -.8:...|...|...|...|...|...|...|..ry...| p: (3.1309e+00) -.9:...|...|...|...|...|...|...|...|..ry p: (1.1822e+00) -10:...|...|...|...|...|...|...|...c...x -11:...|...|...|...|...|...|...c...x...| -12:...|...|...|...|...|...c...x...|...| -13:...|...|...|...|...c...x...|...|...| -14:...|...|...|...c...x...|...|...|...| -15:...|...|...c...x...|...|...|...|...| -16:...|...c...x...|...|...|...|...|...| -17:...c...x...|...|...|...|...|...|...| -18:..ry...|...|...|...|...|...|...|...| p: (1.8564e-01) -19:...|..ry...|...|...|...|...|...|...| p: (-1.4581e-01) -20:...|...|..ry...|...|...|...|...|...| p: (-3.1416e+00) -21:...|...|...|..ry...|...|...|...|...| p: (4.4871e-04) -22:...|...|...|...|..ry...|...|...|...| p: (1.1451e-03) -23:...|...|...|...|...|..ry...|...|...| p: (1.3611e+00) -24:...|...|...|...|...|...|..ry...|...| p: (1.3608e+00) -25:...|...|...|...|...|...|...|..ry...| p: (1.5768e+00) -26:...|...|...|...|...|...|...|...|..ry p: (-3.8930e-01) -27:...|...|...|...|...|...|...|...c...x -28:...|...|...|...|...|...|...c...x...| -29:...|...|...|...|...|...c...x...|...| -30:...|...|...|...|...c...x...|...|...| -31:...|...|...|...c...x...|...|...|...| -32:...|...|...c...x...|...|...|...|...| -33:...|...c...x...|...|...|...|...|...| -34:...c...x...|...|...|...|...|...|...| -35:..ry...|...|...|...|...|...|...|...| p: (1.7279e+00) -36:...|..ry...|...|...|...|...|...|...| p: (6.5683e-01) -37:...|...|..ry...|...|...|...|...|...| p: (-5.5368e-01) -38:...|...|...|..ry...|...|...|...|...| p: (-1.5747e+00) -39:...|...|...|...|..ry...|...|...|...| p: (-2.1831e+00) -40:...|...|...|...|...|..ry...|...|...| p: (3.0677e+00) -41:...|...|...|...|...|...|..ry...|...| p: (-1.7329e-02) -42:...|...|...|...|...|...|...|..ry...| p: (1.6050e+00) -43:...|...|...|...|...|...|...|...|..ry p: (1.5677e+00) -44:==================================== -45:...0...|...|...|...|...|...|...|...| -46:...|...1...|...|...|...|...|...|...| -47:...|...|...2...|...|...|...|...|...| -48:...|...|...|...3...|...|...|...|...| -49:...|...|...|...|...4...|...|...|...| -50:...|...|...|...|...|...5...|...|...| -51:...|...|...|...|...|...|...6...|...| -52:...|...|...|...|...|...|...|...7...| -53:...|...|...|...|...|...|...|...|...8 -.o:...0...1...2...3...4...5...6...7...8 -Q: 0 w: 3 | Q: 1 w: 3 | Q: 2 w: 3 | Q: 3 w: 3 | Q: 4 w: 3 | Q: 5 w: 3 | Q: 6 w: 3 | Q: 7 w: 3 | Q: 8 w: 1 | -Computed Permutation: 0 -> 8|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4|6 -> 5|7 -> 6|8 -> 7| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8| -Identity Duration: 2.4814e-04s............................. -Permuted Duration: 2.7903e-04s............................. -Identity active_nodes: 511...................................... -Permuted active_nodes: 511...................................... -Identity max_nodes: 1533...................................... -Permuted max_nodes: 1533...................................... -________________________________________________________________________________________________ - -Start Simulation of vqe_indep_qiskit_10__________________________________________________ - -.i:...0...1...2...3...4...5...6...7...8...9 -.1:..ry...|...|...|...|...|...|...|...|...| p: (-3.1412e+00) -.2:...|..ry...|...|...|...|...|...|...|...| p: (1.5707e+00) -.3:...|...|..ry...|...|...|...|...|...|...| p: (-2.3622e-05) -.4:...|...|...|..ry...|...|...|...|...|...| p: (-3.1399e+00) -.5:...|...|...|...|..ry...|...|...|...|...| p: (-1.1147e-03) -.6:...|...|...|...|...|..ry...|...|...|...| p: (-1.1043e+00) -.7:...|...|...|...|...|...|..ry...|...|...| p: (2.9802e+00) -.8:...|...|...|...|...|...|...|..ry...|...| p: (3.0546e+00) -.9:...|...|...|...|...|...|...|...|..ry...| p: (-1.3668e+00) -10:...|...|...|...|...|...|...|...|...|..ry p: (-2.9084e+00) -11:...|...|...|...|...|...|...|...|...c...x -12:...|...|...|...|...|...|...|...c...x...| -13:...|...|...|...|...|...|...c...x...|...| -14:...|...|...|...|...|...c...x...|...|...| -15:...|...|...|...|...c...x...|...|...|...| -16:...|...|...|...c...x...|...|...|...|...| -17:...|...|...c...x...|...|...|...|...|...| -18:...|...c...x...|...|...|...|...|...|...| -19:...c...x...|...|...|...|...|...|...|...| -20:..ry...|...|...|...|...|...|...|...|...| p: (1.5997e+00) -21:...|..ry...|...|...|...|...|...|...|...| p: (-3.2806e-03) -22:...|...|..ry...|...|...|...|...|...|...| p: (3.4061e-03) -23:...|...|...|..ry...|...|...|...|...|...| p: (-1.1679e+00) -24:...|...|...|...|..ry...|...|...|...|...| p: (3.1416e+00) -25:...|...|...|...|...|..ry...|...|...|...| p: (-2.7303e+00) -26:...|...|...|...|...|...|..ry...|...|...| p: (-2.6926e+00) -27:...|...|...|...|...|...|...|..ry...|...| p: (-9.4159e-01) -28:...|...|...|...|...|...|...|...|..ry...| p: (-8.7349e-01) -29:...|...|...|...|...|...|...|...|...|..ry p: (-2.3004e+00) -30:...|...|...|...|...|...|...|...|...c...x -31:...|...|...|...|...|...|...|...c...x...| -32:...|...|...|...|...|...|...c...x...|...| -33:...|...|...|...|...|...c...x...|...|...| -34:...|...|...|...|...c...x...|...|...|...| -35:...|...|...|...c...x...|...|...|...|...| -36:...|...|...c...x...|...|...|...|...|...| -37:...|...c...x...|...|...|...|...|...|...| -38:...c...x...|...|...|...|...|...|...|...| -39:..ry...|...|...|...|...|...|...|...|...| p: (1.5994e+00) -40:...|..ry...|...|...|...|...|...|...|...| p: (1.5709e+00) -41:...|...|..ry...|...|...|...|...|...|...| p: (6.0268e-04) -42:...|...|...|..ry...|...|...|...|...|...| p: (-1.5711e+00) -43:...|...|...|...|..ry...|...|...|...|...| p: (1.1673e+00) -44:...|...|...|...|...|..ry...|...|...|...| p: (-1.9860e+00) -45:...|...|...|...|...|...|..ry...|...|...| p: (2.8995e+00) -46:...|...|...|...|...|...|...|..ry...|...| p: (-1.6024e+00) -47:...|...|...|...|...|...|...|...|..ry...| p: (-1.4934e+00) -48:...|...|...|...|...|...|...|...|...|..ry p: (5.0413e-01) -49:======================================== -50:...0...|...|...|...|...|...|...|...|...| -51:...|...1...|...|...|...|...|...|...|...| -52:...|...|...2...|...|...|...|...|...|...| -53:...|...|...|...3...|...|...|...|...|...| -54:...|...|...|...|...4...|...|...|...|...| -55:...|...|...|...|...|...5...|...|...|...| -56:...|...|...|...|...|...|...6...|...|...| -57:...|...|...|...|...|...|...|...7...|...| -58:...|...|...|...|...|...|...|...|...8...| -59:...|...|...|...|...|...|...|...|...|...9 -.o:...0...1...2...3...4...5...6...7...8...9 -Q: 0 w: 3 | Q: 1 w: 3 | Q: 2 w: 3 | Q: 3 w: 3 | Q: 4 w: 3 | Q: 5 w: 3 | Q: 6 w: 3 | Q: 7 w: 3 | Q: 8 w: 3 | Q: 9 w: 1 | -Computed Permutation: 0 -> 9|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4|6 -> 5|7 -> 6|8 -> 7|9 -> 8| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8|9 -> 9| -Identity Duration: 3.9915e-03s............................. -Permuted Duration: 1.0626e-03s............................. -Identity active_nodes: 999...................................... -Permuted active_nodes: 1019...................................... -Identity max_nodes: 3045...................................... -Permuted max_nodes: 3065...................................... +Identity max_nodes: 126...................................... +Permuted max_nodes: 126...................................... ________________________________________________________________________________________________ diff --git a/test/BenchmarkQuasm/results/vqe_indep_qiskit_gates.txt b/test/BenchmarkQuasm/results/vqe_indep_qiskit_gates.txt deleted file mode 100644 index e7ba511d..00000000 --- a/test/BenchmarkQuasm/results/vqe_indep_qiskit_gates.txt +++ /dev/null @@ -1,416 +0,0 @@ -Start Simulation of vqe_indep_qiskit_3__________________________________________________ - - i: 0 1 2 - 1: ry | | p: (-0.941325) - 2: | ry | p: (-0.126413) - 3: | | ry p: (-3.14159) - 4: | c x - 5: c x | - 6: ry | | p: (-2.20656) - 7: | ry | p: (-3.14159) - 8: | | ry p: (1.74903) - 9: | c x -10: c x | -11: ry | | p: (0.690101) -12: | ry | p: (-0.402456) -13: | | ry p: (2.71744) -14:============ -15: 0 | | -16: | 1 | -17: | | 2 - o: 0 1 2 -Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 8.0103e-06s............................. -Permuted Duration: 8.1925e-06s............................. -Identity active_nodes: 7 ...................................... -Permuted active_nodes: 7 ...................................... -Identity max_nodes: 21 ...................................... -Permuted max_nodes: 21 ...................................... -________________________________________________________________________________________________ - -Start Simulation of vqe_indep_qiskit_4__________________________________________________ - -.i:...0...1...2...3 -.1:..ry...|...|...| p: (2.2551e+00) -.2:...|..ry...|...| p: (-2.4212e-04) -.3:...|...|..ry...| p: (1.6710e+00) -.4:...|...|...|..ry p: (-2.4684e+00) -.5:...|...|...c...x -.6:...|...c...x...| -.7:...c...x...|...| -.8:..ry...|...|...| p: (5.2421e-02) -.9:...|..ry...|...| p: (6.7252e-02) -10:...|...|..ry...| p: (1.5986e-01) -11:...|...|...|..ry p: (-1.2428e-01) -12:...|...|...c...x -13:...|...c...x...| -14:...c...x...|...| -15:..ry...|...|...| p: (-2.2535e+00) -16:...|..ry...|...| p: (-3.0990e+00) -17:...|...|..ry...| p: (1.5706e+00) -18:...|...|...|..ry p: (2.4622e+00) -19:================ -20:...0...|...|...| -21:...|...1...|...| -22:...|...|...2...| -23:...|...|...|...3 -.o:...0...1...2...3 -Computed Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Identity Duration: 1.4590e-05s............................. -Permuted Duration: 1.4345e-05s............................. -Identity active_nodes: 15 ...................................... -Permuted active_nodes: 15 ...................................... -Identity max_nodes: 45 ...................................... -Permuted max_nodes: 45 ...................................... -________________________________________________________________________________________________ - -Start Simulation of vqe_indep_qiskit_5__________________________________________________ - -.i:...0...1...2...3...4 -.1:..ry...|...|...|...| p: (-2.4000e+00) -.2:...|..ry...|...|...| p: (-3.5969e-03) -.3:...|...|..ry...|...| p: (2.3140e+00) -.4:...|...|...|..ry...| p: (-1.0853e-01) -.5:...|...|...|...|..ry p: (2.3450e+00) -.6:...|...|...|...c...x -.7:...|...|...c...x...| -.8:...|...c...x...|...| -.9:...c...x...|...|...| -10:..ry...|...|...|...| p: (9.2408e-01) -11:...|..ry...|...|...| p: (-1.0994e+00) -12:...|...|..ry...|...| p: (-1.6558e+00) -13:...|...|...|..ry...| p: (-1.6857e+00) -14:...|...|...|...|..ry p: (-7.7257e-01) -15:...|...|...|...c...x -16:...|...|...c...x...| -17:...|...c...x...|...| -18:...c...x...|...|...| -19:..ry...|...|...|...| p: (2.0311e+00) -20:...|..ry...|...|...| p: (2.4246e+00) -21:...|...|..ry...|...| p: (1.5674e+00) -22:...|...|...|..ry...| p: (-2.8077e+00) -23:...|...|...|...|..ry p: (-1.6463e+00) -24:==================== -25:...0...|...|...|...| -26:...|...1...|...|...| -27:...|...|...2...|...| -28:...|...|...|...3...| -29:...|...|...|...|...4 -.o:...0...1...2...3...4 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: 4.1103e-05s............................. -Permuted Duration: 4.0665e-05s............................. -Identity active_nodes: 31 ...................................... -Permuted active_nodes: 31 ...................................... -Identity max_nodes: 93 ...................................... -Permuted max_nodes: 93 ...................................... -________________________________________________________________________________________________ - -Start Simulation of vqe_indep_qiskit_6__________________________________________________ - -.i:...0...1...2...3...4...5 -.1:..ry...|...|...|...|...| p: (3.0620e+00) -.2:...|..ry...|...|...|...| p: (3.1415e+00) -.3:...|...|..ry...|...|...| p: (1.5713e+00) -.4:...|...|...|..ry...|...| p: (-1.4524e-04) -.5:...|...|...|...|..ry...| p: (-2.3197e+00) -.6:...|...|...|...|...|..ry p: (3.1416e+00) -.7:...|...|...|...|...c...x -.8:...|...|...|...c...x...| -.9:...|...|...c...x...|...| -10:...|...c...x...|...|...| -11:...c...x...|...|...|...| -12:..ry...|...|...|...|...| p: (1.5010e-01) -13:...|..ry...|...|...|...| p: (-1.0869e+00) -14:...|...|..ry...|...|...| p: (7.3746e-01) -15:...|...|...|..ry...|...| p: (-7.3751e-01) -16:...|...|...|...|..ry...| p: (-1.5708e+00) -17:...|...|...|...|...|..ry p: (1.5709e+00) -18:...|...|...|...|...c...x -19:...|...|...|...c...x...| -20:...|...|...c...x...|...| -21:...|...c...x...|...|...| -22:...c...x...|...|...|...| -23:..ry...|...|...|...|...| p: (-2.9719e+00) -24:...|..ry...|...|...|...| p: (-1.0809e+00) -25:...|...|..ry...|...|...| p: (1.5708e+00) -26:...|...|...|..ry...|...| p: (7.0198e-04) -27:...|...|...|...|..ry...| p: (-1.5705e+00) -28:...|...|...|...|...|..ry p: (-7.4905e-01) -29:======================== -30:...0...|...|...|...|...| -31:...|...1...|...|...|...| -32:...|...|...2...|...|...| -33:...|...|...|...3...|...| -34:...|...|...|...|...4...| -35:...|...|...|...|...|...5 -.o:...0...1...2...3...4...5 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Identity Duration: 3.8380e-05s............................. -Permuted Duration: 3.8730e-05s............................. -Identity active_nodes: 61 ...................................... -Permuted active_nodes: 61 ...................................... -Identity max_nodes: 187...................................... -Permuted max_nodes: 187...................................... -________________________________________________________________________________________________ - -Start Simulation of vqe_indep_qiskit_7__________________________________________________ - -.i:...0...1...2...3...4...5...6 -.1:..ry...|...|...|...|...|...| p: (-3.4218e-05) -.2:...|..ry...|...|...|...|...| p: (-2.7107e+00) -.3:...|...|..ry...|...|...|...| p: (2.9935e+00) -.4:...|...|...|..ry...|...|...| p: (2.5592e+00) -.5:...|...|...|...|..ry...|...| p: (1.3934e+00) -.6:...|...|...|...|...|..ry...| p: (-6.2005e-03) -.7:...|...|...|...|...|...|..ry p: (-2.3505e+00) -.8:...|...|...|...|...|...c...x -.9:...|...|...|...|...c...x...| -10:...|...|...|...c...x...|...| -11:...|...|...c...x...|...|...| -12:...|...c...x...|...|...|...| -13:...c...x...|...|...|...|...| -14:..ry...|...|...|...|...|...| p: (-3.1412e+00) -15:...|..ry...|...|...|...|...| p: (-1.6663e+00) -16:...|...|..ry...|...|...|...| p: (-1.5098e+00) -17:...|...|...|..ry...|...|...| p: (1.5775e+00) -18:...|...|...|...|..ry...|...| p: (-1.5710e+00) -19:...|...|...|...|...|..ry...| p: (-1.5714e+00) -20:...|...|...|...|...|...|..ry p: (7.7946e-01) -21:...|...|...|...|...|...c...x -22:...|...|...|...|...c...x...| -23:...|...|...|...c...x...|...| -24:...|...|...c...x...|...|...| -25:...|...c...x...|...|...|...| -26:...c...x...|...|...|...|...| -27:..ry...|...|...|...|...|...| p: (3.1416e+00) -28:...|..ry...|...|...|...|...| p: (1.4795e+00) -29:...|...|..ry...|...|...|...| p: (9.6901e-01) -30:...|...|...|..ry...|...|...| p: (1.4225e+00) -31:...|...|...|...|..ry...|...| p: (9.8823e-01) -32:...|...|...|...|...|..ry...| p: (2.9644e+00) -33:...|...|...|...|...|...|..ry p: (1.5664e+00) -34:============================ -35:...0...|...|...|...|...|...| -36:...|...1...|...|...|...|...| -37:...|...|...2...|...|...|...| -38:...|...|...|...3...|...|...| -39:...|...|...|...|...4...|...| -40:...|...|...|...|...|...5...| -41:...|...|...|...|...|...|...6 -.o:...0...1...2...3...4...5...6 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Identity Duration: 9.3764e-05s............................. -Permuted Duration: 9.4246e-05s............................. -Identity active_nodes: 127...................................... -Permuted active_nodes: 127...................................... -Identity max_nodes: 381...................................... -Permuted max_nodes: 381...................................... -________________________________________________________________________________________________ - -Start Simulation of vqe_indep_qiskit_8__________________________________________________ - -.i:...0...1...2...3...4...5...6...7 -.1:..ry...|...|...|...|...|...|...| p: (-3.4946e-01) -.2:...|..ry...|...|...|...|...|...| p: (3.1416e+00) -.3:...|...|..ry...|...|...|...|...| p: (-1.5711e+00) -.4:...|...|...|..ry...|...|...|...| p: (4.6442e-05) -.5:...|...|...|...|..ry...|...|...| p: (-1.5707e+00) -.6:...|...|...|...|...|..ry...|...| p: (-3.1406e+00) -.7:...|...|...|...|...|...|..ry...| p: (-2.9116e-01) -.8:...|...|...|...|...|...|...|..ry p: (4.6178e-01) -.9:...|...|...|...|...|...|...c...x -10:...|...|...|...|...|...c...x...| -11:...|...|...|...|...c...x...|...| -12:...|...|...|...c...x...|...|...| -13:...|...|...c...x...|...|...|...| -14:...|...c...x...|...|...|...|...| -15:...c...x...|...|...|...|...|...| -16:..ry...|...|...|...|...|...|...| p: (1.5362e+00) -17:...|..ry...|...|...|...|...|...| p: (1.5589e+00) -18:...|...|..ry...|...|...|...|...| p: (2.3899e+00) -19:...|...|...|..ry...|...|...|...| p: (2.3899e+00) -20:...|...|...|...|..ry...|...|...| p: (-9.7678e-04) -21:...|...|...|...|...|..ry...|...| p: (-3.1416e+00) -22:...|...|...|...|...|...|..ry...| p: (-1.7035e+00) -23:...|...|...|...|...|...|...|..ry p: (-2.0499e+00) -24:...|...|...|...|...|...|...c...x -25:...|...|...|...|...|...c...x...| -26:...|...|...|...|...c...x...|...| -27:...|...|...|...c...x...|...|...| -28:...|...|...c...x...|...|...|...| -29:...|...c...x...|...|...|...|...| -30:...c...x...|...|...|...|...|...| -31:..ry...|...|...|...|...|...|...| p: (1.5383e+00) -32:...|..ry...|...|...|...|...|...| p: (1.9205e+00) -33:...|...|..ry...|...|...|...|...| p: (1.5708e+00) -34:...|...|...|..ry...|...|...|...| p: (-3.1413e+00) -35:...|...|...|...|..ry...|...|...| p: (1.5710e+00) -36:...|...|...|...|...|..ry...|...| p: (-3.1416e+00) -37:...|...|...|...|...|...|..ry...| p: (3.1416e+00) -38:...|...|...|...|...|...|...|..ry p: (-1.3107e+00) -39:================================ -40:...0...|...|...|...|...|...|...| -41:...|...1...|...|...|...|...|...| -42:...|...|...2...|...|...|...|...| -43:...|...|...|...3...|...|...|...| -44:...|...|...|...|...4...|...|...| -45:...|...|...|...|...|...5...|...| -46:...|...|...|...|...|...|...6...| -47:...|...|...|...|...|...|...|...7 -.o:...0...1...2...3...4...5...6...7 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7| -Identity Duration: 1.1852e-04s............................. -Permuted Duration: 1.1936e-04s............................. -Identity active_nodes: 209...................................... -Permuted active_nodes: 209...................................... -Identity max_nodes: 719...................................... -Permuted max_nodes: 719...................................... -________________________________________________________________________________________________ - -Start Simulation of vqe_indep_qiskit_9__________________________________________________ - -.i:...0...1...2...3...4...5...6...7...8 -.1:..ry...|...|...|...|...|...|...|...| p: (-1.6120e+00) -.2:...|..ry...|...|...|...|...|...|...| p: (-6.6480e-01) -.3:...|...|..ry...|...|...|...|...|...| p: (9.5831e-01) -.4:...|...|...|..ry...|...|...|...|...| p: (-1.5703e+00) -.5:...|...|...|...|..ry...|...|...|...| p: (-3.1416e+00) -.6:...|...|...|...|...|..ry...|...|...| p: (-1.5459e+00) -.7:...|...|...|...|...|...|..ry...|...| p: (-3.4289e-02) -.8:...|...|...|...|...|...|...|..ry...| p: (3.1309e+00) -.9:...|...|...|...|...|...|...|...|..ry p: (1.1822e+00) -10:...|...|...|...|...|...|...|...c...x -11:...|...|...|...|...|...|...c...x...| -12:...|...|...|...|...|...c...x...|...| -13:...|...|...|...|...c...x...|...|...| -14:...|...|...|...c...x...|...|...|...| -15:...|...|...c...x...|...|...|...|...| -16:...|...c...x...|...|...|...|...|...| -17:...c...x...|...|...|...|...|...|...| -18:..ry...|...|...|...|...|...|...|...| p: (1.8564e-01) -19:...|..ry...|...|...|...|...|...|...| p: (-1.4581e-01) -20:...|...|..ry...|...|...|...|...|...| p: (-3.1416e+00) -21:...|...|...|..ry...|...|...|...|...| p: (4.4871e-04) -22:...|...|...|...|..ry...|...|...|...| p: (1.1451e-03) -23:...|...|...|...|...|..ry...|...|...| p: (1.3611e+00) -24:...|...|...|...|...|...|..ry...|...| p: (1.3608e+00) -25:...|...|...|...|...|...|...|..ry...| p: (1.5768e+00) -26:...|...|...|...|...|...|...|...|..ry p: (-3.8930e-01) -27:...|...|...|...|...|...|...|...c...x -28:...|...|...|...|...|...|...c...x...| -29:...|...|...|...|...|...c...x...|...| -30:...|...|...|...|...c...x...|...|...| -31:...|...|...|...c...x...|...|...|...| -32:...|...|...c...x...|...|...|...|...| -33:...|...c...x...|...|...|...|...|...| -34:...c...x...|...|...|...|...|...|...| -35:..ry...|...|...|...|...|...|...|...| p: (1.7279e+00) -36:...|..ry...|...|...|...|...|...|...| p: (6.5683e-01) -37:...|...|..ry...|...|...|...|...|...| p: (-5.5368e-01) -38:...|...|...|..ry...|...|...|...|...| p: (-1.5747e+00) -39:...|...|...|...|..ry...|...|...|...| p: (-2.1831e+00) -40:...|...|...|...|...|..ry...|...|...| p: (3.0677e+00) -41:...|...|...|...|...|...|..ry...|...| p: (-1.7329e-02) -42:...|...|...|...|...|...|...|..ry...| p: (1.6050e+00) -43:...|...|...|...|...|...|...|...|..ry p: (1.5677e+00) -44:==================================== -45:...0...|...|...|...|...|...|...|...| -46:...|...1...|...|...|...|...|...|...| -47:...|...|...2...|...|...|...|...|...| -48:...|...|...|...3...|...|...|...|...| -49:...|...|...|...|...4...|...|...|...| -50:...|...|...|...|...|...5...|...|...| -51:...|...|...|...|...|...|...6...|...| -52:...|...|...|...|...|...|...|...7...| -53:...|...|...|...|...|...|...|...|...8 -.o:...0...1...2...3...4...5...6...7...8 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8| -Identity Duration: 2.9706e-04s............................. -Permuted Duration: 2.8727e-04s............................. -Identity active_nodes: 511...................................... -Permuted active_nodes: 511...................................... -Identity max_nodes: 1533...................................... -Permuted max_nodes: 1533...................................... -________________________________________________________________________________________________ - -Start Simulation of vqe_indep_qiskit_10__________________________________________________ - -.i:...0...1...2...3...4...5...6...7...8...9 -.1:..ry...|...|...|...|...|...|...|...|...| p: (-3.1412e+00) -.2:...|..ry...|...|...|...|...|...|...|...| p: (1.5707e+00) -.3:...|...|..ry...|...|...|...|...|...|...| p: (-2.3622e-05) -.4:...|...|...|..ry...|...|...|...|...|...| p: (-3.1399e+00) -.5:...|...|...|...|..ry...|...|...|...|...| p: (-1.1147e-03) -.6:...|...|...|...|...|..ry...|...|...|...| p: (-1.1043e+00) -.7:...|...|...|...|...|...|..ry...|...|...| p: (2.9802e+00) -.8:...|...|...|...|...|...|...|..ry...|...| p: (3.0546e+00) -.9:...|...|...|...|...|...|...|...|..ry...| p: (-1.3668e+00) -10:...|...|...|...|...|...|...|...|...|..ry p: (-2.9084e+00) -11:...|...|...|...|...|...|...|...|...c...x -12:...|...|...|...|...|...|...|...c...x...| -13:...|...|...|...|...|...|...c...x...|...| -14:...|...|...|...|...|...c...x...|...|...| -15:...|...|...|...|...c...x...|...|...|...| -16:...|...|...|...c...x...|...|...|...|...| -17:...|...|...c...x...|...|...|...|...|...| -18:...|...c...x...|...|...|...|...|...|...| -19:...c...x...|...|...|...|...|...|...|...| -20:..ry...|...|...|...|...|...|...|...|...| p: (1.5997e+00) -21:...|..ry...|...|...|...|...|...|...|...| p: (-3.2806e-03) -22:...|...|..ry...|...|...|...|...|...|...| p: (3.4061e-03) -23:...|...|...|..ry...|...|...|...|...|...| p: (-1.1679e+00) -24:...|...|...|...|..ry...|...|...|...|...| p: (3.1416e+00) -25:...|...|...|...|...|..ry...|...|...|...| p: (-2.7303e+00) -26:...|...|...|...|...|...|..ry...|...|...| p: (-2.6926e+00) -27:...|...|...|...|...|...|...|..ry...|...| p: (-9.4159e-01) -28:...|...|...|...|...|...|...|...|..ry...| p: (-8.7349e-01) -29:...|...|...|...|...|...|...|...|...|..ry p: (-2.3004e+00) -30:...|...|...|...|...|...|...|...|...c...x -31:...|...|...|...|...|...|...|...c...x...| -32:...|...|...|...|...|...|...c...x...|...| -33:...|...|...|...|...|...c...x...|...|...| -34:...|...|...|...|...c...x...|...|...|...| -35:...|...|...|...c...x...|...|...|...|...| -36:...|...|...c...x...|...|...|...|...|...| -37:...|...c...x...|...|...|...|...|...|...| -38:...c...x...|...|...|...|...|...|...|...| -39:..ry...|...|...|...|...|...|...|...|...| p: (1.5994e+00) -40:...|..ry...|...|...|...|...|...|...|...| p: (1.5709e+00) -41:...|...|..ry...|...|...|...|...|...|...| p: (6.0268e-04) -42:...|...|...|..ry...|...|...|...|...|...| p: (-1.5711e+00) -43:...|...|...|...|..ry...|...|...|...|...| p: (1.1673e+00) -44:...|...|...|...|...|..ry...|...|...|...| p: (-1.9860e+00) -45:...|...|...|...|...|...|..ry...|...|...| p: (2.8995e+00) -46:...|...|...|...|...|...|...|..ry...|...| p: (-1.6024e+00) -47:...|...|...|...|...|...|...|...|..ry...| p: (-1.4934e+00) -48:...|...|...|...|...|...|...|...|...|..ry p: (5.0413e-01) -49:======================================== -50:...0...|...|...|...|...|...|...|...|...| -51:...|...1...|...|...|...|...|...|...|...| -52:...|...|...2...|...|...|...|...|...|...| -53:...|...|...|...3...|...|...|...|...|...| -54:...|...|...|...|...4...|...|...|...|...| -55:...|...|...|...|...|...5...|...|...|...| -56:...|...|...|...|...|...|...6...|...|...| -57:...|...|...|...|...|...|...|...7...|...| -58:...|...|...|...|...|...|...|...|...8...| -59:...|...|...|...|...|...|...|...|...|...9 -.o:...0...1...2...3...4...5...6...7...8...9 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8|9 -> 9| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6|7 -> 7|8 -> 8|9 -> 9| -Identity Duration: 4.2588e-03s............................. -Permuted Duration: 1.6178e-02s............................. -Identity active_nodes: 999...................................... -Permuted active_nodes: 1311...................................... -Identity max_nodes: 3045...................................... -Permuted max_nodes: 3357...................................... -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/wstate_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/wstate_indep_qiskit_all.txt index 42dd99c8..8ec4671d 100644 --- a/test/BenchmarkQuasm/results/wstate_indep_qiskit_all.txt +++ b/test/BenchmarkQuasm/results/wstate_indep_qiskit_all.txt @@ -11,35 +11,41 @@ i: 0 1 8: | 1 o: 0 1 Total Permutations: 2 -Min time: 2.1150e-06s................. Permutation 1 : 0 -> 1|1 -> 0| -Max time: 2.4600e-06s................. Permutation 0 : 0 -> 0|1 -> 1| +Min time: 1.9731e-05s................. Permutation 1 : 0 -> 1|1 -> 0| +Max time: 2.1113e-05s................. Permutation 0 : 0 -> 0|1 -> 1| Min active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Min max nodes: 5 nodes.................... Permutation 1 : 0 -> 1|1 -> 0| +Min max nodes: 4 nodes.................... Permutation 1 : 0 -> 1|1 -> 0| Max active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Max max nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| +Max max nodes: 5 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| ________________________________________________________________________________________________ 2 permutations have 3 active nodes. +Index: 1 | Max_nodes: 4 | Time: 1.9731e-05s | 0 -> 1|1 -> 0| +Index: 0 | Max_nodes: 5 | Time: 2.1113e-05s | 0 -> 0|1 -> 1| ........................... -Average time: 2.2875e-06s +Average time: 2.0422e-05s ________________________________________________________________________________________________ -1 permutations have 5 max nodes. +1 permutations have 4 max nodes. +Index: 1 | Active_nodes: 3 | Time: 1.9731e-05s | 0 -> 1|1 -> 0| ........................... -Average time: 2.1150e-06s +Average time: 1.9731e-05s -1 permutations have 7 max nodes. +1 permutations have 5 max nodes. +Index: 0 | Active_nodes: 3 | Time: 2.1113e-05s | 0 -> 0|1 -> 1| ........................... -Average time: 2.4600e-06s +Average time: 2.1113e-05s ________________________________________________________________________________________________ -execution time of: 2.1150e-06s: Index: 1 | Max_nodes: 5 | Active_nodes: 3 | 0 -> 1|1 -> 0| -execution time of: 2.4600e-06s: Index: 0 | Max_nodes: 7 | Active_nodes: 3 | 0 -> 0|1 -> 1| +execution time of: 1.9731e-05s: Index: 1 | Max_nodes: 4 | Active_nodes: 3 | 0 -> 1|1 -> 0| + +execution time of: 2.1113e-05s: Index: 0 | Max_nodes: 5 | Active_nodes: 3 | 0 -> 0|1 -> 1| + ________________________________________________________________________________________________ Start Simulation of wstate_indep_qiskit_3__________________________________________________ @@ -60,44 +66,62 @@ Start Simulation of wstate_indep_qiskit_3_______________________________________ 13:...|...|...2 .o:...0...1...2 Total Permutations: 6 -Min time: 4.0200e-06s................. Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| -Max time: 4.4275e-06s................. Permutation 2 : 0 -> 1|1 -> 0|2 -> 2| +Min time: 3.5017e-05s................. Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| +Max time: 3.7266e-05s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| Min active nodes: 5 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Min max nodes: 11 nodes.................... Permutation 3 : 0 -> 1|1 -> 2|2 -> 0| +Min max nodes: 8 nodes.................... Permutation 3 : 0 -> 1|1 -> 2|2 -> 0| Max active nodes: 5 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max max nodes: 14 nodes.................... Permutation 1 : 0 -> 0|1 -> 2|2 -> 1| +Max max nodes: 10 nodes.................... Permutation 1 : 0 -> 0|1 -> 2|2 -> 1| ________________________________________________________________________________________________ 6 permutations have 5 active nodes. +Index: 5 | Max_nodes: 8 | Time: 3.5017e-05s | 0 -> 2|1 -> 1|2 -> 0| +Index: 3 | Max_nodes: 8 | Time: 3.5398e-05s | 0 -> 1|1 -> 2|2 -> 0| +Index: 2 | Max_nodes: 9 | Time: 3.6877e-05s | 0 -> 1|1 -> 0|2 -> 2| +Index: 0 | Max_nodes: 9 | Time: 3.7266e-05s | 0 -> 0|1 -> 1|2 -> 2| +Index: 1 | Max_nodes: 10 | Time: 3.6397e-05s | 0 -> 0|1 -> 2|2 -> 1| +Index: 4 | Max_nodes: 10 | Time: 3.6936e-05s | 0 -> 2|1 -> 0|2 -> 1| ........................... -Average time: 4.2488e-06s +Average time: 3.6315e-05s ________________________________________________________________________________________________ -2 permutations have 11 max nodes. +2 permutations have 8 max nodes. +Index: 5 | Active_nodes: 5 | Time: 3.5017e-05s | 0 -> 2|1 -> 1|2 -> 0| +Index: 3 | Active_nodes: 5 | Time: 3.5398e-05s | 0 -> 1|1 -> 2|2 -> 0| ........................... -Average time: 4.0250e-06s +Average time: 3.5207e-05s -2 permutations have 12 max nodes. +2 permutations have 9 max nodes. +Index: 2 | Active_nodes: 5 | Time: 3.6877e-05s | 0 -> 1|1 -> 0|2 -> 2| +Index: 0 | Active_nodes: 5 | Time: 3.7266e-05s | 0 -> 0|1 -> 1|2 -> 2| ........................... -Average time: 4.4176e-06s +Average time: 3.7071e-05s -2 permutations have 14 max nodes. +2 permutations have 10 max nodes. +Index: 1 | Active_nodes: 5 | Time: 3.6397e-05s | 0 -> 0|1 -> 2|2 -> 1| +Index: 4 | Active_nodes: 5 | Time: 3.6936e-05s | 0 -> 2|1 -> 0|2 -> 1| ........................... -Average time: 4.3038e-06s +Average time: 3.6667e-05s ________________________________________________________________________________________________ -execution time of: 4.0200e-06s: Index: 5 | Max_nodes: 11 | Active_nodes: 5 | 0 -> 2|1 -> 1|2 -> 0| -execution time of: 4.0300e-06s: Index: 3 | Max_nodes: 11 | Active_nodes: 5 | 0 -> 1|1 -> 2|2 -> 0| -execution time of: 4.2825e-06s: Index: 1 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 1| -execution time of: 4.3250e-06s: Index: 4 | Max_nodes: 14 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 1| -execution time of: 4.4078e-06s: Index: 0 | Max_nodes: 12 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 2| -execution time of: 4.4275e-06s: Index: 2 | Max_nodes: 12 | Active_nodes: 5 | 0 -> 1|1 -> 0|2 -> 2| +execution time of: 3.5017e-05s: Index: 5 | Max_nodes: 8 | Active_nodes: 5 | 0 -> 2|1 -> 1|2 -> 0| + +execution time of: 3.5398e-05s: Index: 3 | Max_nodes: 8 | Active_nodes: 5 | 0 -> 1|1 -> 2|2 -> 0| + +execution time of: 3.6397e-05s: Index: 1 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 1| + +execution time of: 3.6877e-05s: Index: 2 | Max_nodes: 9 | Active_nodes: 5 | 0 -> 1|1 -> 0|2 -> 2| + +execution time of: 3.6936e-05s: Index: 4 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 1| + +execution time of: 3.7266e-05s: Index: 0 | Max_nodes: 9 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 2| + ________________________________________________________________________________________________ Start Simulation of wstate_indep_qiskit_4__________________________________________________ @@ -123,66 +147,144 @@ Start Simulation of wstate_indep_qiskit_4_______________________________________ 18:...|...|...|...3 .o:...0...1...2...3 Total Permutations: 24 -Min time: 5.9600e-06s................. Permutation 23 : 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -Max time: 6.7125e-06s................. Permutation 10 : 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +Min time: 5.1279e-05s................. Permutation 23 : 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +Max time: 5.6049e-05s................. Permutation 2 : 0 -> 0|1 -> 2|2 -> 1|3 -> 3| Min active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Min max nodes: 17 nodes.................... Permutation 9 : 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +Min max nodes: 12 nodes.................... Permutation 9 : 0 -> 1|1 -> 2|2 -> 3|3 -> 0| Max active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Max max nodes: 21 nodes.................... Permutation 13 : 0 -> 2|1 -> 0|2 -> 3|3 -> 1| +Max max nodes: 16 nodes.................... Permutation 13 : 0 -> 2|1 -> 0|2 -> 3|3 -> 1| ________________________________________________________________________________________________ 24 permutations have 7 active nodes. +Index: 23 | Max_nodes: 12 | Time: 5.1279e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +Index: 11 | Max_nodes: 12 | Time: 5.2009e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| +Index: 9 | Max_nodes: 12 | Time: 5.2373e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +Index: 17 | Max_nodes: 12 | Time: 5.2442e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| +Index: 15 | Max_nodes: 13 | Time: 5.2467e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +Index: 21 | Max_nodes: 13 | Time: 5.3000e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| +Index: 0 | Max_nodes: 13 | Time: 5.4775e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Index: 8 | Max_nodes: 13 | Time: 5.5213e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| +Index: 2 | Max_nodes: 13 | Time: 5.6049e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| +Index: 5 | Max_nodes: 14 | Time: 5.2863e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +Index: 14 | Max_nodes: 14 | Time: 5.3621e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +Index: 3 | Max_nodes: 14 | Time: 5.3636e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +Index: 22 | Max_nodes: 14 | Time: 5.4001e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| +Index: 16 | Max_nodes: 14 | Time: 5.4283e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| +Index: 6 | Max_nodes: 14 | Time: 5.4575e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +Index: 1 | Max_nodes: 14 | Time: 5.4984e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +Index: 4 | Max_nodes: 14 | Time: 5.5058e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| +Index: 10 | Max_nodes: 14 | Time: 5.5134e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +Index: 7 | Max_nodes: 15 | Time: 5.3576e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +Index: 20 | Max_nodes: 15 | Time: 5.4397e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +Index: 12 | Max_nodes: 15 | Time: 5.5313e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| +Index: 19 | Max_nodes: 16 | Time: 5.3693e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| +Index: 18 | Max_nodes: 16 | Time: 5.5140e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| +Index: 13 | Max_nodes: 16 | Time: 5.5406e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| ........................... -Average time: 6.3951e-06s +Average time: 5.3970e-05s ________________________________________________________________________________________________ -4 permutations have 17 max nodes. +4 permutations have 12 max nodes. +Index: 23 | Active_nodes: 7 | Time: 5.1279e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| +Index: 11 | Active_nodes: 7 | Time: 5.2009e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| +Index: 9 | Active_nodes: 7 | Time: 5.2373e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| +Index: 17 | Active_nodes: 7 | Time: 5.2442e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| ........................... -Average time: 6.1425e-06s +Average time: 5.2026e-05s + +5 permutations have 13 max nodes. +Index: 15 | Active_nodes: 7 | Time: 5.2467e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| +Index: 21 | Active_nodes: 7 | Time: 5.3000e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| +Index: 0 | Active_nodes: 7 | Time: 5.4775e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| +Index: 8 | Active_nodes: 7 | Time: 5.5213e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| +Index: 2 | Active_nodes: 7 | Time: 5.6049e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -8 permutations have 18 max nodes. +........................... +Average time: 5.4301e-05s + +9 permutations have 14 max nodes. +Index: 5 | Active_nodes: 7 | Time: 5.2863e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| +Index: 14 | Active_nodes: 7 | Time: 5.3621e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| +Index: 3 | Active_nodes: 7 | Time: 5.3636e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| +Index: 22 | Active_nodes: 7 | Time: 5.4001e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| +Index: 16 | Active_nodes: 7 | Time: 5.4283e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| +Index: 6 | Active_nodes: 7 | Time: 5.4575e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| +Index: 1 | Active_nodes: 7 | Time: 5.4984e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| +Index: 4 | Active_nodes: 7 | Time: 5.5058e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| +Index: 10 | Active_nodes: 7 | Time: 5.5134e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| ........................... -Average time: 6.4701e-06s +Average time: 5.4239e-05s -10 permutations have 20 max nodes. +3 permutations have 15 max nodes. +Index: 7 | Active_nodes: 7 | Time: 5.3576e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| +Index: 20 | Active_nodes: 7 | Time: 5.4397e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| +Index: 12 | Active_nodes: 7 | Time: 5.5313e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| ........................... -Average time: 6.4361e-06s +Average time: 5.4429e-05s -2 permutations have 21 max nodes. +3 permutations have 16 max nodes. +Index: 19 | Active_nodes: 7 | Time: 5.3693e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| +Index: 18 | Active_nodes: 7 | Time: 5.5140e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| +Index: 13 | Active_nodes: 7 | Time: 5.5406e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| ........................... -Average time: 6.3951e-06s +Average time: 5.4746e-05s ________________________________________________________________________________________________ -execution time of: 5.9600e-06s: Index: 23 | Max_nodes: 17 | Active_nodes: 7 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -execution time of: 6.1675e-06s: Index: 11 | Max_nodes: 17 | Active_nodes: 7 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -execution time of: 6.2000e-06s: Index: 15 | Max_nodes: 18 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -execution time of: 6.2127e-06s: Index: 7 | Max_nodes: 20 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -execution time of: 6.2150e-06s: Index: 5 | Max_nodes: 20 | Active_nodes: 7 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| -execution time of: 6.2275e-06s: Index: 9 | Max_nodes: 17 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -execution time of: 6.2300e-06s: Index: 21 | Max_nodes: 18 | Active_nodes: 7 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| -execution time of: 6.2350e-06s: Index: 3 | Max_nodes: 20 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -execution time of: 6.3125e-06s: Index: 22 | Max_nodes: 20 | Active_nodes: 7 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| -execution time of: 6.3877e-06s: Index: 1 | Max_nodes: 20 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -execution time of: 6.3925e-06s: Index: 19 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| -execution time of: 6.3977e-06s: Index: 13 | Max_nodes: 21 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| -execution time of: 6.4075e-06s: Index: 20 | Max_nodes: 20 | Active_nodes: 7 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -execution time of: 6.4803e-06s: Index: 14 | Max_nodes: 18 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -execution time of: 6.5075e-06s: Index: 6 | Max_nodes: 18 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -execution time of: 6.5350e-06s: Index: 2 | Max_nodes: 18 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -execution time of: 6.5378e-06s: Index: 0 | Max_nodes: 18 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -execution time of: 6.5625e-06s: Index: 4 | Max_nodes: 20 | Active_nodes: 7 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -execution time of: 6.6300e-06s: Index: 8 | Max_nodes: 18 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| -execution time of: 6.6400e-06s: Index: 12 | Max_nodes: 18 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -execution time of: 6.6500e-06s: Index: 16 | Max_nodes: 20 | Active_nodes: 7 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| -execution time of: 6.6650e-06s: Index: 18 | Max_nodes: 20 | Active_nodes: 7 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| -execution time of: 6.7125e-06s: Index: 10 | Max_nodes: 20 | Active_nodes: 7 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| +execution time of: 5.1279e-05s: Index: 23 | Max_nodes: 12 | Active_nodes: 7 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| + +execution time of: 5.2009e-05s: Index: 11 | Max_nodes: 12 | Active_nodes: 7 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| + +execution time of: 5.2373e-05s: Index: 9 | Max_nodes: 12 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| + +execution time of: 5.2442e-05s: Index: 17 | Max_nodes: 12 | Active_nodes: 7 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| + +execution time of: 5.2467e-05s: Index: 15 | Max_nodes: 13 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| + +execution time of: 5.2863e-05s: Index: 5 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| + +execution time of: 5.3000e-05s: Index: 21 | Max_nodes: 13 | Active_nodes: 7 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| + +execution time of: 5.3576e-05s: Index: 7 | Max_nodes: 15 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| + +execution time of: 5.3621e-05s: Index: 14 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| + +execution time of: 5.3636e-05s: Index: 3 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| + +execution time of: 5.3693e-05s: Index: 19 | Max_nodes: 16 | Active_nodes: 7 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| + +execution time of: 5.4001e-05s: Index: 22 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| + +execution time of: 5.4283e-05s: Index: 16 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| + +execution time of: 5.4397e-05s: Index: 20 | Max_nodes: 15 | Active_nodes: 7 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| + +execution time of: 5.4575e-05s: Index: 6 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| + +execution time of: 5.4775e-05s: Index: 0 | Max_nodes: 13 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| + +execution time of: 5.4984e-05s: Index: 1 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| + +execution time of: 5.5058e-05s: Index: 4 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| + +execution time of: 5.5134e-05s: Index: 10 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| + +execution time of: 5.5140e-05s: Index: 18 | Max_nodes: 16 | Active_nodes: 7 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| + +execution time of: 5.5213e-05s: Index: 8 | Max_nodes: 13 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| + +execution time of: 5.5313e-05s: Index: 12 | Max_nodes: 15 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| + +execution time of: 5.5406e-05s: Index: 13 | Max_nodes: 16 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| + +execution time of: 5.6049e-05s: Index: 2 | Max_nodes: 13 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| + ________________________________________________________________________________________________ Start Simulation of wstate_indep_qiskit_5__________________________________________________ @@ -213,175 +315,543 @@ Start Simulation of wstate_indep_qiskit_5_______________________________________ 23:...|...|...|...|...4 .o:...0...1...2...3...4 Total Permutations: 120 -Min time: 8.3300e-06s................. Permutation 119: 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -Max time: 1.0400e-05s................. Permutation 72 : 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +Min time: 6.9137e-05s................. Permutation 119: 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +Max time: 7.5514e-05s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| Min active nodes: 9 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Min max nodes: 23 nodes.................... Permutation 33 : 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +Min max nodes: 16 nodes.................... Permutation 33 : 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| Max active nodes: 9 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Max max nodes: 30 nodes.................... Permutation 16 : 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +Max max nodes: 23 nodes.................... Permutation 37 : 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| ________________________________________________________________________________________________ 120 permutations have 9 active nodes. +Index: 119 | Max_nodes: 16 | Time: 6.9137e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +Index: 95 | Max_nodes: 16 | Time: 7.0117e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +Index: 35 | Max_nodes: 16 | Time: 7.0558e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +Index: 33 | Max_nodes: 16 | Time: 7.0834e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +Index: 117 | Max_nodes: 17 | Time: 7.1299e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +Index: 93 | Max_nodes: 17 | Time: 7.1880e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +Index: 2 | Max_nodes: 17 | Time: 7.3653e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +Index: 0 | Max_nodes: 17 | Time: 7.5514e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Index: 59 | Max_nodes: 18 | Time: 7.0173e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +Index: 47 | Max_nodes: 18 | Time: 7.0393e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +Index: 57 | Max_nodes: 18 | Time: 7.0554e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +Index: 39 | Max_nodes: 18 | Time: 7.0784e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +Index: 71 | Max_nodes: 18 | Time: 7.0863e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +Index: 11 | Max_nodes: 18 | Time: 7.0904e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +Index: 9 | Max_nodes: 18 | Time: 7.0950e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +Index: 118 | Max_nodes: 18 | Time: 7.1003e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +Index: 87 | Max_nodes: 18 | Time: 7.1057e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +Index: 111 | Max_nodes: 18 | Time: 7.1339e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +Index: 113 | Max_nodes: 18 | Time: 7.1354e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +Index: 41 | Max_nodes: 18 | Time: 7.1551e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +Index: 89 | Max_nodes: 18 | Time: 7.1617e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +Index: 5 | Max_nodes: 18 | Time: 7.1762e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +Index: 24 | Max_nodes: 18 | Time: 7.1764e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +Index: 45 | Max_nodes: 18 | Time: 7.1780e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +Index: 26 | Max_nodes: 18 | Time: 7.2173e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +Index: 65 | Max_nodes: 18 | Time: 7.2526e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +Index: 3 | Max_nodes: 18 | Time: 7.2690e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +Index: 1 | Max_nodes: 18 | Time: 7.3165e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +Index: 94 | Max_nodes: 18 | Time: 7.3195e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +Index: 4 | Max_nodes: 18 | Time: 7.4902e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +Index: 29 | Max_nodes: 19 | Time: 7.0698e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +Index: 27 | Max_nodes: 19 | Time: 7.1227e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +Index: 25 | Max_nodes: 19 | Time: 7.1363e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +Index: 86 | Max_nodes: 19 | Time: 7.1606e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +Index: 116 | Max_nodes: 19 | Time: 7.1642e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +Index: 63 | Max_nodes: 19 | Time: 7.1906e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +Index: 105 | Max_nodes: 19 | Time: 7.2294e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +Index: 69 | Max_nodes: 19 | Time: 7.2555e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +Index: 81 | Max_nodes: 19 | Time: 7.2564e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +Index: 6 | Max_nodes: 19 | Time: 7.2652e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +Index: 54 | Max_nodes: 19 | Time: 7.2662e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +Index: 62 | Max_nodes: 19 | Time: 7.2881e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +Index: 28 | Max_nodes: 19 | Time: 7.2964e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +Index: 48 | Max_nodes: 19 | Time: 7.3536e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +Index: 32 | Max_nodes: 19 | Time: 7.3874e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +Index: 56 | Max_nodes: 19 | Time: 7.3943e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +Index: 8 | Max_nodes: 19 | Time: 7.4111e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +Index: 92 | Max_nodes: 19 | Time: 7.4510e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| +Index: 23 | Max_nodes: 20 | Time: 7.0791e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +Index: 115 | Max_nodes: 20 | Time: 7.1336e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +Index: 55 | Max_nodes: 20 | Time: 7.1482e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +Index: 15 | Max_nodes: 20 | Time: 7.1520e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +Index: 107 | Max_nodes: 20 | Time: 7.1932e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +Index: 21 | Max_nodes: 20 | Time: 7.2190e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +Index: 7 | Max_nodes: 20 | Time: 7.2236e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +Index: 83 | Max_nodes: 20 | Time: 7.2242e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +Index: 14 | Max_nodes: 20 | Time: 7.2398e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +Index: 17 | Max_nodes: 20 | Time: 7.2795e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +Index: 110 | Max_nodes: 20 | Time: 7.2852e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +Index: 84 | Max_nodes: 20 | Time: 7.2909e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +Index: 91 | Max_nodes: 20 | Time: 7.2975e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +Index: 30 | Max_nodes: 20 | Time: 7.2977e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +Index: 114 | Max_nodes: 20 | Time: 7.3038e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +Index: 78 | Max_nodes: 20 | Time: 7.3080e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +Index: 49 | Max_nodes: 20 | Time: 7.3236e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +Index: 38 | Max_nodes: 20 | Time: 7.3273e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +Index: 70 | Max_nodes: 20 | Time: 7.3308e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +Index: 112 | Max_nodes: 20 | Time: 7.3375e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +Index: 60 | Max_nodes: 20 | Time: 7.3546e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +Index: 68 | Max_nodes: 20 | Time: 7.3625e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +Index: 12 | Max_nodes: 20 | Time: 7.3628e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +Index: 64 | Max_nodes: 20 | Time: 7.3631e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +Index: 80 | Max_nodes: 20 | Time: 7.3785e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +Index: 90 | Max_nodes: 20 | Time: 7.3836e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +Index: 72 | Max_nodes: 20 | Time: 7.3840e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +Index: 50 | Max_nodes: 20 | Time: 7.3936e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +Index: 10 | Max_nodes: 20 | Time: 7.4120e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +Index: 88 | Max_nodes: 20 | Time: 7.4603e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +Index: 34 | Max_nodes: 20 | Time: 7.4729e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +Index: 58 | Max_nodes: 20 | Time: 7.5003e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +Index: 53 | Max_nodes: 21 | Time: 7.1276e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +Index: 51 | Max_nodes: 21 | Time: 7.1752e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +Index: 85 | Max_nodes: 21 | Time: 7.1900e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +Index: 109 | Max_nodes: 21 | Time: 7.2035e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +Index: 79 | Max_nodes: 21 | Time: 7.2118e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +Index: 103 | Max_nodes: 21 | Time: 7.2557e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +Index: 31 | Max_nodes: 21 | Time: 7.3057e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +Index: 73 | Max_nodes: 21 | Time: 7.3210e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +Index: 20 | Max_nodes: 21 | Time: 7.3323e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +Index: 108 | Max_nodes: 21 | Time: 7.3448e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +Index: 102 | Max_nodes: 21 | Time: 7.3532e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +Index: 74 | Max_nodes: 21 | Time: 7.3616e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +Index: 97 | Max_nodes: 21 | Time: 7.3661e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| +Index: 36 | Max_nodes: 21 | Time: 7.4197e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +Index: 96 | Max_nodes: 21 | Time: 7.4357e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +Index: 66 | Max_nodes: 21 | Time: 7.4394e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +Index: 18 | Max_nodes: 21 | Time: 7.4655e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +Index: 104 | Max_nodes: 21 | Time: 7.4724e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +Index: 52 | Max_nodes: 21 | Time: 7.4883e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +Index: 44 | Max_nodes: 21 | Time: 7.5190e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| +Index: 13 | Max_nodes: 22 | Time: 7.2914e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +Index: 22 | Max_nodes: 22 | Time: 7.3101e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +Index: 75 | Max_nodes: 22 | Time: 7.3194e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +Index: 99 | Max_nodes: 22 | Time: 7.3248e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +Index: 61 | Max_nodes: 22 | Time: 7.3267e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +Index: 67 | Max_nodes: 22 | Time: 7.3514e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +Index: 46 | Max_nodes: 22 | Time: 7.3679e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +Index: 19 | Max_nodes: 22 | Time: 7.3681e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +Index: 16 | Max_nodes: 22 | Time: 7.4255e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +Index: 98 | Max_nodes: 22 | Time: 7.4360e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +Index: 42 | Max_nodes: 22 | Time: 7.4829e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +Index: 40 | Max_nodes: 22 | Time: 7.5326e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +Index: 106 | Max_nodes: 22 | Time: 7.5367e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +Index: 82 | Max_nodes: 22 | Time: 7.5457e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| +Index: 77 | Max_nodes: 23 | Time: 7.2896e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +Index: 101 | Max_nodes: 23 | Time: 7.3289e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +Index: 37 | Max_nodes: 23 | Time: 7.3376e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +Index: 43 | Max_nodes: 23 | Time: 7.3972e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +Index: 100 | Max_nodes: 23 | Time: 7.4887e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +Index: 76 | Max_nodes: 23 | Time: 7.5404e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| ........................... -Average time: 8.9634e-06s +Average time: 7.2855e-05s ________________________________________________________________________________________________ -4 permutations have 23 max nodes. +4 permutations have 16 max nodes. +Index: 119 | Active_nodes: 9 | Time: 6.9137e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| +Index: 95 | Active_nodes: 9 | Time: 7.0117e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| +Index: 35 | Active_nodes: 9 | Time: 7.0558e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| +Index: 33 | Active_nodes: 9 | Time: 7.0834e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| ........................... -Average time: 8.5119e-06s +Average time: 7.0161e-05s -16 permutations have 24 max nodes. +4 permutations have 17 max nodes. +Index: 117 | Active_nodes: 9 | Time: 7.1299e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| +Index: 93 | Active_nodes: 9 | Time: 7.1880e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| +Index: 2 | Active_nodes: 9 | Time: 7.3653e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +Index: 0 | Active_nodes: 9 | Time: 7.5514e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| ........................... -Average time: 9.0873e-06s - -20 permutations have 25 max nodes. +Average time: 7.3087e-05s + +22 permutations have 18 max nodes. +Index: 59 | Active_nodes: 9 | Time: 7.0173e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| +Index: 47 | Active_nodes: 9 | Time: 7.0393e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| +Index: 57 | Active_nodes: 9 | Time: 7.0554e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| +Index: 39 | Active_nodes: 9 | Time: 7.0784e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| +Index: 71 | Active_nodes: 9 | Time: 7.0863e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| +Index: 11 | Active_nodes: 9 | Time: 7.0904e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| +Index: 9 | Active_nodes: 9 | Time: 7.0950e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +Index: 118 | Active_nodes: 9 | Time: 7.1003e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| +Index: 87 | Active_nodes: 9 | Time: 7.1057e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| +Index: 111 | Active_nodes: 9 | Time: 7.1339e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| +Index: 113 | Active_nodes: 9 | Time: 7.1354e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| +Index: 41 | Active_nodes: 9 | Time: 7.1551e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| +Index: 89 | Active_nodes: 9 | Time: 7.1617e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| +Index: 5 | Active_nodes: 9 | Time: 7.1762e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +Index: 24 | Active_nodes: 9 | Time: 7.1764e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +Index: 45 | Active_nodes: 9 | Time: 7.1780e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| +Index: 26 | Active_nodes: 9 | Time: 7.2173e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| +Index: 65 | Active_nodes: 9 | Time: 7.2526e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| +Index: 3 | Active_nodes: 9 | Time: 7.2690e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +Index: 1 | Active_nodes: 9 | Time: 7.3165e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +Index: 94 | Active_nodes: 9 | Time: 7.3195e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| +Index: 4 | Active_nodes: 9 | Time: 7.4902e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| ........................... -Average time: 8.8990e-06s +Average time: 7.1659e-05s + +18 permutations have 19 max nodes. +Index: 29 | Active_nodes: 9 | Time: 7.0698e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| +Index: 27 | Active_nodes: 9 | Time: 7.1227e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| +Index: 25 | Active_nodes: 9 | Time: 7.1363e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| +Index: 86 | Active_nodes: 9 | Time: 7.1606e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +Index: 116 | Active_nodes: 9 | Time: 7.1642e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| +Index: 63 | Active_nodes: 9 | Time: 7.1906e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| +Index: 105 | Active_nodes: 9 | Time: 7.2294e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +Index: 69 | Active_nodes: 9 | Time: 7.2555e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +Index: 81 | Active_nodes: 9 | Time: 7.2564e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| +Index: 6 | Active_nodes: 9 | Time: 7.2652e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| +Index: 54 | Active_nodes: 9 | Time: 7.2662e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| +Index: 62 | Active_nodes: 9 | Time: 7.2881e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +Index: 28 | Active_nodes: 9 | Time: 7.2964e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| +Index: 48 | Active_nodes: 9 | Time: 7.3536e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| +Index: 32 | Active_nodes: 9 | Time: 7.3874e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +Index: 56 | Active_nodes: 9 | Time: 7.3943e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| +Index: 8 | Active_nodes: 9 | Time: 7.4111e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +Index: 92 | Active_nodes: 9 | Time: 7.4510e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -32 permutations have 26 max nodes. +........................... +Average time: 7.2610e-05s + +32 permutations have 20 max nodes. +Index: 23 | Active_nodes: 9 | Time: 7.0791e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| +Index: 115 | Active_nodes: 9 | Time: 7.1336e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| +Index: 55 | Active_nodes: 9 | Time: 7.1482e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| +Index: 15 | Active_nodes: 9 | Time: 7.1520e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| +Index: 107 | Active_nodes: 9 | Time: 7.1932e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| +Index: 21 | Active_nodes: 9 | Time: 7.2190e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| +Index: 7 | Active_nodes: 9 | Time: 7.2236e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +Index: 83 | Active_nodes: 9 | Time: 7.2242e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| +Index: 14 | Active_nodes: 9 | Time: 7.2398e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| +Index: 17 | Active_nodes: 9 | Time: 7.2795e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| +Index: 110 | Active_nodes: 9 | Time: 7.2852e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| +Index: 84 | Active_nodes: 9 | Time: 7.2909e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| +Index: 91 | Active_nodes: 9 | Time: 7.2975e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +Index: 30 | Active_nodes: 9 | Time: 7.2977e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +Index: 114 | Active_nodes: 9 | Time: 7.3038e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| +Index: 78 | Active_nodes: 9 | Time: 7.3080e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| +Index: 49 | Active_nodes: 9 | Time: 7.3236e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| +Index: 38 | Active_nodes: 9 | Time: 7.3273e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +Index: 70 | Active_nodes: 9 | Time: 7.3308e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| +Index: 112 | Active_nodes: 9 | Time: 7.3375e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| +Index: 60 | Active_nodes: 9 | Time: 7.3546e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| +Index: 68 | Active_nodes: 9 | Time: 7.3625e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +Index: 12 | Active_nodes: 9 | Time: 7.3628e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| +Index: 64 | Active_nodes: 9 | Time: 7.3631e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| +Index: 80 | Active_nodes: 9 | Time: 7.3785e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| +Index: 90 | Active_nodes: 9 | Time: 7.3836e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| +Index: 72 | Active_nodes: 9 | Time: 7.3840e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| +Index: 50 | Active_nodes: 9 | Time: 7.3936e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| +Index: 10 | Active_nodes: 9 | Time: 7.4120e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| +Index: 88 | Active_nodes: 9 | Time: 7.4603e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| +Index: 34 | Active_nodes: 9 | Time: 7.4729e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| +Index: 58 | Active_nodes: 9 | Time: 7.5003e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| ........................... -Average time: 8.8868e-06s +Average time: 7.3070e-05s + +20 permutations have 21 max nodes. +Index: 53 | Active_nodes: 9 | Time: 7.1276e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| +Index: 51 | Active_nodes: 9 | Time: 7.1752e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| +Index: 85 | Active_nodes: 9 | Time: 7.1900e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| +Index: 109 | Active_nodes: 9 | Time: 7.2035e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| +Index: 79 | Active_nodes: 9 | Time: 7.2118e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| +Index: 103 | Active_nodes: 9 | Time: 7.2557e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| +Index: 31 | Active_nodes: 9 | Time: 7.3057e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| +Index: 73 | Active_nodes: 9 | Time: 7.3210e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| +Index: 20 | Active_nodes: 9 | Time: 7.3323e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| +Index: 108 | Active_nodes: 9 | Time: 7.3448e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| +Index: 102 | Active_nodes: 9 | Time: 7.3532e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +Index: 74 | Active_nodes: 9 | Time: 7.3616e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +Index: 97 | Active_nodes: 9 | Time: 7.3661e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| +Index: 36 | Active_nodes: 9 | Time: 7.4197e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| +Index: 96 | Active_nodes: 9 | Time: 7.4357e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| +Index: 66 | Active_nodes: 9 | Time: 7.4394e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| +Index: 18 | Active_nodes: 9 | Time: 7.4655e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| +Index: 104 | Active_nodes: 9 | Time: 7.4724e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| +Index: 52 | Active_nodes: 9 | Time: 7.4883e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| +Index: 44 | Active_nodes: 9 | Time: 7.5190e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -16 permutations have 27 max nodes. +........................... +Average time: 7.3394e-05s + +14 permutations have 22 max nodes. +Index: 13 | Active_nodes: 9 | Time: 7.2914e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| +Index: 22 | Active_nodes: 9 | Time: 7.3101e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| +Index: 75 | Active_nodes: 9 | Time: 7.3194e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| +Index: 99 | Active_nodes: 9 | Time: 7.3248e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| +Index: 61 | Active_nodes: 9 | Time: 7.3267e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| +Index: 67 | Active_nodes: 9 | Time: 7.3514e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| +Index: 46 | Active_nodes: 9 | Time: 7.3679e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| +Index: 19 | Active_nodes: 9 | Time: 7.3681e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| +Index: 16 | Active_nodes: 9 | Time: 7.4255e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| +Index: 98 | Active_nodes: 9 | Time: 7.4360e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| +Index: 42 | Active_nodes: 9 | Time: 7.4829e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| +Index: 40 | Active_nodes: 9 | Time: 7.5326e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| +Index: 106 | Active_nodes: 9 | Time: 7.5367e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| +Index: 82 | Active_nodes: 9 | Time: 7.5457e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| ........................... -Average time: 9.0084e-06s +Average time: 7.4014e-05s -16 permutations have 28 max nodes. +6 permutations have 23 max nodes. +Index: 77 | Active_nodes: 9 | Time: 7.2896e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| +Index: 101 | Active_nodes: 9 | Time: 7.3289e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| +Index: 37 | Active_nodes: 9 | Time: 7.3376e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| +Index: 43 | Active_nodes: 9 | Time: 7.3972e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| +Index: 100 | Active_nodes: 9 | Time: 7.4887e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| +Index: 76 | Active_nodes: 9 | Time: 7.5404e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| ........................... -Average time: 8.9490e-06s +Average time: 7.3970e-05s -12 permutations have 29 max nodes. +________________________________________________________________________________________________ -........................... -Average time: 9.1714e-06s +execution time of: 6.9137e-05s: Index: 119 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -4 permutations have 30 max nodes. +execution time of: 7.0117e-05s: Index: 95 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -........................... -Average time: 9.1076e-06s +execution time of: 7.0173e-05s: Index: 59 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -________________________________________________________________________________________________ +execution time of: 7.0393e-05s: Index: 47 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| + +execution time of: 7.0554e-05s: Index: 57 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| + +execution time of: 7.0558e-05s: Index: 35 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| + +execution time of: 7.0698e-05s: Index: 29 | Max_nodes: 19 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| + +execution time of: 7.0784e-05s: Index: 39 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| + +execution time of: 7.0791e-05s: Index: 23 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| + +execution time of: 7.0834e-05s: Index: 33 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| + +execution time of: 7.0863e-05s: Index: 71 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| + +execution time of: 7.0904e-05s: Index: 11 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| + +execution time of: 7.0950e-05s: Index: 9 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| + +execution time of: 7.1003e-05s: Index: 118 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| + +execution time of: 7.1057e-05s: Index: 87 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| + +execution time of: 7.1227e-05s: Index: 27 | Max_nodes: 19 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| + +execution time of: 7.1276e-05s: Index: 53 | Max_nodes: 21 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| + +execution time of: 7.1299e-05s: Index: 117 | Max_nodes: 17 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| + +execution time of: 7.1336e-05s: Index: 115 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| + +execution time of: 7.1339e-05s: Index: 111 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| + +execution time of: 7.1354e-05s: Index: 113 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| + +execution time of: 7.1363e-05s: Index: 25 | Max_nodes: 19 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| + +execution time of: 7.1482e-05s: Index: 55 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| + +execution time of: 7.1520e-05s: Index: 15 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| + +execution time of: 7.1551e-05s: Index: 41 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| + +execution time of: 7.1606e-05s: Index: 86 | Max_nodes: 19 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| + +execution time of: 7.1617e-05s: Index: 89 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| + +execution time of: 7.1642e-05s: Index: 116 | Max_nodes: 19 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| + +execution time of: 7.1752e-05s: Index: 51 | Max_nodes: 21 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| + +execution time of: 7.1762e-05s: Index: 5 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| + +execution time of: 7.1764e-05s: Index: 24 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| + +execution time of: 7.1780e-05s: Index: 45 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| + +execution time of: 7.1880e-05s: Index: 93 | Max_nodes: 17 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| + +execution time of: 7.1900e-05s: Index: 85 | Max_nodes: 21 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| + +execution time of: 7.1906e-05s: Index: 63 | Max_nodes: 19 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| + +execution time of: 7.1932e-05s: Index: 107 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| + +execution time of: 7.2035e-05s: Index: 109 | Max_nodes: 21 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| + +execution time of: 7.2118e-05s: Index: 79 | Max_nodes: 21 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| + +execution time of: 7.2173e-05s: Index: 26 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| + +execution time of: 7.2190e-05s: Index: 21 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| + +execution time of: 7.2236e-05s: Index: 7 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| + +execution time of: 7.2242e-05s: Index: 83 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| + +execution time of: 7.2294e-05s: Index: 105 | Max_nodes: 19 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| + +execution time of: 7.2398e-05s: Index: 14 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| + +execution time of: 7.2526e-05s: Index: 65 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| + +execution time of: 7.2555e-05s: Index: 69 | Max_nodes: 19 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| + +execution time of: 7.2557e-05s: Index: 103 | Max_nodes: 21 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| + +execution time of: 7.2564e-05s: Index: 81 | Max_nodes: 19 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| + +execution time of: 7.2652e-05s: Index: 6 | Max_nodes: 19 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| + +execution time of: 7.2662e-05s: Index: 54 | Max_nodes: 19 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| + +execution time of: 7.2690e-05s: Index: 3 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| + +execution time of: 7.2795e-05s: Index: 17 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| + +execution time of: 7.2852e-05s: Index: 110 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| + +execution time of: 7.2881e-05s: Index: 62 | Max_nodes: 19 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| + +execution time of: 7.2896e-05s: Index: 77 | Max_nodes: 23 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| + +execution time of: 7.2909e-05s: Index: 84 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| + +execution time of: 7.2914e-05s: Index: 13 | Max_nodes: 22 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| + +execution time of: 7.2964e-05s: Index: 28 | Max_nodes: 19 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| + +execution time of: 7.2975e-05s: Index: 91 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| + +execution time of: 7.2977e-05s: Index: 30 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| + +execution time of: 7.3038e-05s: Index: 114 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| + +execution time of: 7.3057e-05s: Index: 31 | Max_nodes: 21 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| + +execution time of: 7.3080e-05s: Index: 78 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| + +execution time of: 7.3101e-05s: Index: 22 | Max_nodes: 22 | Active_nodes: 9 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| + +execution time of: 7.3165e-05s: Index: 1 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| + +execution time of: 7.3194e-05s: Index: 75 | Max_nodes: 22 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| + +execution time of: 7.3195e-05s: Index: 94 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| + +execution time of: 7.3210e-05s: Index: 73 | Max_nodes: 21 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| + +execution time of: 7.3236e-05s: Index: 49 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| + +execution time of: 7.3248e-05s: Index: 99 | Max_nodes: 22 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| + +execution time of: 7.3267e-05s: Index: 61 | Max_nodes: 22 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| + +execution time of: 7.3273e-05s: Index: 38 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| + +execution time of: 7.3289e-05s: Index: 101 | Max_nodes: 23 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| + +execution time of: 7.3308e-05s: Index: 70 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| + +execution time of: 7.3323e-05s: Index: 20 | Max_nodes: 21 | Active_nodes: 9 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| + +execution time of: 7.3375e-05s: Index: 112 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| + +execution time of: 7.3376e-05s: Index: 37 | Max_nodes: 23 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| + +execution time of: 7.3448e-05s: Index: 108 | Max_nodes: 21 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| + +execution time of: 7.3514e-05s: Index: 67 | Max_nodes: 22 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| + +execution time of: 7.3532e-05s: Index: 102 | Max_nodes: 21 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| + +execution time of: 7.3536e-05s: Index: 48 | Max_nodes: 19 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| + +execution time of: 7.3546e-05s: Index: 60 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| + +execution time of: 7.3616e-05s: Index: 74 | Max_nodes: 21 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| + +execution time of: 7.3625e-05s: Index: 68 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| + +execution time of: 7.3628e-05s: Index: 12 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| + +execution time of: 7.3631e-05s: Index: 64 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| + +execution time of: 7.3653e-05s: Index: 2 | Max_nodes: 17 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| + +execution time of: 7.3661e-05s: Index: 97 | Max_nodes: 21 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| + +execution time of: 7.3679e-05s: Index: 46 | Max_nodes: 22 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| + 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Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| + +execution time of: 7.4120e-05s: Index: 10 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| + +execution time of: 7.4197e-05s: Index: 36 | Max_nodes: 21 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| + +execution time of: 7.4255e-05s: Index: 16 | Max_nodes: 22 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| + +execution time of: 7.4357e-05s: Index: 96 | Max_nodes: 21 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| + +execution time of: 7.4360e-05s: Index: 98 | Max_nodes: 22 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| + +execution time of: 7.4394e-05s: Index: 66 | Max_nodes: 21 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| + +execution time of: 7.4510e-05s: Index: 92 | Max_nodes: 19 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| + +execution time of: 7.4603e-05s: Index: 88 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| + 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Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| + +execution time of: 7.5326e-05s: Index: 40 | Max_nodes: 22 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| + +execution time of: 7.5367e-05s: Index: 106 | Max_nodes: 22 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| + +execution time of: 7.5404e-05s: Index: 76 | Max_nodes: 23 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| + +execution time of: 7.5457e-05s: Index: 82 | Max_nodes: 22 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| + +execution time of: 7.5514e-05s: Index: 0 | Max_nodes: 17 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -execution time of: 8.3300e-06s: Index: 119 | Max_nodes: 23 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -execution time of: 8.4475e-06s: Index: 35 | Max_nodes: 23 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -execution time of: 8.4852e-06s: Index: 87 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -execution time of: 8.4978e-06s: Index: 59 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -execution time of: 8.5177e-06s: Index: 95 | Max_nodes: 23 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -execution time of: 8.5328e-06s: Index: 117 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -execution time of: 8.5400e-06s: Index: 41 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -execution time of: 8.5428e-06s: Index: 57 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -execution time of: 8.5525e-06s: Index: 71 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -execution time of: 8.5650e-06s: Index: 11 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -execution time of: 8.5677e-06s: Index: 29 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -execution time of: 8.5750e-06s: Index: 9 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -execution time of: 8.5877e-06s: Index: 47 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -execution time of: 8.6025e-06s: Index: 23 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -execution time of: 8.6153e-06s: Index: 111 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -execution time of: 8.6202e-06s: Index: 107 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -execution time of: 8.6325e-06s: Index: 27 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -execution time of: 8.6425e-06s: Index: 17 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -execution time of: 8.6475e-06s: Index: 5 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -execution time of: 8.6500e-06s: Index: 89 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -execution time of: 8.6803e-06s: Index: 85 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -execution time of: 8.6952e-06s: Index: 15 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -execution time of: 8.7125e-06s: Index: 3 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -execution time of: 8.7250e-06s: Index: 118 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -execution time of: 8.7275e-06s: Index: 53 | Max_nodes: 27 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -execution time of: 8.7302e-06s: Index: 116 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -execution time of: 8.7353e-06s: Index: 81 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -execution time of: 8.7375e-06s: Index: 51 | Max_nodes: 27 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -execution time of: 8.7400e-06s: Index: 7 | Max_nodes: 27 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -execution time of: 8.7453e-06s: Index: 105 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -execution time of: 8.7525e-06s: Index: 33 | Max_nodes: 23 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -execution time of: 8.7577e-06s: Index: 113 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -execution time of: 8.7602e-06s: Index: 65 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -execution time of: 8.7653e-06s: Index: 26 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -execution time of: 8.7878e-06s: Index: 63 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -execution time of: 8.7975e-06s: Index: 86 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -execution time of: 8.8002e-06s: Index: 93 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -execution time of: 8.8100e-06s: Index: 91 | Max_nodes: 27 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -execution time of: 8.8150e-06s: Index: 25 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -execution time of: 8.8325e-06s: Index: 1 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -execution time of: 8.8327e-06s: Index: 14 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -execution time of: 8.8375e-06s: Index: 109 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -execution time of: 8.8525e-06s: Index: 31 | Max_nodes: 27 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -execution time of: 8.8603e-06s: Index: 94 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -execution time of: 8.8628e-06s: Index: 77 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -execution time of: 8.8650e-06s: Index: 55 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -execution time of: 8.8800e-06s: Index: 24 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -execution time of: 8.8877e-06s: Index: 79 | Max_nodes: 27 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -execution time of: 8.8977e-06s: Index: 73 | Max_nodes: 27 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -execution time of: 8.9125e-06s: Index: 114 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -execution time of: 8.9153e-06s: Index: 21 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -execution time of: 8.9250e-06s: Index: 22 | Max_nodes: 30 | Active_nodes: 9 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -execution time of: 8.9328e-06s: Index: 28 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -execution time of: 8.9525e-06s: Index: 49 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -execution time of: 8.9553e-06s: Index: 4 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -execution time of: 8.9575e-06s: Index: 110 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -execution time of: 8.9602e-06s: Index: 12 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -execution time of: 8.9653e-06s: Index: 75 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -execution time of: 8.9675e-06s: Index: 69 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -execution time of: 8.9750e-06s: Index: 103 | Max_nodes: 27 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -execution time of: 8.9802e-06s: Index: 99 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -execution time of: 8.9850e-06s: Index: 38 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -execution time of: 8.9900e-06s: Index: 62 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -execution time of: 8.9925e-06s: Index: 108 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -execution time of: 8.9927e-06s: Index: 13 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -execution time of: 8.9950e-06s: Index: 20 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -execution time of: 9.0000e-06s: Index: 6 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -execution time of: 9.0052e-06s: Index: 78 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -execution time of: 9.0100e-06s: Index: 2 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -execution time of: 9.0103e-06s: Index: 92 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -execution time of: 9.0428e-06s: Index: 37 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -execution time of: 9.0475e-06s: Index: 88 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -execution time of: 9.0500e-06s: Index: 30 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -execution time of: 9.0552e-06s: Index: 54 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -execution time of: 9.0600e-06s: Index: 102 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -execution time of: 9.0750e-06s: Index: 74 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -execution time of: 9.0825e-06s: Index: 112 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -execution time of: 9.0853e-06s: Index: 68 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -execution time of: 9.0925e-06s: Index: 16 | Max_nodes: 30 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -execution time of: 9.0950e-06s: Index: 8 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -execution time of: 9.1000e-06s: Index: 44 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -execution time of: 9.1100e-06s: Index: 19 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -execution time of: 9.1128e-06s: Index: 90 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -execution time of: 9.1302e-06s: Index: 67 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -execution time of: 9.1500e-06s: Index: 43 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -execution time of: 9.1575e-06s: Index: 10 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -execution time of: 9.1725e-06s: Index: 18 | Max_nodes: 27 | Active_nodes: 9 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -execution time of: 9.1727e-06s: Index: 32 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -execution time of: 9.1800e-06s: Index: 48 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -execution time of: 9.1827e-06s: Index: 80 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -execution time of: 9.1852e-06s: Index: 46 | Max_nodes: 30 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -execution time of: 9.1878e-06s: Index: 60 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -execution time of: 9.1978e-06s: Index: 98 | Max_nodes: 27 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -execution time of: 9.2027e-06s: Index: 64 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -execution time of: 9.2277e-06s: Index: 40 | Max_nodes: 30 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -execution time of: 9.2377e-06s: Index: 36 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -execution time of: 9.2475e-06s: Index: 100 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -execution time of: 9.2550e-06s: Index: 76 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -execution time of: 9.2775e-06s: Index: 50 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -execution time of: 9.2800e-06s: Index: 34 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -execution time of: 9.2802e-06s: Index: 52 | Max_nodes: 27 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -execution time of: 9.3075e-06s: Index: 56 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -execution time of: 9.3175e-06s: Index: 106 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -execution time of: 9.3727e-06s: Index: 96 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -execution time of: 9.3950e-06s: Index: 58 | Max_nodes: 27 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -execution time of: 9.4028e-06s: Index: 42 | Max_nodes: 27 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -execution time of: 9.4225e-06s: Index: 82 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -execution time of: 9.4753e-06s: Index: 101 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -execution time of: 9.5625e-06s: Index: 0 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -execution time of: 9.8277e-06s: Index: 45 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -execution time of: 1.0190e-05s: Index: 84 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -execution time of: 1.0400e-05s: Index: 72 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| ________________________________________________________________________________________________ Start Simulation of wstate_indep_qiskit_6__________________________________________________ @@ -417,658 +887,2972 @@ Start Simulation of wstate_indep_qiskit_6_______________________________________ 28:...|...|...|...|...|...5 .o:...0...1...2...3...4...5 Total Permutations: 720 -Min time: 1.0840e-05s................. Permutation 719: 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Max time: 2.7588e-05s................. Permutation 630: 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| +Min time: 8.8054e-05s................. Permutation 719: 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +Max time: 9.8564e-05s................. Permutation 322: 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| Min active nodes: 11 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Min max nodes: 29 nodes.................... Permutation 153: 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +Min max nodes: 20 nodes.................... Permutation 153: 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| Max active nodes: 11 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Max max nodes: 41 nodes.................... Permutation 61 : 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| +Max max nodes: 33 nodes.................... Permutation 181: 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| ________________________________________________________________________________________________ 720 permutations have 11 active nodes. +Index: 719 | Max_nodes: 20 | Time: 8.8054e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +Index: 599 | Max_nodes: 20 | Time: 8.9085e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +Index: 153 | Max_nodes: 20 | Time: 8.9475e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +Index: 155 | Max_nodes: 20 | Time: 8.9621e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| +Index: 717 | Max_nodes: 21 | Time: 8.9279e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +Index: 597 | Max_nodes: 21 | Time: 9.0604e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +Index: 2 | Max_nodes: 21 | Time: 9.1998e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 0 | Max_nodes: 21 | Time: 9.4118e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Index: 273 | Max_nodes: 22 | Time: 8.9894e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +Index: 33 | Max_nodes: 22 | Time: 9.0048e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +Index: 35 | Max_nodes: 22 | Time: 9.0087e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| +Index: 179 | Max_nodes: 22 | Time: 9.0117e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| +Index: 711 | Max_nodes: 22 | Time: 9.0160e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| +Index: 275 | Max_nodes: 22 | Time: 9.0192e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| +Index: 713 | Max_nodes: 22 | Time: 9.0369e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +Index: 9 | Max_nodes: 22 | Time: 9.0452e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +Index: 177 | Max_nodes: 22 | Time: 9.0459e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| +Index: 11 | Max_nodes: 22 | Time: 9.0618e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +Index: 167 | Max_nodes: 22 | Time: 9.0693e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| +Index: 120 | Max_nodes: 22 | Time: 9.0901e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Index: 161 | Max_nodes: 22 | Time: 9.1068e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| +Index: 598 | Max_nodes: 22 | Time: 9.1071e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +Index: 695 | Max_nodes: 22 | Time: 9.1116e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +Index: 5 | Max_nodes: 22 | Time: 9.1117e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +Index: 165 | Max_nodes: 22 | Time: 9.1139e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| +Index: 122 | Max_nodes: 22 | Time: 9.1289e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 718 | Max_nodes: 22 | Time: 9.1317e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +Index: 479 | Max_nodes: 22 | Time: 9.1400e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +Index: 159 | Max_nodes: 22 | Time: 9.1402e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| +Index: 593 | Max_nodes: 22 | Time: 9.1540e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +Index: 455 | Max_nodes: 22 | Time: 9.1691e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +Index: 591 | Max_nodes: 22 | Time: 9.1784e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| +Index: 1 | Max_nodes: 22 | Time: 9.1797e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Index: 3 | Max_nodes: 22 | Time: 9.2731e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +Index: 4 | Max_nodes: 22 | Time: 9.3620e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +Index: 575 | Max_nodes: 22 | Time: 9.4140e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +Index: 125 | Max_nodes: 23 | Time: 9.0336e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +Index: 131 | Max_nodes: 23 | Time: 9.0412e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +Index: 129 | Max_nodes: 23 | Time: 9.0438e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +Index: 123 | Max_nodes: 23 | Time: 9.0534e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +Index: 567 | Max_nodes: 23 | Time: 9.0553e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| +Index: 716 | Max_nodes: 23 | Time: 9.0618e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +Index: 121 | Max_nodes: 23 | Time: 9.0868e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Index: 705 | Max_nodes: 23 | Time: 9.1163e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +Index: 687 | Max_nodes: 23 | Time: 9.1285e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +Index: 266 | Max_nodes: 23 | Time: 9.1537e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| +Index: 477 | Max_nodes: 23 | Time: 9.1640e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +Index: 264 | Max_nodes: 23 | Time: 9.1776e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +Index: 24 | Max_nodes: 23 | Time: 9.1872e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +Index: 573 | Max_nodes: 23 | Time: 9.1986e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +Index: 596 | Max_nodes: 23 | Time: 9.2060e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +Index: 693 | Max_nodes: 23 | Time: 9.2095e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +Index: 26 | Max_nodes: 23 | Time: 9.2183e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +Index: 124 | Max_nodes: 23 | Time: 9.2389e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +Index: 6 | Max_nodes: 23 | Time: 9.2416e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Index: 453 | Max_nodes: 23 | Time: 9.2489e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +Index: 240 | Max_nodes: 23 | Time: 9.2547e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +Index: 242 | Max_nodes: 23 | Time: 9.2861e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +Index: 585 | Max_nodes: 23 | Time: 9.3080e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +Index: 8 | Max_nodes: 23 | Time: 9.3205e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +Index: 419 | Max_nodes: 24 | Time: 8.9850e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| +Index: 287 | Max_nodes: 24 | Time: 8.9899e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| +Index: 239 | Max_nodes: 24 | Time: 9.0021e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| +Index: 417 | Max_nodes: 24 | Time: 9.0427e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| +Index: 269 | Max_nodes: 24 | Time: 9.0503e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| +Index: 47 | Max_nodes: 24 | Time: 9.0535e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| +Index: 59 | Max_nodes: 24 | Time: 9.0580e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| +Index: 707 | Max_nodes: 24 | Time: 9.0712e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +Index: 23 | Max_nodes: 24 | Time: 9.0718e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +Index: 29 | Max_nodes: 24 | Time: 9.0971e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +Index: 566 | Max_nodes: 24 | Time: 9.1012e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +Index: 267 | Max_nodes: 24 | Time: 9.1060e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| +Index: 710 | Max_nodes: 24 | Time: 9.1110e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +Index: 395 | Max_nodes: 24 | Time: 9.1157e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| +Index: 281 | Max_nodes: 24 | Time: 9.1175e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| +Index: 215 | Max_nodes: 24 | Time: 9.1279e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| +Index: 285 | Max_nodes: 24 | Time: 9.1365e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| +Index: 27 | Max_nodes: 24 | Time: 9.1366e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +Index: 15 | Max_nodes: 24 | Time: 9.1371e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +Index: 279 | Max_nodes: 24 | Time: 9.1376e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| +Index: 191 | Max_nodes: 24 | Time: 9.1412e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| +Index: 715 | Max_nodes: 24 | Time: 9.1483e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +Index: 393 | Max_nodes: 24 | Time: 9.1569e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| +Index: 297 | Max_nodes: 24 | Time: 9.1629e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| +Index: 335 | Max_nodes: 24 | Time: 9.1654e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +Index: 595 | Max_nodes: 24 | Time: 9.1667e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +Index: 17 | Max_nodes: 24 | Time: 9.1777e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +Index: 245 | Max_nodes: 24 | Time: 9.1803e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +Index: 21 | Max_nodes: 24 | Time: 9.1842e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +Index: 587 | Max_nodes: 24 | Time: 9.1863e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +Index: 25 | Max_nodes: 24 | Time: 9.1867e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +Index: 714 | Max_nodes: 24 | Time: 9.1883e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +Index: 569 | Max_nodes: 24 | Time: 9.1914e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| +Index: 57 | Max_nodes: 24 | Time: 9.1939e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| +Index: 7 | Max_nodes: 24 | Time: 9.1946e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +Index: 243 | Max_nodes: 24 | Time: 9.1997e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +Index: 39 | Max_nodes: 24 | Time: 9.2013e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +Index: 299 | Max_nodes: 24 | Time: 9.2022e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| +Index: 447 | Max_nodes: 24 | Time: 9.2025e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| +Index: 185 | Max_nodes: 24 | Time: 9.2118e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| +Index: 201 | Max_nodes: 24 | Time: 9.2125e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| +Index: 233 | Max_nodes: 24 | Time: 9.2133e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| +Index: 14 | Max_nodes: 24 | Time: 9.2138e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +Index: 265 | Max_nodes: 24 | Time: 9.2155e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +Index: 414 | Max_nodes: 24 | Time: 9.2156e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| +Index: 45 | Max_nodes: 24 | Time: 9.2180e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| +Index: 446 | Max_nodes: 24 | Time: 9.2205e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +Index: 126 | Max_nodes: 24 | Time: 9.2241e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Index: 203 | Max_nodes: 24 | Time: 9.2259e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| +Index: 561 | Max_nodes: 24 | Time: 9.2261e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| +Index: 689 | Max_nodes: 24 | Time: 9.2265e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +Index: 144 | Max_nodes: 24 | Time: 9.2329e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +Index: 311 | Max_nodes: 24 | Time: 9.2360e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| +Index: 353 | Max_nodes: 24 | Time: 9.2428e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| +Index: 478 | Max_nodes: 24 | Time: 9.2441e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +Index: 305 | Max_nodes: 24 | Time: 9.2496e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| +Index: 146 | Max_nodes: 24 | Time: 9.2515e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| +Index: 574 | Max_nodes: 24 | Time: 9.2574e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +Index: 590 | Max_nodes: 24 | Time: 9.2582e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +Index: 225 | Max_nodes: 24 | Time: 9.2608e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| +Index: 329 | Max_nodes: 24 | Time: 9.2645e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| +Index: 471 | Max_nodes: 24 | Time: 9.2757e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +Index: 227 | Max_nodes: 24 | Time: 9.2765e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| +Index: 694 | Max_nodes: 24 | Time: 9.2776e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +Index: 241 | Max_nodes: 24 | Time: 9.2823e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +Index: 209 | Max_nodes: 24 | Time: 9.2827e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| +Index: 712 | Max_nodes: 24 | Time: 9.2849e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +Index: 594 | 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| 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| +Index: 82 | Max_nodes: 28 | Time: 9.6186e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| +Index: 332 | Max_nodes: 28 | Time: 9.6298e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| +Index: 604 | Max_nodes: 28 | Time: 9.6334e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| +Index: 258 | Max_nodes: 28 | Time: 9.6371e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| +Index: 226 | Max_nodes: 28 | Time: 9.6450e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| +Index: 76 | Max_nodes: 28 | Time: 9.6470e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| +Index: 608 | Max_nodes: 28 | Time: 9.6472e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| +Index: 484 | Max_nodes: 28 | Time: 9.6507e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| +Index: 338 | Max_nodes: 28 | Time: 9.6745e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| +Index: 538 | Max_nodes: 28 | Time: 9.6784e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| +Index: 202 | Max_nodes: 28 | Time: 9.6827e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| +Index: 466 | Max_nodes: 28 | Time: 9.6950e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| +Index: 282 | Max_nodes: 28 | Time: 9.6960e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| +Index: 346 | Max_nodes: 28 | Time: 9.7349e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| +Index: 634 | Max_nodes: 28 | Time: 9.7357e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| +Index: 442 | Max_nodes: 28 | Time: 9.7442e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| +Index: 514 | Max_nodes: 28 | Time: 9.7634e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| +Index: 322 | Max_nodes: 28 | Time: 9.8564e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| +Index: 175 | Max_nodes: 29 | Time: 9.3077e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| +Index: 557 | Max_nodes: 29 | Time: 9.3103e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| +Index: 533 | Max_nodes: 29 | Time: 9.3104e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 1| +Index: 653 | Max_nodes: 29 | Time: 9.3198e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| +Index: 677 | Max_nodes: 29 | Time: 9.3391e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| +Index: 84 | Max_nodes: 29 | Time: 9.3606e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| +Index: 151 | Max_nodes: 29 | Time: 9.3666e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| +Index: 495 | Max_nodes: 29 | Time: 9.3716e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 1| +Index: 611 | Max_nodes: 29 | Time: 9.3792e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 1| +Index: 341 | Max_nodes: 29 | Time: 9.3886e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| +Index: 236 | Max_nodes: 29 | Time: 9.4033e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| +Index: 491 | Max_nodes: 29 | Time: 9.4050e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| +Index: 421 | Max_nodes: 29 | Time: 9.4099e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| +Index: 315 | Max_nodes: 29 | Time: 9.4241e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| +Index: 92 | Max_nodes: 29 | Time: 9.4280e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3| +Index: 317 | Max_nodes: 29 | Time: 9.4298e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 1| +Index: 60 | Max_nodes: 29 | Time: 9.4369e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| +Index: 461 | Max_nodes: 29 | Time: 9.4459e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 1| +Index: 198 | Max_nodes: 29 | Time: 9.4486e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| +Index: 615 | Max_nodes: 29 | Time: 9.4526e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 1| +Index: 339 | Max_nodes: 29 | Time: 9.4613e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 1| +Index: 262 | Max_nodes: 29 | Time: 9.4620e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| +Index: 437 | Max_nodes: 29 | Time: 9.4664e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 1| +Index: 116 | Max_nodes: 29 | Time: 9.4675e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 3| +Index: 253 | Max_nodes: 29 | Time: 9.4734e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| +Index: 197 | Max_nodes: 29 | Time: 9.4769e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| +Index: 354 | Max_nodes: 29 | Time: 9.4867e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 3| +Index: 427 | Max_nodes: 29 | Time: 9.4913e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 1| +Index: 221 | Max_nodes: 29 | Time: 9.5028e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| +Index: 614 | Max_nodes: 29 | Time: 9.5168e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4| +Index: 212 | Max_nodes: 29 | Time: 9.5205e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| +Index: 380 | Max_nodes: 29 | Time: 9.5265e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 4| +Index: 219 | Max_nodes: 29 | Time: 9.5266e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| +Index: 195 | Max_nodes: 29 | Time: 9.5280e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| +Index: 193 | Max_nodes: 29 | Time: 9.5311e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| +Index: 259 | Max_nodes: 29 | Time: 9.5333e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| +Index: 217 | Max_nodes: 29 | Time: 9.5340e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| +Index: 42 | Max_nodes: 29 | Time: 9.5343e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| +Index: 277 | Max_nodes: 29 | Time: 9.5345e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| +Index: 676 | Max_nodes: 29 | Time: 9.5357e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| +Index: 283 | Max_nodes: 29 | Time: 9.5498e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| +Index: 156 | Max_nodes: 29 | Time: 9.5603e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| +Index: 102 | Max_nodes: 29 | Time: 9.5655e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| +Index: 547 | Max_nodes: 29 | Time: 9.5743e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| +Index: 556 | Max_nodes: 29 | Time: 9.5788e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| +Index: 256 | Max_nodes: 29 | Time: 9.5800e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| +Index: 517 | Max_nodes: 29 | Time: 9.5807e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| +Index: 493 | Max_nodes: 29 | Time: 9.5813e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2| +Index: 613 | Max_nodes: 29 | Time: 9.5907e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| +Index: 644 | Max_nodes: 29 | Time: 9.5923e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| +Index: 546 | Max_nodes: 29 | Time: 9.6095e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| +Index: 330 | Max_nodes: 29 | Time: 9.6145e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| +Index: 667 | Max_nodes: 29 | Time: 9.6160e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| +Index: 637 | Max_nodes: 29 | Time: 9.6167e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 2| +Index: 652 | Max_nodes: 29 | Time: 9.6168e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3| +Index: 532 | Max_nodes: 29 | Time: 9.6337e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| +Index: 612 | Max_nodes: 29 | Time: 9.6388e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4| +Index: 666 | Max_nodes: 29 | Time: 9.6395e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| +Index: 524 | Max_nodes: 29 | Time: 9.6469e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| +Index: 402 | Max_nodes: 29 | Time: 9.6597e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 4| +Index: 460 | Max_nodes: 29 | Time: 9.6675e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 2| +Index: 220 | Max_nodes: 29 | Time: 9.6693e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| +Index: 636 | Max_nodes: 29 | Time: 9.6694e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| +Index: 378 | Max_nodes: 29 | Time: 9.6727e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 4| +Index: 436 | Max_nodes: 29 | Time: 9.6841e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 2| +Index: 610 | Max_nodes: 29 | Time: 9.6872e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 3| +Index: 196 | Max_nodes: 29 | Time: 9.6915e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| +Index: 490 | Max_nodes: 29 | Time: 9.7483e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| +Index: 340 | Max_nodes: 29 | Time: 9.7533e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| +Index: 316 | Max_nodes: 29 | Time: 9.7712e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| +Index: 325 | Max_nodes: 30 | Time: 9.3531e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1| +Index: 103 | Max_nodes: 30 | Time: 9.3836e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| +Index: 355 | Max_nodes: 30 | Time: 9.3837e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| +Index: 79 | Max_nodes: 30 | Time: 9.3909e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| +Index: 375 | Max_nodes: 30 | Time: 9.4011e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| +Index: 349 | Max_nodes: 30 | Time: 9.4184e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| +Index: 301 | Max_nodes: 30 | Time: 9.4351e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| +Index: 204 | Max_nodes: 30 | Time: 9.4371e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| +Index: 108 | Max_nodes: 30 | Time: 9.4672e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| +Index: 381 | Max_nodes: 30 | Time: 9.4786e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1| +Index: 621 | Max_nodes: 30 | Time: 9.4843e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| +Index: 180 | Max_nodes: 30 | Time: 9.4928e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| +Index: 37 | Max_nodes: 30 | Time: 9.4970e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| +Index: 501 | Max_nodes: 30 | Time: 9.4970e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| +Index: 43 | Max_nodes: 30 | Time: 9.5029e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| +Index: 66 | Max_nodes: 30 | Time: 9.5208e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| +Index: 331 | Max_nodes: 30 | Time: 9.5214e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1| +Index: 222 | Max_nodes: 30 | Time: 9.5370e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| +Index: 373 | Max_nodes: 30 | Time: 9.5520e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 2| +Index: 397 | Max_nodes: 30 | Time: 9.5554e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 2| +Index: 406 | Max_nodes: 30 | Time: 9.5609e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| +Index: 620 | Max_nodes: 30 | Time: 9.5806e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| +Index: 646 | Max_nodes: 30 | Time: 9.5893e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| +Index: 526 | Max_nodes: 30 | Time: 9.5931e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 2| +Index: 379 | Max_nodes: 30 | Time: 9.5985e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| +Index: 500 | Max_nodes: 30 | Time: 9.6126e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 3| +Index: 643 | Max_nodes: 30 | Time: 9.6152e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| +Index: 307 | Max_nodes: 30 | Time: 9.6191e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| +Index: 523 | Max_nodes: 30 | Time: 9.6219e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| +Index: 162 | Max_nodes: 30 | Time: 9.6221e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| +Index: 499 | Max_nodes: 30 | Time: 9.6223e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| +Index: 619 | Max_nodes: 30 | Time: 9.6379e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2| +Index: 403 | Max_nodes: 30 | Time: 9.6513e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2| +Index: 400 | Max_nodes: 30 | Time: 9.6520e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| +Index: 618 | Max_nodes: 30 | Time: 9.7155e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| +Index: 498 | Max_nodes: 30 | Time: 9.7159e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| +Index: 640 | Max_nodes: 30 | Time: 9.7232e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| +Index: 520 | Max_nodes: 30 | Time: 9.7531e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| +Index: 522 | Max_nodes: 30 | Time: 9.8061e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| +Index: 642 | Max_nodes: 30 | Time: 9.8416e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| +Index: 383 | Max_nodes: 31 | Time: 9.3150e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| +Index: 623 | Max_nodes: 31 | Time: 9.3235e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| +Index: 503 | Max_nodes: 31 | Time: 9.3696e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1| +Index: 199 | Max_nodes: 31 | Time: 9.4108e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 3| +Index: 114 | Max_nodes: 31 | Time: 9.4573e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| +Index: 377 | Max_nodes: 31 | Time: 9.4818e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 1| +Index: 157 | Max_nodes: 31 | Time: 9.4950e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| +Index: 228 | Max_nodes: 31 | Time: 9.5335e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 4| +Index: 163 | Max_nodes: 31 | Time: 9.5414e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| +Index: 382 | Max_nodes: 31 | Time: 9.5452e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2| +Index: 223 | Max_nodes: 31 | Time: 9.5471e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 3| +Index: 497 | Max_nodes: 31 | Time: 9.5530e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 1| +Index: 90 | Max_nodes: 31 | Time: 9.5565e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| +Index: 622 | Max_nodes: 31 | Time: 9.5708e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| +Index: 617 | Max_nodes: 31 | Time: 9.5761e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| +Index: 502 | Max_nodes: 31 | Time: 9.5767e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| +Index: 186 | Max_nodes: 31 | Time: 9.5930e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| +Index: 376 | Max_nodes: 31 | Time: 9.6457e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2| +Index: 616 | Max_nodes: 31 | Time: 9.6792e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| +Index: 496 | Max_nodes: 31 | Time: 9.7192e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 2| +Index: 115 | Max_nodes: 32 | Time: 9.3617e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| +Index: 109 | Max_nodes: 32 | Time: 9.3915e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| +Index: 85 | Max_nodes: 32 | Time: 9.3937e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| +Index: 91 | Max_nodes: 32 | Time: 9.4565e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| +Index: 61 | Max_nodes: 32 | Time: 9.4567e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| +Index: 67 | Max_nodes: 32 | Time: 9.5195e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| +Index: 234 | Max_nodes: 32 | Time: 9.6024e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 3| +Index: 210 | Max_nodes: 32 | Time: 9.6123e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| +Index: 205 | Max_nodes: 33 | Time: 9.4241e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| +Index: 229 | Max_nodes: 33 | Time: 9.4826e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2| +Index: 235 | Max_nodes: 33 | Time: 9.5011e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| +Index: 211 | Max_nodes: 33 | Time: 9.5463e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 2| +Index: 181 | Max_nodes: 33 | Time: 9.5608e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| +Index: 187 | Max_nodes: 33 | Time: 9.5795e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| ........................... -Average time: 1.2244e-05s +Average time: 9.3893e-05s ________________________________________________________________________________________________ -4 permutations have 29 max nodes. +4 permutations have 20 max nodes. +Index: 719 | Active_nodes: 11 | Time: 8.8054e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +Index: 599 | Active_nodes: 11 | Time: 8.9085e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| +Index: 153 | Active_nodes: 11 | Time: 8.9475e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +Index: 155 | Active_nodes: 11 | Time: 8.9621e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| ........................... -Average time: 1.1018e-05s +Average time: 8.9059e-05s -28 permutations have 30 max nodes. +4 permutations have 21 max nodes. +Index: 717 | Active_nodes: 11 | Time: 8.9279e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +Index: 597 | Active_nodes: 11 | Time: 9.0604e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| +Index: 2 | Active_nodes: 11 | Time: 9.1998e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 0 | Active_nodes: 11 | Time: 9.4118e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| ........................... -Average time: 1.1844e-05s - -40 permutations have 31 max nodes. +Average time: 9.1500e-05s + +28 permutations have 22 max nodes. +Index: 273 | Active_nodes: 11 | Time: 8.9894e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| +Index: 33 | Active_nodes: 11 | Time: 9.0048e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +Index: 35 | Active_nodes: 11 | Time: 9.0087e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| +Index: 179 | Active_nodes: 11 | Time: 9.0117e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| +Index: 711 | Active_nodes: 11 | Time: 9.0160e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| +Index: 275 | Active_nodes: 11 | Time: 9.0192e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| +Index: 713 | Active_nodes: 11 | Time: 9.0369e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +Index: 9 | Active_nodes: 11 | Time: 9.0452e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +Index: 177 | Active_nodes: 11 | Time: 9.0459e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| +Index: 11 | Active_nodes: 11 | Time: 9.0618e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +Index: 167 | Active_nodes: 11 | Time: 9.0693e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| +Index: 120 | Active_nodes: 11 | Time: 9.0901e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| +Index: 161 | Active_nodes: 11 | Time: 9.1068e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| +Index: 598 | Active_nodes: 11 | Time: 9.1071e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +Index: 695 | Active_nodes: 11 | Time: 9.1116e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +Index: 5 | Active_nodes: 11 | Time: 9.1117e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +Index: 165 | Active_nodes: 11 | Time: 9.1139e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| +Index: 122 | Active_nodes: 11 | Time: 9.1289e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| +Index: 718 | Active_nodes: 11 | Time: 9.1317e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| +Index: 479 | Active_nodes: 11 | Time: 9.1400e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| +Index: 159 | Active_nodes: 11 | Time: 9.1402e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| +Index: 593 | Active_nodes: 11 | Time: 9.1540e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| +Index: 455 | Active_nodes: 11 | Time: 9.1691e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| +Index: 591 | Active_nodes: 11 | Time: 9.1784e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| +Index: 1 | Active_nodes: 11 | Time: 9.1797e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Index: 3 | Active_nodes: 11 | Time: 9.2731e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +Index: 4 | Active_nodes: 11 | Time: 9.3620e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +Index: 575 | Active_nodes: 11 | Time: 9.4140e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| ........................... -Average time: 1.2286e-05s +Average time: 9.1150e-05s + +24 permutations have 23 max nodes. +Index: 125 | Active_nodes: 11 | Time: 9.0336e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| +Index: 131 | Active_nodes: 11 | Time: 9.0412e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| +Index: 129 | Active_nodes: 11 | Time: 9.0438e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| +Index: 123 | Active_nodes: 11 | Time: 9.0534e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +Index: 567 | Active_nodes: 11 | Time: 9.0553e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| +Index: 716 | Active_nodes: 11 | Time: 9.0618e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +Index: 121 | Active_nodes: 11 | Time: 9.0868e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Index: 705 | Active_nodes: 11 | Time: 9.1163e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +Index: 687 | Active_nodes: 11 | Time: 9.1285e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +Index: 266 | Active_nodes: 11 | Time: 9.1537e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| +Index: 477 | Active_nodes: 11 | Time: 9.1640e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +Index: 264 | Active_nodes: 11 | Time: 9.1776e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +Index: 24 | Active_nodes: 11 | Time: 9.1872e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +Index: 573 | Active_nodes: 11 | Time: 9.1986e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +Index: 596 | Active_nodes: 11 | Time: 9.2060e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| +Index: 693 | Active_nodes: 11 | Time: 9.2095e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| +Index: 26 | Active_nodes: 11 | Time: 9.2183e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +Index: 124 | Active_nodes: 11 | Time: 9.2389e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| +Index: 6 | Active_nodes: 11 | Time: 9.2416e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Index: 453 | Active_nodes: 11 | Time: 9.2489e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| +Index: 240 | Active_nodes: 11 | Time: 9.2547e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| +Index: 242 | Active_nodes: 11 | Time: 9.2861e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| +Index: 585 | Active_nodes: 11 | Time: 9.3080e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| +Index: 8 | Active_nodes: 11 | Time: 9.3205e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -96 permutations have 32 max nodes. +........................... +Average time: 9.1681e-05s + +84 permutations have 24 max nodes. +Index: 419 | Active_nodes: 11 | Time: 8.9850e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| +Index: 287 | Active_nodes: 11 | Time: 8.9899e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| +Index: 239 | Active_nodes: 11 | Time: 9.0021e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| +Index: 417 | Active_nodes: 11 | Time: 9.0427e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| +Index: 269 | Active_nodes: 11 | Time: 9.0503e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| +Index: 47 | Active_nodes: 11 | Time: 9.0535e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| +Index: 59 | Active_nodes: 11 | Time: 9.0580e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| +Index: 707 | Active_nodes: 11 | Time: 9.0712e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +Index: 23 | Active_nodes: 11 | Time: 9.0718e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +Index: 29 | Active_nodes: 11 | Time: 9.0971e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +Index: 566 | Active_nodes: 11 | Time: 9.1012e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +Index: 267 | Active_nodes: 11 | Time: 9.1060e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| +Index: 710 | Active_nodes: 11 | Time: 9.1110e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +Index: 395 | Active_nodes: 11 | Time: 9.1157e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| +Index: 281 | Active_nodes: 11 | Time: 9.1175e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| +Index: 215 | Active_nodes: 11 | Time: 9.1279e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| +Index: 285 | Active_nodes: 11 | Time: 9.1365e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| +Index: 27 | Active_nodes: 11 | Time: 9.1366e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +Index: 15 | Active_nodes: 11 | Time: 9.1371e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +Index: 279 | Active_nodes: 11 | Time: 9.1376e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| +Index: 191 | Active_nodes: 11 | Time: 9.1412e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| +Index: 715 | Active_nodes: 11 | Time: 9.1483e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +Index: 393 | Active_nodes: 11 | Time: 9.1569e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| +Index: 297 | Active_nodes: 11 | Time: 9.1629e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| +Index: 335 | Active_nodes: 11 | Time: 9.1654e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +Index: 595 | Active_nodes: 11 | Time: 9.1667e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| +Index: 17 | Active_nodes: 11 | Time: 9.1777e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +Index: 245 | Active_nodes: 11 | Time: 9.1803e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| +Index: 21 | Active_nodes: 11 | Time: 9.1842e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +Index: 587 | Active_nodes: 11 | Time: 9.1863e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| +Index: 25 | Active_nodes: 11 | Time: 9.1867e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +Index: 714 | Active_nodes: 11 | Time: 9.1883e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +Index: 569 | Active_nodes: 11 | Time: 9.1914e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| +Index: 57 | Active_nodes: 11 | Time: 9.1939e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| +Index: 7 | Active_nodes: 11 | Time: 9.1946e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +Index: 243 | Active_nodes: 11 | Time: 9.1997e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| +Index: 39 | Active_nodes: 11 | Time: 9.2013e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +Index: 299 | Active_nodes: 11 | Time: 9.2022e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| +Index: 447 | Active_nodes: 11 | Time: 9.2025e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| +Index: 185 | Active_nodes: 11 | Time: 9.2118e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| +Index: 201 | Active_nodes: 11 | Time: 9.2125e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| +Index: 233 | Active_nodes: 11 | Time: 9.2133e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| +Index: 14 | Active_nodes: 11 | Time: 9.2138e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +Index: 265 | Active_nodes: 11 | Time: 9.2155e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +Index: 414 | Active_nodes: 11 | Time: 9.2156e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| +Index: 45 | Active_nodes: 11 | Time: 9.2180e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| +Index: 446 | Active_nodes: 11 | Time: 9.2205e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| +Index: 126 | Active_nodes: 11 | Time: 9.2241e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| +Index: 203 | Active_nodes: 11 | Time: 9.2259e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| +Index: 561 | Active_nodes: 11 | Time: 9.2261e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| +Index: 689 | Active_nodes: 11 | Time: 9.2265e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +Index: 144 | Active_nodes: 11 | Time: 9.2329e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| +Index: 311 | Active_nodes: 11 | Time: 9.2360e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| +Index: 353 | Active_nodes: 11 | Time: 9.2428e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| +Index: 478 | Active_nodes: 11 | Time: 9.2441e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +Index: 305 | Active_nodes: 11 | Time: 9.2496e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| +Index: 146 | Active_nodes: 11 | Time: 9.2515e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| +Index: 574 | Active_nodes: 11 | Time: 9.2574e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +Index: 590 | Active_nodes: 11 | Time: 9.2582e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| +Index: 225 | Active_nodes: 11 | Time: 9.2608e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| +Index: 329 | Active_nodes: 11 | Time: 9.2645e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| +Index: 471 | Active_nodes: 11 | Time: 9.2757e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| +Index: 227 | Active_nodes: 11 | Time: 9.2765e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| +Index: 694 | Active_nodes: 11 | Time: 9.2776e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| +Index: 241 | Active_nodes: 11 | Time: 9.2823e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| +Index: 209 | Active_nodes: 11 | Time: 9.2827e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| +Index: 712 | Active_nodes: 11 | Time: 9.2849e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +Index: 594 | Active_nodes: 11 | Time: 9.2868e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| +Index: 454 | Active_nodes: 11 | Time: 9.2931e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| +Index: 12 | Active_nodes: 11 | Time: 9.2976e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +Index: 128 | Active_nodes: 11 | Time: 9.3042e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| +Index: 384 | Active_nodes: 11 | Time: 9.3043e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| +Index: 28 | Active_nodes: 11 | Time: 9.3417e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +Index: 681 | Active_nodes: 11 | Time: 9.3421e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| +Index: 449 | Active_nodes: 11 | Time: 9.3434e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| +Index: 359 | Active_nodes: 11 | Time: 9.3444e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +Index: 408 | Active_nodes: 11 | Time: 9.3488e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| +Index: 268 | Active_nodes: 11 | Time: 9.3586e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| +Index: 592 | Active_nodes: 11 | Time: 9.3796e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| +Index: 244 | Active_nodes: 11 | Time: 9.3818e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| +Index: 10 | Active_nodes: 11 | Time: 9.3882e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +Index: 473 | Active_nodes: 11 | Time: 9.4152e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| +Index: 360 | Active_nodes: 11 | Time: 9.4906e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +Index: 41 | Active_nodes: 11 | Time: 9.5357e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| ........................... -Average time: 1.1916e-05s +Average time: 9.2147e-05s + +76 permutations have 25 max nodes. +Index: 143 | Active_nodes: 11 | Time: 9.0233e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| +Index: 249 | Active_nodes: 11 | Time: 9.0928e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| +Index: 135 | Active_nodes: 11 | Time: 9.1136e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| +Index: 127 | Active_nodes: 11 | Time: 9.1287e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| +Index: 251 | Active_nodes: 11 | Time: 9.1536e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| +Index: 415 | Active_nodes: 11 | Time: 9.1546e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| +Index: 137 | Active_nodes: 11 | Time: 9.1588e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| +Index: 703 | Active_nodes: 11 | Time: 9.1601e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| +Index: 134 | Active_nodes: 11 | Time: 9.1606e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| +Index: 141 | Active_nodes: 11 | Time: 9.1695e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| +Index: 537 | Active_nodes: 11 | Time: 9.1805e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| +Index: 149 | Active_nodes: 11 | Time: 9.1832e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| +Index: 709 | Active_nodes: 11 | Time: 9.1879e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| +Index: 147 | Active_nodes: 11 | Time: 9.1923e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| +Index: 564 | Active_nodes: 11 | Time: 9.1943e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +Index: 145 | Active_nodes: 11 | Time: 9.2196e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| +Index: 657 | Active_nodes: 11 | Time: 9.2212e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| +Index: 702 | Active_nodes: 11 | Time: 9.2400e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| +Index: 686 | Active_nodes: 11 | Time: 9.2470e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +Index: 708 | Active_nodes: 11 | Time: 9.2562e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| +Index: 697 | Active_nodes: 11 | Time: 9.2673e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| +Index: 409 | Active_nodes: 11 | Time: 9.2733e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| +Index: 513 | Active_nodes: 11 | Time: 9.2867e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| +Index: 560 | Active_nodes: 11 | Time: 9.2912e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| +Index: 132 | Active_nodes: 11 | Time: 9.2993e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| +Index: 534 | Active_nodes: 11 | Time: 9.3091e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5| +Index: 441 | Active_nodes: 11 | Time: 9.3151e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| +Index: 552 | Active_nodes: 11 | Time: 9.3162e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| +Index: 444 | Active_nodes: 11 | Time: 9.3195e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| +Index: 476 | Active_nodes: 11 | Time: 9.3202e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +Index: 385 | Active_nodes: 11 | Time: 9.3233e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4| +Index: 589 | Active_nodes: 11 | Time: 9.3261e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| +Index: 543 | Active_nodes: 11 | Time: 9.3282e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| +Index: 583 | Active_nodes: 11 | Time: 9.3306e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| +Index: 294 | Active_nodes: 11 | Time: 9.3350e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| +Index: 633 | Active_nodes: 11 | Time: 9.3480e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| +Index: 470 | Active_nodes: 11 | Time: 9.3492e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| +Index: 465 | Active_nodes: 11 | Time: 9.3537e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| +Index: 130 | Active_nodes: 11 | Time: 9.3540e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| +Index: 48 | Active_nodes: 11 | Time: 9.3547e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| +Index: 692 | Active_nodes: 11 | Time: 9.3568e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| +Index: 504 | Active_nodes: 11 | Time: 9.3615e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 5| +Index: 577 | Active_nodes: 11 | Time: 9.3626e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| +Index: 696 | Active_nodes: 11 | Time: 9.3638e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 3| +Index: 386 | Active_nodes: 11 | Time: 9.3699e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| +Index: 148 | Active_nodes: 11 | Time: 9.3706e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| +Index: 588 | Active_nodes: 11 | Time: 9.3729e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| +Index: 361 | Active_nodes: 11 | Time: 9.3743e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +Index: 663 | Active_nodes: 11 | Time: 9.3806e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| +Index: 704 | Active_nodes: 11 | Time: 9.3816e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +Index: 528 | Active_nodes: 11 | Time: 9.3865e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| +Index: 582 | Active_nodes: 11 | Time: 9.3867e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3| +Index: 366 | Active_nodes: 11 | Time: 9.3878e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +Index: 572 | Active_nodes: 11 | Time: 9.3888e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| +Index: 18 | Active_nodes: 11 | Time: 9.3905e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +Index: 56 | Active_nodes: 11 | Time: 9.4016e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| +Index: 440 | Active_nodes: 11 | Time: 9.4044e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| +Index: 288 | Active_nodes: 11 | Time: 9.4111e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| +Index: 390 | Active_nodes: 11 | Time: 9.4225e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| +Index: 152 | Active_nodes: 11 | Time: 9.4269e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| +Index: 20 | Active_nodes: 11 | Time: 9.4369e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +Index: 438 | Active_nodes: 11 | Time: 9.4378e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| +Index: 432 | Active_nodes: 11 | Time: 9.4412e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| +Index: 416 | Active_nodes: 11 | Time: 9.4439e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| +Index: 576 | Active_nodes: 11 | Time: 9.4451e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| +Index: 32 | Active_nodes: 11 | Time: 9.4487e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +Index: 50 | Active_nodes: 11 | Time: 9.4502e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| +Index: 480 | Active_nodes: 11 | Time: 9.4532e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +Index: 452 | Active_nodes: 11 | Time: 9.4555e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| +Index: 584 | Active_nodes: 11 | Time: 9.4567e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| +Index: 272 | Active_nodes: 11 | Time: 9.5181e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| +Index: 362 | Active_nodes: 11 | Time: 9.5215e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| +Index: 176 | Active_nodes: 11 | Time: 9.5384e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| +Index: 392 | Active_nodes: 11 | Time: 9.5591e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| +Index: 296 | Active_nodes: 11 | Time: 9.6362e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| +Index: 558 | Active_nodes: 11 | Time: 9.8500e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -96 permutations have 33 max nodes. +........................... +Average time: 9.3373e-05s + +148 permutations have 26 max nodes. +Index: 389 | Active_nodes: 11 | Time: 9.1306e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| +Index: 659 | Active_nodes: 11 | Time: 9.1429e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| +Index: 387 | Active_nodes: 11 | Time: 9.1725e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 2| +Index: 431 | Active_nodes: 11 | Time: 9.1829e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| +Index: 237 | Active_nodes: 11 | Time: 9.1861e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| +Index: 119 | Active_nodes: 11 | Time: 9.1874e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| +Index: 565 | Active_nodes: 11 | Time: 9.1892e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| +Index: 671 | Active_nodes: 11 | Time: 9.1979e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| +Index: 207 | Active_nodes: 11 | Time: 9.2003e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| +Index: 559 | Active_nodes: 11 | Time: 9.2087e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 2| +Index: 53 | Active_nodes: 11 | Time: 9.2113e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +Index: 539 | Active_nodes: 11 | Time: 9.2197e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| +Index: 51 | Active_nodes: 11 | Time: 9.2250e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +Index: 699 | Active_nodes: 11 | Time: 9.2328e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| +Index: 365 | Active_nodes: 11 | Time: 9.2417e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| +Index: 358 | Active_nodes: 11 | Time: 9.2418e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| +Index: 551 | Active_nodes: 11 | Time: 9.2431e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| +Index: 685 | Active_nodes: 11 | Time: 9.2493e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| +Index: 563 | Active_nodes: 11 | Time: 9.2499e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| +Index: 89 | Active_nodes: 11 | Time: 9.2501e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| +Index: 683 | Active_nodes: 11 | Time: 9.2527e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| +Index: 107 | Active_nodes: 11 | Time: 9.2561e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| +Index: 140 | Active_nodes: 11 | Time: 9.2562e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| +Index: 679 | Active_nodes: 11 | Time: 9.2582e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| +Index: 535 | Active_nodes: 11 | Time: 9.2610e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 3| +Index: 113 | Active_nodes: 11 | Time: 9.2642e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| +Index: 183 | Active_nodes: 11 | Time: 9.2694e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| +Index: 475 | Active_nodes: 11 | Time: 9.2721e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| +Index: 231 | Active_nodes: 11 | Time: 9.2733e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| +Index: 65 | Active_nodes: 11 | Time: 9.2800e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| +Index: 326 | Active_nodes: 11 | Time: 9.2808e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| +Index: 655 | Active_nodes: 11 | Time: 9.2869e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 3| +Index: 213 | Active_nodes: 11 | Time: 9.2882e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| +Index: 295 | Active_nodes: 11 | Time: 9.2889e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 4| +Index: 571 | Active_nodes: 11 | Time: 9.2900e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| +Index: 519 | Active_nodes: 11 | Time: 9.2940e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| +Index: 515 | Active_nodes: 11 | Time: 9.2952e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0| +Index: 347 | Active_nodes: 11 | Time: 9.2972e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| +Index: 554 | Active_nodes: 11 | Time: 9.2973e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| +Index: 13 | Active_nodes: 11 | Time: 9.2979e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +Index: 81 | Active_nodes: 11 | Time: 9.2985e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| +Index: 189 | Active_nodes: 11 | Time: 9.3033e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 0| +Index: 83 | Active_nodes: 11 | Time: 9.3056e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| +Index: 38 | Active_nodes: 11 | Time: 9.3066e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| +Index: 363 | Active_nodes: 11 | Time: 9.3072e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| +Index: 22 | Active_nodes: 11 | Time: 9.3083e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +Index: 635 | Active_nodes: 11 | Time: 9.3123e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| +Index: 579 | Active_nodes: 11 | Time: 9.3138e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1| +Index: 425 | Active_nodes: 11 | Time: 9.3142e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| +Index: 321 | Active_nodes: 11 | Time: 9.3170e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| +Index: 691 | Active_nodes: 11 | Time: 9.3215e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| +Index: 105 | Active_nodes: 11 | Time: 9.3247e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| +Index: 553 | Active_nodes: 11 | Time: 9.3291e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2| +Index: 71 | Active_nodes: 11 | Time: 9.3295e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| +Index: 542 | Active_nodes: 11 | Time: 9.3304e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| +Index: 684 | Active_nodes: 11 | Time: 9.3324e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| +Index: 506 | Active_nodes: 11 | Time: 9.3387e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| +Index: 665 | Active_nodes: 11 | Time: 9.3413e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| +Index: 367 | Active_nodes: 11 | Time: 9.3469e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| +Index: 19 | Active_nodes: 11 | Time: 9.3492e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +Index: 505 | Active_nodes: 11 | Time: 9.3497e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 3| +Index: 49 | Active_nodes: 11 | Time: 9.3500e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| +Index: 673 | Active_nodes: 11 | Time: 9.3529e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| +Index: 639 | Active_nodes: 11 | Time: 9.3534e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| +Index: 529 | Active_nodes: 11 | Time: 9.3541e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| +Index: 158 | Active_nodes: 11 | Time: 9.3571e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| +Index: 423 | Active_nodes: 11 | Time: 9.3592e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| +Index: 451 | Active_nodes: 11 | Time: 9.3595e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| +Index: 323 | Active_nodes: 11 | Time: 9.3596e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| +Index: 334 | Active_nodes: 11 | Time: 9.3600e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| +Index: 545 | Active_nodes: 11 | Time: 9.3603e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| +Index: 302 | Active_nodes: 11 | Time: 9.3607e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| +Index: 474 | Active_nodes: 11 | Time: 9.3646e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| +Index: 278 | Active_nodes: 11 | Time: 9.3667e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| +Index: 654 | Active_nodes: 11 | Time: 9.3671e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4| +Index: 678 | Active_nodes: 11 | Time: 9.3716e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| +Index: 310 | Active_nodes: 11 | Time: 9.3727e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| +Index: 138 | Active_nodes: 11 | Time: 9.3740e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| +Index: 467 | Active_nodes: 11 | Time: 9.3755e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| +Index: 345 | Active_nodes: 11 | Time: 9.3766e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| +Index: 443 | Active_nodes: 11 | Time: 9.3773e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| +Index: 625 | Active_nodes: 11 | Time: 9.3843e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3| +Index: 422 | Active_nodes: 11 | Time: 9.3900e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| +Index: 698 | Active_nodes: 11 | Time: 9.3916e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| +Index: 16 | Active_nodes: 11 | Time: 9.3963e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +Index: 429 | Active_nodes: 11 | Time: 9.3993e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| +Index: 706 | Active_nodes: 11 | Time: 9.4025e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| +Index: 680 | Active_nodes: 11 | Time: 9.4044e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| +Index: 688 | Active_nodes: 11 | Time: 9.4098e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| +Index: 434 | Active_nodes: 11 | Time: 9.4129e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| +Index: 391 | Active_nodes: 11 | Time: 9.4150e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| +Index: 549 | Active_nodes: 11 | Time: 9.4188e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| +Index: 672 | Active_nodes: 11 | Time: 9.4216e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| +Index: 246 | Active_nodes: 11 | Time: 9.4236e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +Index: 649 | Active_nodes: 11 | Time: 9.4279e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 3| +Index: 270 | Active_nodes: 11 | Time: 9.4314e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| +Index: 352 | Active_nodes: 11 | Time: 9.4346e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| +Index: 570 | Active_nodes: 11 | Time: 9.4349e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| +Index: 468 | Active_nodes: 11 | Time: 9.4365e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| +Index: 80 | Active_nodes: 11 | Time: 9.4388e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| +Index: 168 | Active_nodes: 11 | Time: 9.4391e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| +Index: 72 | Active_nodes: 11 | Time: 9.4398e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| +Index: 481 | Active_nodes: 11 | Time: 9.4398e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 3| +Index: 450 | Active_nodes: 11 | Time: 9.4425e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| +Index: 568 | Active_nodes: 11 | Time: 9.4446e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| +Index: 482 | Active_nodes: 11 | Time: 9.4458e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| +Index: 669 | Active_nodes: 11 | Time: 9.4459e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| +Index: 328 | Active_nodes: 11 | Time: 9.4479e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| +Index: 304 | Active_nodes: 11 | Time: 9.4488e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| +Index: 289 | Active_nodes: 11 | Time: 9.4491e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| +Index: 624 | Active_nodes: 11 | Time: 9.4507e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| +Index: 462 | Active_nodes: 11 | Time: 9.4520e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 4| +Index: 690 | Active_nodes: 11 | Time: 9.4558e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| +Index: 318 | Active_nodes: 11 | Time: 9.4701e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 5| +Index: 74 | Active_nodes: 11 | Time: 9.4790e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| +Index: 648 | Active_nodes: 11 | Time: 9.4841e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| +Index: 312 | Active_nodes: 11 | Time: 9.4855e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| +Index: 388 | Active_nodes: 11 | Time: 9.4884e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| +Index: 200 | Active_nodes: 11 | Time: 9.4906e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| +Index: 536 | Active_nodes: 11 | Time: 9.5051e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| +Index: 601 | Active_nodes: 11 | Time: 9.5123e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| +Index: 510 | Active_nodes: 11 | Time: 9.5164e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| +Index: 58 | Active_nodes: 11 | Time: 9.5209e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| +Index: 464 | Active_nodes: 11 | Time: 9.5262e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| +Index: 600 | Active_nodes: 11 | Time: 9.5301e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +Index: 52 | Active_nodes: 11 | Time: 9.5326e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| +Index: 448 | Active_nodes: 11 | Time: 9.5348e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| +Index: 154 | Active_nodes: 11 | Time: 9.5353e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| +Index: 34 | Active_nodes: 11 | Time: 9.5355e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| +Index: 578 | Active_nodes: 11 | Time: 9.5422e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| +Index: 248 | Active_nodes: 11 | Time: 9.5429e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| +Index: 512 | Active_nodes: 11 | Time: 9.5438e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| +Index: 274 | Active_nodes: 11 | Time: 9.5529e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| +Index: 486 | Active_nodes: 11 | Time: 9.5538e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +Index: 290 | Active_nodes: 11 | Time: 9.5618e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| +Index: 368 | Active_nodes: 11 | Time: 9.5668e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| +Index: 95 | Active_nodes: 11 | Time: 9.5672e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| +Index: 170 | Active_nodes: 11 | Time: 9.5690e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| +Index: 320 | Active_nodes: 11 | Time: 9.5756e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| +Index: 586 | Active_nodes: 11 | Time: 9.5762e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| +Index: 410 | Active_nodes: 11 | Time: 9.5806e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| +Index: 364 | Active_nodes: 11 | Time: 9.5824e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| +Index: 418 | Active_nodes: 11 | Time: 9.5851e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| +Index: 456 | Active_nodes: 11 | Time: 9.5909e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| +Index: 178 | Active_nodes: 11 | Time: 9.6100e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| +Index: 472 | Active_nodes: 11 | Time: 9.6879e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| +Index: 298 | Active_nodes: 11 | Time: 9.7261e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| +Index: 394 | Active_nodes: 11 | Time: 9.7267e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| ........................... -Average time: 1.2524e-05s +Average time: 9.3841e-05s + +96 permutations have 27 max nodes. +Index: 413 | Active_nodes: 11 | Time: 9.0821e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 1| +Index: 263 | Active_nodes: 11 | Time: 9.0875e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| +Index: 411 | Active_nodes: 11 | Time: 9.1294e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 1| +Index: 255 | Active_nodes: 11 | Time: 9.2017e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| +Index: 701 | Active_nodes: 11 | Time: 9.2038e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| +Index: 86 | Active_nodes: 11 | Time: 9.2082e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| +Index: 257 | Active_nodes: 11 | Time: 9.2285e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| +Index: 261 | Active_nodes: 11 | Time: 9.2368e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| +Index: 369 | Active_nodes: 11 | Time: 9.2500e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 1| +Index: 291 | Active_nodes: 11 | Time: 9.2509e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| +Index: 133 | Active_nodes: 11 | Time: 9.2747e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| +Index: 327 | Active_nodes: 11 | Time: 9.2779e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| +Index: 371 | Active_nodes: 11 | Time: 9.2832e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| +Index: 581 | Active_nodes: 11 | Time: 9.2832e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| +Index: 206 | Active_nodes: 11 | Time: 9.2877e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| +Index: 171 | Active_nodes: 11 | Time: 9.2881e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| +Index: 445 | Active_nodes: 11 | Time: 9.3040e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| +Index: 293 | Active_nodes: 11 | Time: 9.3042e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 1| +Index: 555 | Active_nodes: 11 | Time: 9.3159e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| +Index: 142 | Active_nodes: 11 | Time: 9.3166e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| +Index: 675 | Active_nodes: 11 | Time: 9.3328e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1| +Index: 54 | Active_nodes: 11 | Time: 9.3329e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| +Index: 173 | Active_nodes: 11 | Time: 9.3442e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| +Index: 351 | Active_nodes: 11 | Time: 9.3463e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| +Index: 303 | Active_nodes: 11 | Time: 9.3550e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| +Index: 254 | Active_nodes: 11 | Time: 9.3573e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| +Index: 439 | Active_nodes: 11 | Time: 9.3650e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2| +Index: 627 | Active_nodes: 11 | Time: 9.3668e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 2| +Index: 62 | Active_nodes: 11 | Time: 9.3674e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| +Index: 30 | Active_nodes: 11 | Time: 9.3730e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| +Index: 674 | Active_nodes: 11 | Time: 9.3754e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| +Index: 507 | Active_nodes: 11 | Time: 9.3762e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 2| +Index: 350 | Active_nodes: 11 | Time: 9.3775e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| +Index: 399 | Active_nodes: 11 | Time: 9.3798e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| +Index: 405 | Active_nodes: 11 | Time: 9.3805e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| +Index: 333 | Active_nodes: 11 | Time: 9.3839e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| +Index: 247 | Active_nodes: 11 | Time: 9.3847e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| +Index: 182 | Active_nodes: 11 | Time: 9.3878e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| +Index: 700 | Active_nodes: 11 | Time: 9.3889e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 2| +Index: 324 | Active_nodes: 11 | Time: 9.3937e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| +Index: 271 | Active_nodes: 11 | Time: 9.3944e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| +Index: 357 | Active_nodes: 11 | Time: 9.3991e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| +Index: 169 | Active_nodes: 11 | Time: 9.4002e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| +Index: 463 | Active_nodes: 11 | Time: 9.4010e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 2| +Index: 525 | Active_nodes: 11 | Time: 9.4040e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| +Index: 645 | Active_nodes: 11 | Time: 9.4096e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| +Index: 626 | Active_nodes: 11 | Time: 9.4173e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| +Index: 518 | Active_nodes: 11 | Time: 9.4193e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| +Index: 44 | Active_nodes: 11 | Time: 9.4203e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| +Index: 469 | Active_nodes: 11 | Time: 9.4207e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| +Index: 530 | Active_nodes: 11 | Time: 9.4299e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| +Index: 483 | Active_nodes: 11 | Time: 9.4332e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| +Index: 603 | Active_nodes: 11 | Time: 9.4342e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2| +Index: 139 | Active_nodes: 11 | Time: 9.4358e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| +Index: 398 | Active_nodes: 11 | Time: 9.4456e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| +Index: 487 | Active_nodes: 11 | Time: 9.4502e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3| +Index: 540 | Active_nodes: 11 | Time: 9.4542e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| +Index: 420 | Active_nodes: 11 | Time: 9.4583e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| +Index: 662 | Active_nodes: 11 | Time: 9.4672e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| +Index: 309 | Active_nodes: 11 | Time: 9.4705e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| +Index: 164 | Active_nodes: 11 | Time: 9.4717e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| +Index: 300 | Active_nodes: 11 | Time: 9.4795e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| +Index: 136 | Active_nodes: 11 | Time: 9.4798e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| +Index: 433 | Active_nodes: 11 | Time: 9.4851e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 2| +Index: 194 | Active_nodes: 11 | Time: 9.4857e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| +Index: 252 | Active_nodes: 11 | Time: 9.4915e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +Index: 580 | Active_nodes: 11 | Time: 9.4926e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 2| +Index: 284 | Active_nodes: 11 | Time: 9.4936e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| +Index: 607 | Active_nodes: 11 | Time: 9.4952e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3| +Index: 192 | Active_nodes: 11 | Time: 9.4989e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| +Index: 457 | Active_nodes: 11 | Time: 9.4996e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| +Index: 342 | Active_nodes: 11 | Time: 9.5086e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 4| +Index: 602 | Active_nodes: 11 | Time: 9.5088e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 4| +Index: 98 | Active_nodes: 11 | Time: 9.5204e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| +Index: 458 | Active_nodes: 11 | Time: 9.5209e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| +Index: 308 | Active_nodes: 11 | Time: 9.5210e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| +Index: 276 | Active_nodes: 11 | Time: 9.5255e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| +Index: 631 | Active_nodes: 11 | Time: 9.5275e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 3| +Index: 104 | Active_nodes: 11 | Time: 9.5363e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| +Index: 428 | Active_nodes: 11 | Time: 9.5377e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| +Index: 488 | Active_nodes: 11 | Time: 9.5415e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| +Index: 511 | Active_nodes: 11 | Time: 9.5486e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 3| +Index: 656 | Active_nodes: 11 | Time: 9.5525e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| +Index: 96 | Active_nodes: 11 | Time: 9.5589e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| +Index: 412 | Active_nodes: 11 | Time: 9.5677e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4| +Index: 250 | Active_nodes: 11 | Time: 9.5748e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| +Index: 314 | Active_nodes: 11 | Time: 9.5781e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| +Index: 630 | Active_nodes: 11 | Time: 9.5795e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| +Index: 172 | Active_nodes: 11 | Time: 9.5947e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| +Index: 224 | Active_nodes: 11 | Time: 9.5958e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| +Index: 336 | Active_nodes: 11 | Time: 9.6002e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| +Index: 606 | Active_nodes: 11 | Time: 9.6403e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4| +Index: 370 | Active_nodes: 11 | Time: 9.6665e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 4| +Index: 632 | Active_nodes: 11 | Time: 9.6737e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| +Index: 344 | Active_nodes: 11 | Time: 9.7122e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| +Index: 292 | Active_nodes: 11 | Time: 9.7251e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -108 permutations have 34 max nodes. +........................... +Average time: 9.4223e-05s + +112 permutations have 28 max nodes. +Index: 87 | Active_nodes: 11 | Time: 9.2109e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| +Index: 647 | Active_nodes: 11 | Time: 9.2228e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 0| +Index: 117 | Active_nodes: 11 | Time: 9.2264e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| +Index: 55 | Active_nodes: 11 | Time: 9.2265e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| +Index: 407 | Active_nodes: 11 | Time: 9.2365e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| +Index: 527 | Active_nodes: 11 | Time: 9.2588e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| +Index: 111 | Active_nodes: 11 | Time: 9.2637e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| +Index: 118 | Active_nodes: 11 | Time: 9.2717e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| +Index: 629 | Active_nodes: 11 | Time: 9.2746e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| +Index: 531 | Active_nodes: 11 | Time: 9.2925e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| +Index: 509 | Active_nodes: 11 | Time: 9.3048e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 2| +Index: 63 | Active_nodes: 11 | Time: 9.3146e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| +Index: 31 | Active_nodes: 11 | Time: 9.3191e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| +Index: 651 | Active_nodes: 11 | Time: 9.3207e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| +Index: 401 | Active_nodes: 11 | Time: 9.3343e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0| +Index: 78 | Active_nodes: 11 | Time: 9.3408e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| +Index: 93 | Active_nodes: 11 | Time: 9.3476e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| +Index: 174 | Active_nodes: 11 | Time: 9.3552e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| +Index: 69 | Active_nodes: 11 | Time: 9.3607e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| +Index: 94 | Active_nodes: 11 | Time: 9.3810e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2| +Index: 435 | Active_nodes: 11 | Time: 9.3853e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| +Index: 356 | Active_nodes: 11 | Time: 9.3886e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| +Index: 489 | Active_nodes: 11 | Time: 9.3931e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1| +Index: 70 | Active_nodes: 11 | Time: 9.3935e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| +Index: 230 | Active_nodes: 11 | Time: 9.3959e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| +Index: 150 | Active_nodes: 11 | Time: 9.3959e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| +Index: 494 | Active_nodes: 11 | Time: 9.3968e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| +Index: 641 | Active_nodes: 11 | Time: 9.3989e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| +Index: 101 | Active_nodes: 11 | Time: 9.3991e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| +Index: 238 | Active_nodes: 11 | Time: 9.4000e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 2| +Index: 75 | Active_nodes: 11 | Time: 9.4061e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| +Index: 521 | Active_nodes: 11 | Time: 9.4092e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| +Index: 46 | Active_nodes: 11 | Time: 9.4126e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| +Index: 110 | Active_nodes: 11 | Time: 9.4143e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 4| +Index: 77 | Active_nodes: 11 | Time: 9.4154e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| +Index: 319 | Active_nodes: 11 | Time: 9.4211e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 3| +Index: 73 | Active_nodes: 11 | Time: 9.4290e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| +Index: 36 | Active_nodes: 11 | Time: 9.4304e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| +Index: 670 | Active_nodes: 11 | Time: 9.4336e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| +Index: 485 | Active_nodes: 11 | Time: 9.4362e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| +Index: 374 | Active_nodes: 11 | Time: 9.4366e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 5| +Index: 541 | Active_nodes: 11 | Time: 9.4366e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| +Index: 605 | Active_nodes: 11 | Time: 9.4417e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 2| +Index: 214 | Active_nodes: 11 | Time: 9.4451e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 2| +Index: 68 | Active_nodes: 11 | Time: 9.4456e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| +Index: 550 | Active_nodes: 11 | Time: 9.4456e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| +Index: 112 | Active_nodes: 11 | Time: 9.4514e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| +Index: 609 | Active_nodes: 11 | Time: 9.4538e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| +Index: 661 | Active_nodes: 11 | Time: 9.4676e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| +Index: 430 | Active_nodes: 11 | Time: 9.4705e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| +Index: 97 | Active_nodes: 11 | Time: 9.4725e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| +Index: 459 | Active_nodes: 11 | Time: 9.4757e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 1| +Index: 260 | Active_nodes: 11 | Time: 9.4805e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 4| +Index: 166 | Active_nodes: 11 | Time: 9.4834e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 3| +Index: 188 | Active_nodes: 11 | Time: 9.4868e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 4| +Index: 190 | Active_nodes: 11 | Time: 9.4892e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 2| +Index: 348 | Active_nodes: 11 | Time: 9.4938e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 4| +Index: 64 | Active_nodes: 11 | Time: 9.4972e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| +Index: 343 | Active_nodes: 11 | Time: 9.5039e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 3| +Index: 668 | Active_nodes: 11 | Time: 9.5150e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| +Index: 337 | Active_nodes: 11 | Time: 9.5152e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| +Index: 232 | Active_nodes: 11 | Time: 9.5208e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| +Index: 660 | Active_nodes: 11 | Time: 9.5240e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| +Index: 208 | Active_nodes: 11 | Time: 9.5279e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 2| +Index: 508 | Active_nodes: 11 | Time: 9.5280e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 3| +Index: 286 | Active_nodes: 11 | Time: 9.5308e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 3| +Index: 404 | Active_nodes: 11 | Time: 9.5360e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| +Index: 548 | Active_nodes: 11 | Time: 9.5375e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| +Index: 99 | Active_nodes: 11 | Time: 9.5422e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| +Index: 184 | Active_nodes: 11 | Time: 9.5432e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| +Index: 516 | Active_nodes: 11 | Time: 9.5462e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| +Index: 88 | Active_nodes: 11 | Time: 9.5503e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| +Index: 544 | Active_nodes: 11 | Time: 9.5566e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| +Index: 664 | Active_nodes: 11 | Time: 9.5570e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| +Index: 372 | Active_nodes: 11 | Time: 9.5587e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| +Index: 682 | Active_nodes: 11 | Time: 9.5588e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| +Index: 650 | Active_nodes: 11 | Time: 9.5588e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| +Index: 426 | Active_nodes: 11 | Time: 9.5618e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| +Index: 313 | Active_nodes: 11 | Time: 9.5646e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3| +Index: 160 | Active_nodes: 11 | Time: 9.5678e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| +Index: 106 | Active_nodes: 11 | Time: 9.5714e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| +Index: 492 | Active_nodes: 11 | Time: 9.5800e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| +Index: 638 | Active_nodes: 11 | Time: 9.5829e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| +Index: 396 | Active_nodes: 11 | Time: 9.5858e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| +Index: 628 | Active_nodes: 11 | Time: 9.5955e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 3| +Index: 40 | Active_nodes: 11 | Time: 9.5978e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| +Index: 218 | Active_nodes: 11 | Time: 9.5983e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| +Index: 280 | Active_nodes: 11 | Time: 9.5991e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| +Index: 216 | Active_nodes: 11 | Time: 9.6020e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| +Index: 424 | Active_nodes: 11 | Time: 9.6025e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| +Index: 306 | Active_nodes: 11 | Time: 9.6046e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| +Index: 658 | Active_nodes: 11 | Time: 9.6096e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| +Index: 562 | Active_nodes: 11 | Time: 9.6112e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| +Index: 100 | Active_nodes: 11 | Time: 9.6173e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| +Index: 82 | Active_nodes: 11 | Time: 9.6186e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| +Index: 332 | Active_nodes: 11 | Time: 9.6298e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| +Index: 604 | Active_nodes: 11 | Time: 9.6334e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| +Index: 258 | Active_nodes: 11 | Time: 9.6371e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| +Index: 226 | Active_nodes: 11 | Time: 9.6450e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| +Index: 76 | Active_nodes: 11 | Time: 9.6470e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| +Index: 608 | Active_nodes: 11 | Time: 9.6472e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| +Index: 484 | Active_nodes: 11 | Time: 9.6507e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| +Index: 338 | Active_nodes: 11 | Time: 9.6745e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| +Index: 538 | Active_nodes: 11 | Time: 9.6784e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| +Index: 202 | Active_nodes: 11 | Time: 9.6827e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| +Index: 466 | Active_nodes: 11 | Time: 9.6950e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| +Index: 282 | Active_nodes: 11 | Time: 9.6960e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| +Index: 346 | Active_nodes: 11 | Time: 9.7349e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| +Index: 634 | Active_nodes: 11 | Time: 9.7357e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| +Index: 442 | Active_nodes: 11 | Time: 9.7442e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| +Index: 514 | Active_nodes: 11 | Time: 9.7634e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| +Index: 322 | Active_nodes: 11 | Time: 9.8564e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| ........................... -Average time: 1.2310e-05s +Average time: 9.4913e-05s + +70 permutations have 29 max nodes. +Index: 175 | Active_nodes: 11 | Time: 9.3077e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| +Index: 557 | Active_nodes: 11 | Time: 9.3103e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| +Index: 533 | Active_nodes: 11 | Time: 9.3104e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 1| +Index: 653 | Active_nodes: 11 | Time: 9.3198e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| +Index: 677 | Active_nodes: 11 | Time: 9.3391e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| +Index: 84 | Active_nodes: 11 | Time: 9.3606e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| +Index: 151 | Active_nodes: 11 | Time: 9.3666e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| +Index: 495 | Active_nodes: 11 | Time: 9.3716e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 1| +Index: 611 | Active_nodes: 11 | Time: 9.3792e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 1| +Index: 341 | Active_nodes: 11 | Time: 9.3886e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| +Index: 236 | Active_nodes: 11 | Time: 9.4033e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| +Index: 491 | Active_nodes: 11 | Time: 9.4050e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| +Index: 421 | Active_nodes: 11 | Time: 9.4099e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| +Index: 315 | Active_nodes: 11 | Time: 9.4241e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| +Index: 92 | Active_nodes: 11 | Time: 9.4280e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3| +Index: 317 | Active_nodes: 11 | Time: 9.4298e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 1| +Index: 60 | Active_nodes: 11 | Time: 9.4369e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| +Index: 461 | Active_nodes: 11 | Time: 9.4459e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 1| +Index: 198 | Active_nodes: 11 | Time: 9.4486e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| +Index: 615 | Active_nodes: 11 | Time: 9.4526e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 1| +Index: 339 | Active_nodes: 11 | Time: 9.4613e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 1| +Index: 262 | Active_nodes: 11 | Time: 9.4620e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| +Index: 437 | Active_nodes: 11 | Time: 9.4664e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 1| +Index: 116 | Active_nodes: 11 | Time: 9.4675e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 3| +Index: 253 | Active_nodes: 11 | Time: 9.4734e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| +Index: 197 | Active_nodes: 11 | Time: 9.4769e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| +Index: 354 | Active_nodes: 11 | Time: 9.4867e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 3| +Index: 427 | Active_nodes: 11 | Time: 9.4913e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 1| +Index: 221 | Active_nodes: 11 | Time: 9.5028e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| +Index: 614 | Active_nodes: 11 | Time: 9.5168e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4| +Index: 212 | Active_nodes: 11 | Time: 9.5205e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| +Index: 380 | Active_nodes: 11 | Time: 9.5265e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 4| +Index: 219 | Active_nodes: 11 | Time: 9.5266e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| +Index: 195 | Active_nodes: 11 | Time: 9.5280e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| +Index: 193 | Active_nodes: 11 | Time: 9.5311e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| +Index: 259 | Active_nodes: 11 | Time: 9.5333e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| +Index: 217 | Active_nodes: 11 | Time: 9.5340e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| +Index: 42 | Active_nodes: 11 | Time: 9.5343e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| +Index: 277 | Active_nodes: 11 | Time: 9.5345e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| +Index: 676 | Active_nodes: 11 | Time: 9.5357e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| +Index: 283 | Active_nodes: 11 | Time: 9.5498e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| +Index: 156 | Active_nodes: 11 | Time: 9.5603e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| +Index: 102 | Active_nodes: 11 | Time: 9.5655e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| +Index: 547 | Active_nodes: 11 | Time: 9.5743e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| +Index: 556 | Active_nodes: 11 | Time: 9.5788e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| +Index: 256 | Active_nodes: 11 | Time: 9.5800e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| +Index: 517 | Active_nodes: 11 | Time: 9.5807e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| +Index: 493 | Active_nodes: 11 | Time: 9.5813e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2| +Index: 613 | Active_nodes: 11 | Time: 9.5907e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| +Index: 644 | Active_nodes: 11 | Time: 9.5923e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| +Index: 546 | Active_nodes: 11 | Time: 9.6095e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| +Index: 330 | Active_nodes: 11 | Time: 9.6145e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| +Index: 667 | Active_nodes: 11 | Time: 9.6160e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| +Index: 637 | Active_nodes: 11 | Time: 9.6167e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 2| +Index: 652 | Active_nodes: 11 | Time: 9.6168e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3| +Index: 532 | Active_nodes: 11 | Time: 9.6337e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| +Index: 612 | Active_nodes: 11 | Time: 9.6388e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4| +Index: 666 | Active_nodes: 11 | Time: 9.6395e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| +Index: 524 | Active_nodes: 11 | Time: 9.6469e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| +Index: 402 | Active_nodes: 11 | Time: 9.6597e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 4| +Index: 460 | Active_nodes: 11 | Time: 9.6675e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 2| +Index: 220 | Active_nodes: 11 | Time: 9.6693e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| +Index: 636 | Active_nodes: 11 | Time: 9.6694e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| +Index: 378 | Active_nodes: 11 | Time: 9.6727e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 4| +Index: 436 | Active_nodes: 11 | Time: 9.6841e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 2| +Index: 610 | Active_nodes: 11 | Time: 9.6872e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 3| +Index: 196 | Active_nodes: 11 | Time: 9.6915e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| +Index: 490 | Active_nodes: 11 | Time: 9.7483e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| +Index: 340 | Active_nodes: 11 | Time: 9.7533e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| +Index: 316 | Active_nodes: 11 | Time: 9.7712e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -92 permutations have 35 max nodes. +........................... +Average time: 9.5273e-05s + +40 permutations have 30 max nodes. +Index: 325 | Active_nodes: 11 | Time: 9.3531e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1| +Index: 103 | Active_nodes: 11 | Time: 9.3836e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| +Index: 355 | Active_nodes: 11 | Time: 9.3837e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| +Index: 79 | Active_nodes: 11 | Time: 9.3909e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| +Index: 375 | Active_nodes: 11 | Time: 9.4011e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| +Index: 349 | Active_nodes: 11 | Time: 9.4184e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| +Index: 301 | Active_nodes: 11 | Time: 9.4351e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| +Index: 204 | Active_nodes: 11 | Time: 9.4371e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| +Index: 108 | Active_nodes: 11 | Time: 9.4672e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| +Index: 381 | Active_nodes: 11 | Time: 9.4786e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1| +Index: 621 | Active_nodes: 11 | Time: 9.4843e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| +Index: 180 | Active_nodes: 11 | Time: 9.4928e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| +Index: 37 | Active_nodes: 11 | Time: 9.4970e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| +Index: 501 | Active_nodes: 11 | Time: 9.4970e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| +Index: 43 | Active_nodes: 11 | Time: 9.5029e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| +Index: 66 | Active_nodes: 11 | Time: 9.5208e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| +Index: 331 | Active_nodes: 11 | Time: 9.5214e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1| +Index: 222 | Active_nodes: 11 | Time: 9.5370e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| +Index: 373 | Active_nodes: 11 | Time: 9.5520e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 2| +Index: 397 | Active_nodes: 11 | Time: 9.5554e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 2| +Index: 406 | Active_nodes: 11 | Time: 9.5609e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| +Index: 620 | Active_nodes: 11 | Time: 9.5806e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| +Index: 646 | Active_nodes: 11 | Time: 9.5893e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| +Index: 526 | Active_nodes: 11 | Time: 9.5931e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 2| +Index: 379 | Active_nodes: 11 | Time: 9.5985e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| +Index: 500 | Active_nodes: 11 | Time: 9.6126e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 3| +Index: 643 | Active_nodes: 11 | Time: 9.6152e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| +Index: 307 | Active_nodes: 11 | Time: 9.6191e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| +Index: 523 | Active_nodes: 11 | Time: 9.6219e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| +Index: 162 | Active_nodes: 11 | Time: 9.6221e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| +Index: 499 | Active_nodes: 11 | Time: 9.6223e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| +Index: 619 | Active_nodes: 11 | Time: 9.6379e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2| +Index: 403 | Active_nodes: 11 | Time: 9.6513e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2| +Index: 400 | Active_nodes: 11 | Time: 9.6520e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| +Index: 618 | Active_nodes: 11 | Time: 9.7155e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| +Index: 498 | Active_nodes: 11 | Time: 9.7159e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| +Index: 640 | Active_nodes: 11 | Time: 9.7232e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| +Index: 520 | Active_nodes: 11 | Time: 9.7531e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| +Index: 522 | Active_nodes: 11 | Time: 9.8061e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| +Index: 642 | Active_nodes: 11 | Time: 9.8416e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| ........................... -Average time: 1.2206e-05s +Average time: 9.5610e-05s + +20 permutations have 31 max nodes. +Index: 383 | Active_nodes: 11 | Time: 9.3150e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| +Index: 623 | Active_nodes: 11 | Time: 9.3235e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| +Index: 503 | Active_nodes: 11 | Time: 9.3696e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1| +Index: 199 | Active_nodes: 11 | Time: 9.4108e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 3| +Index: 114 | Active_nodes: 11 | Time: 9.4573e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| +Index: 377 | Active_nodes: 11 | Time: 9.4818e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 1| +Index: 157 | Active_nodes: 11 | Time: 9.4950e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| +Index: 228 | Active_nodes: 11 | Time: 9.5335e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 4| +Index: 163 | Active_nodes: 11 | Time: 9.5414e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| +Index: 382 | Active_nodes: 11 | Time: 9.5452e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2| +Index: 223 | Active_nodes: 11 | Time: 9.5471e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 3| +Index: 497 | Active_nodes: 11 | Time: 9.5530e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 1| +Index: 90 | Active_nodes: 11 | Time: 9.5565e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| +Index: 622 | Active_nodes: 11 | Time: 9.5708e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| +Index: 617 | Active_nodes: 11 | Time: 9.5761e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| +Index: 502 | Active_nodes: 11 | Time: 9.5767e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| +Index: 186 | Active_nodes: 11 | Time: 9.5930e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| +Index: 376 | Active_nodes: 11 | Time: 9.6457e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2| +Index: 616 | Active_nodes: 11 | Time: 9.6792e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| +Index: 496 | Active_nodes: 11 | Time: 9.7192e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -88 permutations have 36 max nodes. +........................... +Average time: 9.5245e-05s + +8 permutations have 32 max nodes. +Index: 115 | Active_nodes: 11 | Time: 9.3617e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| +Index: 109 | Active_nodes: 11 | Time: 9.3915e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| +Index: 85 | Active_nodes: 11 | Time: 9.3937e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| +Index: 91 | Active_nodes: 11 | Time: 9.4565e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| +Index: 61 | Active_nodes: 11 | Time: 9.4567e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| +Index: 67 | Active_nodes: 11 | Time: 9.5195e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| +Index: 234 | Active_nodes: 11 | Time: 9.6024e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 3| +Index: 210 | Active_nodes: 11 | Time: 9.6123e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| ........................... -Average time: 1.2168e-05s +Average time: 9.4743e-05s -60 permutations have 37 max nodes. +6 permutations have 33 max nodes. +Index: 205 | Active_nodes: 11 | Time: 9.4241e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| +Index: 229 | Active_nodes: 11 | Time: 9.4826e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2| +Index: 235 | Active_nodes: 11 | Time: 9.5011e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| +Index: 211 | Active_nodes: 11 | Time: 9.5463e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 2| +Index: 181 | Active_nodes: 11 | Time: 9.5608e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| +Index: 187 | Active_nodes: 11 | Time: 9.5795e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| ........................... -Average time: 1.2408e-05s +Average time: 9.5158e-05s + +________________________________________________________________________________________________ -64 permutations have 38 max nodes. +execution time of: 8.8054e-05s: Index: 719 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -........................... -Average time: 1.2264e-05s +execution time of: 8.9085e-05s: Index: 599 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -20 permutations have 39 max nodes. +execution time of: 8.9279e-05s: Index: 717 | Max_nodes: 21 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -........................... -Average time: 1.2455e-05s +execution time of: 8.9475e-05s: Index: 153 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -12 permutations have 40 max nodes. +execution time of: 8.9621e-05s: Index: 155 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -........................... -Average time: 1.2669e-05s +execution time of: 8.9850e-05s: Index: 419 | Max_nodes: 24 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -12 permutations have 41 max nodes. +execution time of: 8.9894e-05s: Index: 273 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -........................... -Average time: 1.2394e-05s +execution time of: 8.9899e-05s: Index: 287 | Max_nodes: 24 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -________________________________________________________________________________________________ +execution time of: 9.0021e-05s: Index: 239 | Max_nodes: 24 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| + +execution time of: 9.0048e-05s: Index: 33 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| + +execution time of: 9.0087e-05s: Index: 35 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| + +execution time of: 9.0117e-05s: Index: 179 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| + +execution time of: 9.0160e-05s: Index: 711 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| + +execution time of: 9.0192e-05s: Index: 275 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| + +execution time of: 9.0233e-05s: Index: 143 | Max_nodes: 25 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| + +execution time of: 9.0336e-05s: Index: 125 | Max_nodes: 23 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| + +execution time of: 9.0369e-05s: Index: 713 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| + +execution time of: 9.0412e-05s: Index: 131 | Max_nodes: 23 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| + +execution time of: 9.0427e-05s: Index: 417 | Max_nodes: 24 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| + +execution time of: 9.0438e-05s: Index: 129 | Max_nodes: 23 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| + +execution time of: 9.0452e-05s: Index: 9 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| + +execution time of: 9.0459e-05s: Index: 177 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| + +execution time of: 9.0503e-05s: Index: 269 | Max_nodes: 24 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| + +execution time of: 9.0534e-05s: Index: 123 | Max_nodes: 23 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| + +execution time of: 9.0535e-05s: Index: 47 | Max_nodes: 24 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| + +execution time of: 9.0553e-05s: Index: 567 | Max_nodes: 23 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| + +execution time of: 9.0580e-05s: Index: 59 | Max_nodes: 24 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| + +execution time of: 9.0604e-05s: Index: 597 | Max_nodes: 21 | Active_nodes: 11 | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| + +execution time of: 9.0618e-05s: Index: 11 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| + +execution time of: 9.0618e-05s: Index: 716 | Max_nodes: 23 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| + +execution time of: 9.0693e-05s: Index: 167 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| + +execution time of: 9.0712e-05s: Index: 707 | Max_nodes: 24 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| + +execution time of: 9.0718e-05s: Index: 23 | Max_nodes: 24 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| + +execution time of: 9.0821e-05s: Index: 413 | Max_nodes: 27 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 1| + +execution time of: 9.0868e-05s: Index: 121 | Max_nodes: 23 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| + +execution time of: 9.0875e-05s: Index: 263 | Max_nodes: 27 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| + +execution time of: 9.0901e-05s: Index: 120 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| + +execution time of: 9.0928e-05s: Index: 249 | Max_nodes: 25 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| + +execution time of: 9.0971e-05s: Index: 29 | Max_nodes: 24 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| + +execution time of: 9.1012e-05s: Index: 566 | Max_nodes: 24 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| + +execution time of: 9.1060e-05s: 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9.2562e-05s: Index: 708 | Max_nodes: 25 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| + +execution time of: 9.2574e-05s: Index: 574 | Max_nodes: 24 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| + +execution time of: 9.2582e-05s: Index: 679 | Max_nodes: 26 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| + +execution time of: 9.2582e-05s: Index: 590 | Max_nodes: 24 | Active_nodes: 11 | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| + +execution time of: 9.2588e-05s: Index: 527 | Max_nodes: 28 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| + +execution time of: 9.2608e-05s: Index: 225 | Max_nodes: 24 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| + +execution time of: 9.2610e-05s: Index: 535 | Max_nodes: 26 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 3| + +execution time of: 9.2637e-05s: Index: 111 | Max_nodes: 28 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| + +execution 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-> 1| + +execution time of: 9.2808e-05s: Index: 326 | Max_nodes: 26 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| + +execution time of: 9.2823e-05s: Index: 241 | Max_nodes: 24 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| + +execution time of: 9.2827e-05s: Index: 209 | Max_nodes: 24 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| + +execution time of: 9.2832e-05s: Index: 371 | Max_nodes: 27 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| + +execution time of: 9.2832e-05s: Index: 581 | Max_nodes: 27 | Active_nodes: 11 | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| + +execution time of: 9.2849e-05s: Index: 712 | Max_nodes: 24 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| + +execution time of: 9.2861e-05s: Index: 242 | Max_nodes: 23 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| + +execution time of: 9.2867e-05s: Index: 513 | Max_nodes: 25 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 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-> 3| + +execution time of: 9.6100e-05s: Index: 178 | Max_nodes: 26 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| + +execution time of: 9.6112e-05s: Index: 562 | Max_nodes: 28 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| + +execution time of: 9.6123e-05s: Index: 210 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| + +execution time of: 9.6126e-05s: Index: 500 | Max_nodes: 30 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 3| + +execution time of: 9.6145e-05s: Index: 330 | Max_nodes: 29 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| + +execution time of: 9.6152e-05s: Index: 643 | Max_nodes: 30 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| + +execution time of: 9.6160e-05s: Index: 667 | Max_nodes: 29 | Active_nodes: 11 | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| + +execution time of: 9.6167e-05s: Index: 637 | Max_nodes: 29 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 2| + +execution time of: 9.6168e-05s: Index: 652 | Max_nodes: 29 | Active_nodes: 11 | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3| + +execution time of: 9.6173e-05s: Index: 100 | Max_nodes: 28 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| + +execution time of: 9.6186e-05s: Index: 82 | Max_nodes: 28 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| + +execution time of: 9.6191e-05s: Index: 307 | Max_nodes: 30 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| + +execution time of: 9.6219e-05s: Index: 523 | Max_nodes: 30 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| + +execution time of: 9.6221e-05s: Index: 162 | Max_nodes: 30 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| + +execution time of: 9.6223e-05s: Index: 499 | Max_nodes: 30 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| + +execution time of: 9.6298e-05s: Index: 332 | Max_nodes: 28 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| + +execution time of: 9.6334e-05s: Index: 604 | Max_nodes: 28 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| + +execution time of: 9.6337e-05s: Index: 532 | Max_nodes: 29 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| + +execution time of: 9.6362e-05s: Index: 296 | Max_nodes: 25 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| + +execution time of: 9.6371e-05s: Index: 258 | Max_nodes: 28 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| + +execution time of: 9.6379e-05s: Index: 619 | Max_nodes: 30 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2| + +execution time of: 9.6388e-05s: Index: 612 | Max_nodes: 29 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4| + +execution time of: 9.6395e-05s: Index: 666 | Max_nodes: 29 | Active_nodes: 11 | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| + +execution time of: 9.6403e-05s: Index: 606 | Max_nodes: 27 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4| + +execution time of: 9.6450e-05s: Index: 226 | Max_nodes: 28 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| + +execution time of: 9.6457e-05s: Index: 376 | Max_nodes: 31 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2| + +execution time of: 9.6469e-05s: Index: 524 | Max_nodes: 29 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| + +execution time of: 9.6470e-05s: Index: 76 | Max_nodes: 28 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| + +execution time of: 9.6472e-05s: Index: 608 | Max_nodes: 28 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| + +execution time of: 9.6507e-05s: Index: 484 | Max_nodes: 28 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| + +execution time of: 9.6513e-05s: Index: 403 | Max_nodes: 30 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2| + +execution time of: 9.6520e-05s: Index: 400 | Max_nodes: 30 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| + +execution time of: 9.6597e-05s: Index: 402 | Max_nodes: 29 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 4| + +execution time of: 9.6665e-05s: Index: 370 | Max_nodes: 27 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 4| + +execution time of: 9.6675e-05s: Index: 460 | Max_nodes: 29 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 2| + +execution time of: 9.6693e-05s: Index: 220 | Max_nodes: 29 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| + +execution time of: 9.6694e-05s: Index: 636 | Max_nodes: 29 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| + +execution time of: 9.6727e-05s: Index: 378 | Max_nodes: 29 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 4| + +execution time of: 9.6737e-05s: Index: 632 | Max_nodes: 27 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| + +execution time of: 9.6745e-05s: Index: 338 | Max_nodes: 28 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| + +execution time of: 9.6784e-05s: Index: 538 | Max_nodes: 28 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| + +execution time of: 9.6792e-05s: Index: 616 | Max_nodes: 31 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| + +execution time of: 9.6827e-05s: Index: 202 | Max_nodes: 28 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| + +execution time of: 9.6841e-05s: Index: 436 | Max_nodes: 29 | Active_nodes: 11 | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 2| + +execution time of: 9.6872e-05s: Index: 610 | Max_nodes: 29 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 3| + +execution time of: 9.6879e-05s: Index: 472 | Max_nodes: 26 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| + +execution time of: 9.6915e-05s: Index: 196 | Max_nodes: 29 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| + +execution time of: 9.6950e-05s: Index: 466 | Max_nodes: 28 | Active_nodes: 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Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| + +execution time of: 9.7267e-05s: Index: 394 | Max_nodes: 26 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| + +execution time of: 9.7349e-05s: Index: 346 | Max_nodes: 28 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| + +execution time of: 9.7357e-05s: Index: 634 | Max_nodes: 28 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| + +execution time of: 9.7442e-05s: Index: 442 | Max_nodes: 28 | Active_nodes: 11 | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| + +execution time of: 9.7483e-05s: Index: 490 | Max_nodes: 29 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| + +execution time of: 9.7531e-05s: Index: 520 | Max_nodes: 30 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| + +execution time of: 9.7533e-05s: Index: 340 | Max_nodes: 29 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| + +execution time of: 9.7634e-05s: Index: 514 | Max_nodes: 28 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| + +execution time of: 9.7712e-05s: Index: 316 | Max_nodes: 29 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| + +execution time of: 9.8061e-05s: Index: 522 | Max_nodes: 30 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| + +execution time of: 9.8416e-05s: Index: 642 | Max_nodes: 30 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| + +execution time of: 9.8500e-05s: Index: 558 | Max_nodes: 25 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| + +execution time of: 9.8564e-05s: Index: 322 | Max_nodes: 28 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -execution time of: 1.0840e-05s: Index: 719 | Max_nodes: 29 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -execution time of: 1.0878e-05s: Index: 599 | Max_nodes: 29 | Active_nodes: 11 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -execution time of: 1.1070e-05s: Index: 33 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -execution time of: 1.1085e-05s: Index: 717 | Max_nodes: 30 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -execution time of: 1.1113e-05s: Index: 41 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -execution time of: 1.1123e-05s: Index: 713 | Max_nodes: 31 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -execution time of: 1.1145e-05s: Index: 47 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -execution time of: 1.1153e-05s: Index: 718 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -execution time of: 1.1160e-05s: Index: 11 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -execution time of: 1.1177e-05s: Index: 153 | Max_nodes: 29 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -execution time of: 1.1178e-05s: Index: 155 | Max_nodes: 29 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -execution time of: 1.1190e-05s: Index: 29 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -execution time of: 1.1195e-05s: Index: 59 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -execution time of: 1.1203e-05s: Index: 9 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -execution time of: 1.1205e-05s: Index: 39 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -execution time of: 1.1208e-05s: Index: 695 | Max_nodes: 31 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -execution time of: 1.1208e-05s: Index: 3 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -execution time of: 1.1213e-05s: Index: 239 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -execution time of: 1.1215e-05s: Index: 273 | Max_nodes: 30 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -execution time of: 1.1223e-05s: Index: 715 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -execution time of: 1.1225e-05s: Index: 5 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -execution time of: 1.1230e-05s: Index: 23 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -execution time of: 1.1230e-05s: Index: 597 | Max_nodes: 30 | Active_nodes: 11 | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -execution time of: 1.1238e-05s: Index: 57 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -execution time of: 1.1248e-05s: Index: 707 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -execution time of: 1.1253e-05s: Index: 710 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -execution time of: 1.1260e-05s: Index: 598 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -execution time of: 1.1275e-05s: Index: 575 | Max_nodes: 31 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -execution time of: 1.1278e-05s: Index: 167 | Max_nodes: 31 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -execution time of: 1.1280e-05s: Index: 51 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -execution time of: 1.1283e-05s: Index: 455 | Max_nodes: 31 | Active_nodes: 11 | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -execution time of: 1.1287e-05s: Index: 159 | Max_nodes: 31 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -execution time of: 1.1298e-05s: Index: 275 | Max_nodes: 30 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -execution time of: 1.1305e-05s: Index: 125 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -execution time of: 1.1313e-05s: Index: 123 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -execution time of: 1.1313e-05s: Index: 53 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -execution time of: 1.1315e-05s: Index: 143 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -execution time of: 1.1323e-05s: Index: 129 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -execution time of: 1.1325e-05s: Index: 45 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -execution time of: 1.1333e-05s: Index: 1 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -execution time of: 1.1340e-05s: Index: 567 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -execution time of: 1.1340e-05s: Index: 689 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -execution time of: 1.1355e-05s: Index: 131 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -execution time of: 1.1360e-05s: Index: 7 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -execution time of: 1.1363e-05s: Index: 593 | Max_nodes: 31 | Active_nodes: 11 | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -execution time of: 1.1367e-05s: Index: 127 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -execution time of: 1.1372e-05s: Index: 17 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -execution time of: 1.1378e-05s: Index: 15 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -execution time of: 1.1383e-05s: Index: 671 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -execution time of: 1.1390e-05s: Index: 263 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -execution time of: 1.1400e-05s: Index: 119 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -execution time of: 1.1405e-05s: Index: 705 | Max_nodes: 31 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -execution time of: 1.1408e-05s: Index: 27 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -execution time of: 1.1408e-05s: Index: 595 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -execution time of: 1.1412e-05s: Index: 566 | Max_nodes: 30 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -execution time of: 1.1415e-05s: Index: 135 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -execution time of: 1.1420e-05s: Index: 285 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -execution time of: 1.1420e-05s: Index: 121 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -execution time of: 1.1423e-05s: Index: 251 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -execution time of: 1.1425e-05s: Index: 417 | Max_nodes: 31 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -execution time of: 1.1428e-05s: Index: 703 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -execution time of: 1.1428e-05s: Index: 413 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -execution time of: 1.1435e-05s: Index: 299 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -execution time of: 1.1438e-05s: Index: 4 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -execution time of: 1.1438e-05s: Index: 191 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -execution time of: 1.1440e-05s: Index: 71 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -execution time of: 1.1442e-05s: Index: 95 | Max_nodes: 36 | 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-> 5|3 -> 4|4 -> 2|5 -> 3| -execution time of: 1.1610e-05s: Index: 83 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -execution time of: 1.1612e-05s: Index: 475 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -execution time of: 1.1613e-05s: Index: 89 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -execution time of: 1.1615e-05s: Index: 477 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -execution time of: 1.1618e-05s: Index: 476 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -execution time of: 1.1618e-05s: Index: 20 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -execution time of: 1.1620e-05s: Index: 207 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -execution time of: 1.1622e-05s: Index: 564 | Max_nodes: 30 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 2|3 -> 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-> 0| -execution time of: 1.1650e-05s: Index: 583 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -execution time of: 1.1655e-05s: Index: 679 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -execution time of: 1.1660e-05s: Index: 54 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -execution time of: 1.1663e-05s: Index: 227 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -execution time of: 1.1667e-05s: Index: 293 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -execution time of: 1.1668e-05s: Index: 415 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -execution time of: 1.1670e-05s: Index: 692 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -execution time of: 1.1670e-05s: Index: 113 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -execution time of: 1.1673e-05s: Index: 117 | Max_nodes: 38 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -execution time of: 1.1673e-05s: Index: 305 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -execution time of: 1.1675e-05s: Index: 470 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -execution time of: 1.1675e-05s: Index: 698 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -execution time of: 1.1677e-05s: Index: 118 | Max_nodes: 38 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -execution time of: 1.1680e-05s: Index: 685 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -execution time of: 1.1683e-05s: Index: 691 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -execution time of: 1.1683e-05s: Index: 12 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -execution time of: 1.1687e-05s: Index: 261 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -execution time of: 1.1688e-05s: Index: 359 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -execution time of: 1.1690e-05s: Index: 311 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -execution time of: 1.1695e-05s: Index: 115 | Max_nodes: 41 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -execution time of: 1.1695e-05s: Index: 515 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -execution time of: 1.1698e-05s: Index: 454 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -execution time of: 1.1700e-05s: Index: 463 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -execution time of: 1.1705e-05s: Index: 120 | Max_nodes: 30 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -execution time of: 1.1708e-05s: Index: 111 | Max_nodes: 38 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -execution time of: 1.1710e-05s: Index: 8 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -execution time of: 1.1710e-05s: Index: 629 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -execution time of: 1.1713e-05s: Index: 213 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -execution time of: 1.1715e-05s: Index: 702 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -execution time of: 1.1720e-05s: Index: 387 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -execution time of: 1.1725e-05s: Index: 105 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -execution time of: 1.1728e-05s: Index: 173 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -execution 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Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -execution time of: 1.2515e-05s: Index: 222 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -execution time of: 1.2515e-05s: Index: 403 | Max_nodes: 38 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -execution time of: 1.2528e-05s: Index: 338 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -execution time of: 1.2530e-05s: Index: 538 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -execution time of: 1.2533e-05s: Index: 640 | Max_nodes: 40 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -execution time of: 1.2535e-05s: Index: 340 | Max_nodes: 37 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -execution time of: 1.2565e-05s: Index: 220 | Max_nodes: 37 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -execution time of: 1.2570e-05s: Index: 394 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -execution time of: 1.2570e-05s: Index: 316 | Max_nodes: 37 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -execution time of: 1.2575e-05s: Index: 490 | Max_nodes: 37 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -execution time of: 1.2578e-05s: Index: 310 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -execution time of: 1.2580e-05s: Index: 523 | Max_nodes: 38 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -execution time of: 1.2583e-05s: Index: 400 | Max_nodes: 40 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -execution time of: 1.2590e-05s: Index: 196 | Max_nodes: 37 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -execution time of: 1.2597e-05s: Index: 514 | Max_nodes: 37 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -execution time of: 1.2608e-05s: Index: 346 | Max_nodes: 37 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -execution time of: 1.2615e-05s: Index: 370 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -execution time of: 1.2633e-05s: Index: 402 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -execution time of: 1.2660e-05s: Index: 235 | Max_nodes: 41 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -execution time of: 1.2662e-05s: Index: 532 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -execution time of: 1.2690e-05s: Index: 634 | Max_nodes: 37 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -execution time of: 1.2698e-05s: Index: 137 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -execution time of: 1.2713e-05s: Index: 322 | Max_nodes: 37 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -execution time of: 1.2765e-05s: Index: 520 | Max_nodes: 40 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -execution time of: 1.2773e-05s: Index: 278 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -execution time of: 1.2812e-05s: Index: 345 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -execution time of: 1.2820e-05s: Index: 424 | Max_nodes: 38 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -execution time of: 1.2820e-05s: Index: 557 | Max_nodes: 37 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -execution time of: 1.2842e-05s: Index: 522 | Max_nodes: 37 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -execution time of: 1.2860e-05s: Index: 36 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -execution time of: 1.2865e-05s: Index: 256 | Max_nodes: 38 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -execution time of: 1.2870e-05s: Index: 237 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -execution time of: 1.2913e-05s: Index: 357 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -execution time of: 1.2990e-05s: Index: 317 | Max_nodes: 37 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -execution time of: 1.3018e-05s: Index: 360 | Max_nodes: 30 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -execution time of: 1.3065e-05s: Index: 364 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -execution time of: 1.3065e-05s: Index: 290 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -execution time of: 1.3073e-05s: Index: 509 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -execution time of: 1.3127e-05s: Index: 639 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -execution time of: 1.3175e-05s: Index: 224 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -execution time of: 1.3180e-05s: Index: 314 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -execution time of: 1.3198e-05s: Index: 443 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -execution time of: 1.3240e-05s: Index: 506 | Max_nodes: 31 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -execution time of: 1.3243e-05s: Index: 246 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -execution time of: 1.3257e-05s: Index: 573 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -execution time of: 1.3355e-05s: Index: 282 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -execution time of: 1.3360e-05s: Index: 469 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -execution time of: 1.3365e-05s: Index: 257 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -execution time of: 1.3370e-05s: Index: 624 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -execution time of: 1.3388e-05s: Index: 349 | Max_nodes: 39 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -execution time of: 1.3395e-05s: Index: 471 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -execution time of: 1.3463e-05s: Index: 198 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -execution time of: 1.3470e-05s: Index: 172 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -execution time of: 1.3475e-05s: Index: 507 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -execution time of: 1.3520e-05s: Index: 170 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -execution time of: 1.3530e-05s: Index: 315 | Max_nodes: 37 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -execution time of: 1.3655e-05s: Index: 531 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -execution time of: 1.3740e-05s: Index: 287 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -execution time of: 1.3815e-05s: Index: 378 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -execution time of: 1.3968e-05s: Index: 467 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -execution time of: 1.4088e-05s: Index: 171 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -execution time of: 1.4103e-05s: Index: 348 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -execution time of: 1.4115e-05s: Index: 306 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -execution time of: 1.4137e-05s: Index: 465 | Max_nodes: 33 | 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Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -execution time of: 1.4965e-05s: Index: 281 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -execution time of: 1.5055e-05s: Index: 175 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -execution time of: 1.5092e-05s: Index: 183 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -execution time of: 1.5233e-05s: Index: 478 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -execution time of: 1.5263e-05s: Index: 421 | Max_nodes: 38 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -execution time of: 1.5300e-05s: Index: 389 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -execution time of: 1.5335e-05s: Index: 291 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -execution time of: 1.5338e-05s: Index: 185 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -execution time of: 1.5465e-05s: Index: 93 | Max_nodes: 38 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -execution time of: 1.5535e-05s: Index: 383 | Max_nodes: 39 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -execution time of: 1.5610e-05s: Index: 617 | Max_nodes: 39 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -execution time of: 1.5648e-05s: Index: 289 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -execution time of: 1.5680e-05s: Index: 276 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -execution time of: 1.5728e-05s: Index: 169 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -execution time of: 1.5735e-05s: Index: 622 | Max_nodes: 40 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -execution time of: 1.5748e-05s: Index: 168 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -execution time of: 1.5825e-05s: Index: 280 | Max_nodes: 38 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -execution time of: 1.5868e-05s: Index: 342 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -execution time of: 1.5945e-05s: Index: 65 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -execution time of: 1.5985e-05s: Index: 181 | Max_nodes: 41 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -execution time of: 1.6123e-05s: Index: 404 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -execution time of: 1.6188e-05s: Index: 283 | Max_nodes: 37 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -execution time of: 1.6193e-05s: Index: 618 | Max_nodes: 37 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -execution time of: 1.6505e-05s: Index: 292 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -execution time of: 1.6735e-05s: Index: 192 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -execution time of: 1.6978e-05s: Index: 396 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -execution time of: 2.0393e-05s: Index: 161 | Max_nodes: 31 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -execution time of: 2.2640e-05s: Index: 388 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -execution time of: 2.4873e-05s: Index: 650 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -execution time of: 2.7456e-05s: Index: 428 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -execution time of: 2.7588e-05s: Index: 630 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| ________________________________________________________________________________________________ diff --git a/test/BenchmarkQuasm/results/wstate_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/wstate_indep_qiskit_controls.txt index 2b000f9c..fc575971 100644 --- a/test/BenchmarkQuasm/results/wstate_indep_qiskit_controls.txt +++ b/test/BenchmarkQuasm/results/wstate_indep_qiskit_controls.txt @@ -10,15 +10,14 @@ i: 0 1 7: 0 | 8: | 1 o: 0 1 -Q: 0 w: 3 | Q: 1 w: 4 | Computed Permutation: ................0 -> 0|1 -> 1| Original Permutation: ................0 -> 0|1 -> 1| -Identity Duration: 2.3725e-06s............................. -Permuted Duration: 2.3600e-06s............................. +Identity Duration: 2.1113e-05s............................. +Permuted Duration: 2.1196e-05s............................. Identity active_nodes: 3 ...................................... Permuted active_nodes: 3 ...................................... -Identity max_nodes: 7 ...................................... -Permuted max_nodes: 7 ...................................... +Identity max_nodes: 5 ...................................... +Permuted max_nodes: 5 ...................................... ________________________________________________________________________________________________ Start Simulation of wstate_indep_qiskit_3__________________________________________________ @@ -38,15 +37,14 @@ Start Simulation of wstate_indep_qiskit_3_______________________________________ 12:...|...1...| 13:...|...|...2 .o:...0...1...2 -Q: 0 w: 3 | Q: 1 w: 5 | Q: 2 w: 6 | Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 4.3928e-06s............................. -Permuted Duration: 4.3725e-06s............................. +Identity Duration: 3.7266e-05s............................. +Permuted Duration: 3.7400e-05s............................. Identity active_nodes: 5 ...................................... Permuted active_nodes: 5 ...................................... -Identity max_nodes: 12 ...................................... -Permuted max_nodes: 12 ...................................... +Identity max_nodes: 9 ...................................... +Permuted max_nodes: 9 ...................................... ________________________________________________________________________________________________ Start Simulation of wstate_indep_qiskit_4__________________________________________________ @@ -71,15 +69,14 @@ Start Simulation of wstate_indep_qiskit_4_______________________________________ 17:...|...|...2...| 18:...|...|...|...3 .o:...0...1...2...3 -Q: 0 w: 3 | Q: 1 w: 5 | Q: 2 w: 7 | Q: 3 w: 8 | Computed Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Identity Duration: 6.5375e-06s............................. -Permuted Duration: 6.5075e-06s............................. +Identity Duration: 5.4775e-05s............................. +Permuted Duration: 5.4812e-05s............................. Identity active_nodes: 7 ...................................... Permuted active_nodes: 7 ...................................... -Identity max_nodes: 18 ...................................... -Permuted max_nodes: 18 ...................................... +Identity max_nodes: 13 ...................................... +Permuted max_nodes: 13 ...................................... ________________________________________________________________________________________________ Start Simulation of wstate_indep_qiskit_5__________________________________________________ @@ -109,15 +106,14 @@ Start Simulation of wstate_indep_qiskit_5_______________________________________ 22:...|...|...|...3...| 23:...|...|...|...|...4 .o:...0...1...2...3...4 -Q: 0 w: 3 | Q: 1 w: 5 | Q: 2 w: 7 | Q: 3 w: 9 | Q: 4 w: 10 | Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: 9.0775e-06s............................. -Permuted Duration: 9.3527e-06s............................. +Identity Duration: 7.5514e-05s............................. +Permuted Duration: 7.5594e-05s............................. Identity active_nodes: 9 ...................................... Permuted active_nodes: 9 ...................................... -Identity max_nodes: 24 ...................................... -Permuted max_nodes: 24 ...................................... +Identity max_nodes: 17 ...................................... +Permuted max_nodes: 17 ...................................... ________________________________________________________________________________________________ Start Simulation of wstate_indep_qiskit_6__________________________________________________ @@ -152,62 +148,13 @@ Start Simulation of wstate_indep_qiskit_6_______________________________________ 27:...|...|...|...|...4...| 28:...|...|...|...|...|...5 .o:...0...1...2...3...4...5 -Q: 0 w: 3 | Q: 1 w: 5 | Q: 2 w: 7 | Q: 3 w: 9 | Q: 4 w: 11 | Q: 5 w: 12 | Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Identity Duration: 1.1393e-05s............................. -Permuted Duration: 1.1382e-05s............................. +Identity Duration: 9.4118e-05s............................. +Permuted Duration: 9.3027e-05s............................. Identity active_nodes: 11 ...................................... Permuted active_nodes: 11 ...................................... -Identity max_nodes: 30 ...................................... -Permuted max_nodes: 30 ...................................... -________________________________________________________________________________________________ - -Start Simulation of wstate_indep_qiskit_7__________________________________________________ - -.i:...0...1...2...3...4...5...6 -.1:..ry...|...|...|...|...|...| p: (-7.8540e-01) -.2:...|..ry...|...|...|...|...| p: (-9.5532e-01) -.3:...|...|..ry...|...|...|...| p: (-1.0472e+00) -.4:...|...|...|..ry...|...|...| p: (-1.1071e+00) -.5:...|...|...|...|..ry...|...| p: (-1.1503e+00) -.6:...|...|...|...|...|..ry...| p: (-1.1832e+00) -.7:...|...|...|...|...|...|...x -.8:...|...|...|...|...|...z...c -.9:...|...|...|...|...|..ry...| p: (1.1832e+00) -10:...|...|...|...|...z...c...| -11:...|...|...|...|..ry...|...| p: (1.1503e+00) -12:...|...|...|...z...c...|...| -13:...|...|...|..ry...|...|...| p: (1.1071e+00) -14:...|...|...z...c...|...|...| -15:...|...|..ry...|...|...|...| p: (1.0472e+00) -16:...|...z...c...|...|...|...| -17:...|..ry...|...|...|...|...| p: (9.5532e-01) -18:...z...c...|...|...|...|...| -19:..ry...|...|...|...|...|...| p: (7.8540e-01) -20:...|...|...|...|...|...c...x -21:...|...|...|...|...c...x...| -22:...|...|...|...c...x...|...| -23:...|...|...c...x...|...|...| -24:...|...c...x...|...|...|...| -25:...c...x...|...|...|...|...| -26:============================ -27:...0...|...|...|...|...|...| -28:...|...1...|...|...|...|...| -29:...|...|...2...|...|...|...| -30:...|...|...|...3...|...|...| -31:...|...|...|...|...4...|...| -32:...|...|...|...|...|...5...| -33:...|...|...|...|...|...|...6 -.o:...0...1...2...3...4...5...6 -Q: 0 w: 3 | Q: 1 w: 5 | Q: 2 w: 7 | Q: 3 w: 9 | Q: 4 w: 11 | Q: 5 w: 13 | Q: 6 w: 14 | -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Identity Duration: 1.4137e-05s............................. -Permuted Duration: 1.4073e-05s............................. -Identity active_nodes: 13 ...................................... -Permuted active_nodes: 13 ...................................... -Identity max_nodes: 36 ...................................... -Permuted max_nodes: 36 ...................................... +Identity max_nodes: 21 ...................................... +Permuted max_nodes: 21 ...................................... ________________________________________________________________________________________________ diff --git a/test/BenchmarkQuasm/results/wstate_indep_qiskit_gates.txt b/test/BenchmarkQuasm/results/wstate_indep_qiskit_gates.txt deleted file mode 100644 index f906af65..00000000 --- a/test/BenchmarkQuasm/results/wstate_indep_qiskit_gates.txt +++ /dev/null @@ -1,207 +0,0 @@ -Start Simulation of wstate_indep_qiskit_2__________________________________________________ - -i: 0 1 -1: ry | p: (-0.785398) -2: | x -3: z c -4: ry | p: (0.785398) -5: c x -6:======== -7: 0 | -8: | 1 -o: 0 1 -Computed Permutation: ................0 -> 0|1 -> 1| -Original Permutation: ................0 -> 0|1 -> 1| -Identity Duration: 2.4275e-06s............................. -Permuted Duration: 2.4150e-06s............................. -Identity active_nodes: 3 ...................................... -Permuted active_nodes: 3 ...................................... -Identity max_nodes: 7 ...................................... -Permuted max_nodes: 7 ...................................... -________________________________________________________________________________________________ - -Start Simulation of wstate_indep_qiskit_3__________________________________________________ - -.i:...0...1...2 -.1:..ry...|...| p: (-7.8540e-01) -.2:...|..ry...| p: (-9.5532e-01) -.3:...|...|...x -.4:...|...z...c -.5:...|..ry...| p: (9.5532e-01) -.6:...z...c...| -.7:..ry...|...| p: (7.8540e-01) -.8:...|...c...x -.9:...c...x...| -10:============ -11:...0...|...| -12:...|...1...| -13:...|...|...2 -.o:...0...1...2 -Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 4.3553e-06s............................. -Permuted Duration: 4.3700e-06s............................. -Identity active_nodes: 5 ...................................... -Permuted active_nodes: 5 ...................................... -Identity max_nodes: 12 ...................................... -Permuted max_nodes: 12 ...................................... -________________________________________________________________________________________________ - -Start Simulation of wstate_indep_qiskit_4__________________________________________________ - -.i:...0...1...2...3 -.1:..ry...|...|...| p: (-7.8540e-01) -.2:...|..ry...|...| p: (-9.5532e-01) -.3:...|...|..ry...| p: (-1.0472e+00) -.4:...|...|...|...x -.5:...|...|...z...c -.6:...|...|..ry...| p: (1.0472e+00) -.7:...|...z...c...| -.8:...|..ry...|...| p: (9.5532e-01) -.9:...z...c...|...| -10:..ry...|...|...| p: (7.8540e-01) -11:...|...|...c...x -12:...|...c...x...| -13:...c...x...|...| -14:================ -15:...0...|...|...| -16:...|...1...|...| -17:...|...|...2...| -18:...|...|...|...3 -.o:...0...1...2...3 -Computed Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Identity Duration: 6.4953e-06s............................. -Permuted Duration: 6.4775e-06s............................. -Identity active_nodes: 7 ...................................... -Permuted active_nodes: 7 ...................................... -Identity max_nodes: 18 ...................................... -Permuted max_nodes: 18 ...................................... -________________________________________________________________________________________________ - -Start Simulation of wstate_indep_qiskit_5__________________________________________________ - -.i:...0...1...2...3...4 -.1:..ry...|...|...|...| p: (-7.8540e-01) -.2:...|..ry...|...|...| p: (-9.5532e-01) -.3:...|...|..ry...|...| p: (-1.0472e+00) -.4:...|...|...|..ry...| p: (-1.1071e+00) -.5:...|...|...|...|...x -.6:...|...|...|...z...c -.7:...|...|...|..ry...| p: (1.1071e+00) -.8:...|...|...z...c...| -.9:...|...|..ry...|...| p: (1.0472e+00) -10:...|...z...c...|...| -11:...|..ry...|...|...| p: (9.5532e-01) -12:...z...c...|...|...| -13:..ry...|...|...|...| p: (7.8540e-01) -14:...|...|...|...c...x -15:...|...|...c...x...| -16:...|...c...x...|...| -17:...c...x...|...|...| -18:==================== -19:...0...|...|...|...| -20:...|...1...|...|...| -21:...|...|...2...|...| -22:...|...|...|...3...| -23:...|...|...|...|...4 -.o:...0...1...2...3...4 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: 9.2377e-06s............................. -Permuted Duration: 9.5700e-06s............................. -Identity active_nodes: 9 ...................................... -Permuted active_nodes: 9 ...................................... -Identity max_nodes: 24 ...................................... -Permuted max_nodes: 24 ...................................... -________________________________________________________________________________________________ - -Start Simulation of wstate_indep_qiskit_6__________________________________________________ - -.i:...0...1...2...3...4...5 -.1:..ry...|...|...|...|...| p: (-7.8540e-01) -.2:...|..ry...|...|...|...| p: (-9.5532e-01) -.3:...|...|..ry...|...|...| p: (-1.0472e+00) -.4:...|...|...|..ry...|...| p: (-1.1071e+00) -.5:...|...|...|...|..ry...| p: (-1.1503e+00) -.6:...|...|...|...|...|...x -.7:...|...|...|...|...z...c -.8:...|...|...|...|..ry...| p: (1.1503e+00) -.9:...|...|...|...z...c...| -10:...|...|...|..ry...|...| p: (1.1071e+00) -11:...|...|...z...c...|...| -12:...|...|..ry...|...|...| p: (1.0472e+00) -13:...|...z...c...|...|...| -14:...|..ry...|...|...|...| p: (9.5532e-01) -15:...z...c...|...|...|...| -16:..ry...|...|...|...|...| p: (7.8540e-01) -17:...|...|...|...|...c...x -18:...|...|...|...c...x...| -19:...|...|...c...x...|...| -20:...|...c...x...|...|...| -21:...c...x...|...|...|...| -22:======================== -23:...0...|...|...|...|...| -24:...|...1...|...|...|...| -25:...|...|...2...|...|...| -26:...|...|...|...3...|...| -27:...|...|...|...|...4...| -28:...|...|...|...|...|...5 -.o:...0...1...2...3...4...5 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Identity Duration: 1.7155e-05s............................. -Permuted Duration: 1.2628e-05s............................. -Identity active_nodes: 11 ...................................... -Permuted active_nodes: 11 ...................................... -Identity max_nodes: 30 ...................................... -Permuted max_nodes: 30 ...................................... -________________________________________________________________________________________________ - -Start Simulation of wstate_indep_qiskit_7__________________________________________________ - -.i:...0...1...2...3...4...5...6 -.1:..ry...|...|...|...|...|...| p: (-7.8540e-01) -.2:...|..ry...|...|...|...|...| p: (-9.5532e-01) -.3:...|...|..ry...|...|...|...| p: (-1.0472e+00) -.4:...|...|...|..ry...|...|...| p: (-1.1071e+00) -.5:...|...|...|...|..ry...|...| p: (-1.1503e+00) -.6:...|...|...|...|...|..ry...| p: (-1.1832e+00) -.7:...|...|...|...|...|...|...x -.8:...|...|...|...|...|...z...c -.9:...|...|...|...|...|..ry...| p: (1.1832e+00) -10:...|...|...|...|...z...c...| -11:...|...|...|...|..ry...|...| p: (1.1503e+00) -12:...|...|...|...z...c...|...| -13:...|...|...|..ry...|...|...| p: (1.1071e+00) -14:...|...|...z...c...|...|...| -15:...|...|..ry...|...|...|...| p: (1.0472e+00) -16:...|...z...c...|...|...|...| -17:...|..ry...|...|...|...|...| p: (9.5532e-01) -18:...z...c...|...|...|...|...| -19:..ry...|...|...|...|...|...| p: (7.8540e-01) -20:...|...|...|...|...|...c...x -21:...|...|...|...|...c...x...| -22:...|...|...|...c...x...|...| -23:...|...|...c...x...|...|...| -24:...|...c...x...|...|...|...| -25:...c...x...|...|...|...|...| -26:============================ -27:...0...|...|...|...|...|...| -28:...|...1...|...|...|...|...| -29:...|...|...2...|...|...|...| -30:...|...|...|...3...|...|...| -31:...|...|...|...|...4...|...| -32:...|...|...|...|...|...5...| -33:...|...|...|...|...|...|...6 -.o:...0...1...2...3...4...5...6 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5|6 -> 6| -Identity Duration: 1.4925e-05s............................. -Permuted Duration: 1.4418e-05s............................. -Identity active_nodes: 13 ...................................... -Permuted active_nodes: 13 ...................................... -Identity max_nodes: 36 ...................................... -Permuted max_nodes: 36 ...................................... -________________________________________________________________________________________________ - diff --git a/test/test_reorder_without_reordering.cpp b/test/test_reorder_without_reordering.cpp index b6603ab1..198d0c6e 100644 --- a/test/test_reorder_without_reordering.cpp +++ b/test/test_reorder_without_reordering.cpp @@ -20,6 +20,11 @@ using namespace std; std::string emptyfile = " "; + +TEST(ReorderWithoutReorderingTest, longRun) { + qc::DDMinimizer::runOverNight(); +} + TEST(ReorderWithoutReorderingTest, runAll) { qc::DDMinimizer::parseOptions(true, true, true, emptyfile, 0); } @@ -34,4 +39,8 @@ TEST(ReorderWithoutReorderingTest, reorderAllByGates) { TEST(ReorderWithoutReorderingTest, reorderAllByAll) { qc::DDMinimizer::parseOptions(false, false, true, emptyfile, 0); -} \ No newline at end of file +} + + TEST(ReorderWithoutReorderingTest, grover) { + qc::DDMinimizer::parseOptions(false, false, true, "grover_", 5); +} \ No newline at end of file From 9b451a5b877a5303493cdc501038a1671bdcd191 Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Claudia=20D=C3=BCnzinger?= Date: Fri, 19 Jul 2024 08:17:02 +0200 Subject: [PATCH 09/67] added short qasm for pattern recognition --- src/DDMinimizer.cpp | 29 +- test/BenchmarkQuasm/qasm/aa_0.qasm | 24 + test/BenchmarkQuasm/qasm/aa_1.qasm | 24 + test/BenchmarkQuasm/qasm/aa_2.qasm | 23 + test/BenchmarkQuasm/qasm/aa_3.qasm | 23 + test/BenchmarkQuasm/qasm/aa_4.qasm | 22 + test/BenchmarkQuasm/qasm/aa_5.qasm | 22 + test/BenchmarkQuasm/qasm/aa_6.qasm | 22 + test/BenchmarkQuasm/qasm/aa_7.qasm | 22 + test/BenchmarkQuasm/qasm/aa_8.qasm | 26 + test/BenchmarkQuasm/qasm/aa_9.qasm | 24 + test/BenchmarkQuasm/results/aa_all.txt | 702 +++++++++++++++++++++++ test/test_reorder_without_reordering.cpp | 6 +- 13 files changed, 962 insertions(+), 7 deletions(-) create mode 100644 test/BenchmarkQuasm/qasm/aa_0.qasm create mode 100644 test/BenchmarkQuasm/qasm/aa_1.qasm create mode 100644 test/BenchmarkQuasm/qasm/aa_2.qasm create mode 100644 test/BenchmarkQuasm/qasm/aa_3.qasm create mode 100644 test/BenchmarkQuasm/qasm/aa_4.qasm create mode 100644 test/BenchmarkQuasm/qasm/aa_5.qasm create mode 100644 test/BenchmarkQuasm/qasm/aa_6.qasm create mode 100644 test/BenchmarkQuasm/qasm/aa_7.qasm create mode 100644 test/BenchmarkQuasm/qasm/aa_8.qasm create mode 100644 test/BenchmarkQuasm/qasm/aa_9.qasm create mode 100644 test/BenchmarkQuasm/results/aa_all.txt diff --git a/src/DDMinimizer.cpp b/src/DDMinimizer.cpp index 511934cb..e8f4b457 100644 --- a/src/DDMinimizer.cpp +++ b/src/DDMinimizer.cpp @@ -39,7 +39,7 @@ namespace qc { void DDMinimizer::runOverNight(){ std::map>, std::chrono::duration>> data = { - {"ae_indep_qiskit_2.qasm", {}}, + /*{"ae_indep_qiskit_2.qasm", {}}, {"ae_indep_qiskit_3.qasm", {}}, {"ae_indep_qiskit_4.qasm", {}}, {"ae_indep_qiskit_5.qasm", {}}, @@ -138,7 +138,17 @@ void DDMinimizer::runOverNight(){ {"wstate_indep_qiskit_3.qasm", {}}, {"wstate_indep_qiskit_4.qasm", {}}, {"wstate_indep_qiskit_5.qasm", {}}, - {"wstate_indep_qiskit_6.qasm", {}}, + {"wstate_indep_qiskit_6.qasm", {}},*/ + {"aa_0.qasm", {}}, + {"aa_1.qasm", {}}, + {"aa_2.qasm", {}}, + {"aa_3.qasm", {}}, + {"aa_4.qasm", {}}, + {"aa_5.qasm", {}}, + {"aa_6.qasm", {}}, + {"aa_7.qasm", {}}, + {"aa_8.qasm", {}}, + {"aa_9.qasm", {}}, }; std::string input; @@ -334,7 +344,7 @@ std::map> DDMinimizer::measureAl void DDMinimizer::printResults(std::map>, std::chrono::duration>> data){ std::map> fileNames = { - {"ae_indep_qiskit_", {2, 6}}, + /*{"ae_indep_qiskit_", {2, 6}}, {"dj_indep_qiskit_", {2, 6}}, {"ghz_indep_qiskit_", {2, 6}}, {"graphstate_indep_qiskit_", {3, 5}}, @@ -355,7 +365,8 @@ void DDMinimizer::printResults(std::map time; std::chrono::duration sum_time(0); - for (const auto& entry : perm_by_active_nodes) { + /*for (const auto& entry : perm_by_active_nodes) { //save the vecotr of all permutation indices (also simulation time and max_nodes) with the same active_nodes count auto& vec = entry.second; out << vec.size() << " permutations have " << entry.first << " active nodes.\n"; @@ -684,8 +695,14 @@ void DDMinimizer::finalAll(std::string name, std::ofstream& out, qc::QuantumComp out << "Average time: " << std::scientific << std::setprecision(4) << (sum_time / vec.size()).count() << "s\n\n"; sum_time = std::chrono::duration(0); } + */ + int max = 20; out << "________________________________________________________________________________________________\n\n"; for (const auto& entry : perm_by_time) { + if(max == 0) { + break; + } + max --; time = entry.first; const auto& perm = entry.second; out << "execution time of: " << std::scientific << std::setprecision(4) << time.count() << "s: "; diff --git a/test/BenchmarkQuasm/qasm/aa_0.qasm b/test/BenchmarkQuasm/qasm/aa_0.qasm new file mode 100644 index 00000000..aaa29a75 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/aa_0.qasm @@ -0,0 +1,24 @@ +// Benchmark was created by MQT Bench on 2024-03-17 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg eval[4]; +qreg q[1]; +creg meas[5]; +u2(0,-pi) eval[0]; +u2(0,-pi) eval[1]; +u2(0,-pi) eval[2]; +u2(0,-pi) eval[3]; +u3(0.9272952180016122,0,0) q[0]; +cx eval[0],q[0]; +u(-0.9272952180016122,0,0) q[0]; +cx eval[0],q[0]; +barrier eval[0],eval[1],eval[2],eval[3],q[0]; +measure eval[0] -> meas[0]; +measure eval[1] -> meas[1]; +measure eval[2] -> meas[2]; +measure eval[3] -> meas[3]; +measure q[0] -> meas[4]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/aa_1.qasm b/test/BenchmarkQuasm/qasm/aa_1.qasm new file mode 100644 index 00000000..af9b403f --- /dev/null +++ b/test/BenchmarkQuasm/qasm/aa_1.qasm @@ -0,0 +1,24 @@ +// Benchmark was created by MQT Bench on 2024-03-17 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg eval[4]; +qreg q[1]; +creg meas[5]; +u2(0,-pi) eval[0]; +u2(0,-pi) eval[1]; +u2(0,-pi) eval[2]; +u2(0,-pi) eval[3]; +u3(0.9272952180016122,0,0) q[0]; +cx eval[1],q[0]; +u(-1.8545904360032244,0,0) q[0]; +cx eval[1],q[0]; +barrier eval[0],eval[1],eval[2],eval[3],q[0]; +measure eval[0] -> meas[0]; +measure eval[1] -> meas[1]; +measure eval[2] -> meas[2]; +measure eval[3] -> meas[3]; +measure q[0] -> meas[4]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/aa_2.qasm b/test/BenchmarkQuasm/qasm/aa_2.qasm new file mode 100644 index 00000000..ab26d92d --- /dev/null +++ b/test/BenchmarkQuasm/qasm/aa_2.qasm @@ -0,0 +1,23 @@ +// Benchmark was created by MQT Bench on 2024-03-17 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg eval[4]; +qreg q[1]; +creg meas[5]; +u2(0,-pi) eval[0]; +u2(0,-pi) eval[1]; +u2(0,-pi) eval[2]; +u2(0,-pi) eval[3]; +cx eval[2],q[0]; +u(-3.7091808720064487,0,0) q[0]; +cx eval[2],q[0]; +barrier eval[0],eval[1],eval[2],eval[3],q[0]; +measure eval[0] -> meas[0]; +measure eval[1] -> meas[1]; +measure eval[2] -> meas[2]; +measure eval[3] -> meas[3]; +measure q[0] -> meas[4]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/aa_3.qasm b/test/BenchmarkQuasm/qasm/aa_3.qasm new file mode 100644 index 00000000..adc9b01c --- /dev/null +++ b/test/BenchmarkQuasm/qasm/aa_3.qasm @@ -0,0 +1,23 @@ +// Benchmark was created by MQT Bench on 2024-03-17 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg eval[4]; +qreg q[1]; +creg meas[5]; +u2(0,-pi) eval[0]; +u2(0,-pi) eval[1]; +u2(0,-pi) eval[2]; +u2(0,-pi) eval[3]; +cx eval[3],q[0]; +u(-7.4183617440128975,0,0) q[0]; +cx eval[3],q[0]; +barrier eval[0],eval[1],eval[2],eval[3],q[0]; +measure eval[0] -> meas[0]; +measure eval[1] -> meas[1]; +measure eval[2] -> meas[2]; +measure eval[3] -> meas[3]; +measure q[0] -> meas[4]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/aa_4.qasm b/test/BenchmarkQuasm/qasm/aa_4.qasm new file mode 100644 index 00000000..c933aa96 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/aa_4.qasm @@ -0,0 +1,22 @@ +// Benchmark was created by MQT Bench on 2024-03-17 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg eval[4]; +qreg q[1]; +creg meas[5]; +u2(0,-pi) eval[0]; +u2(0,-pi) eval[1]; +u2(0,-pi) eval[2]; +u2(0,-pi) eval[3]; +u3(0.9272952180016122,0,0) q[0]; +cx eval[0],q[0]; +barrier eval[0],eval[1],eval[2],eval[3],q[0]; +measure eval[0] -> meas[0]; +measure eval[1] -> meas[1]; +measure eval[2] -> meas[2]; +measure eval[3] -> meas[3]; +measure q[0] -> meas[4]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/aa_5.qasm b/test/BenchmarkQuasm/qasm/aa_5.qasm new file mode 100644 index 00000000..889ad303 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/aa_5.qasm @@ -0,0 +1,22 @@ +// Benchmark was created by MQT Bench on 2024-03-17 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg eval[4]; +qreg q[1]; +creg meas[5]; +u2(0,-pi) eval[0]; +u2(0,-pi) eval[1]; +u2(0,-pi) eval[2]; +u2(0,-pi) eval[3]; +u3(0.9272952180016122,0,0) q[0]; +cx eval[1],q[0]; +barrier eval[0],eval[1],eval[2],eval[3],q[0]; +measure eval[0] -> meas[0]; +measure eval[1] -> meas[1]; +measure eval[2] -> meas[2]; +measure eval[3] -> meas[3]; +measure q[0] -> meas[4]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/aa_6.qasm b/test/BenchmarkQuasm/qasm/aa_6.qasm new file mode 100644 index 00000000..fc865d2f --- /dev/null +++ b/test/BenchmarkQuasm/qasm/aa_6.qasm @@ -0,0 +1,22 @@ +// Benchmark was created by MQT Bench on 2024-03-17 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg eval[4]; +qreg q[1]; +creg meas[5]; +u2(0,-pi) eval[0]; +u2(0,-pi) eval[1]; +u2(0,-pi) eval[2]; +u2(0,-pi) eval[3]; +u3(1.8545904360032244,0,0) q[0]; +cx eval[2],q[0]; +barrier eval[0],eval[1],eval[2],eval[3],q[0]; +measure eval[0] -> meas[0]; +measure eval[1] -> meas[1]; +measure eval[2] -> meas[2]; +measure eval[3] -> meas[3]; +measure q[0] -> meas[4]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/aa_7.qasm b/test/BenchmarkQuasm/qasm/aa_7.qasm new file mode 100644 index 00000000..098cbd29 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/aa_7.qasm @@ -0,0 +1,22 @@ +// Benchmark was created by MQT Bench on 2024-03-17 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg eval[4]; +qreg q[1]; +creg meas[5]; +u2(0,-pi) eval[0]; +u2(0,-pi) eval[1]; +u2(0,-pi) eval[2]; +u2(0,-pi) eval[3]; +u3(2.574004435173138,-pi,-pi) q[0]; +cx eval[3],q[0]; +barrier eval[0],eval[1],eval[2],eval[3],q[0]; +measure eval[0] -> meas[0]; +measure eval[1] -> meas[1]; +measure eval[2] -> meas[2]; +measure eval[3] -> meas[3]; +measure q[0] -> meas[4]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/aa_8.qasm b/test/BenchmarkQuasm/qasm/aa_8.qasm new file mode 100644 index 00000000..4d902e55 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/aa_8.qasm @@ -0,0 +1,26 @@ +// Benchmark was created by MQT Bench on 2024-03-17 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg eval[5]; +qreg q[1]; +creg meas[6]; +u2(0,-pi) eval[0]; +u2(0,-pi) eval[1]; +u2(0,-pi) eval[2]; +u2(0,-pi) eval[3]; +u2(0,-pi) eval[4]; +cx eval[3],q[0]; +u(-7.4183617440128975,0,0) q[0]; +cx eval[3],q[0]; +u(14.836723488025795,0,0) q[0]; +barrier eval[0],eval[1],eval[2],eval[3],eval[4],q[0]; +measure eval[0] -> meas[0]; +measure eval[1] -> meas[1]; +measure eval[2] -> meas[2]; +measure eval[3] -> meas[3]; +measure eval[4] -> meas[4]; +measure q[0] -> meas[5]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/aa_9.qasm b/test/BenchmarkQuasm/qasm/aa_9.qasm new file mode 100644 index 00000000..dbb27e58 --- /dev/null +++ b/test/BenchmarkQuasm/qasm/aa_9.qasm @@ -0,0 +1,24 @@ +// Benchmark was created by MQT Bench on 2024-03-17 +// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ +// MQT Bench version: 1.1.0 +// Qiskit version: 1.0.2 + +OPENQASM 2.0; +include "qelib1.inc"; +qreg eval[5]; +qreg q[1]; +creg meas[6]; +u2(0,-pi) eval[0]; +u2(0,-pi) eval[1]; +u2(0,-pi) eval[2]; +u2(0,-pi) eval[3]; +u2(0,-pi) eval[4]; +u(-7.4183617440128975,0,0) q[0]; +cx eval[3],q[0]; +barrier eval[0],eval[1],eval[2],eval[3],eval[4],q[0]; +measure eval[0] -> meas[0]; +measure eval[1] -> meas[1]; +measure eval[2] -> meas[2]; +measure eval[3] -> meas[3]; +measure eval[4] -> meas[4]; +measure q[0] -> meas[5]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/results/aa_all.txt b/test/BenchmarkQuasm/results/aa_all.txt new file mode 100644 index 00000000..6b861d43 --- /dev/null +++ b/test/BenchmarkQuasm/results/aa_all.txt @@ -0,0 +1,702 @@ +Start Simulation of aa_0__________________________________________________ + + i: 0 1 2 3 4 + 1: h | | | | + 2: | h | | | + 3: | | h | | + 4: | | | h | + 5: | | | | ry p: (0.927295) + 6: c | | | x + 7: | | | | ry p: (-0.927295) + 8: c | | | x + 9:==================== +10: 0 | | | | +11: | 1 | | | +12: | | 2 | | +13: | | | 3 | +14: | | | | 4 + o: 0 1 2 3 4 +Total Permutations: 120 +Min time: 3.7042e-06s................. Permutation 102: 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| +Max time: 4.7907e-06s................. Permutation 8 : 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| +Min active nodes: 6 nodes.................... Permutation 9 : 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +Min max nodes: 12 nodes.................... Permutation 9 : 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +Max active nodes: 9 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Max max nodes: 18 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +________________________________________________________________________________________________ + +________________________________________________________________________________________________ + +execution time of: 3.7042e-06s: Index: 102 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| + +execution time of: 3.7190e-06s: Index: 103 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| + +execution time of: 3.7415e-06s: Index: 110 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| + +execution time of: 3.7435e-06s: Index: 115 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| + +execution time of: 3.7492e-06s: Index: 109 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| + +execution time of: 3.7506e-06s: Index: 116 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| + +execution time of: 3.7537e-06s: Index: 98 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| + +execution time of: 3.7608e-06s: Index: 104 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| + +execution time of: 3.7611e-06s: Index: 97 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| + +execution time of: 3.7729e-06s: Index: 101 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| + +execution time of: 3.7739e-06s: Index: 82 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| + +execution time of: 3.7869e-06s: Index: 90 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| + +execution time of: 3.7873e-06s: Index: 79 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| + +execution time of: 3.7905e-06s: Index: 92 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| + +execution time of: 3.7989e-06s: Index: 100 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| + +execution time of: 3.8048e-06s: Index: 85 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| + +execution time of: 3.8064e-06s: Index: 96 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| + +execution time of: 3.8067e-06s: Index: 106 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| + +execution time of: 3.8072e-06s: Index: 99 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| + +execution time of: 3.8117e-06s: Index: 113 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| + +________________________________________________________________________________________________ + +Start Simulation of aa_1__________________________________________________ + +.i:...0...1...2...3...4 +.1:...h...|...|...|...| +.2:...|...h...|...|...| +.3:...|...|...h...|...| +.4:...|...|...|...h...| +.5:...|...|...|...|..ry p: (9.2730e-01) +.6:...|...c...|...|...x +.7:...|...|...|...|..ry p: (-1.8546e+00) +.8:...|...c...|...|...x +.9:==================== +10:...0...|...|...|...| +11:...|...1...|...|...| +12:...|...|...2...|...| +13:...|...|...|...3...| +14:...|...|...|...|...4 +.o:...0...1...2...3...4 +Total Permutations: 120 +Min time: 3.6494e-06s................. Permutation 68 : 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| +Max time: 4.7790e-06s................. Permutation 74 : 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| +Min active nodes: 6 nodes.................... Permutation 3 : 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +Min max nodes: 12 nodes.................... Permutation 3 : 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +Max active nodes: 9 nodes.................... Permutation 24 : 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +Max max nodes: 18 nodes.................... Permutation 24 : 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +________________________________________________________________________________________________ + +________________________________________________________________________________________________ + +execution time of: 3.6494e-06s: Index: 68 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| + +execution time of: 3.7200e-06s: Index: 66 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| + +execution time of: 3.7229e-06s: Index: 18 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| + +execution time of: 3.7237e-06s: Index: 20 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| + +execution time of: 3.7300e-06s: Index: 42 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| + +execution time of: 3.7600e-06s: Index: 13 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| + +execution time of: 3.7909e-06s: Index: 43 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| + +execution time of: 3.7988e-06s: Index: 9 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| + +execution time of: 3.8042e-06s: Index: 16 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| + +execution time of: 3.8085e-06s: Index: 40 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| + +execution time of: 3.8228e-06s: Index: 17 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| + +execution time of: 3.8267e-06s: Index: 22 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| + +execution time of: 3.8305e-06s: Index: 44 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| + +execution time of: 3.8344e-06s: Index: 15 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| + +execution time of: 3.8386e-06s: Index: 46 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| + +execution time of: 3.8482e-06s: Index: 116 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| + +execution time of: 3.8599e-06s: Index: 90 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| + +execution time of: 3.8642e-06s: Index: 19 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| + +execution time of: 3.8667e-06s: Index: 21 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| + +execution time of: 3.8839e-06s: Index: 23 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| + +________________________________________________________________________________________________ + +Start Simulation of aa_2__________________________________________________ + +.i:...0...1...2...3...4 +.1:...h...|...|...|...| +.2:...|...h...|...|...| +.3:...|...|...h...|...| +.4:...|...|...|...h...| +.5:...|...|...c...|...x +.6:...|...|...|...|..ry p: (-3.7092e+00) +.7:...|...|...c...|...x +.8:==================== +.9:...0...|...|...|...| +10:...|...1...|...|...| +11:...|...|...2...|...| +12:...|...|...|...3...| +13:...|...|...|...|...4 +.o:...0...1...2...3...4 +Total Permutations: 120 +Min time: 3.1935e-06s................. Permutation 4 : 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| +Max time: 4.3901e-06s................. Permutation 86 : 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| +Min active nodes: 6 nodes.................... Permutation 1 : 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +Min max nodes: 12 nodes.................... Permutation 1 : 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +Max active nodes: 9 nodes.................... Permutation 30 : 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +Max max nodes: 18 nodes.................... Permutation 30 : 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +________________________________________________________________________________________________ + +________________________________________________________________________________________________ + +execution time of: 3.1935e-06s: Index: 4 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| + +execution time of: 3.2438e-06s: Index: 5 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| + +execution time of: 3.2925e-06s: Index: 3 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| + +execution time of: 3.3548e-06s: Index: 10 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| + +execution time of: 3.3572e-06s: Index: 34 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| + +execution time of: 3.3581e-06s: Index: 28 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| + +execution time of: 3.3674e-06s: Index: 9 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| + +execution time of: 3.3814e-06s: Index: 52 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| + +execution time of: 3.4101e-06s: Index: 46 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| + +execution time of: 3.4197e-06s: Index: 76 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| + +execution time of: 3.4222e-06s: Index: 82 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| + +execution time of: 3.4244e-06s: Index: 22 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| + +execution time of: 3.4259e-06s: Index: 16 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| + +execution time of: 3.4310e-06s: Index: 106 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| + +execution time of: 3.4340e-06s: Index: 100 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| + +execution time of: 3.4343e-06s: Index: 40 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| + +execution time of: 3.4443e-06s: Index: 27 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| + +execution time of: 3.4471e-06s: Index: 77 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| + +execution time of: 3.4582e-06s: Index: 58 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| + +execution time of: 3.4589e-06s: Index: 64 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| + +________________________________________________________________________________________________ + +Start Simulation of aa_3__________________________________________________ + +.i:...0...1...2...3...4 +.1:...h...|...|...|...| +.2:...|...h...|...|...| +.3:...|...|...h...|...| +.4:...|...|...|...h...| +.5:...|...|...|...c...x +.6:...|...|...|...|..ry p: (-7.4184e+00) +.7:...|...|...|...c...x +.8:==================== +.9:...0...|...|...|...| +10:...|...1...|...|...| +11:...|...|...2...|...| +12:...|...|...|...3...| +13:...|...|...|...|...4 +.o:...0...1...2...3...4 +Total Permutations: 120 +Min time: 3.2188e-06s................. Permutation 7 : 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| +Max time: 4.3361e-06s................. Permutation 62 : 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| +Min active nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Min max nodes: 12 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Max active nodes: 9 nodes.................... Permutation 32 : 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +Max max nodes: 18 nodes.................... Permutation 32 : 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +________________________________________________________________________________________________ + +________________________________________________________________________________________________ + +execution time of: 3.2188e-06s: Index: 7 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| + +execution time of: 3.2224e-06s: Index: 1 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| + +execution time of: 3.2553e-06s: Index: 3 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| + +execution time of: 3.2928e-06s: Index: 25 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| + +execution time of: 3.3263e-06s: Index: 13 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| + +execution time of: 3.3414e-06s: Index: 27 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| + +execution time of: 3.3826e-06s: Index: 49 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| + +execution time of: 3.3896e-06s: Index: 19 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| + +execution time of: 3.3906e-06s: Index: 55 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| + +execution time of: 3.3953e-06s: Index: 37 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| + +execution time of: 3.4201e-06s: Index: 73 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| + +execution time of: 3.4287e-06s: Index: 79 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| + +execution time of: 3.4403e-06s: Index: 21 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| + +execution time of: 3.4419e-06s: Index: 23 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| + +execution time of: 3.4462e-06s: Index: 53 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| + +execution time of: 3.4498e-06s: Index: 75 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| + +execution time of: 3.4539e-06s: Index: 61 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| + +execution time of: 3.4543e-06s: Index: 85 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| + +execution time of: 3.4664e-06s: Index: 11 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| + +execution time of: 3.4689e-06s: Index: 5 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| + +________________________________________________________________________________________________ + +Start Simulation of aa_4__________________________________________________ + +.i:...0...1...2...3...4 +.1:...h...|...|...|...| +.2:...|...h...|...|...| +.3:...|...|...h...|...| +.4:...|...|...|...h...| +.5:...|...|...|...|..ry p: (9.2730e-01) +.6:...c...|...|...|...x +.7:==================== +.8:...0...|...|...|...| +.9:...|...1...|...|...| +10:...|...|...2...|...| +11:...|...|...|...3...| +12:...|...|...|...|...4 +.o:...0...1...2...3...4 +Total Permutations: 120 +Min time: 2.8952e-06s................. Permutation 105: 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| +Max time: 3.5690e-06s................. Permutation 2 : 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| +Min active nodes: 6 nodes.................... Permutation 9 : 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +Min max nodes: 10 nodes.................... Permutation 33 : 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| +Max active nodes: 9 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Max max nodes: 14 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +________________________________________________________________________________________________ + +________________________________________________________________________________________________ + +execution time of: 2.8952e-06s: Index: 105 | Max_nodes: 10 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| + +execution time of: 2.8961e-06s: Index: 113 | Max_nodes: 10 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| + +execution time of: 2.9001e-06s: Index: 99 | Max_nodes: 10 | Active_nodes: 8 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| + +execution time of: 2.9028e-06s: Index: 93 | Max_nodes: 10 | Active_nodes: 8 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| + +execution time of: 2.9057e-06s: Index: 117 | Max_nodes: 10 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| + +execution time of: 2.9125e-06s: Index: 119 | Max_nodes: 10 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| + +execution time of: 2.9125e-06s: Index: 109 | Max_nodes: 10 | Active_nodes: 8 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| + +execution time of: 2.9155e-06s: Index: 75 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| + +execution time of: 2.9196e-06s: Index: 103 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| + +execution time of: 2.9212e-06s: Index: 89 | Max_nodes: 10 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| + +execution time of: 2.9232e-06s: Index: 53 | Max_nodes: 10 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| + +execution time of: 2.9259e-06s: Index: 97 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| + +execution time of: 2.9271e-06s: Index: 77 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| + +execution time of: 2.9356e-06s: Index: 59 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| + +execution time of: 2.9416e-06s: Index: 87 | Max_nodes: 10 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| + +execution time of: 2.9442e-06s: Index: 101 | Max_nodes: 10 | Active_nodes: 8 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| + +execution time of: 2.9491e-06s: Index: 65 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| + +execution time of: 2.9521e-06s: Index: 83 | Max_nodes: 10 | Active_nodes: 8 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| + +execution time of: 2.9566e-06s: Index: 57 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| + +execution time of: 2.9584e-06s: Index: 111 | Max_nodes: 10 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| + +________________________________________________________________________________________________ + +Start Simulation of aa_5__________________________________________________ + +.i:...0...1...2...3...4 +.1:...h...|...|...|...| +.2:...|...h...|...|...| +.3:...|...|...h...|...| +.4:...|...|...|...h...| +.5:...|...|...|...|..ry p: (9.2730e-01) +.6:...|...c...|...|...x +.7:==================== +.8:...0...|...|...|...| +.9:...|...1...|...|...| +10:...|...|...2...|...| +11:...|...|...|...3...| +12:...|...|...|...|...4 +.o:...0...1...2...3...4 +Total Permutations: 120 +Min time: 2.8601e-06s................. Permutation 69 : 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| +Max time: 3.7611e-06s................. Permutation 58 : 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| +Min active nodes: 6 nodes.................... Permutation 3 : 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +Min max nodes: 10 nodes.................... Permutation 9 : 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| +Max active nodes: 9 nodes.................... Permutation 24 : 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +Max max nodes: 14 nodes.................... Permutation 24 : 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| +________________________________________________________________________________________________ + +________________________________________________________________________________________________ + +execution time of: 2.8601e-06s: Index: 69 | Max_nodes: 10 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| + +execution time of: 2.8660e-06s: Index: 65 | Max_nodes: 10 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| + +execution time of: 2.8679e-06s: Index: 23 | Max_nodes: 10 | Active_nodes: 8 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| + +execution time of: 2.8708e-06s: Index: 20 | Max_nodes: 10 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| + +execution time of: 2.8797e-06s: Index: 95 | Max_nodes: 10 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| + +execution time of: 2.8885e-06s: Index: 90 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| + +execution time of: 2.8947e-06s: Index: 93 | Max_nodes: 10 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| + +execution time of: 2.8954e-06s: Index: 18 | Max_nodes: 10 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| + +execution time of: 2.8960e-06s: Index: 45 | Max_nodes: 10 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| + +execution time of: 2.8990e-06s: Index: 19 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| + +execution time of: 2.8999e-06s: Index: 71 | Max_nodes: 10 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| + +execution time of: 2.9060e-06s: Index: 46 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| + +execution time of: 2.9068e-06s: Index: 21 | Max_nodes: 10 | Active_nodes: 8 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| + +execution time of: 2.9076e-06s: Index: 43 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| + +execution time of: 2.9080e-06s: Index: 47 | Max_nodes: 10 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| + +execution time of: 2.9127e-06s: Index: 92 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| + +execution time of: 2.9130e-06s: Index: 70 | Max_nodes: 10 | Active_nodes: 8 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| + +execution time of: 2.9132e-06s: Index: 68 | Max_nodes: 10 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| + +execution time of: 2.9155e-06s: Index: 118 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| + +execution time of: 2.9175e-06s: Index: 91 | Max_nodes: 10 | Active_nodes: 8 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| + +________________________________________________________________________________________________ + +Start Simulation of aa_6__________________________________________________ + +.i:...0...1...2...3...4 +.1:...h...|...|...|...| +.2:...|...h...|...|...| +.3:...|...|...h...|...| +.4:...|...|...|...h...| +.5:...|...|...|...|..ry p: (1.8546e+00) +.6:...|...|...c...|...x +.7:==================== +.8:...0...|...|...|...| +.9:...|...1...|...|...| +10:...|...|...2...|...| +11:...|...|...|...3...| +12:...|...|...|...|...4 +.o:...0...1...2...3...4 +Total Permutations: 120 +Min time: 2.7435e-06s................. Permutation 5 : 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| +Max time: 4.2779e-06s................. Permutation 91 : 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| +Min active nodes: 6 nodes.................... Permutation 1 : 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +Min max nodes: 10 nodes.................... Permutation 3 : 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +Max active nodes: 9 nodes.................... Permutation 30 : 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +Max max nodes: 14 nodes.................... Permutation 30 : 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| +________________________________________________________________________________________________ + +________________________________________________________________________________________________ + +execution time of: 2.7435e-06s: Index: 5 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| + +execution time of: 2.7964e-06s: Index: 4 | Max_nodes: 10 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| + +execution time of: 2.8129e-06s: Index: 3 | Max_nodes: 10 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| + +execution time of: 2.8641e-06s: Index: 9 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| + +execution time of: 2.8847e-06s: Index: 51 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| + +execution time of: 2.8862e-06s: Index: 16 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| + +execution time of: 2.8939e-06s: Index: 17 | Max_nodes: 10 | Active_nodes: 8 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| + +execution time of: 2.9027e-06s: Index: 11 | Max_nodes: 10 | Active_nodes: 8 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| + +execution time of: 2.9065e-06s: Index: 10 | Max_nodes: 10 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| + +execution time of: 2.9068e-06s: Index: 35 | Max_nodes: 10 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| + +execution time of: 2.9073e-06s: Index: 65 | Max_nodes: 10 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| + +execution time of: 2.9077e-06s: Index: 52 | Max_nodes: 10 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| + +execution time of: 2.9083e-06s: Index: 58 | Max_nodes: 10 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| + +execution time of: 2.9165e-06s: Index: 53 | Max_nodes: 10 | Active_nodes: 8 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| + +execution time of: 2.9187e-06s: Index: 57 | Max_nodes: 10 | Active_nodes: 8 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| + +execution time of: 2.9204e-06s: Index: 27 | Max_nodes: 10 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| + +execution time of: 2.9271e-06s: Index: 40 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| + +execution time of: 2.9271e-06s: Index: 23 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| + +execution time of: 2.9322e-06s: Index: 29 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| + +execution time of: 2.9438e-06s: Index: 41 | Max_nodes: 10 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| + +________________________________________________________________________________________________ + +Start Simulation of aa_7__________________________________________________ + +.i:...0...1...2...3...4 +.1:...h...|...|...|...| +.2:...|...h...|...|...| +.3:...|...|...h...|...| +.4:...|...|...|...h...| +.5:...|...|...|...|...u p: (2.5740e+00) (-3.1416e+00) (-3.1416e+00) +.6:...|...|...|...c...x +.7:==================== +.8:...0...|...|...|...| +.9:...|...1...|...|...| +10:...|...|...2...|...| +11:...|...|...|...3...| +12:...|...|...|...|...4 +.o:...0...1...2...3...4 +Total Permutations: 120 +Min time: 2.8341e-06s................. Permutation 3 : 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| +Max time: 4.3985e-06s................. Permutation 38 : 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| +Min active nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| +Min max nodes: 10 nodes.................... Permutation 1 : 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| +Max active nodes: 9 nodes.................... Permutation 32 : 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +Max max nodes: 14 nodes.................... Permutation 32 : 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| +________________________________________________________________________________________________ + +________________________________________________________________________________________________ + +execution time of: 2.8341e-06s: Index: 3 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| + +execution time of: 2.8494e-06s: Index: 5 | Max_nodes: 10 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| + +execution time of: 2.8583e-06s: Index: 1 | Max_nodes: 10 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| + +execution time of: 2.9315e-06s: Index: 31 | Max_nodes: 10 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| + +execution time of: 2.9666e-06s: Index: 53 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| + +execution time of: 2.9709e-06s: Index: 57 | Max_nodes: 10 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| + +execution time of: 2.9740e-06s: Index: 87 | Max_nodes: 10 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| + +execution time of: 2.9742e-06s: Index: 27 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| + +execution time of: 2.9811e-06s: Index: 33 | Max_nodes: 10 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| + +execution time of: 2.9856e-06s: Index: 51 | Max_nodes: 10 | Active_nodes: 8 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| + +execution time of: 2.9957e-06s: Index: 39 | Max_nodes: 10 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| + +execution time of: 2.9969e-06s: Index: 55 | Max_nodes: 10 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| + +execution time of: 2.9990e-06s: Index: 25 | Max_nodes: 10 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| + +execution time of: 3.0007e-06s: Index: 9 | Max_nodes: 10 | Active_nodes: 8 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| + +execution time of: 3.0075e-06s: Index: 59 | Max_nodes: 10 | Active_nodes: 8 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| + +execution time of: 3.0089e-06s: Index: 63 | Max_nodes: 10 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| + +execution time of: 3.0151e-06s: Index: 81 | Max_nodes: 10 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| + +execution time of: 3.0184e-06s: Index: 61 | Max_nodes: 10 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| + +execution time of: 3.0212e-06s: Index: 85 | Max_nodes: 10 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| + +execution time of: 3.0281e-06s: Index: 23 | Max_nodes: 10 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| + +________________________________________________________________________________________________ + +Start Simulation of aa_8__________________________________________________ + +.i:...0...1...2...3...4...5 +.1:...h...|...|...|...|...| +.2:...|...h...|...|...|...| +.3:...|...|...h...|...|...| +.4:...|...|...|...h...|...| +.5:...|...|...|...|...h...| +.6:...|...|...|...c...|...x +.7:...|...|...|...|...|..ry p: (-7.4184e+00) +.8:...|...|...|...c...|...x +.9:...|...|...|...|...|..ry p: (1.4837e+01) +10:======================== +11:...0...|...|...|...|...| +12:...|...1...|...|...|...| +13:...|...|...2...|...|...| +14:...|...|...|...3...|...| +15:...|...|...|...|...4...| +16:...|...|...|...|...|...5 +.o:...0...1...2...3...4...5 +Total Permutations: 720 +Min time: 4.0389e-06s................. Permutation 364: 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| +Max time: 8.9358e-06s................. Permutation 662: 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| +Min active nodes: 7 nodes.................... Permutation 1 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Min max nodes: 14 nodes.................... Permutation 1 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Max active nodes: 11 nodes.................... Permutation 150: 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| +Max max nodes: 22 nodes.................... Permutation 150: 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| +________________________________________________________________________________________________ + +________________________________________________________________________________________________ + +execution time of: 4.0389e-06s: Index: 364 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| + +execution time of: 4.0561e-06s: Index: 388 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| + +execution time of: 4.0789e-06s: Index: 418 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| + +execution time of: 4.0804e-06s: Index: 268 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| + +execution time of: 4.0819e-06s: Index: 394 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| + +execution time of: 4.0821e-06s: Index: 412 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4| + +execution time of: 4.0943e-06s: Index: 4 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| + +execution time of: 4.1037e-06s: Index: 274 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| + +execution time of: 4.1317e-06s: Index: 250 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| + +execution time of: 4.1568e-06s: Index: 280 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| + +execution time of: 4.1569e-06s: Index: 316 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| + +execution time of: 4.1817e-06s: Index: 322 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| + +execution time of: 4.1821e-06s: Index: 5 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| + +execution time of: 4.1902e-06s: Index: 28 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| + +execution time of: 4.1936e-06s: Index: 148 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| + +execution time of: 4.2019e-06s: Index: 538 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| + +execution time of: 4.2058e-06s: Index: 243 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| + +execution time of: 4.2108e-06s: Index: 16 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| + +execution time of: 4.2112e-06s: Index: 346 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| + +execution time of: 4.2120e-06s: Index: 604 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| + +________________________________________________________________________________________________ + +Start Simulation of aa_9__________________________________________________ + +.i:...0...1...2...3...4...5 +.1:...h...|...|...|...|...| +.2:...|...h...|...|...|...| +.3:...|...|...h...|...|...| +.4:...|...|...|...h...|...| +.5:...|...|...|...|...h...| +.6:...|...|...|...|...|..ry p: (-7.4184e+00) +.7:...|...|...|...c...|...x +.8:======================== +.9:...0...|...|...|...|...| +10:...|...1...|...|...|...| +11:...|...|...2...|...|...| +12:...|...|...|...3...|...| +13:...|...|...|...|...4...| +14:...|...|...|...|...|...5 +.o:...0...1...2...3...4...5 +Total Permutations: 720 +Min time: 3.2204e-06s................. Permutation 425: 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| +Max time: 5.1149e-06s................. Permutation 173: 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| +Min active nodes: 7 nodes.................... Permutation 1 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| +Min max nodes: 12 nodes.................... Permutation 3 : 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| +Max active nodes: 11 nodes.................... Permutation 150: 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| +Max max nodes: 17 nodes.................... Permutation 150: 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| +________________________________________________________________________________________________ + +________________________________________________________________________________________________ + +execution time of: 3.2204e-06s: Index: 425 | Max_nodes: 12 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| + +execution time of: 3.2368e-06s: Index: 569 | Max_nodes: 12 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| + +execution time of: 3.2369e-06s: Index: 401 | Max_nodes: 12 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0| + +execution time of: 3.2558e-06s: Index: 371 | Max_nodes: 12 | Active_nodes: 10 | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| + +execution time of: 3.2597e-06s: Index: 400 | Max_nodes: 12 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| + +execution time of: 3.2615e-06s: Index: 322 | Max_nodes: 12 | Active_nodes: 8 | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| + +execution time of: 3.2615e-06s: Index: 389 | Max_nodes: 12 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| + +execution time of: 3.2616e-06s: Index: 533 | Max_nodes: 12 | Active_nodes: 10 | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 1| + +execution time of: 3.2621e-06s: Index: 329 | Max_nodes: 12 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| + +execution time of: 3.2628e-06s: Index: 532 | Max_nodes: 12 | Active_nodes: 8 | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| + +execution time of: 3.2645e-06s: Index: 418 | Max_nodes: 12 | Active_nodes: 7 | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| + +execution time of: 3.2668e-06s: Index: 297 | Max_nodes: 12 | Active_nodes: 10 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| + +execution time of: 3.2697e-06s: Index: 316 | Max_nodes: 12 | Active_nodes: 8 | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| + +execution time of: 3.2727e-06s: Index: 364 | Max_nodes: 12 | Active_nodes: 7 | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| + +execution time of: 3.2742e-06s: Index: 305 | Max_nodes: 12 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| + +execution time of: 3.2748e-06s: Index: 323 | Max_nodes: 12 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| + +execution time of: 3.2748e-06s: Index: 538 | Max_nodes: 12 | Active_nodes: 8 | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| + +execution time of: 3.2749e-06s: Index: 298 | Max_nodes: 12 | Active_nodes: 7 | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| + +execution time of: 3.2752e-06s: Index: 485 | Max_nodes: 12 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| + +execution time of: 3.2810e-06s: Index: 683 | Max_nodes: 12 | Active_nodes: 10 | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| + +________________________________________________________________________________________________ + diff --git a/test/test_reorder_without_reordering.cpp b/test/test_reorder_without_reordering.cpp index 198d0c6e..81f69354 100644 --- a/test/test_reorder_without_reordering.cpp +++ b/test/test_reorder_without_reordering.cpp @@ -43,4 +43,8 @@ TEST(ReorderWithoutReorderingTest, reorderAllByGates) { TEST(ReorderWithoutReorderingTest, grover) { qc::DDMinimizer::parseOptions(false, false, true, "grover_", 5); -} \ No newline at end of file +} + + TEST(ReorderWithoutReorderingTest, assumption) { + qc::DDMinimizer::parseOptions(false, false, true, "aa", 0); +} \ No newline at end of file From 17369f736cdf27e0330016519178a06dced7113f Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Claudia=20D=C3=BCnzinger?= Date: Mon, 22 Jul 2024 21:08:23 +0200 Subject: [PATCH 10/67] implemented structure for gate based reordering --- include/DDMinimizer.hpp | 2 + src/DDMinimizer.cpp | 285 +++++++++++++++++++++++++++++++--------- 2 files changed, 228 insertions(+), 59 deletions(-) diff --git a/include/DDMinimizer.hpp b/include/DDMinimizer.hpp index 44d797f6..7e5724bd 100644 --- a/include/DDMinimizer.hpp +++ b/include/DDMinimizer.hpp @@ -52,6 +52,8 @@ class DDMinimizer { static qc::Permutation createGateBasedPermutation(std::ofstream& out, qc::QuantumComputation& qc); + static std::vector, int>>> createMaps(qc::QuantumComputation& qc); + /** * @brief creates a possible permutations of the initialLayout based on how to control bits are located diff --git a/src/DDMinimizer.cpp b/src/DDMinimizer.cpp index e8f4b457..6cf27d07 100644 --- a/src/DDMinimizer.cpp +++ b/src/DDMinimizer.cpp @@ -139,7 +139,7 @@ void DDMinimizer::runOverNight(){ {"wstate_indep_qiskit_4.qasm", {}}, {"wstate_indep_qiskit_5.qasm", {}}, {"wstate_indep_qiskit_6.qasm", {}},*/ - {"aa_0.qasm", {}}, + /*{"aa_0.qasm", {}}, {"aa_1.qasm", {}}, {"aa_2.qasm", {}}, {"aa_3.qasm", {}}, @@ -149,6 +149,28 @@ void DDMinimizer::runOverNight(){ {"aa_7.qasm", {}}, {"aa_8.qasm", {}}, {"aa_9.qasm", {}}, + {"aa_10.qasm", {}}, + {"aa_11.qasm", {}}, + {"aa_12.qasm", {}}, + {"aa_13.qasm", {}}, + {"aa_14.qasm", {}}, + {"aa_15.qasm", {}}, + {"aa_16.qasm", {}}, + {"aa_17.qasm", {}}, + {"aa_18.qasm", {}}, + {"aa_19.qasm", {}},*/ + {"aaa_0.qasm", {}}, + {"aaa_1.qasm", {}}, + {"aaa_2.qasm", {}}, + {"aaa_3.qasm", {}}, + /*{"aaa_4.qasm", {}}, + {"aaa_5.qasm", {}}, + {"aaa_6.qasm", {}}, + {"aaa_7.qasm", {}}, + {"aaa_8.qasm", {}}, + {"aaa_9.qasm", {}}, + {"aaa_10.qasm", {}}, + {"aaa_11.qasm", {}},*/ }; std::string input; @@ -194,7 +216,7 @@ void DDMinimizer::runOverNight(){ } while (input != "stop"); - + std::cout << "\n Start final run for measurement! \n"; DDMinimizer::printResults(data); std::cout << "You made it! \n"; } @@ -243,19 +265,21 @@ std::map resControl = DDMinimizer::measureControl(qc); - std::chrono::duration averageResControl = std::chrono::duration_cast>(resControl + entry.second.second) / 2.0; + + //std::chrono::duration min_res = std::chrono::duration (resControl + entry.second.second) / 2.0; + + std::chrono::duration min_res = std::min({resControl, entry.second.second}); auto qcc = QuantumComputation::fromQASM(qasmString); std::map> resAll = DDMinimizer::measureAll(qcc); - data[entry.first] = std::make_pair(DDMinimizer::makeAverage(resAll, entry.second.first), averageResControl); + data[entry.first] = std::make_pair(DDMinimizer::makeAverage(resAll, entry.second.first), min_res); } return data; } std::map> DDMinimizer::makeAverage(std::map> res1, std::map> res2){ - std::map> avgRes; - std::chrono::duration totalDifference = std::chrono::duration::zero(); + std::map> min_time; // Combine keys from both maps std::map> combined = res1; @@ -270,47 +294,60 @@ std::map> DDMinimizer::makeAvera auto duration1 = it1->second; auto duration2 = it2->second; - avgRes[key] = std::chrono::duration_cast> (duration1 + duration2) / 2.0; - totalDifference += std::chrono::duration(std::abs(duration1.count() - duration2.count())); + + //min_time[key] = std::chrono::duration (duration1 + duration2) / 2.0; + + min_time[key] = std::min({duration1, duration2}); } } - - std::cout << "Total Difference: " << std::scientific << std::setprecision(4) << totalDifference.count() << "\n"; - return avgRes; + return min_time; } std::chrono::duration DDMinimizer::measureControl(qc::QuantumComputation& qc){ auto qc_unique_ptr = std::make_unique(std::move(qc)); - CircuitSimulator ddsim_qc(std::move(qc_unique_ptr), ApproximationInfo(1, 1, ApproximationInfo::FidelityDriven)); + CircuitSimulator ddsim(std::move(qc_unique_ptr), ApproximationInfo(1, 1, ApproximationInfo::FidelityDriven)); - std::chrono::duration duration_qc; + std::chrono::duration duration_1; + std::chrono::duration duration_2; + std::chrono::duration duration_3; + std::chrono::duration duration_4; - ddsim_qc.simulate(1); - ddsim_qc.simulate(1); + ddsim.simulate(1); + ddsim.simulate(1); + auto start1_qc = std::chrono::high_resolution_clock::now(); + ddsim.simulate(1); + auto end1_qc = std::chrono::high_resolution_clock::now(); + auto start2_qc = std::chrono::high_resolution_clock::now(); + ddsim.simulate(1); + auto end2_qc = std::chrono::high_resolution_clock::now(); auto start3_qc = std::chrono::high_resolution_clock::now(); - ddsim_qc.simulate(1); + ddsim.simulate(1); auto end3_qc = std::chrono::high_resolution_clock::now(); auto start4_qc = std::chrono::high_resolution_clock::now(); - ddsim_qc.simulate(1); + ddsim.simulate(1); auto end4_qc = std::chrono::high_resolution_clock::now(); - auto start5_qc = std::chrono::high_resolution_clock::now(); - ddsim_qc.simulate(1); - auto end5_qc = std::chrono::high_resolution_clock::now(); - auto start6_qc = std::chrono::high_resolution_clock::now(); - ddsim_qc.simulate(1); - auto end6_qc = std::chrono::high_resolution_clock::now(); - duration_qc = std::chrono::duration_cast> (end3_qc - start3_qc + end4_qc - start4_qc + end5_qc - start5_qc + end6_qc - start6_qc) / 4.0; - return duration_qc; + duration_1 = std::chrono::duration_cast> (end1_qc - start1_qc); + duration_2 = std::chrono::duration_cast> (end2_qc - start2_qc); + duration_3 = std::chrono::duration_cast> (end3_qc - start3_qc); + duration_4 = std::chrono::duration_cast> (end4_qc - start4_qc); + + //return std::chrono::duration_cast> (duration_1 + duration_2 + duration_3 + duration_4) / 4.0; + + return std::min({duration_1, duration_2, duration_3, duration_4}); } + std::map> DDMinimizer::measureAll(qc::QuantumComputation& qc){ std::map> res; std::size_t bits = qc.getNqubits(); std::size_t permutation_count = DDMinimizer::factorial(bits); std::vector permutations = DDMinimizer::createAllPermutations(qc); - std::chrono::duration duration; + std::chrono::duration duration_1; + std::chrono::duration duration_2; + std::chrono::duration duration_3; + std::chrono::duration duration_4; /* Simulate the circuit using each permutation */ @@ -323,21 +360,28 @@ std::map> DDMinimizer::measureAl ddsim.simulate(1); ddsim.simulate(1); + auto start1_qc = std::chrono::high_resolution_clock::now(); + ddsim.simulate(1); + auto end1_qc = std::chrono::high_resolution_clock::now(); + auto start2_qc = std::chrono::high_resolution_clock::now(); + ddsim.simulate(1); + auto end2_qc = std::chrono::high_resolution_clock::now(); auto start3_qc = std::chrono::high_resolution_clock::now(); ddsim.simulate(1); auto end3_qc = std::chrono::high_resolution_clock::now(); auto start4_qc = std::chrono::high_resolution_clock::now(); ddsim.simulate(1); auto end4_qc = std::chrono::high_resolution_clock::now(); - auto start5_qc = std::chrono::high_resolution_clock::now(); - ddsim.simulate(1); - auto end5_qc = std::chrono::high_resolution_clock::now(); - auto start6_qc = std::chrono::high_resolution_clock::now(); - ddsim.simulate(1); - auto end6_qc = std::chrono::high_resolution_clock::now(); + + duration_1 = std::chrono::duration_cast> (end1_qc - start1_qc); + duration_2 = std::chrono::duration_cast> (end2_qc - start2_qc); + duration_3 = std::chrono::duration_cast> (end3_qc - start3_qc); + duration_4 = std::chrono::duration_cast> (end4_qc - start4_qc); + + //res[i] = std::chrono::duration_cast> (duration_1 + duration_2 + duration_3 + duration_4) / 4.0; + + res[i] = std::min({duration_1, duration_2, duration_3, duration_4}); - duration = std::chrono::duration_cast> (end3_qc - start3_qc + end4_qc - start4_qc + end5_qc - start5_qc + end6_qc - start6_qc) / 4.0; - res[i] = duration; } return res; } @@ -365,8 +409,9 @@ void DDMinimizer::printResults(std::map time; std::chrono::duration sum_time(0); - /*for (const auto& entry : perm_by_active_nodes) { + + for (const auto& entry : perm_by_active_nodes) { //save the vecotr of all permutation indices (also simulation time and max_nodes) with the same active_nodes count auto& vec = entry.second; out << vec.size() << " permutations have " << entry.first << " active nodes.\n"; //iterate over all the permutations that have the same active_nodes/ are in the vector and print the max_nodes, simulation time and the permutation itself - for (const auto& permutation : vec) { + /*for (const auto& permutation : vec) { index = std::get<0>(permutation); max_nodes= std::get<1>(permutation); time = std::get<2>(permutation); @@ -673,17 +719,18 @@ void DDMinimizer::finalAll(std::string name, std::ofstream& out, qc::QuantumComp out << DDMinimizer::measurementToString({true,false,true}, index, max_nodes, active_nodes, time); out << DDMinimizer::permToString(permutations[index]) <<"\n"; } - out << "\n...........................\n"; + out << "\n...........................\n";*/ out << "Average time: " << std::scientific << std::setprecision(4) << (sum_time / vec.size()).count() << "s\n\n"; sum_time = std::chrono::duration(0); } + out << "________________________________________________________________________________________________\n\n"; for (const auto& entry : perm_by_max_nodes) { //save the vecotr of all permutation indices (also simulation time and active_nodes) with the same max_nodes count const auto& vec = entry.second; out << vec.size() << " permutations have " << entry.first << " max nodes.\n"; //iterate over all the permutations that have the same max_nodes/ are in the vector and print the active_nodes, simulation time and the permutation itself - for (const auto& permutation : vec) { + /*for (const auto& permutation : vec) { index = std::get<0>(permutation); active_nodes = std::get<1>(permutation); time = std::get<2>(permutation); @@ -691,31 +738,28 @@ void DDMinimizer::finalAll(std::string name, std::ofstream& out, qc::QuantumComp out << DDMinimizer::measurementToString({false,true,true}, index, max_nodes, active_nodes, time );; out << DDMinimizer::permToString(permutations[index]) <<"\n"; } - out << "\n...........................\n"; + out << "\n...........................\n";*/ out << "Average time: " << std::scientific << std::setprecision(4) << (sum_time / vec.size()).count() << "s\n\n"; sum_time = std::chrono::duration(0); } - */ int max = 20; out << "________________________________________________________________________________________________\n\n"; for (const auto& entry : perm_by_time) { - if(max == 0) { - break; - } - max --; time = entry.first; const auto& perm = entry.second; - out << "execution time of: " << std::scientific << std::setprecision(4) << time.count() << "s: "; //Each time should only have one entry. I think for (const auto& permutation : perm) { + if(max <= 0) { + break; + } + max --; + out << "execution time of: " << std::scientific << std::setprecision(4) << time.count() << "s: "; index = std::get<0>(permutation); active_nodes = std::get<1>(permutation); max_nodes = std::get<2>(permutation); - // Assuming measurementToString and permToString functions can handle each permutation's details out << DDMinimizer::measurementToString({true, true, false}, index, max_nodes, active_nodes, time); out << DDMinimizer::permToString(permutations[index]) << "\n"; } - out << "\n"; } out << "________________________________________________________________________________________________\n\n"; } @@ -745,11 +789,9 @@ void DDMinimizer::finalAll(std::string name, std::ofstream& out, qc::QuantumComp void optimizeInputPermutation(qc::QuantumComputation qc){ - /*TODO qc::Permutation perm = DDMinimizer::createControlBasedPermutation(qc); qc.initialLayout = perm; qc::CircuitOptimizer::elidePermutations(qc); - */ } void DDMinimizer::parseOptions(bool gateBased, bool controlBased, bool allPermutations, std::string file, int qubits){ @@ -1209,7 +1251,137 @@ void DDMinimizer::runAllComparisons(std::ofstream& out, qc::QuantumComputation& } qc::Permutation DDMinimizer::createGateBasedPermutation(std::ofstream& out, qc::QuantumComputation& qc){ - return qc.initialLayout; + std::vector, int>>> maps = DDMinimizer::createMaps(qc); + std::size_t bits = qc.getNqubits(); + + //iterate over all the ops and mark the found x-c pairs in the maps. + int instruction_index = 0; + for (const auto& op : qc.ops) { + if(!op->isStandardOperation()){ + continue; + } + Controls controls = op->getControls(); + std::vector targets = {op->getTargets().begin(), op->getTargets().end()}; + + for (const auto& control : controls) { + for(const auto& target : targets){ + for(auto& map : maps){ + auto it = map.second.find({control.qubit, target}); + if (it != map.second.end()) { + it->second = instruction_index; // Modify the map through the iterator + } + } + } + } + instruction_index++; + } + + std::vector> map_instruction_index_sum; + for(const auto& map : maps){ + int sum = 0; + for(const auto& pair : map.second){ + if(pair.second != -1){ + sum += pair.second; + } + else{ + sum = -1; + break; + } + } + map_instruction_index_sum.push_back({map.first, sum}); + } + + std::vector layout; + for(const auto& map : map_instruction_index_sum){ + switch(map.first[0]){ + case 'c': + if(map.first[2] == 'x'){ + if(map.second != -1){ + std::sort(layout.begin(), layout.begin() + bits/2); + } + } + else{ + int stat = map.first[2] - '0'; + if(map.second != -1){ + std::sort(layout.begin(), layout.end()); + } + } + break; + case 'x': + if(map.first[2] == 'c'){ + if(map.second != -1){ + std::sort(layout.begin(), layout.begin() + bits/2); + } + } + else{ + int stat = map.first[2] - '0'; + if(map.second != -1){ + std::sort(layout.begin(), layout.end()); + } + } + default: + std::cout << "Error: No valid map name! \n"; + break; + } + } + + qc::Permutation perm; + std::vector physicalQubits(bits); + for (qc::Qubit i = 0; i < bits; i++) { + physicalQubits[i] = i; + } + for (qc::Qubit i = 0; i < bits; i++) { + perm[physicalQubits[i]] = layout[i]; + } + return perm; +} + +std::vector, int>>> DDMinimizer::createMaps(qc::QuantumComputation& qc){ + std::size_t bits = qc.getNqubits(); + std::vector, int>>> maps; + + //create c-x ladder + std::map, int> c_x_map; //c -> x + for(size_t i = 0; i < bits; i++){ + c_x_map.insert({{i, i+1}, -1}); + } + maps.push_back({"c_x", c_x_map}); + + //create x-c ladder + std::map, int> x_c_map; + for(size_t i = 0; i < bits; i++){ + x_c_map.insert({{i+1, i}, -1}); + } + maps.push_back({"x_c", x_c_map}); + + std::size_t halfBits = bits/2; + for(size_t i = 0; i < bits; i++){ + if(i< halfBits){ + std::map, int> x_map; + std::map, int> c_map; + for(size_t j = 0; j < bits; j++){ + if(i>j){ + x_map.insert({{i, j}, -1}); + c_map.insert({{j, i}, -1}); + } + } + maps.push_back({"x_" + std::to_string(i), x_map}); + maps.push_back({"c_" + std::to_string(i), c_map}); + } + else { + std::map, int> x_map; + std::map, int> c_map; + for(size_t j = 0; j < bits; j++){ + if(i Date: Wed, 24 Jul 2024 20:32:45 +0200 Subject: [PATCH 11/67] Implemented final logic for gate/pattern based reordering --- include/DDMinimizer.hpp | 11 +- src/DDMinimizer.cpp | 365 ++++++++++++++++++++++++++++++---------- 2 files changed, 289 insertions(+), 87 deletions(-) diff --git a/include/DDMinimizer.hpp b/include/DDMinimizer.hpp index 7e5724bd..04d7794e 100644 --- a/include/DDMinimizer.hpp +++ b/include/DDMinimizer.hpp @@ -50,9 +50,16 @@ class DDMinimizer { static void runLayoutComparison(std::ofstream& out, qc::QuantumComputation& qc, qc::QuantumComputation& qcc, qc::Permutation perm, std::string file, int qubits); static void runAllComparisons(std::ofstream& out, qc::QuantumComputation& qc, std::string file, int qubits); + static qc::Permutation createGateBasedPermutation(qc::QuantumComputation& qc); + + static bool isFull(std::vector vec); + static int getStairCount(std::vector vec); + static int getLadderPosition(std::vector vec, int laadder); + static std::vector reverseLayout(std::vector layout); + static std::vector rotateRight(std::vector layout); + static std::vector rotateLeft(std::vector layout); + static std::pair, int>>,std::map>> makeDataStructure(qc::QuantumComputation& qc); - static qc::Permutation createGateBasedPermutation(std::ofstream& out, qc::QuantumComputation& qc); - static std::vector, int>>> createMaps(qc::QuantumComputation& qc); /** diff --git a/src/DDMinimizer.cpp b/src/DDMinimizer.cpp index 6cf27d07..d755b7a3 100644 --- a/src/DDMinimizer.cpp +++ b/src/DDMinimizer.cpp @@ -26,6 +26,8 @@ #include #include #include +#include + using namespace qc; @@ -163,13 +165,13 @@ void DDMinimizer::runOverNight(){ {"aaa_1.qasm", {}}, {"aaa_2.qasm", {}}, {"aaa_3.qasm", {}}, - /*{"aaa_4.qasm", {}}, + {"aaa_4.qasm", {}}, {"aaa_5.qasm", {}}, {"aaa_6.qasm", {}}, {"aaa_7.qasm", {}}, {"aaa_8.qasm", {}}, {"aaa_9.qasm", {}}, - {"aaa_10.qasm", {}}, + /*{"aaa_10.qasm", {}}, {"aaa_11.qasm", {}},*/ }; @@ -411,7 +413,7 @@ void DDMinimizer::printResults(std::map duration_qc; - std::chrono::duration duration_qcc; - - + std::chrono::duration duration_qc = std::chrono::duration::zero(); + std::chrono::duration duration_qcc = std::chrono::duration::zero(); ddsim_qc.simulate(1); ddsim_qcc.simulate(1); @@ -796,6 +796,8 @@ void optimizeInputPermutation(qc::QuantumComputation qc){ void DDMinimizer::parseOptions(bool gateBased, bool controlBased, bool allPermutations, std::string file, int qubits){ std::map> fileNames = { + {"aa_", {0, 19}}, + {"aaa_", {0, 11}}, {"ae_indep_qiskit_", {2, 7}}, {"dj_indep_qiskit_", {2, 7}}, {"ghz_indep_qiskit_", {2, 10}}, @@ -874,7 +876,7 @@ void DDMinimizer::runInputCompariston(int from, int to, bool gateBased, bool co auto qc = QuantumComputation::fromQASM(qasmString); auto qcc = QuantumComputation::fromQASM(qasmString); out_gate << qc; - qc::Permutation perm = DDMinimizer::createGateBasedPermutation(out_gate, qc); + qc::Permutation perm = DDMinimizer::createGateBasedPermutation(qc); qcc.initialLayout = perm; qc::CircuitOptimizer::elidePermutations(qcc); DDMinimizer::runLayoutComparison(out_gate, qc, qcc, perm, file, k); @@ -1250,11 +1252,33 @@ void DDMinimizer::runAllComparisons(std::ofstream& out, qc::QuantumComputation& out << "________________________________________________________________________________________________\n\n"; } -qc::Permutation DDMinimizer::createGateBasedPermutation(std::ofstream& out, qc::QuantumComputation& qc){ - std::vector, int>>> maps = DDMinimizer::createMaps(qc); +qc::Permutation DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc){ + std::map, int>> maps = DDMinimizer::makeDataStructure(qc).first; + std::map> indices = DDMinimizer::makeDataStructure(qc).second; std::size_t bits = qc.getNqubits(); - //iterate over all the ops and mark the found x-c pairs in the maps. + std::cout << "Created Data structure_____________________________________________________________\n"; + // Print the contents of maps + std::cout << "Contents of maps:\n"; + for (const auto& map : maps) { + std::cout << map.first << ":\n"; + for (const auto& pair : map.second) { + std::cout << " (" << pair.first.first << ", " << pair.first.second << ") -> " << pair.second << "\n"; + } + } + + // Print the contents of indices + std::cout << "Contents of indices:\n"; + for (const auto& index : indices) { + std::cout << index.first << ": "; + for (const auto& val : index.second) { + std::cout << val << " "; + } + std::cout << "\n"; + } + + + //iterate over all the ops and mark the index of the found x-c pairs in the map. int instruction_index = 0; for (const auto& op : qc.ops) { if(!op->isStandardOperation()){ @@ -1268,63 +1292,153 @@ qc::Permutation DDMinimizer::createGateBasedPermutation(std::ofstream& out, qc:: for(auto& map : maps){ auto it = map.second.find({control.qubit, target}); if (it != map.second.end()) { - it->second = instruction_index; // Modify the map through the iterator + it->second = instruction_index; } } } } instruction_index++; } + std::cout << "Map after index marking_____________________________________________________________\n"; + for (const auto& map : maps) { + std::cout << map.first << ":\n"; + for (const auto& pair : map.second) { + std::cout << " (" << pair.first.first << ", " << pair.first.second << ") -> " << pair.second << "\n"; + } + } - std::vector> map_instruction_index_sum; + //std::map, int>> maps + //std::map> indices + //iterate over all the maps and find the max index of the found x-c pairs for(const auto& map : maps){ - int sum = 0; + int max = -1; for(const auto& pair : map.second){ - if(pair.second != -1){ - sum += pair.second; - } - else{ - sum = -1; + if(pair.second == -1){ + max = -1; break; } + else if (pair.second > max){ + max = pair.second; + } + } + std::string map_name = map.first.substr(0, 3); + auto it = indices.find(map_name); + + if(it != indices.end()){ + if(map_name[2] == 'r'){ + std::size_t column = static_cast(map.first[4] - '0'); + it->second[bits - 1 - column] = max; + } + else if (map_name[2] == 'l'){ + std::size_t column = static_cast(map.first[4] - '0'); + it->second[column] = max; + } + else { + it->second[0] = max; + } + } + } + std::cout << "Indices after filling_____________________________________________________________\n"; + for (const auto& index : indices) { + std::cout << index.first << ": "; + for (const auto& val : index.second) { + std::cout << val << " "; } - map_instruction_index_sum.push_back({map.first, sum}); + std::cout << "\n"; } - std::vector layout; - for(const auto& map : map_instruction_index_sum){ - switch(map.first[0]){ - case 'c': - if(map.first[2] == 'x'){ - if(map.second != -1){ - std::sort(layout.begin(), layout.begin() + bits/2); - } - } - else{ - int stat = map.first[2] - '0'; - if(map.second != -1){ - std::sort(layout.begin(), layout.end()); - } - } - break; - case 'x': - if(map.first[2] == 'c'){ - if(map.second != -1){ - std::sort(layout.begin(), layout.begin() + bits/2); - } - } - else{ - int stat = map.first[2] - '0'; - if(map.second != -1){ - std::sort(layout.begin(), layout.end()); - } - } - default: - std::cout << "Error: No valid map name! \n"; - break; + std::cout << "Create Layout_____________________________________________________________\n"; + //create the permutation based on the order of max index in the complete maps + std::vector layout(bits); + std::iota(layout.begin(), layout.end(), 0); + + auto c_x = indices.find("c_x"); + auto x_c = indices.find("x_c"); + auto c_l = indices.find("c_l"); + auto x_l = indices.find("x_l"); + auto c_r = indices.find("c_r"); + auto x_r = indices.find("x_r"); + std::cout << "c_x->second[0]: " << c_x->second[0] << "\n"; + std::cout << "x_c->second[0]: " << x_c->second[0] << "\n"; + + + int prio_c_r = DDMinimizer::getLadderPosition(c_r->second, x_c->second[0]); + int prio_x_l = DDMinimizer::getLadderPosition(x_l->second, x_c->second[0]); + int stairs_c_r = DDMinimizer::getStairCount(c_r->second); + int stairs_x_l = DDMinimizer::getStairCount(x_l->second); + int prio_c_l = DDMinimizer::getLadderPosition(c_l->second, c_x->second[0]); + int prio_x_r = DDMinimizer::getLadderPosition(x_r->second, c_x->second[0]); + int stairs_c_l = DDMinimizer::getStairCount(c_l->second); + int stairs_x_r = DDMinimizer::getStairCount(x_r->second); + + + if(c_x->second[0] < x_c->second[0]){ + std::cout << "Case c_x < x_c\n"; + std::cout << "prio_c_r: " << prio_c_r << "\n"; + std::cout << "prio_x_l: " << prio_x_l << "\n"; + std::cout << "stairs_c_r: " << stairs_c_r << "\n"; + std::cout << "stairs_x_l: " << stairs_x_l << "\n"; + + + if(prio_c_r > 0 || prio_x_l > 0) { + std::cout << "Case prio_c_r > 0 || prio_x_l > 0 -> reverse Layout\n"; + layout = DDMinimizer::reverseLayout(layout); + } + else if (prio_c_r == 0 && stairs_c_r > 0){ + std::cout << "Case prio_c_r == 0 && stairs_c_r > 0 -> Rotate Right stairs_c_r times\n"; + for(int i = 0; i < stairs_c_r; i++){ + layout = DDMinimizer::rotateRight(layout); + } + } + else if (prio_x_l == 0 && stairs_x_l > 0){ + std::cout << "Case prio_x_l == 0 && stairs_x_l > 0 -> Rotate Left stairs_x_l times\n"; + for(int i = 0; i < stairs_x_l; i++){ + layout = DDMinimizer::rotateLeft(layout); + } } } + else if(c_x->second[0] > x_c->second[0]){ + std::cout << "Case c_x > x_c\n"; + std::cout << "prio_c_l: " << prio_c_l << "\n"; + std::cout << "prio_x_r: " << prio_x_r << "\n"; + std::cout << "stairs_c_l: " << stairs_c_l << "\n"; + std::cout << "stairs_x_r: " << stairs_x_r << "\n"; + + if(prio_c_l > 0 || prio_x_r > 0) { + std::cout << "Case prio_c_l > 0 || prio_x_r > 0 -> identity\n"; + //do nothing cause identity is what we need anyway + } + else if (prio_c_r == 0 && stairs_c_l > 0){ + std::cout << "Case prio_c_l == 0 && stairs_c_l > 0 -> reverse and rotate Right stairs_c_l times \n"; + layout = DDMinimizer::reverseLayout(layout); + for(int i = 0; i < stairs_c_r; i++){ + layout = DDMinimizer::rotateRight(layout); + } + } + else if (prio_x_l == 0 && stairs_x_r > 0){ + std::cout << "Case prio_x_r == 0 && stairs_x_r > 0 -> reverse and rotate Left stairts_x_r times \n"; + layout = DDMinimizer::reverseLayout(layout); + for(int i = 0; i < stairs_x_l; i++){ + layout = DDMinimizer::rotateLeft(layout); + } + } + } + + else { + std::cout << "Case c_x = x_c\n"; + if(DDMinimizer::isFull(x_r->second) || DDMinimizer::isFull(c_l->second)){ + std::cout << "Case x_r and c_l are full -> reverse Layout\n"; + layout = DDMinimizer::reverseLayout(layout); + } + + else { + std::cout << "Case x_r and c_l are not full -> Control based return\n"; + return DDMinimizer::createControlBasedPermutation(qc); + } + } + + //transform layout into permutation qc::Permutation perm; std::vector physicalQubits(bits); for (qc::Qubit i = 0; i < bits; i++) { @@ -1333,55 +1447,136 @@ qc::Permutation DDMinimizer::createGateBasedPermutation(std::ofstream& out, qc:: for (qc::Qubit i = 0; i < bits; i++) { perm[physicalQubits[i]] = layout[i]; } + std::cout << "Permutation: " << DDMinimizer::permToString(perm) << "\n"; return perm; } -std::vector, int>>> DDMinimizer::createMaps(qc::QuantumComputation& qc){ - std::size_t bits = qc.getNqubits(); - std::vector, int>>> maps; - - //create c-x ladder - std::map, int> c_x_map; //c -> x - for(size_t i = 0; i < bits; i++){ - c_x_map.insert({{i, i+1}, -1}); +bool DDMinimizer::isFull(std::vector vec){ + std::size_t countNegativeOne = 0; + std::size_t totalEntries = vec.size(); + + for (int value : vec) { + if (value == -1) { + countNegativeOne++; + } + } + + if (countNegativeOne < totalEntries / 2) { + return true; } - maps.push_back({"c_x", c_x_map}); + + return false; +} + + +int DDMinimizer::getStairCount(std::vector vec){ + int count = 0; + for (int value : vec) { + if (value != -1) { + count++; + } + else { + return count; + } + } + return count; +} + +int DDMinimizer::getLadderPosition(std::vector vec, int ladder){ + int count = 0; + for (int value : vec) { + if (value != -1 && value < ladder) { + count++; + } + } + return count; +} + +std::vector DDMinimizer::reverseLayout(std::vector layout){ + std::vector reversed_layout(layout.size()); + for (std::size_t i = 0; i < layout.size(); i++) { + reversed_layout[layout[i]] = static_cast(i); + } + return reversed_layout; +} + +std::vector DDMinimizer::rotateRight(std::vector layout){ + std::vector rotated_layout(layout.size()); + rotated_layout[0] = layout[layout.size() - 1]; + + for (std::size_t i = 1; i < layout.size(); ++i) { + rotated_layout[i] = layout[i - 1]; + } + + return rotated_layout; +} + +std::vector DDMinimizer::rotateLeft(std::vector layout){ + std::vector rotated_layout(layout.size()); + rotated_layout[layout.size() - 1] = layout[0]; + for (std::size_t i = 0; i < layout.size() - 1; i++) { + rotated_layout[i] = layout[i + 1]; + } + return rotated_layout; +} + +std::pair, int>>,std::map>> DDMinimizer::makeDataStructure(qc::QuantumComputation& qc){ + std::size_t bits = qc.getNqubits(); + std::map, int>> maps; + //string of c_x, x_c, c_l, x_l, c_r, x_r to vector of max index of gate + //for c_l and x_l position 0 in the vector marks the line of c(x) at 0 -> we count the left most as the first + //for c_r and x_r position 0 in the vector marks the line of c(x) at bits - 1 -> we count the right most as the first + std::map> indices; //create x-c ladder std::map, int> x_c_map; for(size_t i = 0; i < bits; i++){ x_c_map.insert({{i+1, i}, -1}); } - maps.push_back({"x_c", x_c_map}); + maps.insert({"x_c", x_c_map}); + indices.insert({"x_c", std::vector(1, 0)}); - std::size_t halfBits = bits/2; + //create c-x ladder + std::map, int> c_x_map; //c -> x for(size_t i = 0; i < bits; i++){ - if(i< halfBits){ - std::map, int> x_map; - std::map, int> c_map; - for(size_t j = 0; j < bits; j++){ - if(i>j){ - x_map.insert({{i, j}, -1}); - c_map.insert({{j, i}, -1}); - } + c_x_map.insert({{i, i+1}, -1}); + } + maps.insert({"c_x", c_x_map}); + indices.insert({"c_x", std::vector(1, 0)}); + + std::size_t max = bits - 1; + for(size_t i = 0; i < max; i++){ + std::map, int> x_l_map; + std::map, int> c_l_map; + for(size_t j = 0; j < bits; j++){ + if(i, int> x_map; - std::map, int> c_map; - for(size_t j = 0; j < bits; j++){ - if(i(bits - 1, 0)}); + indices.insert({"c_l", std::vector(bits - 1, 0)}); + + for(size_t i = max; i > 0; i--){ + std::map, int> x_r_map; + std::map, int> c_r_map; + for(size_t j = 0; j < bits; j++){ + if(i>j){ + x_r_map.insert({{i, j}, -1}); + x_r_map.insert({{j, i}, -1}); } - maps.push_back({"x_" + std::to_string(i), x_map}); - maps.push_back({"c_" + std::to_string(i), c_map}); } + maps.insert({"x_r_" + std::to_string(i), x_r_map}); + maps.insert({"c_r_" + std::to_string(i), c_r_map}); + } - return maps; + indices.insert({"x_r", std::vector(bits - 1, 0)}); + indices.insert({"c_r", std::vector(bits - 1, 0)}); + return std::make_pair(maps, indices); } @@ -1459,8 +1654,8 @@ std::vector DDMinimizer::createAllPermutations(qc::QuantumCompu std::vector> layouts; for (std::size_t i = 0; i < bits; ++i) { - physicalQubits[i] = i; - logicalQubits[i] = i; + physicalQubits[i] = static_cast(i); + logicalQubits[i] = static_cast(i); } std::sort(logicalQubits.begin(), logicalQubits.end()); From 8aa5152700a2141c0ef64f72a2197cbd92dc5081 Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Claudia=20D=C3=BCnzinger?= Date: Wed, 24 Jul 2024 20:46:11 +0200 Subject: [PATCH 12/67] added test for executing gate/pattern based reordering --- test/test_reorder_without_reordering.cpp | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/test/test_reorder_without_reordering.cpp b/test/test_reorder_without_reordering.cpp index 81f69354..8abd4f16 100644 --- a/test/test_reorder_without_reordering.cpp +++ b/test/test_reorder_without_reordering.cpp @@ -46,5 +46,5 @@ TEST(ReorderWithoutReorderingTest, reorderAllByGates) { } TEST(ReorderWithoutReorderingTest, assumption) { - qc::DDMinimizer::parseOptions(false, false, true, "aa", 0); + qc::DDMinimizer::parseOptions(true, false, false, "aaa_", 0); } \ No newline at end of file From a6da074c0f047f1ca2166b0794c94957b5f5ff81 Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Claudia=20D=C3=BCnzinger?= Date: Wed, 24 Jul 2024 21:31:06 +0200 Subject: [PATCH 13/67] removed all testing environment used for development, make it pull request ready --- include/DDMinimizer.hpp | 47 +- src/DDMinimizer.cpp | 1423 +---- test/BenchmarkQuasm/dot/non_empty.txt | 0 .../BenchmarkQuasm/dot_computed/non_empty.txt | 0 test/BenchmarkQuasm/errors.txt | 362 -- test/BenchmarkQuasm/gates.txt | 243 - test/BenchmarkQuasm/qasm/aa_0.qasm | 24 - test/BenchmarkQuasm/qasm/aa_1.qasm | 24 - test/BenchmarkQuasm/qasm/aa_2.qasm | 23 - test/BenchmarkQuasm/qasm/aa_3.qasm | 23 - test/BenchmarkQuasm/qasm/aa_4.qasm | 22 - test/BenchmarkQuasm/qasm/aa_5.qasm | 22 - test/BenchmarkQuasm/qasm/aa_6.qasm | 22 - 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-#include -#include #include #include -#include +#include #include -#include +#include namespace qc { class DDMinimizer { - - - - public: - static void runOverNight(); - static std::map>, std::chrono::duration>> initializeMap(std::map>, std::chrono::duration>> data); - static std::map>, std::chrono::duration>> refineMap(std::map>, std::chrono::duration>> data); - static std::map> makeAverage(std::map> res1, std::map> res2); - static std::chrono::duration measureControl(qc::QuantumComputation& qc); - static std::map> measureAll(qc::QuantumComputation& qc); - static void printResults(std::map>, std::chrono::duration>> data); - static void finalControl(std::string name, std::ofstream& out, qc::QuantumComputation& qc, qc::QuantumComputation& qcc, qc::Permutation perm, std::map>, std::chrono::duration>> data); - static void finalAll(std::string name, std::ofstream& out, qc::QuantumComputation& qc, std::map>, std::chrono::duration>> data, int qubits); - - - static void optimizeInputPermutation(qc::QuantumComputation); - /** * @brief creates a vector hopefully the best initial Layout and applies it * @param QuantumComputation */ - static void parseOptions(bool gateBased, bool controlBased, bool allPermutations, std::string file, int qubits); - static void runInputCompariston(int from, int to, bool gateBased, bool controlBased, bool allPermutations, std::string file); - static void runLayoutComparison(std::ofstream& out, qc::QuantumComputation& qc, qc::QuantumComputation& qcc, qc::Permutation perm, std::string file, int qubits); - static void runAllComparisons(std::ofstream& out, qc::QuantumComputation& qc, std::string file, int qubits); + static void optimizeInputPermutation(qc::QuantumComputation); + static qc::Permutation createGateBasedPermutation(qc::QuantumComputation& qc); @@ -61,7 +32,6 @@ class DDMinimizer { static std::pair, int>>,std::map>> makeDataStructure(qc::QuantumComputation& qc); - /** * @brief creates a possible permutations of the initialLayout based on how to control bits are located * @param QuantumComputation @@ -80,14 +50,5 @@ class DDMinimizer { */ static std::size_t factorial(std::size_t n); - static std::string readFileIntoString(const std::string& filePath); - - static std::string permToString(Permutation perm); - - static std::string measurementToString(std::vector code, size_t index, size_t max_nodes, size_t active_nodes, std::chrono::duration time); - static std::string formatSize_t(size_t t); - - static void removeAnsi(std::string filePath); - }; // class DDMinimizer } // namespace qc diff --git a/src/DDMinimizer.cpp b/src/DDMinimizer.cpp index d755b7a3..35816053 100644 --- a/src/DDMinimizer.cpp +++ b/src/DDMinimizer.cpp @@ -5,31 +5,16 @@ #include "QuantumComputation.hpp" #include "operations/OpType.hpp" -#include -#include -#include -#include -#include -#include -#include -#include -#include -#include -#include #include -#include +#include #include +#include #include -#include +#include +#include #include -#include -#include -#include -#include #include - - using namespace qc; using namespace std; @@ -38,1246 +23,17 @@ namespace qc { /*** * Public Methods ***/ - -void DDMinimizer::runOverNight(){ - std::map>, std::chrono::duration>> data = { - /*{"ae_indep_qiskit_2.qasm", {}}, - {"ae_indep_qiskit_3.qasm", {}}, - {"ae_indep_qiskit_4.qasm", {}}, - {"ae_indep_qiskit_5.qasm", {}}, - {"ae_indep_qiskit_6.qasm", {}}, - {"dj_indep_qiskit_2.qasm", {}}, - {"dj_indep_qiskit_3.qasm", {}}, - {"dj_indep_qiskit_4.qasm", {}}, - {"dj_indep_qiskit_5.qasm", {}}, - {"dj_indep_qiskit_6.qasm", {}}, - {"ghz_indep_qiskit_2.qasm", {}}, - {"ghz_indep_qiskit_3.qasm", {}}, - {"ghz_indep_qiskit_4.qasm", {}}, - {"ghz_indep_qiskit_5.qasm", {}}, - {"ghz_indep_qiskit_6.qasm", {}}, - {"graphstate_indep_qiskit_3.qasm", {}}, - {"graphstate_indep_qiskit_4.qasm", {}}, - {"graphstate_indep_qiskit_5.qasm", {}}, - {"graphstate_indep_qiskit_6.qasm", {}}, - {"grover-noancilla_indep_qiskit_2.qasm", {}}, - {"grover-noancilla_indep_qiskit_3.qasm", {}}, - {"grover-noancilla_indep_qiskit_4.qasm", {}}, - {"grover-noancilla_indep_qiskit_5.qasm", {}}, - {"grover-noancilla_indep_qiskit_6.qasm", {}}, - {"grover-v-chain_indep_qiskit_2.qasm", {}}, - {"grover-v-chain_indep_qiskit_3.qasm", {}}, - {"grover-v-chain_indep_qiskit_4.qasm", {}}, - {"grover-v-chain_indep_qiskit_5.qasm", {}}, - {"portfolioqaoa_indep_qiskit_3.qasm", {}}, - {"portfolioqaoa_indep_qiskit_4.qasm", {}}, - {"portfolioqaoa_indep_qiskit_5.qasm", {}}, - {"portfolioqaoa_indep_qiskit_6.qasm", {}}, - {"portfoliovqe_indep_qiskit_3.qasm", {}}, - {"portfoliovqe_indep_qiskit_4.qasm", {}}, - {"portfoliovqe_indep_qiskit_5.qasm", {}}, - {"portfoliovqe_indep_qiskit_6.qasm", {}}, - {"qaoa_indep_qiskit_3.qasm", {}}, - {"qaoa_indep_qiskit_4.qasm", {}}, - {"qaoa_indep_qiskit_5.qasm", {}}, - {"qaoa_indep_qiskit_6.qasm", {}}, - {"qftentangled_indep_qiskit_2.qasm", {}}, - {"qftentangled_indep_qiskit_3.qasm", {}}, - {"qftentangled_indep_qiskit_4.qasm", {}}, - {"qftentangled_indep_qiskit_5.qasm", {}}, - {"qftentangled_indep_qiskit_6.qasm", {}}, - {"qft_indep_qiskit_2.qasm", {}}, - {"qft_indep_qiskit_3.qasm", {}}, - {"qft_indep_qiskit_4.qasm", {}}, - {"qft_indep_qiskit_5.qasm", {}}, - {"qft_indep_qiskit_6.qasm", {}}, - {"qnn_indep_qiskit_2.qasm", {}}, - {"qnn_indep_qiskit_3.qasm", {}}, - {"qnn_indep_qiskit_4.qasm", {}}, - {"qnn_indep_qiskit_5.qasm", {}}, - {"qnn_indep_qiskit_6.qasm", {}}, - {"qpeexact_indep_qiskit_2.qasm", {}}, - {"qpeexact_indep_qiskit_3.qasm", {}}, - {"qpeexact_indep_qiskit_4.qasm", {}}, - {"qpeexact_indep_qiskit_5.qasm", {}}, - {"qpeexact_indep_qiskit_6.qasm", {}}, - {"qpeinexact_indep_qiskit_2.qasm", {}}, - {"qpeinexact_indep_qiskit_3.qasm", {}}, - {"qpeinexact_indep_qiskit_4.qasm", {}}, - {"qpeinexact_indep_qiskit_5.qasm", {}}, - {"qpeinexact_indep_qiskit_6.qasm", {}}, - {"qwalk-noancilla_indep_qiskit_3.qasm", {}}, - {"qwalk-noancilla_indep_qiskit_4.qasm", {}}, - {"qwalk-noancilla_indep_qiskit_5.qasm", {}}, - {"qwalk-noancilla_indep_qiskit_6.qasm", {}}, - {"qwalk-v-chain_indep_qiskit_3.qasm", {}}, - {"qwalk-v-chain_indep_qiskit_5.qasm", {}}, - {"random_indep_qiskit_2.qasm", {}}, - {"random_indep_qiskit_3.qasm", {}}, - {"random_indep_qiskit_4.qasm", {}}, - {"random_indep_qiskit_5.qasm", {}}, - {"random_indep_qiskit_6.qasm", {}}, - {"realamprandom_indep_qiskit_2.qasm", {}}, - {"realamprandom_indep_qiskit_3.qasm", {}}, - {"realamprandom_indep_qiskit_4.qasm", {}}, - {"realamprandom_indep_qiskit_5.qasm", {}}, - {"realamprandom_indep_qiskit_6.qasm", {}}, - {"su2random_indep_qiskit_2.qasm", {}}, - {"su2random_indep_qiskit_3.qasm", {}}, - {"su2random_indep_qiskit_4.qasm", {}}, - {"su2random_indep_qiskit_5.qasm", {}}, - {"su2random_indep_qiskit_6.qasm", {}}, - {"twolocalrandom_indep_qiskit_2.qasm", {}}, - {"twolocalrandom_indep_qiskit_3.qasm", {}}, - {"twolocalrandom_indep_qiskit_4.qasm", {}}, - {"twolocalrandom_indep_qiskit_5.qasm", {}}, - {"twolocalrandom_indep_qiskit_6.qasm", {}}, - {"vqe_indep_qiskit_3.qasm", {}}, - {"vqe_indep_qiskit_4.qasm", {}}, - {"vqe_indep_qiskit_5.qasm", {}}, - {"vqe_indep_qiskit_6.qasm", {}}, - {"wstate_indep_qiskit_2.qasm", {}}, - {"wstate_indep_qiskit_3.qasm", {}}, - {"wstate_indep_qiskit_4.qasm", {}}, - {"wstate_indep_qiskit_5.qasm", {}}, - {"wstate_indep_qiskit_6.qasm", {}},*/ - /*{"aa_0.qasm", {}}, - {"aa_1.qasm", {}}, - {"aa_2.qasm", {}}, - {"aa_3.qasm", {}}, - {"aa_4.qasm", {}}, - {"aa_5.qasm", {}}, - {"aa_6.qasm", {}}, - {"aa_7.qasm", {}}, - {"aa_8.qasm", {}}, - {"aa_9.qasm", {}}, - {"aa_10.qasm", {}}, - {"aa_11.qasm", {}}, - {"aa_12.qasm", {}}, - {"aa_13.qasm", {}}, - {"aa_14.qasm", {}}, - {"aa_15.qasm", {}}, - {"aa_16.qasm", {}}, - {"aa_17.qasm", {}}, - {"aa_18.qasm", {}}, - {"aa_19.qasm", {}},*/ - {"aaa_0.qasm", {}}, - {"aaa_1.qasm", {}}, - {"aaa_2.qasm", {}}, - {"aaa_3.qasm", {}}, - {"aaa_4.qasm", {}}, - {"aaa_5.qasm", {}}, - {"aaa_6.qasm", {}}, - {"aaa_7.qasm", {}}, - {"aaa_8.qasm", {}}, - {"aaa_9.qasm", {}}, - /*{"aaa_10.qasm", {}}, - {"aaa_11.qasm", {}},*/ - }; - - std::string input; - - std::cout << "Let's start! \n"; - - data = DDMinimizer::initializeMap(data); - std::cout << "Initiation done_________________________ \n"; - int run = 0; - do { - std::cout << "Type 'stop' to exit (continues automatically after 5 seconds): "; - std::cout.flush(); // Ensure prompt is displayed immediately - - fd_set set; - struct timeval timeout; - - // Initialize the file descriptor set - FD_ZERO(&set); - FD_SET(STDIN_FILENO, &set); - - // Set timeout to 5.0 seconds - timeout.tv_sec = 5; - timeout.tv_usec = 0; - - // Wait for input to become available or timeout - int rv = select(STDIN_FILENO + 1, &set, NULL, NULL, &timeout); - if (rv == -1) { - perror("select"); // Error occurred in select() - break; - } else if (rv == 0) { - std::cout << "\nNo input. Continuing...\n"; - } else { - std::getline(std::cin, input); - if (input == "stop") { - break; - } - std::cout << "You typed: " << input << std::endl; - } - - std::cout << "Run: " << run << " _______________________________________________________________________________\n"; - data = DDMinimizer::refineMap(data); - run++; - - } while (input != "stop"); - - std::cout << "\n Start final run for measurement! \n"; - DDMinimizer::printResults(data); - std::cout << "You made it! \n"; -} - - -std::map>, std::chrono::duration>> DDMinimizer::initializeMap(std::map>, std::chrono::duration>> data){ - std::string qasmString; - for(const auto& entry : data){ - try { - qasmString = DDMinimizer::readFileIntoString("BenchmarkQuasm/qasm/" +entry.first); - } catch (const std::exception& e) { - std::cout << e.what() << "\n"; - } - - std::cout << "Measure: " + entry.first +" \n"; - std::cout.flush(); - - auto qc = QuantumComputation::fromQASM(qasmString); - qc::Permutation perm = DDMinimizer::createControlBasedPermutation(qc); - qc.initialLayout = perm; - qc::CircuitOptimizer::elidePermutations(qc); - std::chrono::duration resControl = DDMinimizer::measureControl(qc); - - auto qcc = QuantumComputation::fromQASM(qasmString); - std::map> resAll = DDMinimizer::measureAll(qcc); - - data[entry.first] = std::make_pair(resAll, resControl); - } - return data; -} - -std::map>, std::chrono::duration>> DDMinimizer::refineMap(std::map>, std::chrono::duration>> data){ - std::string qasmString; - for(const auto& entry : data){ - try { - qasmString = DDMinimizer::readFileIntoString("BenchmarkQuasm/qasm/" +entry.first); - } catch (const std::exception& e) { - std::cout << e.what() << "\n"; - } - - std::cout << "Measure: " + entry.first +" \n"; - std::cout.flush(); - - auto qc = QuantumComputation::fromQASM(qasmString); - qc::Permutation perm = DDMinimizer::createControlBasedPermutation(qc); - qc.initialLayout = perm; - qc::CircuitOptimizer::elidePermutations(qc); - std::chrono::duration resControl = DDMinimizer::measureControl(qc); - - //std::chrono::duration min_res = std::chrono::duration (resControl + entry.second.second) / 2.0; - - std::chrono::duration min_res = std::min({resControl, entry.second.second}); - - auto qcc = QuantumComputation::fromQASM(qasmString); - std::map> resAll = DDMinimizer::measureAll(qcc); - - data[entry.first] = std::make_pair(DDMinimizer::makeAverage(resAll, entry.second.first), min_res); -} - return data; -} - -std::map> DDMinimizer::makeAverage(std::map> res1, std::map> res2){ - std::map> min_time; - - // Combine keys from both maps - std::map> combined = res1; - combined.insert(res2.begin(), res2.end()); - - for (const auto& pair : combined) { - std::size_t key = pair.first; - auto it1 = res1.find(key); - auto it2 = res2.find(key); - - if (it1 != res1.end() && it2 != res2.end()) { - auto duration1 = it1->second; - auto duration2 = it2->second; - - - //min_time[key] = std::chrono::duration (duration1 + duration2) / 2.0; - - min_time[key] = std::min({duration1, duration2}); - } - } - return min_time; -} - -std::chrono::duration DDMinimizer::measureControl(qc::QuantumComputation& qc){ - auto qc_unique_ptr = std::make_unique(std::move(qc)); - CircuitSimulator ddsim(std::move(qc_unique_ptr), ApproximationInfo(1, 1, ApproximationInfo::FidelityDriven)); - - std::chrono::duration duration_1; - std::chrono::duration duration_2; - std::chrono::duration duration_3; - std::chrono::duration duration_4; - - ddsim.simulate(1); - ddsim.simulate(1); - auto start1_qc = std::chrono::high_resolution_clock::now(); - ddsim.simulate(1); - auto end1_qc = std::chrono::high_resolution_clock::now(); - auto start2_qc = std::chrono::high_resolution_clock::now(); - ddsim.simulate(1); - auto end2_qc = std::chrono::high_resolution_clock::now(); - auto start3_qc = std::chrono::high_resolution_clock::now(); - ddsim.simulate(1); - auto end3_qc = std::chrono::high_resolution_clock::now(); - auto start4_qc = std::chrono::high_resolution_clock::now(); - ddsim.simulate(1); - auto end4_qc = std::chrono::high_resolution_clock::now(); - - duration_1 = std::chrono::duration_cast> (end1_qc - start1_qc); - duration_2 = std::chrono::duration_cast> (end2_qc - start2_qc); - duration_3 = std::chrono::duration_cast> (end3_qc - start3_qc); - duration_4 = std::chrono::duration_cast> (end4_qc - start4_qc); - - //return std::chrono::duration_cast> (duration_1 + duration_2 + duration_3 + duration_4) / 4.0; - - return std::min({duration_1, duration_2, duration_3, duration_4}); -} - - -std::map> DDMinimizer::measureAll(qc::QuantumComputation& qc){ - std::map> res; - std::size_t bits = qc.getNqubits(); - std::size_t permutation_count = DDMinimizer::factorial(bits); - std::vector permutations = DDMinimizer::createAllPermutations(qc); - - std::chrono::duration duration_1; - std::chrono::duration duration_2; - std::chrono::duration duration_3; - std::chrono::duration duration_4; - - /* Simulate the circuit using each permutation - */ - for (size_t i = 0; i < permutation_count; i++) { - QuantumComputation qcc = qc; - qcc.initialLayout = permutations[i]; - qc::CircuitOptimizer::elidePermutations(qcc); - auto qc_unique_ptr = std::make_unique(std::move(qcc)); - CircuitSimulator ddsim(std::move(qc_unique_ptr), ApproximationInfo(1, 1, ApproximationInfo::FidelityDriven)); - - ddsim.simulate(1); - ddsim.simulate(1); - auto start1_qc = std::chrono::high_resolution_clock::now(); - ddsim.simulate(1); - auto end1_qc = std::chrono::high_resolution_clock::now(); - auto start2_qc = std::chrono::high_resolution_clock::now(); - ddsim.simulate(1); - auto end2_qc = std::chrono::high_resolution_clock::now(); - auto start3_qc = std::chrono::high_resolution_clock::now(); - ddsim.simulate(1); - auto end3_qc = std::chrono::high_resolution_clock::now(); - auto start4_qc = std::chrono::high_resolution_clock::now(); - ddsim.simulate(1); - auto end4_qc = std::chrono::high_resolution_clock::now(); - - duration_1 = std::chrono::duration_cast> (end1_qc - start1_qc); - duration_2 = std::chrono::duration_cast> (end2_qc - start2_qc); - duration_3 = std::chrono::duration_cast> (end3_qc - start3_qc); - duration_4 = std::chrono::duration_cast> (end4_qc - start4_qc); - - //res[i] = std::chrono::duration_cast> (duration_1 + duration_2 + duration_3 + duration_4) / 4.0; - - res[i] = std::min({duration_1, duration_2, duration_3, duration_4}); - - } - return res; -} - -void DDMinimizer::printResults(std::map>, std::chrono::duration>> data){ - std::map> fileNames = { - /*{"ae_indep_qiskit_", {2, 6}}, - {"dj_indep_qiskit_", {2, 6}}, - {"ghz_indep_qiskit_", {2, 6}}, - {"graphstate_indep_qiskit_", {3, 5}}, - {"grover-noancilla_indep_qiskit_", {2, 6}}, - {"grover-v-chain_indep_qiskit_", {2, 6}}, - {"portfolioqaoa_indep_qiskit_", {3, 6}}, - {"portfoliovqe_indep_qiskit_", {3, 6}}, - {"qaoa_indep_qiskit_", {3, 6}}, - {"qftentangled_indep_qiskit_", {2, 6}}, - {"qft_indep_qiskit_", {2, 6}}, - {"qnn_indep_qiskit_", {2, 6}}, - {"qpeexact_indep_qiskit_", {2, 6}}, - {"qpeinexact_indep_qiskit_", {2, 6}}, - {"qwalk-noancilla_indep_qiskit_", {3, 6}}, - {"qwalk-v-chain_indep_qiskit_", {3, 6}}, - {"random_indep_qiskit_", {2, 6}}, - {"realamprandom_indep_qiskit_", {2, 6}}, - {"su2random_indep_qiskit_", {2, 6}}, - {"twolocalrandom_indep_qiskit_", {2, 6}}, - {"vqe_indep_qiskit_", {3, 6}}, - {"wstate_indep_qiskit_", {5, 6}}*/ - //{"aa_", {0,19}}, - {"aaa_", {0, 9}}, - }; - - std::string qasmString; - - - for(const auto& entry : fileNames){ - std::string file = entry.first; - std::string fname_control = "BenchmarkQuasm/results/" + file+ "controls.txt"; - int from = entry.second.first; - int to = entry.second.second; - - std::ofstream out_control(fname_control); - for(int k = from; k <= to; k++){ - if(file.compare("random_indep_qiskit_") == 0 && k == 6){ - continue; - } - try { - std::string fn = "BenchmarkQuasm/qasm/" + file + std::to_string(k) + ".qasm"; - qasmString = DDMinimizer::readFileIntoString(fn); - } catch (const std::exception& e) { - std::cout << e.what() << "\n"; - } - out_control << "Start Simulation of " + file + std::to_string(k) + "__________________________________________________\n"; - auto qc = QuantumComputation::fromQASM(qasmString); - auto qcc = QuantumComputation::fromQASM(qasmString); - out_control << qc; - qc::Permutation perm = DDMinimizer::createControlBasedPermutation(qc); - qcc.initialLayout = perm; - qc::CircuitOptimizer::elidePermutations(qcc); - DDMinimizer::finalControl(file + std::to_string(k) + ".qasm", out_control, qc, qcc, perm, data); - } - out_control.close(); - DDMinimizer::removeAnsi(fname_control); - - std::string fname_all = "BenchmarkQuasm/results/" + file+ "all.txt"; - std::cout << "Start measuring all permutations for " + fname_all + "\n"; - std::cout.flush(); - std::ofstream out_all(fname_all); - for(int k = from; k <= to; k++){ - if(file.compare("random_indep_qiskit_") == 0 && k == 6){ - continue; - } - try { - std::string fn = "BenchmarkQuasm/qasm/" + file + std::to_string(k) + ".qasm"; - qasmString = DDMinimizer::readFileIntoString(fn); - } catch (const std::exception& e) { - std::cout << e.what() << "\n"; - } - out_all << "Start Simulation of " + file + std::to_string(k) + "__________________________________________________\n"; - auto qcc = QuantumComputation::fromQASM(qasmString); - out_all << qcc; - DDMinimizer::finalAll(file + std::to_string(k) + ".qasm", out_all, qcc, data, k); - } - out_all.close(); - DDMinimizer::removeAnsi(fname_all); - } -} - -void DDMinimizer::finalControl(std::string name, std::ofstream& out, qc::QuantumComputation& qc, qc::QuantumComputation& qcc, qc::Permutation perm, std::map>, std::chrono::duration>> data){ - out << left << setfill(' ') << setw(30) << "Computed Permutation: " << right << setfill('.') << setw(30) <(std::move(qcc)); - CircuitSimulator ddsim_qcc(std::move(qcc_unique_ptr), ApproximationInfo(1, 1, ApproximationInfo::FidelityDriven)); - auto qc_unique_ptr = std::make_unique(std::move(qc)); - CircuitSimulator ddsim_qc(std::move(qc_unique_ptr), ApproximationInfo(1, 1, ApproximationInfo::FidelityDriven)); - - std::size_t size_max_qc = 0; - std::size_t size_max_qcc = 0; - std::size_t size_qc = 0; - std::size_t size_qcc = 0; - std::chrono::duration duration_qc = std::chrono::duration::zero(); - std::chrono::duration duration_qcc = std::chrono::duration::zero(); - - ddsim_qc.simulate(1); - ddsim_qcc.simulate(1); - - size_max_qc = ddsim_qc.getMaxNodeCount(); - size_qc = ddsim_qc.getActiveNodeCount(); - size_max_qcc = ddsim_qcc.getMaxNodeCount(); - size_qcc = ddsim_qcc.getActiveNodeCount(); - - if (data.find(name) != data.end()) { - // Access the entire value pair - auto& value_pair = data[name]; - auto& nested_map = value_pair.first; - - if (nested_map.find(0) != nested_map.end()) { - - duration_qc = nested_map[0]; - } - else { - std::cout << "Key not found in nested map\n"; - } - - // Access the std::chrono::duration - duration_qcc = value_pair.second; - } - else { - std::cout << "Key not fstopound in map\n"; - } - - out << std::left << std::setfill(' ') << std::setw(30) << "Identity Duration: " << std::scientific << std::setprecision(4) << duration_qc.count() << "s" << std::right << std::setfill('.') << std::setw(30) << "\n"; - out << std::left << std::setfill(' ') << std::setw(30) << "Permuted Duration: " << std::scientific << std::setprecision(4) << duration_qcc.count() << "s" << std::right << std::setfill('.') << std::setw(30) << "\n"; - out << std::left << std::setfill(' ') << std::setw(30) << "Identity active_nodes: " << DDMinimizer::formatSize_t(size_qc) << std::right << std::setfill('.') << std::setw(39) << "\n"; - out << std::left << std::setfill(' ') << std::setw(30) << "Permuted active_nodes: " << DDMinimizer::formatSize_t(size_qcc) << std::right << std::setfill('.') << std::setw(39) << "\n"; - out << std::left << std::setfill(' ') << std::setw(30) << "Identity max_nodes: " << DDMinimizer::formatSize_t(size_max_qc) << std::right << std::setfill('.') << std::setw(39) << "\n"; - out << std::left << std::setfill(' ') << std::setw(30) << "Permuted max_nodes: " << DDMinimizer::formatSize_t(size_max_qcc) << std::right << std::setfill('.') << std::setw(39) << "\n"; - out << "________________________________________________________________________________________________\n\n"; - -} - -void DDMinimizer::finalAll(std::string name, std::ofstream& out, qc::QuantumComputation& qc, std::map>, std::chrono::duration>> data, int qubits){ - std::size_t bits = qc.getNqubits(); - std::size_t permutation_count = DDMinimizer::factorial(bits); - std::vector permutations = DDMinimizer::createAllPermutations(qc); - - std::size_t min_active_nodes = std::numeric_limits::max(); - std::size_t max_active_nodes = 0; - std::size_t min_active_nodes_pos = 0; - std::size_t max_active_nodes_pos = 0; - std::size_t current_active_nodes = 0; - - std::size_t min_max_nodes = std::numeric_limits::max(); - std::size_t max_max_nodes = 0; - std::size_t min_max_nodes_pos = 0; - std::size_t max_max_nodes_pos = 0; - std::size_t current_max_nodes = 0; - - std::chrono::duration min_time(std::numeric_limits::max()); - std::chrono::duration max_time(std::numeric_limits::lowest()); - std::size_t min_time_pos = 0; - std::size_t max_time_pos = 0; - std::chrono::duration duration; - - std::map>>> perm_by_active_nodes; - std::map>>> perm_by_max_nodes; - std::map, std::vector>> perm_by_time; - std::map permutationToGraphViz; - - /* Simulate the circuit using each permutation - */ - for (size_t i = 0; i < permutation_count; i++) { - //Create copy of the Quantum Computation, set the initial layout as the current permutation, apply the permutation to the qubits, - //create the simulator and with that the decision diagram - QuantumComputation qcc = qc; - qcc.initialLayout = permutations[i]; - qc::CircuitOptimizer::elidePermutations(qcc); - auto qc_unique_ptr = std::make_unique(std::move(qcc)); - CircuitSimulator ddsim(std::move(qc_unique_ptr), ApproximationInfo(1, 1, ApproximationInfo::FidelityDriven)); - - /*std::clock_t start = std::clock(); - ddsim.simulate(1); - std::clock_t end = std::clock(); - double cpu_time_used = static_cast(end - start) / CLOCKS_PER_SEC;*/ - - //Save the time before and after the simulation and run the simulation once - ddsim.simulate(1); - - if (data.find(name) != data.end()) { - // Access the entire value pair - auto& value_pair = data[name]; - auto& nested_map = value_pair.first; - - if (nested_map.find(i) != nested_map.end()) { - duration = nested_map[i]; - } - else { - std::cout << "Key: " + std::to_string(i) + " not found in nested map\n"; - std::cout << "Available keys in the map:" << std::endl; - for (const auto& pair : data) { - std::cout << "'" << pair.first << "'" << std::endl; - } - } - } - else { - std::cout << "Key not found in map\n"; - } - - if (duration < min_time) { - min_time = duration; - min_time_pos = i; - } - if (duration > max_time) { - max_time = duration; - max_time_pos = i; - } - current_active_nodes = ddsim.getActiveNodeCount(); - if (current_active_nodes < min_active_nodes) { - min_active_nodes = current_active_nodes; - min_active_nodes_pos = i; - } - if (current_active_nodes > max_active_nodes) { - max_active_nodes= current_active_nodes; - max_active_nodes_pos = i; - } - current_max_nodes = ddsim.getMaxNodeCount(); - if (current_max_nodes < min_max_nodes) { - min_max_nodes = current_max_nodes; - min_max_nodes_pos = i; - } - if (current_max_nodes > max_max_nodes) { - max_max_nodes= current_max_nodes; - max_max_nodes_pos = i; - } - - //save the permutations with the corresponding measurements in the maps - //save one by active nodes, one by max nodes and one by time - perm_by_active_nodes[current_active_nodes].emplace_back(i, current_max_nodes, duration); - perm_by_max_nodes[current_max_nodes].emplace_back(i, current_active_nodes, duration); - perm_by_time[duration].emplace_back(i, current_active_nodes, current_max_nodes); - - //generate graphviz string and save it to access it later - std::string graphvizString = ddsim.exportDDtoGraphvizString(true, true, true, true, true); - permutationToGraphViz[i] = graphvizString; - } - - //sort the vector in the maps by the not grouped by nodes count and then by time within the group - for (auto& entry : perm_by_active_nodes) { - std::sort(entry.second.begin(), entry.second.end(), - [](const std::tuple>& a, const std::tuple>& b) { - // First compare by max_nodes - if (std::get<1>(a) != std::get<1>(b)) return std::get<1>(a) < std::get<1>(b); - // If max_nodes are equal, then compare by execution time - return std::get<2>(a) < std::get<2>(b); - }); - } - for (auto& entry : perm_by_max_nodes) { - std::sort(entry.second.begin(), entry.second.end(), - [](const std::tuple>& a, const std::tuple>& b) { - // First compare by max_nodes - if (std::get<1>(a) != std::get<1>(b)) return std::get<1>(a) < std::get<1>(b); - // If max_nodes are equal, then compare by execution time - return std::get<2>(a) < std::get<2>(b); - }); - } - - //Print statistics of min and max time, active nodes and max nodes with the corresponding permutation - out << left << setfill(' ') << setw(20) << "Total Permutations: " << permutation_count << "\n"; - out << left << setfill(' ') << setw(20) << "Min time: " << std::scientific << std::setprecision(4) << min_time.count() << "s" << right << setfill('.') << setw(30) << " Permutation " << DDMinimizer::formatSize_t(min_time_pos) << ": "<< DDMinimizer::permToString(permutations[min_time_pos]) << "\n"; - out << left << setfill(' ') << setw(20) << "Max time: " << std::scientific << std::setprecision(4) << max_time.count() << "s" << right << setfill('.') << setw(30) << " Permutation " << DDMinimizer::formatSize_t(max_time_pos) << ": "<< DDMinimizer::permToString(permutations[max_time_pos]) << "\n"; - out << left << setfill(' ') << setw(20) << "Min active nodes: "<< DDMinimizer::formatSize_t(min_active_nodes) << " nodes" << right << setfill('.') << setw(33) << " Permutation " << DDMinimizer::formatSize_t(min_active_nodes_pos) << ": "<< DDMinimizer::permToString(permutations[min_active_nodes_pos]) << "\n"; - out << left << setfill(' ') << setw(20) << "Min max nodes: "<< DDMinimizer::formatSize_t(min_max_nodes) << " nodes" << right << setfill('.') << setw(33) << " Permutation " << DDMinimizer::formatSize_t(min_max_nodes_pos) << ": "<< DDMinimizer::permToString(permutations[min_max_nodes_pos]) << "\n"; - out << left << setfill(' ') << setw(20) << "Max active nodes: "<< DDMinimizer::formatSize_t(max_active_nodes) << " nodes" << right << setfill('.') << setw(33) << " Permutation " << DDMinimizer::formatSize_t(max_active_nodes_pos) << ": "<< DDMinimizer::permToString(permutations[max_active_nodes_pos]) << "\n"; - out << left << setfill(' ') << setw(20) << "Max max nodes: "<< DDMinimizer::formatSize_t(max_max_nodes) << " nodes" << right << setfill('.') << setw(33) << " Permutation " << DDMinimizer::formatSize_t(max_max_nodes_pos) << ": "<< DDMinimizer::permToString(permutations[max_max_nodes_pos]) << "\n"; - out << "________________________________________________________________________________________________\n\n"; - - - //write the graphvizStrings of the permutation with minimal and maximal active nodes into files - std::string graphvizString = permutationToGraphViz[min_active_nodes_pos]; - std::string fnameMin = "BenchmarkQuasm/dot/" + name + "min_active" + std::to_string(qubits) + ".dot"; - std::ofstream out1(fnameMin); - out1 << graphvizString; - out1.close(); - - std::string graphvizString2 = permutationToGraphViz[max_active_nodes_pos]; - std::string fnameMax = "BenchmarkQuasm/dot/" + name + "max_active" + std::to_string(qubits) + ".dot"; - std::ofstream out2(fnameMax); - out2 << graphvizString2; - out2.close(); - - std::string graphvizString3 = permutationToGraphViz[min_max_nodes_pos]; - std::string fnameMinMax = "BenchmarkQuasm/dot/" + name + "min_max" + std::to_string(qubits) + ".dot"; - std::ofstream out3(fnameMinMax); - out3 << graphvizString3; - out3.close(); - - std::string graphvizString4 = permutationToGraphViz[max_max_nodes_pos]; - std::string fnameMaxMax = "BenchmarkQuasm/dot/" + name + "max_max" + std::to_string(qubits) + ".dot"; - std::ofstream out4(fnameMaxMax); - out4 << graphvizString4; - out4.close(); - - std::string graphvizString5 = permutationToGraphViz[min_time_pos]; - std::string fnameMinTime = "BenchmarkQuasm/dot/" + name + "min_time" + std::to_string(qubits) + ".dot"; - std::ofstream out5(fnameMinTime); - out5 << graphvizString5; - out5.close(); - - std::string graphvizString6 = permutationToGraphViz[max_time_pos]; - std::string fnameMaxTime = "BenchmarkQuasm/dot/" + name + "max_time" + std::to_string(qubits) + ".dot"; - std::ofstream out6(fnameMaxTime); - out6 << graphvizString6; - out6.close(); - - size_t index; - size_t max_nodes = 0; - size_t active_nodes = 0; - std::chrono::duration time; - std::chrono::duration sum_time(0); - - - for (const auto& entry : perm_by_active_nodes) { - //save the vecotr of all permutation indices (also simulation time and max_nodes) with the same active_nodes count - auto& vec = entry.second; - out << vec.size() << " permutations have " << entry.first << " active nodes.\n"; - //iterate over all the permutations that have the same active_nodes/ are in the vector and print the max_nodes, simulation time and the permutation itself - /*for (const auto& permutation : vec) { - index = std::get<0>(permutation); - max_nodes= std::get<1>(permutation); - time = std::get<2>(permutation); - sum_time += time; - out << DDMinimizer::measurementToString({true,false,true}, index, max_nodes, active_nodes, time); - out << DDMinimizer::permToString(permutations[index]) <<"\n"; - } - out << "\n...........................\n";*/ - out << "Average time: " << std::scientific << std::setprecision(4) << (sum_time / vec.size()).count() << "s\n\n"; - sum_time = std::chrono::duration(0); - } - - out << "________________________________________________________________________________________________\n\n"; - for (const auto& entry : perm_by_max_nodes) { - //save the vecotr of all permutation indices (also simulation time and active_nodes) with the same max_nodes count - const auto& vec = entry.second; - out << vec.size() << " permutations have " << entry.first << " max nodes.\n"; - //iterate over all the permutations that have the same max_nodes/ are in the vector and print the active_nodes, simulation time and the permutation itself - /*for (const auto& permutation : vec) { - index = std::get<0>(permutation); - active_nodes = std::get<1>(permutation); - time = std::get<2>(permutation); - sum_time += time; - out << DDMinimizer::measurementToString({false,true,true}, index, max_nodes, active_nodes, time );; - out << DDMinimizer::permToString(permutations[index]) <<"\n"; - } - out << "\n...........................\n";*/ - out << "Average time: " << std::scientific << std::setprecision(4) << (sum_time / vec.size()).count() << "s\n\n"; - sum_time = std::chrono::duration(0); - } - int max = 20; - out << "________________________________________________________________________________________________\n\n"; - for (const auto& entry : perm_by_time) { - time = entry.first; - const auto& perm = entry.second; - //Each time should only have one entry. I think - for (const auto& permutation : perm) { - if(max <= 0) { - break; - } - max --; - out << "execution time of: " << std::scientific << std::setprecision(4) << time.count() << "s: "; - index = std::get<0>(permutation); - active_nodes = std::get<1>(permutation); - max_nodes = std::get<2>(permutation); - out << DDMinimizer::measurementToString({true, true, false}, index, max_nodes, active_nodes, time); - out << DDMinimizer::permToString(permutations[index]) << "\n"; - } - } - out << "________________________________________________________________________________________________\n\n"; -} - - - - - - - - - - - - - - - - - - - - - - - - - void optimizeInputPermutation(qc::QuantumComputation qc){ - qc::Permutation perm = DDMinimizer::createControlBasedPermutation(qc); + qc::Permutation perm = DDMinimizer::createGateBasedPermutation(qc); qc.initialLayout = perm; qc::CircuitOptimizer::elidePermutations(qc); } -void DDMinimizer::parseOptions(bool gateBased, bool controlBased, bool allPermutations, std::string file, int qubits){ - std::map> fileNames = { - {"aa_", {0, 19}}, - {"aaa_", {0, 11}}, - {"ae_indep_qiskit_", {2, 7}}, - {"dj_indep_qiskit_", {2, 7}}, - {"ghz_indep_qiskit_", {2, 10}}, - {"graphstate_indep_qiskit_", {3, 7}}, - {"grover_", {5, 5}}, - {"grover-noancilla_indep_qiskit_", {2, 7}}, - {"grover-v-chain_indep_qiskit_", {2, 7}}, - {"portfolioqaoa_indep_qiskit_", {3, 7}}, - {"portfoliovqe_indep_qiskit_", {3, 7}}, - {"qaoa_indep_qiskit_", {3, 10}}, - {"qftentangled_indep_qiskit_", {2, 7}}, - {"qft_indep_qiskit_", {2, 10}}, - {"qnn_indep_qiskit_", {2, 7}}, - {"qpeexact_indep_qiskit_", {2, 10}}, - {"qpeinexact_indep_qiskit_", {2, 7}}, - {"qwalk-noancilla_indep_qiskit_", {3, 7}}, - {"qwalk-v-chain_indep_qiskit_", {3, 7}}, - {"random_indep_qiskit_", {2, 7}}, - {"realamprandom_indep_qiskit_", {2, 7}}, - {"su2random_indep_qiskit_", {2, 7}}, - {"twolocalrandom_indep_qiskit_", {2, 7}}, - {"vqe_indep_qiskit_", {3, 10}}, - {"wstate_indep_qiskit_", {2, 7}} - }; - - if(file.compare(" ") != 0){ - std::cout << "file: " + file + "\n"; - auto it = fileNames.find(file); - if (it != fileNames.end()) { - std::pair minMaxQubits = it->second; - if(qubits != 0){ - if(qubits < minMaxQubits.first || qubits > minMaxQubits.second) { - std::cout << std::to_string(qubits) + " not valid for " + file + ". Please check list for available versions again.\n"; - } - else{ - DDMinimizer::runInputCompariston(qubits, qubits, gateBased, controlBased, allPermutations, file); - } - } - else{ - DDMinimizer::runInputCompariston(minMaxQubits.first, minMaxQubits.second, gateBased, controlBased, allPermutations, file); - } - } - else { - std::cout << file + " not found. Please check list of available circuits again. \n"; - return; - } - } - else{ - //run all simulations - for(const auto& entry : fileNames){ - DDMinimizer::runInputCompariston(entry.second.first, entry.second.second, gateBased, controlBased, allPermutations, entry.first); - } - } -} - -void DDMinimizer::runInputCompariston(int from, int to, bool gateBased, bool controlBased, bool allPermutations, std::string file){ - std::string qasmString; - - if(gateBased){ - std::string fname_gate = "BenchmarkQuasm/results/" + file+ "gates.txt"; - std::cout << "Start measuring of gate based permutations for " + fname_gate + "\n"; - std::cout.flush(); - std::ofstream out_gate(fname_gate); - for(int k = from; k <= to; k++){ - if(file.compare("random_indep_qiskit_") == 0 && k == 6){ - continue; - } - try { - std::string fn = "BenchmarkQuasm/qasm/" + file + std::to_string(k) + ".qasm"; - qasmString = DDMinimizer::readFileIntoString(fn); - } catch (const std::exception& e) { - std::cout << e.what() << "\n"; - } - - out_gate << "Start Simulation of " + file + std::to_string(k) + "__________________________________________________\n"; - auto qc = QuantumComputation::fromQASM(qasmString); - auto qcc = QuantumComputation::fromQASM(qasmString); - out_gate << qc; - qc::Permutation perm = DDMinimizer::createGateBasedPermutation(qc); - qcc.initialLayout = perm; - qc::CircuitOptimizer::elidePermutations(qcc); - DDMinimizer::runLayoutComparison(out_gate, qc, qcc, perm, file, k); - } - out_gate.close(); - DDMinimizer::removeAnsi(fname_gate); - } - - - if(controlBased){ - std::string fname_control = "BenchmarkQuasm/results/" + file+ "controls.txt"; - std::cout << "Start measuring of cotrol based permutations for " + fname_control + "\n"; - std::cout.flush(); - std::ofstream out_control(fname_control); - for(int k = from; k <= to; k++){ - if(file.compare("random_indep_qiskit_") == 0 && k == 6){ - continue; - } - try { - std::string fn = "BenchmarkQuasm/qasm/" + file + std::to_string(k) + ".qasm"; - qasmString = DDMinimizer::readFileIntoString(fn); - } catch (const std::exception& e) { - std::cout << e.what() << "\n"; - } - out_control << "Start Simulation of " + file + std::to_string(k) + "__________________________________________________\n"; - auto qc = QuantumComputation::fromQASM(qasmString); - auto qcc = QuantumComputation::fromQASM(qasmString); - out_control << qc; - qc::Permutation perm = DDMinimizer::createControlBasedPermutation(qc); - qcc.initialLayout = perm; - qc::CircuitOptimizer::elidePermutations(qcc); - DDMinimizer::runLayoutComparison(out_control, qc, qcc, perm, file, k); - } - out_control.close(); - DDMinimizer::removeAnsi(fname_control); - } - - if(allPermutations){ - std::string fname_all = "BenchmarkQuasm/results/" + file+ "all.txt"; - std::cout << "Start measuring all permutations for " + fname_all + "\n"; - std::cout.flush(); - std::ofstream out_all(fname_all); - for(int k = from; k <= to && k <= 6; k++){ - if(file.compare("random_indep_qiskit_") == 0 && k == 6){ - continue; - } - try { - std::string fn = "BenchmarkQuasm/qasm/" + file + std::to_string(k) + ".qasm"; - qasmString = DDMinimizer::readFileIntoString(fn); - } catch (const std::exception& e) { - std::cout << e.what() << "\n"; - } - out_all << "Start Simulation of " + file + std::to_string(k) + "__________________________________________________\n"; - auto qc = QuantumComputation::fromQASM(qasmString); - out_all << qc; - DDMinimizer::runAllComparisons(out_all, qc, file, k); - } - out_all.close(); - DDMinimizer::removeAnsi(fname_all); - } -} - -void DDMinimizer::runLayoutComparison(std::ofstream& out, qc::QuantumComputation& qc, qc::QuantumComputation& qcc, qc::Permutation perm, std::string file, int qubits){ - out << left << setfill(' ') << setw(30) << "Computed Permutation: " << right << setfill('.') << setw(30) <(std::move(qcc)); - CircuitSimulator ddsim_qcc(std::move(qcc_unique_ptr), ApproximationInfo(1, 1, ApproximationInfo::FidelityDriven)); - auto qc_unique_ptr = std::make_unique(std::move(qc)); - CircuitSimulator ddsim_qc(std::move(qc_unique_ptr), ApproximationInfo(1, 1, ApproximationInfo::FidelityDriven)); - - - std::chrono::duration duration_qc; - std::chrono::duration duration_qcc; - std::size_t size_max_qc = 0; - std::size_t size_max_qcc = 0; - std::size_t size_qc = 0; - std::size_t size_qcc = 0; - - - ddsim_qc.simulate(1); - ddsim_qc.simulate(1); - auto start3_qc = std::chrono::high_resolution_clock::now(); - ddsim_qc.simulate(1); - auto end3_qc = std::chrono::high_resolution_clock::now(); - auto start4_qc = std::chrono::high_resolution_clock::now(); - ddsim_qc.simulate(1); - auto end4_qc = std::chrono::high_resolution_clock::now(); - auto start5_qc = std::chrono::high_resolution_clock::now(); - ddsim_qc.simulate(1); - auto end5_qc = std::chrono::high_resolution_clock::now(); - auto start6_qc = std::chrono::high_resolution_clock::now(); - ddsim_qc.simulate(1); - auto end6_qc = std::chrono::high_resolution_clock::now(); - - ddsim_qcc.simulate(1); - ddsim_qcc.simulate(1); - auto start3_qcc = std::chrono::high_resolution_clock::now(); - ddsim_qcc.simulate(1); - auto end3_qcc = std::chrono::high_resolution_clock::now(); - auto start4_qcc = std::chrono::high_resolution_clock::now(); - ddsim_qcc.simulate(1); - auto end4_qcc = std::chrono::high_resolution_clock::now(); - auto start5_qcc = std::chrono::high_resolution_clock::now(); - ddsim_qcc.simulate(1); - auto end5_qcc = std::chrono::high_resolution_clock::now(); - auto start6_qcc = std::chrono::high_resolution_clock::now(); - ddsim_qcc.simulate(1); - auto end6_qcc = std::chrono::high_resolution_clock::now(); - - - - duration_qc = (end3_qc - start3_qc + end4_qc - start4_qc + end5_qc - start5_qc + end6_qc - start6_qc) / 4.0; - size_max_qc = ddsim_qc.getMaxNodeCount(); - size_qc = ddsim_qc.getActiveNodeCount(); - - duration_qcc = (end3_qcc - start3_qcc + end4_qcc - start4_qcc + end5_qcc - start5_qcc + end6_qcc - start6_qcc) / 4.0; - size_max_qcc = ddsim_qcc.getMaxNodeCount(); - size_qcc = ddsim_qcc.getActiveNodeCount(); - - std::string graphvizString_qc = ddsim_qc.exportDDtoGraphvizString(true, true, true, true, true); - std::string graphvizString_qcc = ddsim_qcc.exportDDtoGraphvizString(true, true, true, true, true); - - std::string fname_qc = "BenchmarkQuasm/dot_computed/" + file + std::to_string(qubits) + ".dot"; - std::ofstream out_qc(fname_qc); - out_qc << graphvizString_qc; - out_qc.close(); - std::string fname_qcc = "BenchmarkQuasm/dot_computed/" + file + std::to_string(qubits) + ".dot"; - std::ofstream out_qcc(fname_qcc); - out_qcc << graphvizString_qcc; - out_qcc.close(); - - out << std::left << std::setfill(' ') << std::setw(30) << "Identity Duration: " << std::scientific << std::setprecision(4) << duration_qc.count() << "s" << std::right << std::setfill('.') << std::setw(30) << "\n"; - out << std::left << std::setfill(' ') << std::setw(30) << "Permuted Duration: " << std::scientific << std::setprecision(4) << duration_qcc.count() << "s" << std::right << std::setfill('.') << std::setw(30) << "\n"; - out << std::left << std::setfill(' ') << std::setw(30) << "Identity active_nodes: " << DDMinimizer::formatSize_t(size_qc) << std::right << std::setfill('.') << std::setw(39) << "\n"; - out << std::left << std::setfill(' ') << std::setw(30) << "Permuted active_nodes: " << DDMinimizer::formatSize_t(size_qcc) << std::right << std::setfill('.') << std::setw(39) << "\n"; - out << std::left << std::setfill(' ') << std::setw(30) << "Identity max_nodes: " << DDMinimizer::formatSize_t(size_max_qc) << std::right << std::setfill('.') << std::setw(39) << "\n"; - out << std::left << std::setfill(' ') << std::setw(30) << "Permuted max_nodes: " << DDMinimizer::formatSize_t(size_max_qcc) << std::right << std::setfill('.') << std::setw(39) << "\n"; - out << "________________________________________________________________________________________________\n\n"; -} - - -void DDMinimizer::runAllComparisons(std::ofstream& out, qc::QuantumComputation& qc, std::string file, int qubits){ - std::size_t bits = qc.getNqubits(); - std::size_t permutation_count = DDMinimizer::factorial(bits); - std::vector permutations = DDMinimizer::createAllPermutations(qc); - - /*prepare all variables for simulation and benchmarking: - - measurements for the size of the decision diagram: - -min and max, as well as the coresponding index/position of the permutation in the permutatin vector for the active and max nodes - - measurement for the simulation: - -min and max duration of the simulation , as well as the coresponding index/position of the permutation in the permutatin vector - - maps to collect all measurements for one permutation and sort them later by active nodes and max nodes for analysis - -perm_by_active_nodes:active noes -> (index, max nodes, time) - -perm_by_max_nodes: max nodes -> (index, active nodes, time) - -perm_by_time: time -> (index, active nodes, max nodes) - - map to collect all the GraphViz strings of the decision diagramm of the permutation after simulation (end state) - -permutationToGraphViz: index in permutation vector -> GraphvizString - */ - std::size_t min_active_nodes = std::numeric_limits::max(); - std::size_t max_active_nodes = 0; - std::size_t min_active_nodes_pos = 0; - std::size_t max_active_nodes_pos = 0; - std::size_t current_active_nodes = 0; - - std::size_t min_max_nodes = std::numeric_limits::max(); - std::size_t max_max_nodes = 0; - std::size_t min_max_nodes_pos = 0; - std::size_t max_max_nodes_pos = 0; - std::size_t current_max_nodes = 0; - - std::chrono::duration min_time(std::numeric_limits::max()); - std::chrono::duration max_time(std::numeric_limits::lowest()); - std::size_t min_time_pos = 0; - std::size_t max_time_pos = 0; - std::chrono::duration duration; - - std::map>>> perm_by_active_nodes; - std::map>>> perm_by_max_nodes; - std::map, std::vector>> perm_by_time; - std::map permutationToGraphViz; - - /* Simulate the circuit using each permutation - */ - for (size_t i = 0; i < permutation_count; i++) { - //Create copy of the Quantum Computation, set the initial layout as the current permutation, apply the permutation to the qubits, - //create the simulator and with that the decision diagram - QuantumComputation qcc = qc; - qcc.initialLayout = permutations[i]; - qc::CircuitOptimizer::elidePermutations(qcc); - auto qc_unique_ptr = std::make_unique(std::move(qcc)); - CircuitSimulator ddsim(std::move(qc_unique_ptr), ApproximationInfo(1, 1, ApproximationInfo::FidelityDriven)); - - /*std::clock_t start = std::clock(); - ddsim.simulate(1); - std::clock_t end = std::clock(); - double cpu_time_used = static_cast(end - start) / CLOCKS_PER_SEC;*/ - - //Save the time before and after the simulation and run the simulation once - ddsim.simulate(1); - ddsim.simulate(1); - auto start3_qc = std::chrono::high_resolution_clock::now(); - ddsim.simulate(1); - auto end3_qc = std::chrono::high_resolution_clock::now(); - auto start4_qc = std::chrono::high_resolution_clock::now(); - ddsim.simulate(1); - auto end4_qc = std::chrono::high_resolution_clock::now(); - auto start5_qc = std::chrono::high_resolution_clock::now(); - ddsim.simulate(1); - auto end5_qc = std::chrono::high_resolution_clock::now(); - auto start6_qc = std::chrono::high_resolution_clock::now(); - ddsim.simulate(1); - auto end6_qc = std::chrono::high_resolution_clock::now(); - - //collect measruements as in execution time, active nodes, max nodes - //set min and max values and save positions - duration = (end3_qc - start3_qc + end4_qc - start4_qc + end5_qc - start5_qc + end6_qc - start6_qc) / 4.0; - if (duration < min_time) { - min_time = duration; - min_time_pos = i; - } - if (duration > max_time) { - max_time = duration; - max_time_pos = i; - } - current_active_nodes = ddsim.getActiveNodeCount(); - if (current_active_nodes < min_active_nodes) { - min_active_nodes = current_active_nodes; - min_active_nodes_pos = i; - } - if (current_active_nodes > max_active_nodes) { - max_active_nodes= current_active_nodes; - max_active_nodes_pos = i; - } - current_max_nodes = ddsim.getMaxNodeCount(); - if (current_max_nodes < min_max_nodes) { - min_max_nodes = current_max_nodes; - min_max_nodes_pos = i; - } - if (current_max_nodes > max_max_nodes) { - max_max_nodes= current_max_nodes; - max_max_nodes_pos = i; - } - - //save the permutations with the corresponding measurements in the maps - //save one by active nodes, one by max nodes and one by time - perm_by_active_nodes[current_active_nodes].emplace_back(i, current_max_nodes, duration); - perm_by_max_nodes[current_max_nodes].emplace_back(i, current_active_nodes, duration); - perm_by_time[duration].emplace_back(i, current_active_nodes, current_max_nodes); - - //generate graphviz string and save it to access it later - std::string graphvizString = ddsim.exportDDtoGraphvizString(true, true, true, true, true); - permutationToGraphViz[i] = graphvizString; - } - - //sort the vector in the maps by the not grouped by nodes count and then by time within the group - for (auto& entry : perm_by_active_nodes) { - std::sort(entry.second.begin(), entry.second.end(), - [](const std::tuple>& a, const std::tuple>& b) { - // First compare by max_nodes - if (std::get<1>(a) != std::get<1>(b)) return std::get<1>(a) < std::get<1>(b); - // If max_nodes are equal, then compare by execution time - return std::get<2>(a) < std::get<2>(b); - }); - } - for (auto& entry : perm_by_max_nodes) { - std::sort(entry.second.begin(), entry.second.end(), - [](const std::tuple>& a, const std::tuple>& b) { - // First compare by max_nodes - if (std::get<1>(a) != std::get<1>(b)) return std::get<1>(a) < std::get<1>(b); - // If max_nodes are equal, then compare by execution time - return std::get<2>(a) < std::get<2>(b); - }); - } - - //Print statistics of min and max time, active nodes and max nodes with the corresponding permutation - out << left << setfill(' ') << setw(20) << "Total Permutations: " << permutation_count << "\n"; - out << left << setfill(' ') << setw(20) << "Min time: " << std::scientific << std::setprecision(4) << min_time.count() << "s" << right << setfill('.') << setw(30) << " Permutation " << DDMinimizer::formatSize_t(min_time_pos) << ": "<< DDMinimizer::permToString(permutations[min_time_pos]) << "\n"; - out << left << setfill(' ') << setw(20) << "Max time: " << std::scientific << std::setprecision(4) << max_time.count() << "s" << right << setfill('.') << setw(30) << " Permutation " << DDMinimizer::formatSize_t(max_time_pos) << ": "<< DDMinimizer::permToString(permutations[max_time_pos]) << "\n"; - out << left << setfill(' ') << setw(20) << "Min active nodes: "<< DDMinimizer::formatSize_t(min_active_nodes) << " nodes" << right << setfill('.') << setw(33) << " Permutation " << DDMinimizer::formatSize_t(min_active_nodes_pos) << ": "<< DDMinimizer::permToString(permutations[min_active_nodes_pos]) << "\n"; - out << left << setfill(' ') << setw(20) << "Min max nodes: "<< DDMinimizer::formatSize_t(min_max_nodes) << " nodes" << right << setfill('.') << setw(33) << " Permutation " << DDMinimizer::formatSize_t(min_max_nodes_pos) << ": "<< DDMinimizer::permToString(permutations[min_max_nodes_pos]) << "\n"; - out << left << setfill(' ') << setw(20) << "Max active nodes: "<< DDMinimizer::formatSize_t(max_active_nodes) << " nodes" << right << setfill('.') << setw(33) << " Permutation " << DDMinimizer::formatSize_t(max_active_nodes_pos) << ": "<< DDMinimizer::permToString(permutations[max_active_nodes_pos]) << "\n"; - out << left << setfill(' ') << setw(20) << "Max max nodes: "<< DDMinimizer::formatSize_t(max_max_nodes) << " nodes" << right << setfill('.') << setw(33) << " Permutation " << DDMinimizer::formatSize_t(max_max_nodes_pos) << ": "<< DDMinimizer::permToString(permutations[max_max_nodes_pos]) << "\n"; - out << "________________________________________________________________________________________________\n\n"; - - - //write the graphvizStrings of the permutation with minimal and maximal active nodes into files - std::string graphvizString = permutationToGraphViz[min_active_nodes_pos]; - std::string fnameMin = "BenchmarkQuasm/dot/" + file + "min_active" + std::to_string(qubits) + ".dot"; - std::ofstream out1(fnameMin); - out1 << graphvizString; - out1.close(); - - std::string graphvizString2 = permutationToGraphViz[max_active_nodes_pos]; - std::string fnameMax = "BenchmarkQuasm/dot/" + file + "max_active" + std::to_string(qubits) + ".dot"; - std::ofstream out2(fnameMax); - out2 << graphvizString2; - out2.close(); - - std::string graphvizString3 = permutationToGraphViz[min_max_nodes_pos]; - std::string fnameMinMax = "BenchmarkQuasm/dot/" + file + "min_max" + std::to_string(qubits) + ".dot"; - std::ofstream out3(fnameMinMax); - out3 << graphvizString3; - out3.close(); - - std::string graphvizString4 = permutationToGraphViz[max_max_nodes_pos]; - std::string fnameMaxMax = "BenchmarkQuasm/dot/" + file + "max_max" + std::to_string(qubits) + ".dot"; - std::ofstream out4(fnameMaxMax); - out4 << graphvizString4; - out4.close(); - - size_t index; - size_t max_nodes = 0; - size_t active_nodes = 0; - std::chrono::duration time; - std::chrono::duration sum_time(0); - - for (const auto& entry : perm_by_active_nodes) { - //save the vecotr of all permutation indices (also simulation time and max_nodes) with the same active_nodes count - auto& vec = entry.second; - out << vec.size() << " permutations have " << entry.first << " active nodes.\n"; - //iterate over all the permutations that have the same active_nodes/ are in the vector and print the max_nodes, simulation time and the permutation itself - for (const auto& permutation : vec) { - //index = std::get<0>(permutation); - //max_nodes= std::get<1>(permutation); - time = std::get<2>(permutation); - sum_time += time; - //out << DDMinimizer::measurementToString({true,false,true}, index, max_nodes, active_nodes, time); - //out << DDMinimizer::permToString(permutations[index]) <<"\n"; - } - out << "\n...........................\n"; - out << "Average time: " << std::scientific << std::setprecision(4) << (sum_time / vec.size()).count() << "s\n\n"; - sum_time = std::chrono::duration(0); - } - out << "________________________________________________________________________________________________\n\n"; - for (const auto& entry : perm_by_max_nodes) { - //save the vecotr of all permutation indices (also simulation time and active_nodes) with the same max_nodes count - const auto& vec = entry.second; - out << vec.size() << " permutations have " << entry.first << " max nodes.\n"; - //iterate over all the permutations that have the same max_nodes/ are in the vector and print the active_nodes, simulation time and the permutation itself - for (const auto& permutation : vec) { - //index = std::get<0>(permutation); - //active_nodes = std::get<1>(permutation); - time = std::get<2>(permutation); - sum_time += time; - //out << DDMinimizer::measurementToString({false,true,true}, index, max_nodes, active_nodes, time );; - //out << DDMinimizer::permToString(permutations[index]) <<"\n"; - } - out << "\n...........................\n"; - out << "Average time: " << std::scientific << std::setprecision(4) << (sum_time / vec.size()).count() << "s\n\n"; - sum_time = std::chrono::duration(0); - } - out << "________________________________________________________________________________________________\n\n"; - for (const auto& entry : perm_by_time) { - time = entry.first; - const auto& perm = entry.second; - out << "execution time of: " << std::scientific << std::setprecision(4) << time.count() << "s: "; - //Each time should only have one entry. I think - if (!perm.empty()) { - auto& permutation = perm.front(); - index = std::get<0>(permutation); - active_nodes = std::get<1>(permutation); - max_nodes = std::get<2>(permutation); - out << DDMinimizer::measurementToString({true,true,false}, index, max_nodes, active_nodes, time ); - out << DDMinimizer::permToString(permutations[index]); - } - out << "\n"; - } - out << "________________________________________________________________________________________________\n\n"; -} - qc::Permutation DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc){ std::map, int>> maps = DDMinimizer::makeDataStructure(qc).first; std::map> indices = DDMinimizer::makeDataStructure(qc).second; std::size_t bits = qc.getNqubits(); - std::cout << "Created Data structure_____________________________________________________________\n"; - // Print the contents of maps - std::cout << "Contents of maps:\n"; - for (const auto& map : maps) { - std::cout << map.first << ":\n"; - for (const auto& pair : map.second) { - std::cout << " (" << pair.first.first << ", " << pair.first.second << ") -> " << pair.second << "\n"; - } - } - - // Print the contents of indices - std::cout << "Contents of indices:\n"; - for (const auto& index : indices) { - std::cout << index.first << ": "; - for (const auto& val : index.second) { - std::cout << val << " "; - } - std::cout << "\n"; - } - - //iterate over all the ops and mark the index of the found x-c pairs in the map. int instruction_index = 0; for (const auto& op : qc.ops) { @@ -1299,14 +55,7 @@ qc::Permutation DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& } instruction_index++; } - std::cout << "Map after index marking_____________________________________________________________\n"; - for (const auto& map : maps) { - std::cout << map.first << ":\n"; - for (const auto& pair : map.second) { - std::cout << " (" << pair.first.first << ", " << pair.first.second << ") -> " << pair.second << "\n"; - } - } - + //std::map, int>> maps //std::map> indices //iterate over all the maps and find the max index of the found x-c pairs @@ -1338,16 +87,8 @@ qc::Permutation DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& } } } - std::cout << "Indices after filling_____________________________________________________________\n"; - for (const auto& index : indices) { - std::cout << index.first << ": "; - for (const auto& val : index.second) { - std::cout << val << " "; - } - std::cout << "\n"; - } + - std::cout << "Create Layout_____________________________________________________________\n"; //create the permutation based on the order of max index in the complete maps std::vector layout(bits); std::iota(layout.begin(), layout.end(), 0); @@ -1358,8 +99,6 @@ qc::Permutation DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& auto x_l = indices.find("x_l"); auto c_r = indices.find("c_r"); auto x_r = indices.find("x_r"); - std::cout << "c_x->second[0]: " << c_x->second[0] << "\n"; - std::cout << "x_c->second[0]: " << x_c->second[0] << "\n"; int prio_c_r = DDMinimizer::getLadderPosition(c_r->second, x_c->second[0]); @@ -1373,51 +112,33 @@ qc::Permutation DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& if(c_x->second[0] < x_c->second[0]){ - std::cout << "Case c_x < x_c\n"; - std::cout << "prio_c_r: " << prio_c_r << "\n"; - std::cout << "prio_x_l: " << prio_x_l << "\n"; - std::cout << "stairs_c_r: " << stairs_c_r << "\n"; - std::cout << "stairs_x_l: " << stairs_x_l << "\n"; - if(prio_c_r > 0 || prio_x_l > 0) { - std::cout << "Case prio_c_r > 0 || prio_x_l > 0 -> reverse Layout\n"; layout = DDMinimizer::reverseLayout(layout); } else if (prio_c_r == 0 && stairs_c_r > 0){ - std::cout << "Case prio_c_r == 0 && stairs_c_r > 0 -> Rotate Right stairs_c_r times\n"; for(int i = 0; i < stairs_c_r; i++){ layout = DDMinimizer::rotateRight(layout); } } else if (prio_x_l == 0 && stairs_x_l > 0){ - std::cout << "Case prio_x_l == 0 && stairs_x_l > 0 -> Rotate Left stairs_x_l times\n"; for(int i = 0; i < stairs_x_l; i++){ layout = DDMinimizer::rotateLeft(layout); } } } else if(c_x->second[0] > x_c->second[0]){ - std::cout << "Case c_x > x_c\n"; - std::cout << "prio_c_l: " << prio_c_l << "\n"; - std::cout << "prio_x_r: " << prio_x_r << "\n"; - std::cout << "stairs_c_l: " << stairs_c_l << "\n"; - std::cout << "stairs_x_r: " << stairs_x_r << "\n"; - if(prio_c_l > 0 || prio_x_r > 0) { - std::cout << "Case prio_c_l > 0 || prio_x_r > 0 -> identity\n"; //do nothing cause identity is what we need anyway } else if (prio_c_r == 0 && stairs_c_l > 0){ - std::cout << "Case prio_c_l == 0 && stairs_c_l > 0 -> reverse and rotate Right stairs_c_l times \n"; layout = DDMinimizer::reverseLayout(layout); for(int i = 0; i < stairs_c_r; i++){ layout = DDMinimizer::rotateRight(layout); } } else if (prio_x_l == 0 && stairs_x_r > 0){ - std::cout << "Case prio_x_r == 0 && stairs_x_r > 0 -> reverse and rotate Left stairts_x_r times \n"; layout = DDMinimizer::reverseLayout(layout); for(int i = 0; i < stairs_x_l; i++){ layout = DDMinimizer::rotateLeft(layout); @@ -1426,14 +147,11 @@ qc::Permutation DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& } else { - std::cout << "Case c_x = x_c\n"; if(DDMinimizer::isFull(x_r->second) || DDMinimizer::isFull(c_l->second)){ - std::cout << "Case x_r and c_l are full -> reverse Layout\n"; layout = DDMinimizer::reverseLayout(layout); } else { - std::cout << "Case x_r and c_l are not full -> Control based return\n"; return DDMinimizer::createControlBasedPermutation(qc); } } @@ -1447,7 +165,6 @@ qc::Permutation DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& for (qc::Qubit i = 0; i < bits; i++) { perm[physicalQubits[i]] = layout[i]; } - std::cout << "Permutation: " << DDMinimizer::permToString(perm) << "\n"; return perm; } @@ -1636,47 +353,6 @@ qc::Permutation DDMinimizer::createControlBasedPermutation(qc::QuantumComputatio return perm; } - -std::vector DDMinimizer::createAllPermutations(qc::QuantumComputation& qc) { - std::size_t bits = qc.getNqubits(); - std::size_t permutation_count = DDMinimizer::factorial(bits); - - // vector with all possible Permutations - std::vector permutations; - qc::Permutation perm; - - // prepare generation of all permutations - // create vectors that can be shuffeled - std::vector logicalQubits(bits); - std::vector physicalQubits(bits); - - //vector that contains all the layouts; - std::vector> layouts; - - for (std::size_t i = 0; i < bits; ++i) { - physicalQubits[i] = static_cast(i); - logicalQubits[i] = static_cast(i); - } - - std::sort(logicalQubits.begin(), logicalQubits.end()); - do { - layouts.push_back(logicalQubits); - } while (std::next_permutation(logicalQubits.begin(), logicalQubits.end())); - - - //create all layouts - //loop over all permutations - for(std::size_t i = 0; i < permutation_count; i++){ - //loop over all logical bits and create one layout - for (std::size_t m = 0; m < bits; m++) { - perm[physicalQubits[m]] = layouts[i][m]; - } - permutations.push_back(perm); - } - - return permutations; -} - std::size_t DDMinimizer::factorial(std::size_t n) { std::size_t result = 1; for (std::size_t i = 1; i <= n; ++i) { @@ -1685,90 +361,5 @@ std::size_t DDMinimizer::factorial(std::size_t n) { return result; } -std::string DDMinimizer::readFileIntoString(const std::string& filePath) { - std::ifstream fileStream(filePath); - if (!fileStream.is_open()) { - throw std::runtime_error("Could not open file: " + filePath); - } - - std::stringstream buffer; - std::string line; - while (std::getline(fileStream, line)) { - buffer << line << '\n'; - } - return buffer.str(); -} - -std::string DDMinimizer::permToString(Permutation perm){ - std::ostringstream oss; - for (const auto& entry : perm) { - oss << entry.first << " -> " << entry.second << "|"; - } - return oss.str(); -} - -/* -@param code 1: active, 2: max, 3: time -*/ -std::string DDMinimizer::measurementToString(std::vector code, size_t index, size_t max_nodes, size_t active_nodes, std::chrono::duration time){ - std::ostringstream oss; - oss << "Index: " << DDMinimizer::formatSize_t(index) <<" | "; - - if(code[0]){ - oss << "Max_nodes: " << DDMinimizer::formatSize_t(max_nodes) << " | "; - } - if(code[1]){ - oss << "Active_nodes: " << DDMinimizer::formatSize_t(active_nodes) << " | "; - } - if(code[2]){ - oss << "Time: " << std::scientific << std::setprecision(4) << time.count() << "s | "; - } - return oss.str(); -} - -std::string DDMinimizer::formatSize_t(size_t t){ - std::ostringstream oss; - if(t > 99){ - oss << t; - } - else if(t > 9){ - oss << t << " "; - } - else{ - oss << t << " "; - } - return oss.str(); -} - -void DDMinimizer::removeAnsi(std::string filePath){ - // Open input file in read mode - std::ifstream inputFile(filePath); - if (!inputFile.is_open()) { - std::cout << "Failed to open file: " << filePath << std::endl; - return; - } - - // Read the contents of the file into a string using stringstream - std::stringstream buffer; - buffer << inputFile.rdbuf(); - inputFile.close(); - - const std::regex ansi_escape(R"(\x1B\[[0-?]*[ -/]*[@-~])"); - // Remove ANSI escape codes - std::string cleanedContents = std::regex_replace(buffer.str(), ansi_escape, ""); - - // Open the same file in write mode to overwrite it - std::ofstream outputFile(filePath); - if (!outputFile.is_open()) { - std::cout << "Failed to open file for writing: " << filePath << std::endl; - return; - } - - // Write the cleaned contents back to the file - outputFile << cleanedContents; - outputFile.close(); -} - - };// namespace qc \ No newline at end of file diff --git a/test/BenchmarkQuasm/dot/non_empty.txt b/test/BenchmarkQuasm/dot/non_empty.txt deleted file mode 100644 index e69de29b..00000000 diff --git a/test/BenchmarkQuasm/dot_computed/non_empty.txt b/test/BenchmarkQuasm/dot_computed/non_empty.txt deleted file mode 100644 index e69de29b..00000000 diff --git a/test/BenchmarkQuasm/errors.txt b/test/BenchmarkQuasm/errors.txt deleted file mode 100644 index 820d437b..00000000 --- a/test/BenchmarkQuasm/errors.txt +++ /dev/null @@ -1,362 +0,0 @@ -Simplest way to reproduce: - --uncomment the line - 45: {"ae_indep_qiskit_", {2, 7}}, -in the parseOptions function or remove the if statement in line 134 in the runInputCompariston function: - - if(file.compare("random_indep_qiskit_") == 0 && k == 6){ - continue; - } --for testing a version of the ae_indep_qiskit_, replace "from" witht the version number in the for loop in line 133 in the runInputCompariston function. - --run the test ReorderWithoutReorderingTest, reorderAllByControls with -ctest -C Release --test-dir build --tests-regex "reorderAllByControl" --verbose --output-on-failure - -(don`t worry about the error like "could not open file: BenchmarkQuasm/qasm/grover-v-chain_indep_qiskit_6.qasm", those files don`t exist.) - - -the files can be found in /home/mqt-ddsim/test/BenchmarkQuasm/qasm/ae_indep_qiskit_2.qasm: - -ae_indep_qiskit_2.qasm: - -// Benchmark was created by MQT Bench on 2024-03-17 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg eval[1]; -qreg q[1]; -creg meas[2]; -u2(0,-pi) eval[0]; -u3(0.9272952180016122,0,0) q[0]; -cx eval[0],q[0]; -u(-0.9272952180016122,0,0) q[0]; //line 14 -cx eval[0],q[0]; -h eval[0]; -u(0.9272952180016122,0,0) q[0]; -barrier eval[0],q[0]; -measure eval[0] -> meas[0]; -measure q[0] -> meas[1]; - -Error: -:14:1: -Usage of unknown gate 'u'. -unknown file: Failure -C++ exception with description ":14:1: -Usage of unknown gate 'u'." thrown in the test body. - -ae_indep_qiskit_3.qasm: -// Benchmark was created by MQT Bench on 2024-03-17 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg eval[2]; -qreg q[1]; -creg meas[3]; -u2(0,-pi) eval[0]; -u2(0,-pi) eval[1]; -u3(0.9272952180016122,0,0) q[0]; -cx eval[0],q[0]; -u(-0.9272952180016122,0,0) q[0]; //line 15 -cx eval[0],q[0]; -u3(0.9272952180016122,0,0) q[0]; -cx eval[1],q[0]; -u(-1.8545904360032244,0,0) q[0]; -cx eval[1],q[0]; -h eval[1]; -cp(-pi/2) eval[0],eval[1]; -h eval[0]; -u(1.8545904360032244,0,0) q[0]; -barrier eval[0],eval[1],q[0]; -measure eval[0] -> meas[0]; -measure eval[1] -> meas[1]; -measure q[0] -> meas[2]; - -Error: -:15:1: -Usage of unknown gate 'u'. -unknown file: Failure -C++ exception with description ":15:1: -Usage of unknown gate 'u'." thrown in the test body. - -// Benchmark was created by MQT Bench on 2024-03-17 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -ae_indep_qiskit_4.qasm: - -OPENQASM 2.0; -include "qelib1.inc"; -qreg eval[3]; -qreg q[1]; -creg meas[4]; -u2(0,-pi) eval[0]; -u2(0,-pi) eval[1]; -u2(0,-pi) eval[2]; -u3(0.9272952180016122,0,0) q[0]; -cx eval[0],q[0]; -u(-0.9272952180016122,0,0) q[0]; //line 16 -cx eval[0],q[0]; -u3(0.9272952180016122,0,0) q[0]; -cx eval[1],q[0]; -u(-1.8545904360032244,0,0) q[0]; -cx eval[1],q[0]; -u3(1.8545904360032244,0,0) q[0]; -cx eval[2],q[0]; -u(-3.7091808720064487,0,0) q[0]; -cx eval[2],q[0]; -h eval[2]; -cp(-pi/2) eval[1],eval[2]; -cp(-pi/4) eval[0],eval[2]; -h eval[1]; -cp(-pi/2) eval[0],eval[1]; -h eval[0]; -u(3.7091808720064487,0,0) q[0]; -barrier eval[0],eval[1],eval[2],q[0]; -measure eval[0] -> meas[0]; -measure eval[1] -> meas[1]; -measure eval[2] -> meas[2]; -measure q[0] -> meas[3]; - -Error: -:16:1: -Usage of unknown gate 'u'. -unknown file: Failure -C++ exception with description ":16:1: -Usage of unknown gate 'u'." thrown in the test body. - -ae_indep_qiskit_5.qasm: - -// Benchmark was created by MQT Bench on 2024-03-17 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg eval[4]; -qreg q[1]; -creg meas[5]; -u2(0,-pi) eval[0]; -u2(0,-pi) eval[1]; -u2(0,-pi) eval[2]; -u2(0,-pi) eval[3]; -u3(0.9272952180016122,0,0) q[0]; -cx eval[0],q[0]; -u(-0.9272952180016122,0,0) q[0]; //line 17 -cx eval[0],q[0]; -u3(0.9272952180016122,0,0) q[0]; -cx eval[1],q[0]; -u(-1.8545904360032244,0,0) q[0]; -cx eval[1],q[0]; -u3(1.8545904360032244,0,0) q[0]; -cx eval[2],q[0]; -u(-3.7091808720064487,0,0) q[0]; -cx eval[2],q[0]; -u3(2.574004435173138,-pi,-pi) q[0]; -cx eval[3],q[0]; -u(-7.4183617440128975,0,0) q[0]; -cx eval[3],q[0]; -h eval[3]; -cp(-pi/2) eval[2],eval[3]; -cp(-pi/4) eval[1],eval[3]; -cp(-pi/8) eval[0],eval[3]; -h eval[2]; -cp(-pi/2) eval[1],eval[2]; -cp(-pi/4) eval[0],eval[2]; -h eval[1]; -cp(-pi/2) eval[0],eval[1]; -h eval[0]; -u(7.4183617440128975,0,0) q[0]; -barrier eval[0],eval[1],eval[2],eval[3],q[0]; -measure eval[0] -> meas[0]; -measure eval[1] -> meas[1]; -measure eval[2] -> meas[2]; -measure eval[3] -> meas[3]; -measure q[0] -> meas[4]; - -Error: -:17:1: -Usage of unknown gate 'u'. -unknown file: Failure -C++ exception with description ":17:1: -Usage of unknown gate 'u'." thrown in the test body. - -ae_indep_qiskit_6.qasm: - -// Benchmark was created by MQT Bench on 2024-03-17 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg eval[5]; -qreg q[1]; -creg meas[6]; -u2(0,-pi) eval[0]; -u2(0,-pi) eval[1]; -u2(0,-pi) eval[2]; -u2(0,-pi) eval[3]; -u2(0,-pi) eval[4]; -u3(0.9272952180016122,0,0) q[0]; -cx eval[0],q[0]; -u(-0.9272952180016122,0,0) q[0]; //line 18 -cx eval[0],q[0]; -u3(0.9272952180016122,0,0) q[0]; -cx eval[1],q[0]; -u(-1.8545904360032244,0,0) q[0]; -cx eval[1],q[0]; -u3(1.8545904360032244,0,0) q[0]; -cx eval[2],q[0]; -u(-3.7091808720064487,0,0) q[0]; -cx eval[2],q[0]; -u3(2.574004435173138,-pi,-pi) q[0]; -cx eval[3],q[0]; -u(-7.4183617440128975,0,0) q[0]; -cx eval[3],q[0]; -u3(1.135176436833311,0,0) q[0]; -cx eval[4],q[0]; -u(-14.836723488025795,0,0) q[0]; -cx eval[4],q[0]; -h eval[4]; -cp(-pi/2) eval[3],eval[4]; -cp(-pi/4) eval[2],eval[4]; -cp(-pi/8) eval[1],eval[4]; -cp(-pi/16) eval[0],eval[4]; -h eval[3]; -cp(-pi/2) eval[2],eval[3]; -cp(-pi/4) eval[1],eval[3]; -cp(-pi/8) eval[0],eval[3]; -h eval[2]; -cp(-pi/2) eval[1],eval[2]; -cp(-pi/4) eval[0],eval[2]; -h eval[1]; -cp(-pi/2) eval[0],eval[1]; -h eval[0]; -u(14.836723488025795,0,0) q[0]; -barrier eval[0],eval[1],eval[2],eval[3],eval[4],q[0]; -measure eval[0] -> meas[0]; -measure eval[1] -> meas[1]; -measure eval[2] -> meas[2]; -measure eval[3] -> meas[3]; -measure eval[4] -> meas[4]; -measure q[0] -> meas[5]; - -Error: -:18:1: -Usage of unknown gate 'u'. -unknown file: Failure -C++ exception with description ":18:1: -Usage of unknown gate 'u'." thrown in the test body. - - -random_indep_qiskit_6.qasm: - -// Benchmark was created by MQT Bench on 2024-03-18 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[6]; -creg meas[6]; -u2(pi/4,-pi) q[0]; -u2(0,0) q[1]; -cx q[2],q[0]; -tdg q[0]; -tdg q[3]; -u1(-1.4903425489366011) q[4]; -cx q[1],q[4]; -ry(-0.4689836211867622) q[1]; -ry(-0.4689836211867622) q[4]; -cx q[1],q[4]; -u2(-pi,-pi) q[1]; -u1(1.4903425489366011) q[4]; -crz(3.6176102152986354) q[3],q[4]; -u3(2.0589924944056586,-0.7004749084304418,-2.7250308023543615) q[3]; -cx q[5],q[0]; -t q[0]; -cx q[2],q[0]; -u2(0,-2.0023389049491893) q[0]; -cx q[1],q[2]; -cx q[2],q[1]; -u2(0,2.952031266380736) q[1]; -swap q[2],q[4]; -cx q[2],q[1]; -h q[1]; -cu1(pi/2) q[2],q[1]; -h q[2]; -u2(0,3*pi/4) q[4]; -u2(-pi/2,-pi/2) q[5]; -cry(0.9702813337800618) q[0],q[5]; -cz q[0],q[1]; -u2(5.076820509783505,5.29650934899458) q[0]; -cy q[3],q[1]; -u(5.235334184033243,2.1426712012556,3.265946359235374) q[3]; // line 42 -cx q[5],q[2]; -rz(2.1332392738715247) q[2]; -cx q[5],q[2]; -u2(1.6516969124742982,-pi) q[2]; -cx q[4],q[2]; -ry(-2.4103587426616264) q[2]; -ry(2.4103587426616264) q[4]; -cx q[4],q[2]; -u1(1.0093350642122303) q[2]; -cu3(0.43137627135395684,5.131693955927891,5.540732708314469) q[2],q[0]; -cy q[0],q[3]; -sdg q[2]; -cry(0.40662204129964163) q[3],q[0]; -u3(3.3401519228349494,-1.4888797250120758,1.4888797250120758) q[0]; -u3(1.2926439519212476,-0.012304969156963885,-0.7348141993399975) q[3]; -u2(-pi,-pi) q[4]; -cx q[4],q[1]; -cx q[1],q[4]; -rz(2.917738905811407) q[1]; -sdg q[4]; -rxx(3.2899582493108444) q[2],q[4]; -s q[2]; -s q[4]; -cswap q[2],q[1],q[4]; -u3(0.12487864535773079,0.8822725062196755,-0.8822725062196755) q[1]; -cx q[0],q[1]; -s q[0]; -t q[1]; -u3(1.5699311213649152,2.6845301397458154,-1.3162425160573001) q[4]; -u3(2.301477786351963,-pi,3*pi/4) q[5]; -crx(4.973898923189498) q[2],q[5]; -cu1(pi/2) q[2],q[4]; -u2(1.4683194020151475,3.4154613287486493) q[2]; -u2(0,-pi/2) q[4]; -cx q[4],q[0]; -cx q[0],q[4]; -h q[0]; -u3(2.2426295156381317,-pi/2,pi/2) q[5]; -cu1(pi/2) q[3],q[5]; -barrier q[0],q[1],q[2],q[3],q[4],q[5]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; -measure q[4] -> meas[4]; -measure q[5] -> meas[5]; - -Error: -:42:1: -Usage of unknown gate 'u'. -unknown file: Failure -C++ exception with description ":42:1: -Usage of unknown gate 'u'." thrown in the test body. - - - - - - diff --git a/test/BenchmarkQuasm/gates.txt b/test/BenchmarkQuasm/gates.txt deleted file mode 100644 index 4b3e889b..00000000 --- a/test/BenchmarkQuasm/gates.txt +++ /dev/null @@ -1,243 +0,0 @@ -// GPhase -// QASM does not have a gphase gate directly, usually it's implemented in specific quantum frameworks - -// Identity -OPENQASM 2.0; -qreg q[2]; -creg c[2]; -id q[0]; -id q[1]; -nothing happens - -// Hadamard -OPENQASM 2.0; -qreg q[2]; -creg c[2]; -h q[0]; -h q[1]; - -// Pauli-X -OPENQASM 2.0; -qreg q[2]; -creg c[2]; -x q[0]; -x q[1]; - -// Pauli-Y -OPENQASM 2.0; -qreg q[2]; -creg c[2]; -y q[0]; -y q[1]; - -// Pauli-Z -OPENQASM 2.0; -qreg q[2]; -creg c[2]; -z q[0]; -z q[1]; - -// S -OPENQASM 2.0; -qreg q[2]; -creg c[2]; -s q[0]; -s q[1]; - -// Sdg -OPENQASM 2.0; -qreg q[2]; -creg c[2]; -sdg q[0]; -sdg q[1]; - -// T -OPENQASM 2.0; -qreg q[2]; -creg c[2]; -t q[0]; -t q[1]; - -// Tdg -OPENQASM 2.0; -qreg q[2]; -creg c[2]; -tdg q[0]; -tdg q[1]; - -// V -// V gate is also known as the square root of NOT, typically not directly available in QASM but can be implemented as: -OPENQASM 2.0; -qreg q[2]; -creg c[2]; -u3(pi/2, -pi/2, pi/2) q[0]; -u3(pi/2, -pi/2, pi/2) q[1]; - -// Vdg -// The inverse of the V gate: -OPENQASM 2.0; -qreg q[2]; -creg c[2]; -u3(-pi/2, pi/2, -pi/2) q[0]; -u3(-pi/2, pi/2, -pi/2) q[1]; - -// U -OPENQASM 2.0; -qreg q[2]; -creg c[2]; -u3(theta, phi, lambda) q[0]; // replace theta, phi, lambda with appropriate values -u3(theta, phi, lambda) q[1]; - -// U2 -OPENQASM 2.0; -qreg q[2]; -creg c[2]; -u2(phi, lambda) q[0]; // replace phi, lambda with appropriate values -u2(phi, lambda) q[1]; - -// P (Phase) -OPENQASM 2.0; -qreg q[2]; -creg c[2]; -p(lambda) q[0]; // replace lambda with appropriate value -p(lambda) q[1]; - -// SX -OPENQASM 2.0; -qreg q[2]; -creg c[2]; -sx q[0]; -sx q[1]; - -// SXdg -OPENQASM 2.0; -qreg q[2]; -creg c[2]; -sxdg q[0]; -sxdg q[1]; - -// RX -OPENQASM 2.0; -qreg q[2]; -creg c[2]; -rx(theta) q[0]; // replace theta with appropriate value -rx(theta) q[1]; - -// RY -OPENQASM 2.0; -qreg q[2]; -creg c[2]; -ry(theta) q[0]; // replace theta with appropriate value -ry(theta) q[1]; - -// RZ -OPENQASM 2.0; -qreg q[2]; -creg c[2]; -rz(lambda) q[0]; // replace lambda with appropriate value -rz(lambda) q[1]; - -// SWAP -OPENQASM 2.0; -qreg q[2]; -creg c[2]; -swap q[0], q[1]; - -// iSWAP -OPENQASM 2.0; -qreg q[2]; -creg c[2]; -iswap q[0], q[1]; - -// iSWAPdg -OPENQASM 2.0; -qreg q[2]; -creg c[2]; -isdg q[0], q[1]; // if not directly available, implement as needed - -// Peres -OPENQASM 2.0; -qreg q[2]; -creg c[2]; -cx q[0], q[1]; -ccx q[0], q[1], q[2]; - -// Peresdg -OPENQASM 2.0; -qreg q[2]; -creg c[2]; -// Implement inverse of Peres gate as needed - -// DCX -OPENQASM 2.0; -qreg q[2]; -creg c[2]; -dcx q[0], q[1]; - -// ECR -OPENQASM 2.0; -qreg q[2]; -creg c[2]; -ecr q[0], q[1]; - -// RXX -OPENQASM 2.0; -qreg q[2]; -creg c[2]; -rxx(theta) q[0], q[1]; // replace theta with appropriate value - -// RYY -OPENQASM 2.0; -qreg q[2]; -creg c[2]; -ryy(theta) q[0], q[1]; // replace theta with appropriate value - -// RZZ -OPENQASM 2.0; -qreg q[2]; -creg c[2]; -rzz(theta) q[0], q[1]; // replace theta with appropriate value - -// RZX -OPENQASM 2.0; -qreg q[2]; -creg c[2]; -rzx(theta) q[0], q[1]; // replace theta with appropriate value - -// XXminusYY -OPENQASM 2.0; -qreg q[2]; -creg c[2]; -// Implement XX - YY interaction as needed - -// XXplusYY -OPENQASM 2.0; -qreg q[2]; -creg c[2]; -// Implement XX + YY interaction as needed - -// Compound -OPENQASM 2.0; -qreg q[2]; -creg c[2]; -// Implement compound gate logic as needed - -// Measure -OPENQASM 2.0; -qreg q[2]; -creg c[2]; -measure q[0] -> c[0]; -measure q[1] -> c[1]; - -// Reset -OPENQASM 2.0; -qreg q[2]; -creg c[2]; -reset q[0]; -reset q[1]; - -// Barrier -OPENQASM 2.0; -qreg q[2]; -creg c[2]; -barrier q[0], q[1]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/aa_0.qasm b/test/BenchmarkQuasm/qasm/aa_0.qasm deleted file mode 100644 index aaa29a75..00000000 --- a/test/BenchmarkQuasm/qasm/aa_0.qasm +++ /dev/null @@ -1,24 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-17 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg eval[4]; -qreg q[1]; -creg meas[5]; -u2(0,-pi) eval[0]; -u2(0,-pi) eval[1]; -u2(0,-pi) eval[2]; -u2(0,-pi) eval[3]; -u3(0.9272952180016122,0,0) q[0]; -cx eval[0],q[0]; -u(-0.9272952180016122,0,0) q[0]; -cx eval[0],q[0]; -barrier eval[0],eval[1],eval[2],eval[3],q[0]; -measure eval[0] -> meas[0]; -measure eval[1] -> meas[1]; -measure eval[2] -> meas[2]; -measure eval[3] -> meas[3]; -measure q[0] -> meas[4]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/aa_1.qasm b/test/BenchmarkQuasm/qasm/aa_1.qasm deleted file mode 100644 index af9b403f..00000000 --- a/test/BenchmarkQuasm/qasm/aa_1.qasm +++ /dev/null @@ -1,24 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-17 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg eval[4]; -qreg q[1]; -creg meas[5]; -u2(0,-pi) eval[0]; -u2(0,-pi) eval[1]; -u2(0,-pi) eval[2]; -u2(0,-pi) eval[3]; -u3(0.9272952180016122,0,0) q[0]; -cx eval[1],q[0]; -u(-1.8545904360032244,0,0) q[0]; -cx eval[1],q[0]; -barrier eval[0],eval[1],eval[2],eval[3],q[0]; -measure eval[0] -> meas[0]; -measure eval[1] -> meas[1]; -measure eval[2] -> meas[2]; -measure eval[3] -> meas[3]; -measure q[0] -> meas[4]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/aa_2.qasm b/test/BenchmarkQuasm/qasm/aa_2.qasm deleted file mode 100644 index ab26d92d..00000000 --- a/test/BenchmarkQuasm/qasm/aa_2.qasm +++ /dev/null @@ -1,23 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-17 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg eval[4]; -qreg q[1]; -creg meas[5]; -u2(0,-pi) eval[0]; -u2(0,-pi) eval[1]; -u2(0,-pi) eval[2]; -u2(0,-pi) eval[3]; -cx eval[2],q[0]; -u(-3.7091808720064487,0,0) q[0]; -cx eval[2],q[0]; -barrier eval[0],eval[1],eval[2],eval[3],q[0]; -measure eval[0] -> meas[0]; -measure eval[1] -> meas[1]; -measure eval[2] -> meas[2]; -measure eval[3] -> meas[3]; -measure q[0] -> meas[4]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/aa_3.qasm b/test/BenchmarkQuasm/qasm/aa_3.qasm deleted file mode 100644 index adc9b01c..00000000 --- a/test/BenchmarkQuasm/qasm/aa_3.qasm +++ /dev/null @@ -1,23 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-17 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg eval[4]; -qreg q[1]; -creg meas[5]; -u2(0,-pi) eval[0]; -u2(0,-pi) eval[1]; -u2(0,-pi) eval[2]; -u2(0,-pi) eval[3]; -cx eval[3],q[0]; -u(-7.4183617440128975,0,0) q[0]; -cx eval[3],q[0]; -barrier eval[0],eval[1],eval[2],eval[3],q[0]; -measure eval[0] -> meas[0]; -measure eval[1] -> meas[1]; -measure eval[2] -> meas[2]; -measure eval[3] -> meas[3]; -measure q[0] -> meas[4]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/aa_4.qasm b/test/BenchmarkQuasm/qasm/aa_4.qasm deleted file mode 100644 index c933aa96..00000000 --- a/test/BenchmarkQuasm/qasm/aa_4.qasm +++ /dev/null @@ -1,22 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-17 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg eval[4]; -qreg q[1]; -creg meas[5]; -u2(0,-pi) eval[0]; -u2(0,-pi) eval[1]; -u2(0,-pi) eval[2]; -u2(0,-pi) eval[3]; -u3(0.9272952180016122,0,0) q[0]; -cx eval[0],q[0]; -barrier eval[0],eval[1],eval[2],eval[3],q[0]; -measure eval[0] -> meas[0]; -measure eval[1] -> meas[1]; -measure eval[2] -> meas[2]; -measure eval[3] -> meas[3]; -measure q[0] -> meas[4]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/aa_5.qasm b/test/BenchmarkQuasm/qasm/aa_5.qasm deleted file mode 100644 index 889ad303..00000000 --- a/test/BenchmarkQuasm/qasm/aa_5.qasm +++ /dev/null @@ -1,22 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-17 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg eval[4]; -qreg q[1]; -creg meas[5]; -u2(0,-pi) eval[0]; -u2(0,-pi) eval[1]; -u2(0,-pi) eval[2]; -u2(0,-pi) eval[3]; -u3(0.9272952180016122,0,0) q[0]; -cx eval[1],q[0]; -barrier eval[0],eval[1],eval[2],eval[3],q[0]; -measure eval[0] -> meas[0]; -measure eval[1] -> meas[1]; -measure eval[2] -> meas[2]; -measure eval[3] -> meas[3]; -measure q[0] -> meas[4]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/aa_6.qasm b/test/BenchmarkQuasm/qasm/aa_6.qasm deleted file mode 100644 index fc865d2f..00000000 --- a/test/BenchmarkQuasm/qasm/aa_6.qasm +++ /dev/null @@ -1,22 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-17 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg eval[4]; -qreg q[1]; -creg meas[5]; -u2(0,-pi) eval[0]; -u2(0,-pi) eval[1]; -u2(0,-pi) eval[2]; -u2(0,-pi) eval[3]; -u3(1.8545904360032244,0,0) q[0]; -cx eval[2],q[0]; -barrier eval[0],eval[1],eval[2],eval[3],q[0]; -measure eval[0] -> meas[0]; -measure eval[1] -> meas[1]; -measure eval[2] -> meas[2]; -measure eval[3] -> meas[3]; -measure q[0] -> meas[4]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/aa_7.qasm b/test/BenchmarkQuasm/qasm/aa_7.qasm deleted file mode 100644 index 098cbd29..00000000 --- a/test/BenchmarkQuasm/qasm/aa_7.qasm +++ /dev/null @@ -1,22 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-17 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg eval[4]; -qreg q[1]; -creg meas[5]; -u2(0,-pi) eval[0]; -u2(0,-pi) eval[1]; -u2(0,-pi) eval[2]; -u2(0,-pi) eval[3]; -u3(2.574004435173138,-pi,-pi) q[0]; -cx eval[3],q[0]; -barrier eval[0],eval[1],eval[2],eval[3],q[0]; -measure eval[0] -> meas[0]; -measure eval[1] -> meas[1]; -measure eval[2] -> meas[2]; -measure eval[3] -> meas[3]; -measure q[0] -> meas[4]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/aa_8.qasm b/test/BenchmarkQuasm/qasm/aa_8.qasm deleted file mode 100644 index 4d902e55..00000000 --- a/test/BenchmarkQuasm/qasm/aa_8.qasm +++ /dev/null @@ -1,26 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-17 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg eval[5]; -qreg q[1]; -creg meas[6]; -u2(0,-pi) eval[0]; -u2(0,-pi) eval[1]; -u2(0,-pi) eval[2]; -u2(0,-pi) eval[3]; -u2(0,-pi) eval[4]; -cx eval[3],q[0]; -u(-7.4183617440128975,0,0) q[0]; -cx eval[3],q[0]; -u(14.836723488025795,0,0) q[0]; -barrier eval[0],eval[1],eval[2],eval[3],eval[4],q[0]; -measure eval[0] -> meas[0]; -measure eval[1] -> meas[1]; -measure eval[2] -> meas[2]; -measure eval[3] -> meas[3]; -measure eval[4] -> meas[4]; -measure q[0] -> meas[5]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/aa_9.qasm b/test/BenchmarkQuasm/qasm/aa_9.qasm deleted file mode 100644 index dbb27e58..00000000 --- a/test/BenchmarkQuasm/qasm/aa_9.qasm +++ /dev/null @@ -1,24 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-17 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg eval[5]; -qreg q[1]; -creg meas[6]; -u2(0,-pi) eval[0]; -u2(0,-pi) eval[1]; -u2(0,-pi) eval[2]; -u2(0,-pi) eval[3]; -u2(0,-pi) eval[4]; -u(-7.4183617440128975,0,0) q[0]; -cx eval[3],q[0]; -barrier eval[0],eval[1],eval[2],eval[3],eval[4],q[0]; -measure eval[0] -> meas[0]; -measure eval[1] -> meas[1]; -measure eval[2] -> meas[2]; -measure eval[3] -> meas[3]; -measure eval[4] -> meas[4]; -measure q[0] -> meas[5]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/ae_indep_qiskit_2.qasm b/test/BenchmarkQuasm/qasm/ae_indep_qiskit_2.qasm deleted file mode 100644 index 2c785a09..00000000 --- a/test/BenchmarkQuasm/qasm/ae_indep_qiskit_2.qasm +++ /dev/null @@ -1,20 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-17 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg eval[1]; -qreg q[1]; -creg meas[2]; -u2(0,-pi) eval[0]; -u3(0.9272952180016122,0,0) q[0]; -cx eval[0],q[0]; -u(-0.9272952180016122,0,0) q[0]; -cx eval[0],q[0]; -h eval[0]; -u(0.9272952180016122,0,0) q[0]; -barrier eval[0],q[0]; -measure eval[0] -> meas[0]; -measure q[0] -> meas[1]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/ae_indep_qiskit_3.qasm b/test/BenchmarkQuasm/qasm/ae_indep_qiskit_3.qasm deleted file mode 100644 index f84e1491..00000000 --- a/test/BenchmarkQuasm/qasm/ae_indep_qiskit_3.qasm +++ /dev/null @@ -1,28 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-17 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg eval[2]; -qreg q[1]; -creg meas[3]; -u2(0,-pi) eval[0]; -u2(0,-pi) eval[1]; -u3(0.9272952180016122,0,0) q[0]; -cx eval[0],q[0]; -u(-0.9272952180016122,0,0) q[0]; -cx eval[0],q[0]; -u3(0.9272952180016122,0,0) q[0]; -cx eval[1],q[0]; -u(-1.8545904360032244,0,0) q[0]; -cx eval[1],q[0]; -h eval[1]; -cp(-pi/2) eval[0],eval[1]; -h eval[0]; -u(1.8545904360032244,0,0) q[0]; -barrier eval[0],eval[1],q[0]; -measure eval[0] -> meas[0]; -measure eval[1] -> meas[1]; -measure q[0] -> meas[2]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/ae_indep_qiskit_4.qasm b/test/BenchmarkQuasm/qasm/ae_indep_qiskit_4.qasm deleted file mode 100644 index b0102202..00000000 --- a/test/BenchmarkQuasm/qasm/ae_indep_qiskit_4.qasm +++ /dev/null @@ -1,37 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-17 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg eval[3]; -qreg q[1]; -creg meas[4]; -u2(0,-pi) eval[0]; -u2(0,-pi) eval[1]; -u2(0,-pi) eval[2]; -u3(0.9272952180016122,0,0) q[0]; -cx eval[0],q[0]; -u(-0.9272952180016122,0,0) q[0]; -cx eval[0],q[0]; -u3(0.9272952180016122,0,0) q[0]; -cx eval[1],q[0]; -u(-1.8545904360032244,0,0) q[0]; -cx eval[1],q[0]; -u3(1.8545904360032244,0,0) q[0]; -cx eval[2],q[0]; -u(-3.7091808720064487,0,0) q[0]; -cx eval[2],q[0]; -h eval[2]; -cp(-pi/2) eval[1],eval[2]; -cp(-pi/4) eval[0],eval[2]; -h eval[1]; -cp(-pi/2) eval[0],eval[1]; -h eval[0]; -u(3.7091808720064487,0,0) q[0]; -barrier eval[0],eval[1],eval[2],q[0]; -measure eval[0] -> meas[0]; -measure eval[1] -> meas[1]; -measure eval[2] -> meas[2]; -measure q[0] -> meas[3]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/ae_indep_qiskit_5.qasm b/test/BenchmarkQuasm/qasm/ae_indep_qiskit_5.qasm deleted file mode 100644 index bf1654d6..00000000 --- a/test/BenchmarkQuasm/qasm/ae_indep_qiskit_5.qasm +++ /dev/null @@ -1,47 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-17 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg eval[4]; -qreg q[1]; -creg meas[5]; -u2(0,-pi) eval[0]; -u2(0,-pi) eval[1]; -u2(0,-pi) eval[2]; -u2(0,-pi) eval[3]; -u3(0.9272952180016122,0,0) q[0]; -cx eval[0],q[0]; -u(-0.9272952180016122,0,0) q[0]; -cx eval[0],q[0]; -u3(0.9272952180016122,0,0) q[0]; -cx eval[1],q[0]; -u(-1.8545904360032244,0,0) q[0]; -cx eval[1],q[0]; -u3(1.8545904360032244,0,0) q[0]; -cx eval[2],q[0]; -u(-3.7091808720064487,0,0) q[0]; -cx eval[2],q[0]; -u3(2.574004435173138,-pi,-pi) q[0]; -cx eval[3],q[0]; -u(-7.4183617440128975,0,0) q[0]; -cx eval[3],q[0]; -h eval[3]; -cp(-pi/2) eval[2],eval[3]; -cp(-pi/4) eval[1],eval[3]; -cp(-pi/8) eval[0],eval[3]; -h eval[2]; -cp(-pi/2) eval[1],eval[2]; -cp(-pi/4) eval[0],eval[2]; -h eval[1]; -cp(-pi/2) eval[0],eval[1]; -h eval[0]; -u(7.4183617440128975,0,0) q[0]; -barrier eval[0],eval[1],eval[2],eval[3],q[0]; -measure eval[0] -> meas[0]; -measure eval[1] -> meas[1]; -measure eval[2] -> meas[2]; -measure eval[3] -> meas[3]; -measure q[0] -> meas[4]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/ae_indep_qiskit_6.qasm b/test/BenchmarkQuasm/qasm/ae_indep_qiskit_6.qasm deleted file mode 100644 index 14539381..00000000 --- a/test/BenchmarkQuasm/qasm/ae_indep_qiskit_6.qasm +++ /dev/null @@ -1,58 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-17 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg eval[5]; -qreg q[1]; -creg meas[6]; -u2(0,-pi) eval[0]; -u2(0,-pi) eval[1]; -u2(0,-pi) eval[2]; -u2(0,-pi) eval[3]; -u2(0,-pi) eval[4]; -u3(0.9272952180016122,0,0) q[0]; -cx eval[0],q[0]; -u(-0.9272952180016122,0,0) q[0]; -cx eval[0],q[0]; -u3(0.9272952180016122,0,0) q[0]; -cx eval[1],q[0]; -u(-1.8545904360032244,0,0) q[0]; -cx eval[1],q[0]; -u3(1.8545904360032244,0,0) q[0]; -cx eval[2],q[0]; -u(-3.7091808720064487,0,0) q[0]; -cx eval[2],q[0]; -u3(2.574004435173138,-pi,-pi) q[0]; -cx eval[3],q[0]; -u(-7.4183617440128975,0,0) q[0]; -cx eval[3],q[0]; -u3(1.135176436833311,0,0) q[0]; -cx eval[4],q[0]; -u(-14.836723488025795,0,0) q[0]; -cx eval[4],q[0]; -h eval[4]; -cp(-pi/2) eval[3],eval[4]; -cp(-pi/4) eval[2],eval[4]; -cp(-pi/8) eval[1],eval[4]; -cp(-pi/16) eval[0],eval[4]; -h eval[3]; -cp(-pi/2) eval[2],eval[3]; -cp(-pi/4) eval[1],eval[3]; -cp(-pi/8) eval[0],eval[3]; -h eval[2]; -cp(-pi/2) eval[1],eval[2]; -cp(-pi/4) eval[0],eval[2]; -h eval[1]; -cp(-pi/2) eval[0],eval[1]; -h eval[0]; -u(14.836723488025795,0,0) q[0]; -barrier eval[0],eval[1],eval[2],eval[3],eval[4],q[0]; -measure eval[0] -> meas[0]; -measure eval[1] -> meas[1]; -measure eval[2] -> meas[2]; -measure eval[3] -> meas[3]; -measure eval[4] -> meas[4]; -measure q[0] -> meas[5]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/ae_indep_qiskit_7.qasm b/test/BenchmarkQuasm/qasm/ae_indep_qiskit_7.qasm deleted file mode 100644 index 636e6850..00000000 --- a/test/BenchmarkQuasm/qasm/ae_indep_qiskit_7.qasm +++ /dev/null @@ -1,70 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-17 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg eval[6]; -qreg q[1]; -creg meas[7]; -u2(0,-pi) eval[0]; -u2(0,-pi) eval[1]; -u2(0,-pi) eval[2]; -u2(0,-pi) eval[3]; -u2(0,-pi) eval[4]; -u2(0,-pi) eval[5]; -u3(0.9272952180016122,0,0) q[0]; -cx eval[0],q[0]; -u(-0.9272952180016122,0,0) q[0]; -cx eval[0],q[0]; -u3(0.9272952180016122,0,0) q[0]; -cx eval[1],q[0]; -u(-1.8545904360032244,0,0) q[0]; -cx eval[1],q[0]; -u3(1.8545904360032244,0,0) q[0]; -cx eval[2],q[0]; -u(-3.7091808720064487,0,0) q[0]; -cx eval[2],q[0]; -u3(2.574004435173138,-pi,-pi) q[0]; -cx eval[3],q[0]; -u(-7.4183617440128975,0,0) q[0]; -cx eval[3],q[0]; -u3(1.135176436833311,0,0) q[0]; -cx eval[4],q[0]; -u(-14.836723488025795,0,0) q[0]; -cx eval[4],q[0]; -u3(2.270352873666622,0,0) q[0]; -cx eval[5],q[0]; -u(-29.67344697605159,0,0) q[0]; -cx eval[5],q[0]; -h eval[5]; -cp(-pi/2) eval[4],eval[5]; -cp(-pi/4) eval[3],eval[5]; -cp(-pi/8) eval[2],eval[5]; -cp(-pi/16) eval[1],eval[5]; -cp(-pi/32) eval[0],eval[5]; -h eval[4]; -cp(-pi/2) eval[3],eval[4]; -cp(-pi/4) eval[2],eval[4]; -cp(-pi/8) eval[1],eval[4]; -cp(-pi/16) eval[0],eval[4]; -h eval[3]; -cp(-pi/2) eval[2],eval[3]; -cp(-pi/4) eval[1],eval[3]; -cp(-pi/8) eval[0],eval[3]; -h eval[2]; -cp(-pi/2) eval[1],eval[2]; -cp(-pi/4) eval[0],eval[2]; -h eval[1]; -cp(-pi/2) eval[0],eval[1]; -h eval[0]; -u(29.67344697605159,0,0) q[0]; -barrier eval[0],eval[1],eval[2],eval[3],eval[4],eval[5],q[0]; -measure eval[0] -> meas[0]; -measure eval[1] -> meas[1]; -measure eval[2] -> meas[2]; -measure eval[3] -> meas[3]; -measure eval[4] -> meas[4]; -measure eval[5] -> meas[5]; -measure q[0] -> meas[6]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/dj_indep_qiskit_2.qasm b/test/BenchmarkQuasm/qasm/dj_indep_qiskit_2.qasm deleted file mode 100644 index ab44c779..00000000 --- a/test/BenchmarkQuasm/qasm/dj_indep_qiskit_2.qasm +++ /dev/null @@ -1,15 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-17 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[2]; -creg c[1]; -u2(0,0) q[0]; -u2(-pi,-pi) q[1]; -cx q[0],q[1]; -u2(-pi,-pi) q[0]; -barrier q[0],q[1]; -measure q[0] -> c[0]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/dj_indep_qiskit_3.qasm b/test/BenchmarkQuasm/qasm/dj_indep_qiskit_3.qasm deleted file mode 100644 index 6b9f117f..00000000 --- a/test/BenchmarkQuasm/qasm/dj_indep_qiskit_3.qasm +++ /dev/null @@ -1,19 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-17 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[3]; -creg c[2]; -u2(0,0) q[0]; -u2(0,0) q[1]; -u2(-pi,-pi) q[2]; -cx q[0],q[2]; -u2(-pi,-pi) q[0]; -cx q[1],q[2]; -u2(-pi,-pi) q[1]; -barrier q[0],q[1],q[2]; -measure q[0] -> c[0]; -measure q[1] -> c[1]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/dj_indep_qiskit_4.qasm b/test/BenchmarkQuasm/qasm/dj_indep_qiskit_4.qasm deleted file mode 100644 index b5bdce58..00000000 --- a/test/BenchmarkQuasm/qasm/dj_indep_qiskit_4.qasm +++ /dev/null @@ -1,23 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-17 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[4]; -creg c[3]; -u2(0,0) q[0]; -u2(0,0) q[1]; -h q[2]; -u2(-pi,-pi) q[3]; -cx q[0],q[3]; -u2(-pi,-pi) q[0]; -cx q[1],q[3]; -u2(-pi,-pi) q[1]; -cx q[2],q[3]; -h q[2]; -barrier q[0],q[1],q[2],q[3]; -measure q[0] -> c[0]; -measure q[1] -> c[1]; -measure q[2] -> c[2]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/dj_indep_qiskit_5.qasm b/test/BenchmarkQuasm/qasm/dj_indep_qiskit_5.qasm deleted file mode 100644 index c767aa13..00000000 --- a/test/BenchmarkQuasm/qasm/dj_indep_qiskit_5.qasm +++ /dev/null @@ -1,27 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-17 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[5]; -creg c[4]; -u2(0,0) q[0]; -u2(0,0) q[1]; -h q[2]; -u2(0,0) q[3]; -u2(-pi,-pi) q[4]; -cx q[0],q[4]; -u2(-pi,-pi) q[0]; -cx q[1],q[4]; -u2(-pi,-pi) q[1]; -cx q[2],q[4]; -h q[2]; -cx q[3],q[4]; -u2(-pi,-pi) q[3]; -barrier q[0],q[1],q[2],q[3],q[4]; -measure q[0] -> c[0]; -measure q[1] -> c[1]; -measure q[2] -> c[2]; -measure q[3] -> c[3]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/dj_indep_qiskit_6.qasm b/test/BenchmarkQuasm/qasm/dj_indep_qiskit_6.qasm deleted file mode 100644 index 30659099..00000000 --- a/test/BenchmarkQuasm/qasm/dj_indep_qiskit_6.qasm +++ /dev/null @@ -1,31 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-17 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[6]; -creg c[5]; -u2(0,0) q[0]; -u2(0,0) q[1]; -h q[2]; -u2(0,0) q[3]; -h q[4]; -u2(-pi,-pi) q[5]; -cx q[0],q[5]; -u2(-pi,-pi) q[0]; -cx q[1],q[5]; -u2(-pi,-pi) q[1]; -cx q[2],q[5]; -h q[2]; -cx q[3],q[5]; -u2(-pi,-pi) q[3]; -cx q[4],q[5]; -h q[4]; -barrier q[0],q[1],q[2],q[3],q[4],q[5]; -measure q[0] -> c[0]; -measure q[1] -> c[1]; -measure q[2] -> c[2]; -measure q[3] -> c[3]; -measure q[4] -> c[4]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/dj_indep_qiskit_7.qasm b/test/BenchmarkQuasm/qasm/dj_indep_qiskit_7.qasm deleted file mode 100644 index 1a235b6d..00000000 --- a/test/BenchmarkQuasm/qasm/dj_indep_qiskit_7.qasm +++ /dev/null @@ -1,35 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-17 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[7]; -creg c[6]; -u2(0,0) q[0]; -u2(0,0) q[1]; -h q[2]; -u2(0,0) q[3]; -h q[4]; -u2(0,0) q[5]; -u2(-pi,-pi) q[6]; -cx q[0],q[6]; -u2(-pi,-pi) q[0]; -cx q[1],q[6]; -u2(-pi,-pi) q[1]; -cx q[2],q[6]; -h q[2]; -cx q[3],q[6]; -u2(-pi,-pi) q[3]; -cx q[4],q[6]; -h q[4]; -cx q[5],q[6]; -u2(-pi,-pi) q[5]; -barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6]; -measure q[0] -> c[0]; -measure q[1] -> c[1]; -measure q[2] -> c[2]; -measure q[3] -> c[3]; -measure q[4] -> c[4]; -measure q[5] -> c[5]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/ghz_indep_qiskit_10.qasm b/test/BenchmarkQuasm/qasm/ghz_indep_qiskit_10.qasm deleted file mode 100644 index 2c8dbbc0..00000000 --- a/test/BenchmarkQuasm/qasm/ghz_indep_qiskit_10.qasm +++ /dev/null @@ -1,30 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-17 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[10]; -creg meas[10]; -h q[9]; -cx q[9],q[8]; -cx q[8],q[7]; -cx q[7],q[6]; -cx q[6],q[5]; -cx q[5],q[4]; -cx q[4],q[3]; -cx q[3],q[2]; -cx q[2],q[1]; -cx q[1],q[0]; -barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6],q[7],q[8],q[9]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; -measure q[4] -> meas[4]; -measure q[5] -> meas[5]; -measure q[6] -> meas[6]; -measure q[7] -> meas[7]; -measure q[8] -> meas[8]; -measure q[9] -> meas[9]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/ghz_indep_qiskit_2.qasm b/test/BenchmarkQuasm/qasm/ghz_indep_qiskit_2.qasm deleted file mode 100644 index cbe10e94..00000000 --- a/test/BenchmarkQuasm/qasm/ghz_indep_qiskit_2.qasm +++ /dev/null @@ -1,14 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-17 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[2]; -creg meas[2]; -h q[1]; -cx q[1],q[0]; -barrier q[0],q[1]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/ghz_indep_qiskit_3.qasm b/test/BenchmarkQuasm/qasm/ghz_indep_qiskit_3.qasm deleted file mode 100644 index c7fb5d03..00000000 --- a/test/BenchmarkQuasm/qasm/ghz_indep_qiskit_3.qasm +++ /dev/null @@ -1,16 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-17 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[3]; -creg meas[3]; -h q[2]; -cx q[2],q[1]; -cx q[1],q[0]; -barrier q[0],q[1],q[2]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/ghz_indep_qiskit_4.qasm b/test/BenchmarkQuasm/qasm/ghz_indep_qiskit_4.qasm deleted file mode 100644 index a02fa248..00000000 --- a/test/BenchmarkQuasm/qasm/ghz_indep_qiskit_4.qasm +++ /dev/null @@ -1,18 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-17 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[4]; -creg meas[4]; -h q[3]; -cx q[3],q[2]; -cx q[2],q[1]; -cx q[1],q[0]; -barrier q[0],q[1],q[2],q[3]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/ghz_indep_qiskit_5.qasm b/test/BenchmarkQuasm/qasm/ghz_indep_qiskit_5.qasm deleted file mode 100644 index 46a7354f..00000000 --- a/test/BenchmarkQuasm/qasm/ghz_indep_qiskit_5.qasm +++ /dev/null @@ -1,20 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-17 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[5]; -creg meas[5]; -h q[4]; -cx q[4],q[3]; -cx q[3],q[2]; -cx q[2],q[1]; -cx q[1],q[0]; -barrier q[0],q[1],q[2],q[3],q[4]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; -measure q[4] -> meas[4]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/ghz_indep_qiskit_6.qasm b/test/BenchmarkQuasm/qasm/ghz_indep_qiskit_6.qasm deleted file mode 100644 index e39f5be6..00000000 --- a/test/BenchmarkQuasm/qasm/ghz_indep_qiskit_6.qasm +++ /dev/null @@ -1,22 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-17 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[6]; -creg meas[6]; -h q[5]; -cx q[5],q[4]; -cx q[4],q[3]; -cx q[3],q[2]; -cx q[2],q[1]; -cx q[1],q[0]; -barrier q[0],q[1],q[2],q[3],q[4],q[5]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; -measure q[4] -> meas[4]; -measure q[5] -> meas[5]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/ghz_indep_qiskit_7.qasm b/test/BenchmarkQuasm/qasm/ghz_indep_qiskit_7.qasm deleted file mode 100644 index c7ebb6d7..00000000 --- a/test/BenchmarkQuasm/qasm/ghz_indep_qiskit_7.qasm +++ /dev/null @@ -1,24 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-17 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[7]; -creg meas[7]; -h q[6]; -cx q[6],q[5]; -cx q[5],q[4]; -cx q[4],q[3]; -cx q[3],q[2]; -cx q[2],q[1]; -cx q[1],q[0]; -barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; -measure q[4] -> meas[4]; -measure q[5] -> meas[5]; -measure q[6] -> meas[6]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/ghz_indep_qiskit_8.qasm b/test/BenchmarkQuasm/qasm/ghz_indep_qiskit_8.qasm deleted file mode 100644 index be6f732f..00000000 --- a/test/BenchmarkQuasm/qasm/ghz_indep_qiskit_8.qasm +++ /dev/null @@ -1,26 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-17 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[8]; -creg meas[8]; -h q[7]; -cx q[7],q[6]; -cx q[6],q[5]; -cx q[5],q[4]; -cx q[4],q[3]; -cx q[3],q[2]; -cx q[2],q[1]; -cx q[1],q[0]; -barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6],q[7]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; -measure q[4] -> meas[4]; -measure q[5] -> meas[5]; -measure q[6] -> meas[6]; -measure q[7] -> meas[7]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/ghz_indep_qiskit_9.qasm b/test/BenchmarkQuasm/qasm/ghz_indep_qiskit_9.qasm deleted file mode 100644 index 8e8438a0..00000000 --- a/test/BenchmarkQuasm/qasm/ghz_indep_qiskit_9.qasm +++ /dev/null @@ -1,28 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-17 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[9]; -creg meas[9]; -h q[8]; -cx q[8],q[7]; -cx q[7],q[6]; -cx q[6],q[5]; -cx q[5],q[4]; -cx q[4],q[3]; -cx q[3],q[2]; -cx q[2],q[1]; -cx q[1],q[0]; -barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6],q[7],q[8]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; -measure q[4] -> meas[4]; -measure q[5] -> meas[5]; -measure q[6] -> meas[6]; -measure q[7] -> meas[7]; -measure q[8] -> meas[8]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/graphstate_indep_qiskit_3.qasm b/test/BenchmarkQuasm/qasm/graphstate_indep_qiskit_3.qasm deleted file mode 100644 index d06361d9..00000000 --- a/test/BenchmarkQuasm/qasm/graphstate_indep_qiskit_3.qasm +++ /dev/null @@ -1,19 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-17 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[3]; -creg meas[3]; -h q[0]; -h q[1]; -cz q[0],q[1]; -h q[2]; -cz q[0],q[2]; -cz q[1],q[2]; -barrier q[0],q[1],q[2]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/graphstate_indep_qiskit_4.qasm b/test/BenchmarkQuasm/qasm/graphstate_indep_qiskit_4.qasm deleted file mode 100644 index 5fd126a3..00000000 --- a/test/BenchmarkQuasm/qasm/graphstate_indep_qiskit_4.qasm +++ /dev/null @@ -1,22 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-17 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[4]; -creg meas[4]; -h q[0]; -h q[1]; -cz q[0],q[1]; -h q[2]; -cz q[1],q[2]; -h q[3]; -cz q[0],q[3]; -cz q[2],q[3]; -barrier q[0],q[1],q[2],q[3]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/graphstate_indep_qiskit_5.qasm b/test/BenchmarkQuasm/qasm/graphstate_indep_qiskit_5.qasm deleted file mode 100644 index 4fcabdab..00000000 --- a/test/BenchmarkQuasm/qasm/graphstate_indep_qiskit_5.qasm +++ /dev/null @@ -1,25 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-17 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[5]; -creg meas[5]; -h q[0]; -h q[1]; -cz q[0],q[1]; -h q[2]; -h q[3]; -cz q[1],q[3]; -cz q[2],q[3]; -h q[4]; -cz q[0],q[4]; -cz q[2],q[4]; -barrier q[0],q[1],q[2],q[3],q[4]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; -measure q[4] -> meas[4]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/graphstate_indep_qiskit_6.qasm b/test/BenchmarkQuasm/qasm/graphstate_indep_qiskit_6.qasm deleted file mode 100644 index ad447d3b..00000000 --- a/test/BenchmarkQuasm/qasm/graphstate_indep_qiskit_6.qasm +++ /dev/null @@ -1,28 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-17 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[6]; -creg meas[6]; -h q[0]; -h q[1]; -cz q[0],q[1]; -h q[2]; -h q[3]; -cz q[0],q[3]; -cz q[2],q[3]; -h q[4]; -cz q[2],q[4]; -h q[5]; -cz q[1],q[5]; -cz q[4],q[5]; -barrier q[0],q[1],q[2],q[3],q[4],q[5]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; -measure q[4] -> meas[4]; -measure q[5] -> meas[5]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/graphstate_indep_qiskit_7.qasm b/test/BenchmarkQuasm/qasm/graphstate_indep_qiskit_7.qasm deleted file mode 100644 index cbc2f328..00000000 --- a/test/BenchmarkQuasm/qasm/graphstate_indep_qiskit_7.qasm +++ /dev/null @@ -1,31 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-17 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[7]; -creg meas[7]; -h q[0]; -h q[1]; -cz q[0],q[1]; -h q[2]; -cz q[0],q[2]; -cz q[1],q[2]; -h q[3]; -h q[4]; -cz q[3],q[4]; -h q[5]; -cz q[4],q[5]; -h q[6]; -cz q[3],q[6]; -cz q[5],q[6]; -barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; -measure q[4] -> meas[4]; -measure q[5] -> meas[5]; -measure q[6] -> meas[6]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/grover-noancilla_indep_qiskit_2.qasm b/test/BenchmarkQuasm/qasm/grover-noancilla_indep_qiskit_2.qasm deleted file mode 100644 index 2e27a55a..00000000 --- a/test/BenchmarkQuasm/qasm/grover-noancilla_indep_qiskit_2.qasm +++ /dev/null @@ -1,15 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-19 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[1]; -qreg flag[1]; -creg meas[2]; -h q[0]; -x flag[0]; -barrier q[0],flag[0]; -measure q[0] -> meas[0]; -measure flag[0] -> meas[1]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/grover-noancilla_indep_qiskit_3.qasm b/test/BenchmarkQuasm/qasm/grover-noancilla_indep_qiskit_3.qasm deleted file mode 100644 index 60449631..00000000 --- a/test/BenchmarkQuasm/qasm/grover-noancilla_indep_qiskit_3.qasm +++ /dev/null @@ -1,27 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-19 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[2]; -qreg flag[1]; -creg meas[3]; -h q[0]; -h q[1]; -x flag[0]; -cp(pi/2) q[1],flag[0]; -cx q[1],q[0]; -cp(-pi/2) q[0],flag[0]; -cx q[1],q[0]; -cp(pi/2) q[0],flag[0]; -u2(0,0) q[0]; -u1(-pi) q[1]; -cx q[0],q[1]; -u2(-pi,-pi) q[0]; -u1(-pi) q[1]; -barrier q[0],q[1],flag[0]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure flag[0] -> meas[2]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/grover-noancilla_indep_qiskit_4.qasm b/test/BenchmarkQuasm/qasm/grover-noancilla_indep_qiskit_4.qasm deleted file mode 100644 index 06a69f60..00000000 --- a/test/BenchmarkQuasm/qasm/grover-noancilla_indep_qiskit_4.qasm +++ /dev/null @@ -1,59 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-19 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[3]; -qreg flag[1]; -creg meas[4]; -h q[0]; -h q[1]; -h q[2]; -x flag[0]; -cp(pi/4) q[2],flag[0]; -cx q[2],q[1]; -cp(-pi/4) q[1],flag[0]; -cx q[2],q[1]; -cp(pi/4) q[1],flag[0]; -cx q[1],q[0]; -cp(-pi/4) q[0],flag[0]; -cx q[2],q[0]; -cp(pi/4) q[0],flag[0]; -cx q[1],q[0]; -cp(-pi/4) q[0],flag[0]; -u2(0,0) q[1]; -cx q[2],q[0]; -cp(pi/4) q[0],flag[0]; -u2(0,0) q[0]; -u1(-pi) q[2]; -ccx q[0],q[1],q[2]; -u2(-pi,-pi) q[0]; -u2(-pi,-pi) q[1]; -u1(-pi) q[2]; -cp(pi/4) q[2],flag[0]; -cx q[2],q[1]; -cp(-pi/4) q[1],flag[0]; -cx q[2],q[1]; -cp(pi/4) q[1],flag[0]; -cx q[1],q[0]; -cp(-pi/4) q[0],flag[0]; -cx q[2],q[0]; -cp(pi/4) q[0],flag[0]; -cx q[1],q[0]; -cp(-pi/4) q[0],flag[0]; -u2(0,0) q[1]; -cx q[2],q[0]; -cp(pi/4) q[0],flag[0]; -u2(0,0) q[0]; -u1(-pi) q[2]; -ccx q[0],q[1],q[2]; -u2(-pi,-pi) q[0]; -u2(-pi,-pi) q[1]; -u1(-pi) q[2]; -barrier q[0],q[1],q[2],flag[0]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure flag[0] -> meas[3]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/grover-noancilla_indep_qiskit_5.qasm b/test/BenchmarkQuasm/qasm/grover-noancilla_indep_qiskit_5.qasm deleted file mode 100644 index 79ee2519..00000000 --- a/test/BenchmarkQuasm/qasm/grover-noancilla_indep_qiskit_5.qasm +++ /dev/null @@ -1,207 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-19 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[4]; -qreg flag[1]; -creg meas[5]; -h q[0]; -h q[1]; -h q[2]; -h q[3]; -x flag[0]; -cp(pi/8) q[3],flag[0]; -cx q[3],q[2]; -cp(-pi/8) q[2],flag[0]; -cx q[3],q[2]; -cp(pi/8) q[2],flag[0]; -cx q[2],q[1]; -cp(-pi/8) q[1],flag[0]; -cx q[3],q[1]; -cp(pi/8) q[1],flag[0]; -cx q[2],q[1]; -cp(-pi/8) q[1],flag[0]; -cx q[3],q[1]; -cp(pi/8) q[1],flag[0]; -cx q[1],q[0]; -cp(-pi/8) q[0],flag[0]; -cx q[3],q[0]; -cp(pi/8) q[0],flag[0]; -cx q[2],q[0]; -cp(-pi/8) q[0],flag[0]; -cx q[3],q[0]; -cp(pi/8) q[0],flag[0]; -cx q[1],q[0]; -cp(-pi/8) q[0],flag[0]; -u2(pi/8,0) q[1]; -cx q[3],q[0]; -cp(pi/8) q[0],flag[0]; -cx q[2],q[0]; -cp(-pi/8) q[0],flag[0]; -u2(pi/8,0) q[2]; -cx q[3],q[0]; -cp(pi/8) q[0],flag[0]; -u2(pi/8,0) q[0]; -cx q[0],q[1]; -p(-pi/8) q[1]; -cx q[0],q[1]; -cx q[1],q[2]; -p(-pi/8) q[2]; -cx q[0],q[2]; -p(pi/8) q[2]; -cx q[1],q[2]; -p(-pi/8) q[2]; -cx q[0],q[2]; -u2(pi/8,0) q[3]; -cx q[2],q[3]; -p(-pi/8) q[3]; -cx q[1],q[3]; -p(pi/8) q[3]; -cx q[2],q[3]; -p(-pi/8) q[3]; -cx q[0],q[3]; -p(pi/8) q[3]; -cx q[2],q[3]; -p(-pi/8) q[3]; -cx q[1],q[3]; -u2(-pi,-pi) q[1]; -p(pi/8) q[3]; -cx q[2],q[3]; -u2(-pi,-pi) q[2]; -p(-pi/8) q[3]; -cx q[0],q[3]; -u2(-pi,-pi) q[0]; -u2(-pi,-pi) q[3]; -cp(pi/8) q[3],flag[0]; -cx q[3],q[2]; -cp(-pi/8) q[2],flag[0]; -cx q[3],q[2]; -cp(pi/8) q[2],flag[0]; -cx q[2],q[1]; -cp(-pi/8) q[1],flag[0]; -cx q[3],q[1]; -cp(pi/8) q[1],flag[0]; -cx q[2],q[1]; -cp(-pi/8) q[1],flag[0]; -cx q[3],q[1]; -cp(pi/8) q[1],flag[0]; -cx q[1],q[0]; -cp(-pi/8) q[0],flag[0]; -cx q[3],q[0]; -cp(pi/8) q[0],flag[0]; -cx q[2],q[0]; -cp(-pi/8) q[0],flag[0]; -cx q[3],q[0]; -cp(pi/8) q[0],flag[0]; -cx q[1],q[0]; -cp(-pi/8) q[0],flag[0]; -u2(pi/8,0) q[1]; -cx q[3],q[0]; -cp(pi/8) q[0],flag[0]; -cx q[2],q[0]; -cp(-pi/8) q[0],flag[0]; -u2(pi/8,0) q[2]; -cx q[3],q[0]; -cp(pi/8) q[0],flag[0]; -u2(pi/8,0) q[0]; -cx q[0],q[1]; -p(-pi/8) q[1]; -cx q[0],q[1]; -cx q[1],q[2]; -p(-pi/8) q[2]; -cx q[0],q[2]; -p(pi/8) q[2]; -cx q[1],q[2]; -p(-pi/8) q[2]; -cx q[0],q[2]; -u2(pi/8,0) q[3]; -cx q[2],q[3]; -p(-pi/8) q[3]; -cx q[1],q[3]; -p(pi/8) q[3]; -cx q[2],q[3]; -p(-pi/8) q[3]; -cx q[0],q[3]; -p(pi/8) q[3]; -cx q[2],q[3]; -p(-pi/8) q[3]; -cx q[1],q[3]; -u2(-pi,-pi) q[1]; -p(pi/8) q[3]; -cx q[2],q[3]; -u2(-pi,-pi) q[2]; -p(-pi/8) q[3]; -cx q[0],q[3]; -u2(-pi,-pi) q[0]; -u2(-pi,-pi) q[3]; -cp(pi/8) q[3],flag[0]; -cx q[3],q[2]; -cp(-pi/8) q[2],flag[0]; -cx q[3],q[2]; -cp(pi/8) q[2],flag[0]; -cx q[2],q[1]; -cp(-pi/8) q[1],flag[0]; -cx q[3],q[1]; -cp(pi/8) q[1],flag[0]; -cx q[2],q[1]; -cp(-pi/8) q[1],flag[0]; -cx q[3],q[1]; -cp(pi/8) q[1],flag[0]; -cx q[1],q[0]; -cp(-pi/8) q[0],flag[0]; -cx q[3],q[0]; -cp(pi/8) q[0],flag[0]; -cx q[2],q[0]; -cp(-pi/8) q[0],flag[0]; -cx q[3],q[0]; -cp(pi/8) q[0],flag[0]; -cx q[1],q[0]; -cp(-pi/8) q[0],flag[0]; -u2(pi/8,0) q[1]; -cx q[3],q[0]; -cp(pi/8) q[0],flag[0]; -cx q[2],q[0]; -cp(-pi/8) q[0],flag[0]; -u2(pi/8,0) q[2]; -cx q[3],q[0]; -cp(pi/8) q[0],flag[0]; -u2(pi/8,0) q[0]; -cx q[0],q[1]; -p(-pi/8) q[1]; -cx q[0],q[1]; -cx q[1],q[2]; -p(-pi/8) q[2]; -cx q[0],q[2]; -p(pi/8) q[2]; -cx q[1],q[2]; -p(-pi/8) q[2]; -cx q[0],q[2]; -u2(pi/8,0) q[3]; -cx q[2],q[3]; -p(-pi/8) q[3]; -cx q[1],q[3]; -p(pi/8) q[3]; -cx q[2],q[3]; -p(-pi/8) q[3]; -cx q[0],q[3]; -p(pi/8) q[3]; -cx q[2],q[3]; -p(-pi/8) q[3]; -cx q[1],q[3]; -u2(-pi,-pi) q[1]; -p(pi/8) q[3]; -cx q[2],q[3]; -u2(-pi,-pi) q[2]; -p(-pi/8) q[3]; -cx q[0],q[3]; -u2(-pi,-pi) q[0]; -u2(-pi,-pi) q[3]; -barrier q[0],q[1],q[2],q[3],flag[0]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; -measure flag[0] -> meas[4]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/grover-noancilla_indep_qiskit_6.qasm b/test/BenchmarkQuasm/qasm/grover-noancilla_indep_qiskit_6.qasm deleted file mode 100644 index 51d6245e..00000000 --- a/test/BenchmarkQuasm/qasm/grover-noancilla_indep_qiskit_6.qasm +++ /dev/null @@ -1,467 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-19 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[5]; -qreg flag[1]; -creg meas[6]; -h q[0]; -h q[1]; -h q[2]; -h q[3]; -h q[4]; -x flag[0]; -cp(pi/16) q[4],flag[0]; -cx q[4],q[3]; -cp(-pi/16) q[3],flag[0]; -cx q[4],q[3]; -cp(pi/16) q[3],flag[0]; -cx q[3],q[2]; -cp(-pi/16) q[2],flag[0]; -cx q[4],q[2]; -cp(pi/16) q[2],flag[0]; -cx q[3],q[2]; -cp(-pi/16) q[2],flag[0]; -cx q[4],q[2]; -cp(pi/16) q[2],flag[0]; -cx q[2],q[1]; -cp(-pi/16) q[1],flag[0]; -cx q[4],q[1]; -cp(pi/16) q[1],flag[0]; -cx q[3],q[1]; -cp(-pi/16) q[1],flag[0]; -cx q[4],q[1]; -cp(pi/16) q[1],flag[0]; -cx q[2],q[1]; -cp(-pi/16) q[1],flag[0]; -cx q[4],q[1]; -cp(pi/16) q[1],flag[0]; -cx q[3],q[1]; -cp(-pi/16) q[1],flag[0]; -cx q[4],q[1]; -cp(pi/16) q[1],flag[0]; -cx q[1],q[0]; -cp(-pi/16) q[0],flag[0]; -cx q[4],q[0]; -cp(pi/16) q[0],flag[0]; -cx q[3],q[0]; -cp(-pi/16) q[0],flag[0]; -cx q[4],q[0]; -cp(pi/16) q[0],flag[0]; -cx q[2],q[0]; -cp(-pi/16) q[0],flag[0]; -cx q[4],q[0]; -cp(pi/16) q[0],flag[0]; -cx q[3],q[0]; -cp(-pi/16) q[0],flag[0]; -cx q[4],q[0]; -cp(pi/16) q[0],flag[0]; -cx q[1],q[0]; -cp(-pi/16) q[0],flag[0]; -u2(0,0) q[1]; -cx q[4],q[0]; -cp(pi/16) q[0],flag[0]; -cx q[3],q[0]; -cp(-pi/16) q[0],flag[0]; -cx q[4],q[0]; -cp(pi/16) q[0],flag[0]; -cx q[2],q[0]; -cp(-pi/16) q[0],flag[0]; -u2(0,0) q[2]; -cx q[4],q[0]; -cp(pi/16) q[0],flag[0]; -cx q[3],q[0]; -cp(-pi/16) q[0],flag[0]; -u2(0,0) q[3]; -cx q[4],q[0]; -cp(pi/16) q[0],flag[0]; -u2(0,0) q[0]; -u2(0,0) q[4]; -cu1(pi/2) q[3],q[4]; -u2(pi/4,-pi) q[3]; -cx q[2],q[3]; -u2(0,3*pi/4) q[3]; -cx q[0],q[3]; -u1(pi/4) q[3]; -cx q[1],q[3]; -u1(-pi/4) q[3]; -cx q[0],q[3]; -u1(pi/4) q[3]; -cx q[1],q[3]; -u2(pi/4,3*pi/4) q[3]; -cx q[2],q[3]; -u2(0,3*pi/4) q[3]; -cu1(-pi/2) q[3],q[4]; -u2(pi/4,-pi) q[3]; -cx q[2],q[3]; -u2(pi/4,3*pi/4) q[3]; -cx q[1],q[3]; -u1(-pi/4) q[3]; -cx q[0],q[3]; -u1(pi/4) q[3]; -cx q[1],q[3]; -u1(-pi/4) q[3]; -cx q[0],q[3]; -cu1(pi/8) q[0],q[4]; -cx q[0],q[1]; -cu1(-pi/8) q[1],q[4]; -cx q[0],q[1]; -cu1(pi/8) q[1],q[4]; -u2(pi/4,-pi) q[3]; -cx q[2],q[3]; -cx q[1],q[2]; -cu1(-pi/8) q[2],q[4]; -cx q[0],q[2]; -cu1(pi/8) q[2],q[4]; -cx q[1],q[2]; -u2(-pi,-pi) q[1]; -cu1(-pi/8) q[2],q[4]; -cx q[0],q[2]; -u2(-pi,-pi) q[0]; -cu1(pi/8) q[2],q[4]; -u2(-pi,-pi) q[2]; -u1(3*pi/4) q[3]; -u2(-pi,-pi) q[4]; -cp(pi/16) q[4],flag[0]; -cx q[4],q[3]; -cp(-pi/16) q[3],flag[0]; -cx q[4],q[3]; -cp(pi/16) q[3],flag[0]; -cx q[3],q[2]; -cp(-pi/16) q[2],flag[0]; -cx q[4],q[2]; -cp(pi/16) q[2],flag[0]; -cx q[3],q[2]; -cp(-pi/16) q[2],flag[0]; -cx q[4],q[2]; -cp(pi/16) q[2],flag[0]; -cx q[2],q[1]; -cp(-pi/16) q[1],flag[0]; -cx q[4],q[1]; -cp(pi/16) q[1],flag[0]; -cx q[3],q[1]; -cp(-pi/16) q[1],flag[0]; -cx q[4],q[1]; -cp(pi/16) q[1],flag[0]; -cx q[2],q[1]; -cp(-pi/16) q[1],flag[0]; -cx q[4],q[1]; -cp(pi/16) q[1],flag[0]; -cx q[3],q[1]; -cp(-pi/16) q[1],flag[0]; -cx q[4],q[1]; -cp(pi/16) q[1],flag[0]; -cx q[1],q[0]; -cp(-pi/16) q[0],flag[0]; -cx q[4],q[0]; -cp(pi/16) q[0],flag[0]; -cx q[3],q[0]; -cp(-pi/16) q[0],flag[0]; -cx q[4],q[0]; -cp(pi/16) q[0],flag[0]; -cx q[2],q[0]; -cp(-pi/16) q[0],flag[0]; -cx q[4],q[0]; -cp(pi/16) q[0],flag[0]; -cx q[3],q[0]; -cp(-pi/16) q[0],flag[0]; -cx q[4],q[0]; -cp(pi/16) q[0],flag[0]; -cx q[1],q[0]; -cp(-pi/16) q[0],flag[0]; -u2(0,0) q[1]; -cx q[4],q[0]; -cp(pi/16) q[0],flag[0]; -cx q[3],q[0]; -cp(-pi/16) q[0],flag[0]; -cx q[4],q[0]; -cp(pi/16) q[0],flag[0]; -cx q[2],q[0]; -cp(-pi/16) q[0],flag[0]; -u2(0,0) q[2]; -cx q[4],q[0]; -cp(pi/16) q[0],flag[0]; -cx q[3],q[0]; -cp(-pi/16) q[0],flag[0]; -u2(0,0) q[3]; -cx q[4],q[0]; -cp(pi/16) q[0],flag[0]; -u2(0,0) q[0]; -u2(0,0) q[4]; -cu1(pi/2) q[3],q[4]; -u2(pi/4,-pi) q[3]; -cx q[2],q[3]; -u2(0,3*pi/4) q[3]; -cx q[0],q[3]; -u1(pi/4) q[3]; -cx q[1],q[3]; -u1(-pi/4) q[3]; -cx q[0],q[3]; -u1(pi/4) q[3]; -cx q[1],q[3]; -u2(pi/4,3*pi/4) q[3]; -cx q[2],q[3]; -u2(0,3*pi/4) q[3]; -cu1(-pi/2) q[3],q[4]; -u2(pi/4,-pi) q[3]; -cx q[2],q[3]; -u2(pi/4,3*pi/4) q[3]; -cx q[1],q[3]; -u1(-pi/4) q[3]; -cx q[0],q[3]; -u1(pi/4) q[3]; -cx q[1],q[3]; -u1(-pi/4) q[3]; -cx q[0],q[3]; -cu1(pi/8) q[0],q[4]; -cx q[0],q[1]; -cu1(-pi/8) q[1],q[4]; -cx q[0],q[1]; -cu1(pi/8) q[1],q[4]; -u2(pi/4,-pi) q[3]; -cx q[2],q[3]; -cx q[1],q[2]; -cu1(-pi/8) q[2],q[4]; -cx q[0],q[2]; -cu1(pi/8) q[2],q[4]; -cx q[1],q[2]; -u2(-pi,-pi) q[1]; -cu1(-pi/8) q[2],q[4]; -cx q[0],q[2]; -u2(-pi,-pi) q[0]; -cu1(pi/8) q[2],q[4]; -u2(-pi,-pi) q[2]; -u1(3*pi/4) q[3]; -u2(-pi,-pi) q[4]; -cp(pi/16) q[4],flag[0]; -cx q[4],q[3]; -cp(-pi/16) q[3],flag[0]; -cx q[4],q[3]; -cp(pi/16) q[3],flag[0]; -cx q[3],q[2]; -cp(-pi/16) q[2],flag[0]; -cx q[4],q[2]; -cp(pi/16) q[2],flag[0]; -cx q[3],q[2]; -cp(-pi/16) q[2],flag[0]; -cx q[4],q[2]; -cp(pi/16) q[2],flag[0]; -cx q[2],q[1]; -cp(-pi/16) q[1],flag[0]; -cx q[4],q[1]; -cp(pi/16) q[1],flag[0]; -cx q[3],q[1]; -cp(-pi/16) q[1],flag[0]; -cx q[4],q[1]; -cp(pi/16) q[1],flag[0]; -cx q[2],q[1]; -cp(-pi/16) q[1],flag[0]; -cx q[4],q[1]; -cp(pi/16) q[1],flag[0]; -cx q[3],q[1]; -cp(-pi/16) q[1],flag[0]; -cx q[4],q[1]; -cp(pi/16) q[1],flag[0]; -cx q[1],q[0]; -cp(-pi/16) q[0],flag[0]; -cx q[4],q[0]; -cp(pi/16) q[0],flag[0]; -cx q[3],q[0]; -cp(-pi/16) q[0],flag[0]; -cx q[4],q[0]; -cp(pi/16) q[0],flag[0]; -cx q[2],q[0]; -cp(-pi/16) q[0],flag[0]; -cx q[4],q[0]; -cp(pi/16) q[0],flag[0]; -cx q[3],q[0]; -cp(-pi/16) q[0],flag[0]; -cx q[4],q[0]; -cp(pi/16) q[0],flag[0]; -cx q[1],q[0]; -cp(-pi/16) q[0],flag[0]; -u2(0,0) q[1]; -cx q[4],q[0]; -cp(pi/16) q[0],flag[0]; -cx q[3],q[0]; -cp(-pi/16) q[0],flag[0]; -cx q[4],q[0]; -cp(pi/16) q[0],flag[0]; -cx q[2],q[0]; -cp(-pi/16) q[0],flag[0]; -u2(0,0) q[2]; -cx q[4],q[0]; -cp(pi/16) q[0],flag[0]; -cx q[3],q[0]; -cp(-pi/16) q[0],flag[0]; -u2(0,0) q[3]; -cx q[4],q[0]; -cp(pi/16) q[0],flag[0]; -u2(0,0) q[0]; -u2(0,0) q[4]; -cu1(pi/2) q[3],q[4]; -u2(pi/4,-pi) q[3]; -cx q[2],q[3]; -u2(0,3*pi/4) q[3]; -cx q[0],q[3]; -u1(pi/4) q[3]; -cx q[1],q[3]; -u1(-pi/4) q[3]; -cx q[0],q[3]; -u1(pi/4) q[3]; -cx q[1],q[3]; -u2(pi/4,3*pi/4) q[3]; -cx q[2],q[3]; -u2(0,3*pi/4) q[3]; -cu1(-pi/2) q[3],q[4]; -u2(pi/4,-pi) q[3]; -cx q[2],q[3]; -u2(pi/4,3*pi/4) q[3]; -cx q[1],q[3]; -u1(-pi/4) q[3]; -cx q[0],q[3]; -u1(pi/4) q[3]; -cx q[1],q[3]; -u1(-pi/4) q[3]; -cx q[0],q[3]; -cu1(pi/8) q[0],q[4]; -cx q[0],q[1]; -cu1(-pi/8) q[1],q[4]; -cx q[0],q[1]; -cu1(pi/8) q[1],q[4]; -u2(pi/4,-pi) q[3]; -cx q[2],q[3]; -cx q[1],q[2]; -cu1(-pi/8) q[2],q[4]; -cx q[0],q[2]; -cu1(pi/8) q[2],q[4]; -cx q[1],q[2]; -u2(-pi,-pi) q[1]; -cu1(-pi/8) q[2],q[4]; -cx q[0],q[2]; -u2(-pi,-pi) q[0]; -cu1(pi/8) q[2],q[4]; -u2(-pi,-pi) q[2]; -u1(3*pi/4) q[3]; -u2(-pi,-pi) q[4]; -cp(pi/16) q[4],flag[0]; -cx q[4],q[3]; -cp(-pi/16) q[3],flag[0]; -cx q[4],q[3]; -cp(pi/16) q[3],flag[0]; -cx q[3],q[2]; -cp(-pi/16) q[2],flag[0]; -cx q[4],q[2]; -cp(pi/16) q[2],flag[0]; -cx q[3],q[2]; -cp(-pi/16) q[2],flag[0]; -cx q[4],q[2]; -cp(pi/16) q[2],flag[0]; -cx q[2],q[1]; -cp(-pi/16) q[1],flag[0]; -cx q[4],q[1]; -cp(pi/16) q[1],flag[0]; -cx q[3],q[1]; -cp(-pi/16) q[1],flag[0]; -cx q[4],q[1]; -cp(pi/16) q[1],flag[0]; -cx q[2],q[1]; -cp(-pi/16) q[1],flag[0]; -cx q[4],q[1]; -cp(pi/16) q[1],flag[0]; -cx q[3],q[1]; -cp(-pi/16) q[1],flag[0]; -cx q[4],q[1]; -cp(pi/16) q[1],flag[0]; -cx q[1],q[0]; -cp(-pi/16) q[0],flag[0]; -cx q[4],q[0]; -cp(pi/16) q[0],flag[0]; -cx q[3],q[0]; -cp(-pi/16) q[0],flag[0]; -cx q[4],q[0]; -cp(pi/16) q[0],flag[0]; -cx q[2],q[0]; -cp(-pi/16) q[0],flag[0]; -cx q[4],q[0]; -cp(pi/16) q[0],flag[0]; -cx q[3],q[0]; -cp(-pi/16) q[0],flag[0]; -cx q[4],q[0]; -cp(pi/16) q[0],flag[0]; -cx q[1],q[0]; -cp(-pi/16) q[0],flag[0]; -u2(0,0) q[1]; -cx q[4],q[0]; -cp(pi/16) q[0],flag[0]; -cx q[3],q[0]; -cp(-pi/16) q[0],flag[0]; -cx q[4],q[0]; -cp(pi/16) q[0],flag[0]; -cx q[2],q[0]; -cp(-pi/16) q[0],flag[0]; -u2(0,0) q[2]; -cx q[4],q[0]; -cp(pi/16) q[0],flag[0]; -cx q[3],q[0]; -cp(-pi/16) q[0],flag[0]; -u2(0,0) q[3]; -cx q[4],q[0]; -cp(pi/16) q[0],flag[0]; -u2(0,0) q[0]; -u2(0,0) q[4]; -cu1(pi/2) q[3],q[4]; -u2(pi/4,-pi) q[3]; -cx q[2],q[3]; -u2(0,3*pi/4) q[3]; -cx q[0],q[3]; -u1(pi/4) q[3]; -cx q[1],q[3]; -u1(-pi/4) q[3]; -cx q[0],q[3]; -u1(pi/4) q[3]; -cx q[1],q[3]; -u2(pi/4,3*pi/4) q[3]; -cx q[2],q[3]; -u2(0,3*pi/4) q[3]; -cu1(-pi/2) q[3],q[4]; -u2(pi/4,-pi) q[3]; -cx q[2],q[3]; -u2(pi/4,3*pi/4) q[3]; -cx q[1],q[3]; -u1(-pi/4) q[3]; -cx q[0],q[3]; -u1(pi/4) q[3]; -cx q[1],q[3]; -u1(-pi/4) q[3]; -cx q[0],q[3]; -cu1(pi/8) q[0],q[4]; -cx q[0],q[1]; -cu1(-pi/8) q[1],q[4]; -cx q[0],q[1]; -cu1(pi/8) q[1],q[4]; -u2(pi/4,-pi) q[3]; -cx q[2],q[3]; -cx q[1],q[2]; -cu1(-pi/8) q[2],q[4]; -cx q[0],q[2]; -cu1(pi/8) q[2],q[4]; -cx q[1],q[2]; -u2(-pi,-pi) q[1]; -cu1(-pi/8) q[2],q[4]; -cx q[0],q[2]; -u2(-pi,-pi) q[0]; -cu1(pi/8) q[2],q[4]; -u2(-pi,-pi) q[2]; -u1(3*pi/4) q[3]; -u2(-pi,-pi) q[4]; -barrier q[0],q[1],q[2],q[3],q[4],flag[0]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; -measure q[4] -> meas[4]; -measure flag[0] -> meas[5]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/grover-noancilla_indep_qiskit_7.qasm b/test/BenchmarkQuasm/qasm/grover-noancilla_indep_qiskit_7.qasm deleted file mode 100644 index 7a923b63..00000000 --- a/test/BenchmarkQuasm/qasm/grover-noancilla_indep_qiskit_7.qasm +++ /dev/null @@ -1,1213 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-19 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[6]; -qreg flag[1]; -creg meas[7]; -h q[0]; -h q[1]; -h q[2]; -h q[3]; -h q[4]; -h q[5]; -x flag[0]; -cp(pi/32) q[5],flag[0]; -cx q[5],q[4]; -cp(-pi/32) q[4],flag[0]; -cx q[5],q[4]; -cp(pi/32) q[4],flag[0]; -cx q[4],q[3]; -cp(-pi/32) q[3],flag[0]; -cx q[5],q[3]; -cp(pi/32) q[3],flag[0]; -cx q[4],q[3]; -cp(-pi/32) q[3],flag[0]; -cx q[5],q[3]; -cp(pi/32) q[3],flag[0]; -cx q[3],q[2]; -cp(-pi/32) q[2],flag[0]; -cx q[5],q[2]; -cp(pi/32) q[2],flag[0]; -cx q[4],q[2]; -cp(-pi/32) q[2],flag[0]; -cx q[5],q[2]; -cp(pi/32) q[2],flag[0]; -cx q[3],q[2]; -cp(-pi/32) q[2],flag[0]; -cx q[5],q[2]; -cp(pi/32) q[2],flag[0]; -cx q[4],q[2]; -cp(-pi/32) q[2],flag[0]; -cx q[5],q[2]; -cp(pi/32) q[2],flag[0]; -cx q[2],q[1]; -cp(-pi/32) q[1],flag[0]; -cx q[5],q[1]; -cp(pi/32) q[1],flag[0]; -cx q[4],q[1]; -cp(-pi/32) q[1],flag[0]; -cx q[5],q[1]; -cp(pi/32) q[1],flag[0]; -cx q[3],q[1]; -cp(-pi/32) q[1],flag[0]; -cx q[5],q[1]; -cp(pi/32) q[1],flag[0]; -cx q[4],q[1]; -cp(-pi/32) q[1],flag[0]; -cx q[5],q[1]; -cp(pi/32) q[1],flag[0]; -cx q[2],q[1]; -cp(-pi/32) q[1],flag[0]; -cx q[5],q[1]; -cp(pi/32) q[1],flag[0]; -cx q[4],q[1]; -cp(-pi/32) q[1],flag[0]; -cx q[5],q[1]; -cp(pi/32) q[1],flag[0]; -cx q[3],q[1]; -cp(-pi/32) q[1],flag[0]; -cx q[5],q[1]; -cp(pi/32) q[1],flag[0]; -cx q[4],q[1]; -cp(-pi/32) q[1],flag[0]; -cx q[5],q[1]; -cp(pi/32) q[1],flag[0]; -cx q[1],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[4],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[3],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[4],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[2],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[4],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[3],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[4],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[1],q[0]; -cp(-pi/32) q[0],flag[0]; -u2(0,0) q[1]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[4],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[3],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[4],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[2],q[0]; -cp(-pi/32) q[0],flag[0]; -u2(0,0) q[2]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[4],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[3],q[0]; -cp(-pi/32) q[0],flag[0]; -u2(0,0) q[3]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[4],q[0]; -cp(-pi/32) q[0],flag[0]; -u2(0,0) q[4]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -u2(0,0) q[0]; -u2(0,0) q[5]; -cu1(pi/16) q[4],q[5]; -cx q[4],q[3]; -cu1(-pi/16) q[3],q[5]; -cx q[4],q[3]; -cu1(pi/16) q[3],q[5]; -cx q[3],q[2]; -cu1(-pi/16) q[2],q[5]; -cx q[4],q[2]; -cu1(pi/16) q[2],q[5]; -cx q[3],q[2]; -cu1(-pi/16) q[2],q[5]; -cx q[4],q[2]; -cu1(pi/16) q[2],q[5]; -cx q[2],q[1]; -cu1(-pi/16) q[1],q[5]; -cx q[4],q[1]; -cu1(pi/16) q[1],q[5]; -cx q[3],q[1]; -cu1(-pi/16) q[1],q[5]; -cx q[4],q[1]; -cu1(pi/16) q[1],q[5]; -cx q[2],q[1]; -cu1(-pi/16) q[1],q[5]; -cx q[4],q[1]; -cu1(pi/16) q[1],q[5]; -cx q[3],q[1]; -cu1(-pi/16) q[1],q[5]; -cx q[4],q[1]; -cu1(pi/16) q[1],q[5]; -cx q[1],q[0]; -cu1(-pi/16) q[0],q[5]; -cx q[4],q[0]; -cu1(pi/16) q[0],q[5]; -cx q[3],q[0]; -cu1(-pi/16) q[0],q[5]; -cx q[4],q[0]; -cu1(pi/16) q[0],q[5]; -cx q[2],q[0]; -cu1(-pi/16) q[0],q[5]; -cx q[4],q[0]; -cu1(pi/16) q[0],q[5]; -cx q[3],q[0]; -cu1(-pi/16) q[0],q[5]; -cx q[4],q[0]; -cu1(pi/16) q[0],q[5]; -cx q[1],q[0]; -cu1(-pi/16) q[0],q[5]; -u2(-pi,-pi) q[1]; -cx q[4],q[0]; -cu1(pi/16) q[0],q[5]; -cx q[3],q[0]; -cu1(-pi/16) q[0],q[5]; -cx q[4],q[0]; -cu1(pi/16) q[0],q[5]; -cx q[2],q[0]; -cu1(-pi/16) q[0],q[5]; -u2(-pi,-pi) q[2]; -cx q[4],q[0]; -cu1(pi/16) q[0],q[5]; -cx q[3],q[0]; -cu1(-pi/16) q[0],q[5]; -u2(-pi,-pi) q[3]; -cx q[4],q[0]; -cu1(pi/16) q[0],q[5]; -u2(-pi,-pi) q[0]; -u2(-pi,-pi) q[4]; -u2(-pi,-pi) q[5]; -cp(pi/32) q[5],flag[0]; -cx q[5],q[4]; -cp(-pi/32) q[4],flag[0]; -cx q[5],q[4]; -cp(pi/32) q[4],flag[0]; -cx q[4],q[3]; -cp(-pi/32) q[3],flag[0]; -cx q[5],q[3]; -cp(pi/32) q[3],flag[0]; -cx q[4],q[3]; -cp(-pi/32) q[3],flag[0]; -cx q[5],q[3]; -cp(pi/32) q[3],flag[0]; -cx q[3],q[2]; -cp(-pi/32) q[2],flag[0]; -cx q[5],q[2]; -cp(pi/32) q[2],flag[0]; -cx q[4],q[2]; -cp(-pi/32) q[2],flag[0]; -cx q[5],q[2]; -cp(pi/32) q[2],flag[0]; -cx q[3],q[2]; -cp(-pi/32) q[2],flag[0]; -cx q[5],q[2]; -cp(pi/32) q[2],flag[0]; -cx q[4],q[2]; -cp(-pi/32) q[2],flag[0]; -cx q[5],q[2]; -cp(pi/32) q[2],flag[0]; -cx q[2],q[1]; -cp(-pi/32) q[1],flag[0]; -cx q[5],q[1]; -cp(pi/32) q[1],flag[0]; -cx q[4],q[1]; -cp(-pi/32) q[1],flag[0]; -cx q[5],q[1]; -cp(pi/32) q[1],flag[0]; -cx q[3],q[1]; -cp(-pi/32) q[1],flag[0]; -cx q[5],q[1]; -cp(pi/32) q[1],flag[0]; -cx q[4],q[1]; -cp(-pi/32) q[1],flag[0]; -cx q[5],q[1]; -cp(pi/32) q[1],flag[0]; -cx q[2],q[1]; -cp(-pi/32) q[1],flag[0]; -cx q[5],q[1]; -cp(pi/32) q[1],flag[0]; -cx q[4],q[1]; -cp(-pi/32) q[1],flag[0]; -cx q[5],q[1]; -cp(pi/32) q[1],flag[0]; -cx q[3],q[1]; -cp(-pi/32) q[1],flag[0]; -cx q[5],q[1]; -cp(pi/32) q[1],flag[0]; -cx q[4],q[1]; -cp(-pi/32) q[1],flag[0]; -cx q[5],q[1]; -cp(pi/32) q[1],flag[0]; -cx q[1],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[4],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[3],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[4],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[2],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[4],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[3],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[4],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[1],q[0]; -cp(-pi/32) q[0],flag[0]; -u2(0,0) q[1]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[4],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[3],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[4],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[2],q[0]; -cp(-pi/32) q[0],flag[0]; -u2(0,0) q[2]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[4],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[3],q[0]; -cp(-pi/32) q[0],flag[0]; -u2(0,0) q[3]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[4],q[0]; -cp(-pi/32) q[0],flag[0]; -u2(0,0) q[4]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -u2(0,0) q[0]; -u2(0,0) q[5]; -cu1(pi/16) q[4],q[5]; -cx q[4],q[3]; -cu1(-pi/16) q[3],q[5]; -cx q[4],q[3]; -cu1(pi/16) q[3],q[5]; -cx q[3],q[2]; -cu1(-pi/16) q[2],q[5]; -cx q[4],q[2]; -cu1(pi/16) q[2],q[5]; -cx q[3],q[2]; -cu1(-pi/16) q[2],q[5]; -cx q[4],q[2]; -cu1(pi/16) q[2],q[5]; -cx q[2],q[1]; -cu1(-pi/16) q[1],q[5]; -cx q[4],q[1]; -cu1(pi/16) q[1],q[5]; -cx q[3],q[1]; -cu1(-pi/16) q[1],q[5]; -cx q[4],q[1]; -cu1(pi/16) q[1],q[5]; -cx q[2],q[1]; -cu1(-pi/16) q[1],q[5]; -cx q[4],q[1]; -cu1(pi/16) q[1],q[5]; -cx q[3],q[1]; -cu1(-pi/16) q[1],q[5]; -cx q[4],q[1]; -cu1(pi/16) q[1],q[5]; -cx q[1],q[0]; -cu1(-pi/16) q[0],q[5]; -cx q[4],q[0]; -cu1(pi/16) q[0],q[5]; -cx q[3],q[0]; -cu1(-pi/16) q[0],q[5]; -cx q[4],q[0]; -cu1(pi/16) q[0],q[5]; -cx q[2],q[0]; -cu1(-pi/16) q[0],q[5]; -cx q[4],q[0]; -cu1(pi/16) q[0],q[5]; -cx q[3],q[0]; -cu1(-pi/16) q[0],q[5]; -cx q[4],q[0]; -cu1(pi/16) q[0],q[5]; -cx q[1],q[0]; -cu1(-pi/16) q[0],q[5]; -u2(-pi,-pi) q[1]; -cx q[4],q[0]; -cu1(pi/16) q[0],q[5]; -cx q[3],q[0]; -cu1(-pi/16) q[0],q[5]; -cx q[4],q[0]; -cu1(pi/16) q[0],q[5]; -cx q[2],q[0]; -cu1(-pi/16) q[0],q[5]; -u2(-pi,-pi) q[2]; -cx q[4],q[0]; -cu1(pi/16) q[0],q[5]; -cx q[3],q[0]; -cu1(-pi/16) q[0],q[5]; -u2(-pi,-pi) q[3]; -cx q[4],q[0]; -cu1(pi/16) q[0],q[5]; -u2(-pi,-pi) q[0]; -u2(-pi,-pi) q[4]; -u2(-pi,-pi) q[5]; -cp(pi/32) q[5],flag[0]; -cx q[5],q[4]; -cp(-pi/32) q[4],flag[0]; -cx q[5],q[4]; -cp(pi/32) q[4],flag[0]; -cx q[4],q[3]; -cp(-pi/32) q[3],flag[0]; -cx q[5],q[3]; -cp(pi/32) q[3],flag[0]; -cx q[4],q[3]; -cp(-pi/32) q[3],flag[0]; -cx q[5],q[3]; -cp(pi/32) q[3],flag[0]; -cx q[3],q[2]; -cp(-pi/32) q[2],flag[0]; -cx q[5],q[2]; -cp(pi/32) q[2],flag[0]; -cx q[4],q[2]; -cp(-pi/32) q[2],flag[0]; -cx q[5],q[2]; -cp(pi/32) q[2],flag[0]; -cx q[3],q[2]; -cp(-pi/32) q[2],flag[0]; -cx q[5],q[2]; -cp(pi/32) q[2],flag[0]; -cx q[4],q[2]; -cp(-pi/32) q[2],flag[0]; -cx q[5],q[2]; -cp(pi/32) q[2],flag[0]; -cx q[2],q[1]; -cp(-pi/32) q[1],flag[0]; -cx q[5],q[1]; -cp(pi/32) q[1],flag[0]; -cx q[4],q[1]; -cp(-pi/32) q[1],flag[0]; -cx q[5],q[1]; -cp(pi/32) q[1],flag[0]; -cx q[3],q[1]; -cp(-pi/32) q[1],flag[0]; -cx q[5],q[1]; -cp(pi/32) q[1],flag[0]; -cx q[4],q[1]; -cp(-pi/32) q[1],flag[0]; -cx q[5],q[1]; -cp(pi/32) q[1],flag[0]; -cx q[2],q[1]; -cp(-pi/32) q[1],flag[0]; -cx q[5],q[1]; -cp(pi/32) q[1],flag[0]; -cx q[4],q[1]; -cp(-pi/32) q[1],flag[0]; -cx q[5],q[1]; -cp(pi/32) q[1],flag[0]; -cx q[3],q[1]; -cp(-pi/32) q[1],flag[0]; -cx q[5],q[1]; -cp(pi/32) q[1],flag[0]; -cx q[4],q[1]; -cp(-pi/32) q[1],flag[0]; -cx q[5],q[1]; -cp(pi/32) q[1],flag[0]; -cx q[1],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[4],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[3],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[4],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[2],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[4],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[3],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[4],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[1],q[0]; -cp(-pi/32) q[0],flag[0]; -u2(0,0) q[1]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[4],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[3],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[4],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[2],q[0]; -cp(-pi/32) q[0],flag[0]; -u2(0,0) q[2]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[4],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[3],q[0]; -cp(-pi/32) q[0],flag[0]; -u2(0,0) q[3]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[4],q[0]; -cp(-pi/32) q[0],flag[0]; -u2(0,0) q[4]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -u2(0,0) q[0]; -u2(0,0) q[5]; -cu1(pi/16) q[4],q[5]; -cx q[4],q[3]; -cu1(-pi/16) q[3],q[5]; -cx q[4],q[3]; -cu1(pi/16) q[3],q[5]; -cx q[3],q[2]; -cu1(-pi/16) q[2],q[5]; -cx q[4],q[2]; -cu1(pi/16) q[2],q[5]; -cx q[3],q[2]; -cu1(-pi/16) q[2],q[5]; -cx q[4],q[2]; -cu1(pi/16) q[2],q[5]; -cx q[2],q[1]; -cu1(-pi/16) q[1],q[5]; -cx q[4],q[1]; -cu1(pi/16) q[1],q[5]; -cx q[3],q[1]; -cu1(-pi/16) q[1],q[5]; -cx q[4],q[1]; -cu1(pi/16) q[1],q[5]; -cx q[2],q[1]; -cu1(-pi/16) q[1],q[5]; -cx q[4],q[1]; -cu1(pi/16) q[1],q[5]; -cx q[3],q[1]; -cu1(-pi/16) q[1],q[5]; -cx q[4],q[1]; -cu1(pi/16) q[1],q[5]; -cx q[1],q[0]; -cu1(-pi/16) q[0],q[5]; -cx q[4],q[0]; -cu1(pi/16) q[0],q[5]; -cx q[3],q[0]; -cu1(-pi/16) q[0],q[5]; -cx q[4],q[0]; -cu1(pi/16) q[0],q[5]; -cx q[2],q[0]; -cu1(-pi/16) q[0],q[5]; -cx q[4],q[0]; -cu1(pi/16) q[0],q[5]; -cx q[3],q[0]; -cu1(-pi/16) q[0],q[5]; -cx q[4],q[0]; -cu1(pi/16) q[0],q[5]; -cx q[1],q[0]; -cu1(-pi/16) q[0],q[5]; -u2(-pi,-pi) q[1]; -cx q[4],q[0]; -cu1(pi/16) q[0],q[5]; -cx q[3],q[0]; -cu1(-pi/16) q[0],q[5]; -cx q[4],q[0]; -cu1(pi/16) q[0],q[5]; -cx q[2],q[0]; -cu1(-pi/16) q[0],q[5]; -u2(-pi,-pi) q[2]; -cx q[4],q[0]; -cu1(pi/16) q[0],q[5]; -cx q[3],q[0]; -cu1(-pi/16) q[0],q[5]; -u2(-pi,-pi) q[3]; -cx q[4],q[0]; -cu1(pi/16) q[0],q[5]; -u2(-pi,-pi) q[0]; -u2(-pi,-pi) q[4]; -u2(-pi,-pi) q[5]; -cp(pi/32) q[5],flag[0]; -cx q[5],q[4]; -cp(-pi/32) q[4],flag[0]; -cx q[5],q[4]; -cp(pi/32) q[4],flag[0]; -cx q[4],q[3]; -cp(-pi/32) q[3],flag[0]; -cx q[5],q[3]; -cp(pi/32) q[3],flag[0]; -cx q[4],q[3]; -cp(-pi/32) q[3],flag[0]; -cx q[5],q[3]; -cp(pi/32) q[3],flag[0]; -cx q[3],q[2]; -cp(-pi/32) q[2],flag[0]; -cx q[5],q[2]; -cp(pi/32) q[2],flag[0]; -cx q[4],q[2]; -cp(-pi/32) q[2],flag[0]; -cx q[5],q[2]; -cp(pi/32) q[2],flag[0]; -cx q[3],q[2]; -cp(-pi/32) q[2],flag[0]; -cx q[5],q[2]; -cp(pi/32) q[2],flag[0]; -cx q[4],q[2]; -cp(-pi/32) q[2],flag[0]; -cx q[5],q[2]; -cp(pi/32) q[2],flag[0]; -cx q[2],q[1]; -cp(-pi/32) q[1],flag[0]; -cx q[5],q[1]; -cp(pi/32) q[1],flag[0]; -cx q[4],q[1]; -cp(-pi/32) q[1],flag[0]; -cx q[5],q[1]; -cp(pi/32) q[1],flag[0]; -cx q[3],q[1]; -cp(-pi/32) q[1],flag[0]; -cx q[5],q[1]; -cp(pi/32) q[1],flag[0]; -cx q[4],q[1]; -cp(-pi/32) q[1],flag[0]; -cx q[5],q[1]; -cp(pi/32) q[1],flag[0]; -cx q[2],q[1]; -cp(-pi/32) q[1],flag[0]; -cx q[5],q[1]; -cp(pi/32) q[1],flag[0]; -cx q[4],q[1]; -cp(-pi/32) q[1],flag[0]; -cx q[5],q[1]; -cp(pi/32) q[1],flag[0]; -cx q[3],q[1]; -cp(-pi/32) q[1],flag[0]; -cx q[5],q[1]; -cp(pi/32) q[1],flag[0]; -cx q[4],q[1]; -cp(-pi/32) q[1],flag[0]; -cx q[5],q[1]; -cp(pi/32) q[1],flag[0]; -cx q[1],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[4],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[3],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[4],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[2],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[4],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[3],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[4],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[1],q[0]; -cp(-pi/32) q[0],flag[0]; -u2(0,0) q[1]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[4],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[3],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[4],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[2],q[0]; -cp(-pi/32) q[0],flag[0]; -u2(0,0) q[2]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[4],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[3],q[0]; -cp(-pi/32) q[0],flag[0]; -u2(0,0) q[3]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[4],q[0]; -cp(-pi/32) q[0],flag[0]; -u2(0,0) q[4]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -u2(0,0) q[0]; -u2(0,0) q[5]; -cu1(pi/16) q[4],q[5]; -cx q[4],q[3]; -cu1(-pi/16) q[3],q[5]; -cx q[4],q[3]; -cu1(pi/16) q[3],q[5]; -cx q[3],q[2]; -cu1(-pi/16) q[2],q[5]; -cx q[4],q[2]; -cu1(pi/16) q[2],q[5]; -cx q[3],q[2]; -cu1(-pi/16) q[2],q[5]; -cx q[4],q[2]; -cu1(pi/16) q[2],q[5]; -cx q[2],q[1]; -cu1(-pi/16) q[1],q[5]; -cx q[4],q[1]; -cu1(pi/16) q[1],q[5]; -cx q[3],q[1]; -cu1(-pi/16) q[1],q[5]; -cx q[4],q[1]; -cu1(pi/16) q[1],q[5]; -cx q[2],q[1]; -cu1(-pi/16) q[1],q[5]; -cx q[4],q[1]; -cu1(pi/16) q[1],q[5]; -cx q[3],q[1]; -cu1(-pi/16) q[1],q[5]; -cx q[4],q[1]; -cu1(pi/16) q[1],q[5]; -cx q[1],q[0]; -cu1(-pi/16) q[0],q[5]; -cx q[4],q[0]; -cu1(pi/16) q[0],q[5]; -cx q[3],q[0]; -cu1(-pi/16) q[0],q[5]; -cx q[4],q[0]; -cu1(pi/16) q[0],q[5]; -cx q[2],q[0]; -cu1(-pi/16) q[0],q[5]; -cx q[4],q[0]; -cu1(pi/16) q[0],q[5]; -cx q[3],q[0]; -cu1(-pi/16) q[0],q[5]; -cx q[4],q[0]; -cu1(pi/16) q[0],q[5]; -cx q[1],q[0]; -cu1(-pi/16) q[0],q[5]; -u2(-pi,-pi) q[1]; -cx q[4],q[0]; -cu1(pi/16) q[0],q[5]; -cx q[3],q[0]; -cu1(-pi/16) q[0],q[5]; -cx q[4],q[0]; -cu1(pi/16) q[0],q[5]; -cx q[2],q[0]; -cu1(-pi/16) q[0],q[5]; -u2(-pi,-pi) q[2]; -cx q[4],q[0]; -cu1(pi/16) q[0],q[5]; -cx q[3],q[0]; -cu1(-pi/16) q[0],q[5]; -u2(-pi,-pi) q[3]; -cx q[4],q[0]; -cu1(pi/16) q[0],q[5]; -u2(-pi,-pi) q[0]; -u2(-pi,-pi) q[4]; -u2(-pi,-pi) q[5]; -cp(pi/32) q[5],flag[0]; -cx q[5],q[4]; -cp(-pi/32) q[4],flag[0]; -cx q[5],q[4]; -cp(pi/32) q[4],flag[0]; -cx q[4],q[3]; -cp(-pi/32) q[3],flag[0]; -cx q[5],q[3]; -cp(pi/32) q[3],flag[0]; -cx q[4],q[3]; -cp(-pi/32) q[3],flag[0]; -cx q[5],q[3]; -cp(pi/32) q[3],flag[0]; -cx q[3],q[2]; -cp(-pi/32) q[2],flag[0]; -cx q[5],q[2]; -cp(pi/32) q[2],flag[0]; -cx q[4],q[2]; -cp(-pi/32) q[2],flag[0]; -cx q[5],q[2]; -cp(pi/32) q[2],flag[0]; -cx q[3],q[2]; -cp(-pi/32) q[2],flag[0]; -cx q[5],q[2]; -cp(pi/32) q[2],flag[0]; -cx q[4],q[2]; -cp(-pi/32) q[2],flag[0]; -cx q[5],q[2]; -cp(pi/32) q[2],flag[0]; -cx q[2],q[1]; -cp(-pi/32) q[1],flag[0]; -cx q[5],q[1]; -cp(pi/32) q[1],flag[0]; -cx q[4],q[1]; -cp(-pi/32) q[1],flag[0]; -cx q[5],q[1]; -cp(pi/32) q[1],flag[0]; -cx q[3],q[1]; -cp(-pi/32) q[1],flag[0]; -cx q[5],q[1]; -cp(pi/32) q[1],flag[0]; -cx q[4],q[1]; -cp(-pi/32) q[1],flag[0]; -cx q[5],q[1]; -cp(pi/32) q[1],flag[0]; -cx q[2],q[1]; -cp(-pi/32) q[1],flag[0]; -cx q[5],q[1]; -cp(pi/32) q[1],flag[0]; -cx q[4],q[1]; -cp(-pi/32) q[1],flag[0]; -cx q[5],q[1]; -cp(pi/32) q[1],flag[0]; -cx q[3],q[1]; -cp(-pi/32) q[1],flag[0]; -cx q[5],q[1]; -cp(pi/32) q[1],flag[0]; -cx q[4],q[1]; -cp(-pi/32) q[1],flag[0]; -cx q[5],q[1]; -cp(pi/32) q[1],flag[0]; -cx q[1],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[4],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[3],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[4],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[2],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[4],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[3],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[4],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[1],q[0]; -cp(-pi/32) q[0],flag[0]; -u2(0,0) q[1]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[4],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[3],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[4],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[2],q[0]; -cp(-pi/32) q[0],flag[0]; -u2(0,0) q[2]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[4],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[3],q[0]; -cp(-pi/32) q[0],flag[0]; -u2(0,0) q[3]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[4],q[0]; -cp(-pi/32) q[0],flag[0]; -u2(0,0) q[4]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -u2(0,0) q[0]; -u2(0,0) q[5]; -cu1(pi/16) q[4],q[5]; -cx q[4],q[3]; -cu1(-pi/16) q[3],q[5]; -cx q[4],q[3]; -cu1(pi/16) q[3],q[5]; -cx q[3],q[2]; -cu1(-pi/16) q[2],q[5]; -cx q[4],q[2]; -cu1(pi/16) q[2],q[5]; -cx q[3],q[2]; -cu1(-pi/16) q[2],q[5]; -cx q[4],q[2]; -cu1(pi/16) q[2],q[5]; -cx q[2],q[1]; -cu1(-pi/16) q[1],q[5]; -cx q[4],q[1]; -cu1(pi/16) q[1],q[5]; -cx q[3],q[1]; -cu1(-pi/16) q[1],q[5]; -cx q[4],q[1]; -cu1(pi/16) q[1],q[5]; -cx q[2],q[1]; -cu1(-pi/16) q[1],q[5]; -cx q[4],q[1]; -cu1(pi/16) q[1],q[5]; -cx q[3],q[1]; -cu1(-pi/16) q[1],q[5]; -cx q[4],q[1]; -cu1(pi/16) q[1],q[5]; -cx q[1],q[0]; -cu1(-pi/16) q[0],q[5]; -cx q[4],q[0]; -cu1(pi/16) q[0],q[5]; -cx q[3],q[0]; -cu1(-pi/16) q[0],q[5]; -cx q[4],q[0]; -cu1(pi/16) q[0],q[5]; -cx q[2],q[0]; -cu1(-pi/16) q[0],q[5]; -cx q[4],q[0]; -cu1(pi/16) q[0],q[5]; -cx q[3],q[0]; -cu1(-pi/16) q[0],q[5]; -cx q[4],q[0]; -cu1(pi/16) q[0],q[5]; -cx q[1],q[0]; -cu1(-pi/16) q[0],q[5]; -u2(-pi,-pi) q[1]; -cx q[4],q[0]; -cu1(pi/16) q[0],q[5]; -cx q[3],q[0]; -cu1(-pi/16) q[0],q[5]; -cx q[4],q[0]; -cu1(pi/16) q[0],q[5]; -cx q[2],q[0]; -cu1(-pi/16) q[0],q[5]; -u2(-pi,-pi) q[2]; -cx q[4],q[0]; -cu1(pi/16) q[0],q[5]; -cx q[3],q[0]; -cu1(-pi/16) q[0],q[5]; -u2(-pi,-pi) q[3]; -cx q[4],q[0]; -cu1(pi/16) q[0],q[5]; -u2(-pi,-pi) q[0]; -u2(-pi,-pi) q[4]; -u2(-pi,-pi) q[5]; -cp(pi/32) q[5],flag[0]; -cx q[5],q[4]; -cp(-pi/32) q[4],flag[0]; -cx q[5],q[4]; -cp(pi/32) q[4],flag[0]; -cx q[4],q[3]; -cp(-pi/32) q[3],flag[0]; -cx q[5],q[3]; -cp(pi/32) q[3],flag[0]; -cx q[4],q[3]; -cp(-pi/32) q[3],flag[0]; -cx q[5],q[3]; -cp(pi/32) q[3],flag[0]; -cx q[3],q[2]; -cp(-pi/32) q[2],flag[0]; -cx q[5],q[2]; -cp(pi/32) q[2],flag[0]; -cx q[4],q[2]; -cp(-pi/32) q[2],flag[0]; -cx q[5],q[2]; -cp(pi/32) q[2],flag[0]; -cx q[3],q[2]; -cp(-pi/32) q[2],flag[0]; -cx q[5],q[2]; -cp(pi/32) q[2],flag[0]; -cx q[4],q[2]; -cp(-pi/32) q[2],flag[0]; -cx q[5],q[2]; -cp(pi/32) q[2],flag[0]; -cx q[2],q[1]; -cp(-pi/32) q[1],flag[0]; -cx q[5],q[1]; -cp(pi/32) q[1],flag[0]; -cx q[4],q[1]; -cp(-pi/32) q[1],flag[0]; -cx q[5],q[1]; -cp(pi/32) q[1],flag[0]; -cx q[3],q[1]; -cp(-pi/32) q[1],flag[0]; -cx q[5],q[1]; -cp(pi/32) q[1],flag[0]; -cx q[4],q[1]; -cp(-pi/32) q[1],flag[0]; -cx q[5],q[1]; -cp(pi/32) q[1],flag[0]; -cx q[2],q[1]; -cp(-pi/32) q[1],flag[0]; -cx q[5],q[1]; -cp(pi/32) q[1],flag[0]; -cx q[4],q[1]; -cp(-pi/32) q[1],flag[0]; -cx q[5],q[1]; -cp(pi/32) q[1],flag[0]; -cx q[3],q[1]; -cp(-pi/32) q[1],flag[0]; -cx q[5],q[1]; -cp(pi/32) q[1],flag[0]; -cx q[4],q[1]; -cp(-pi/32) q[1],flag[0]; -cx q[5],q[1]; -cp(pi/32) q[1],flag[0]; -cx q[1],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[4],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[3],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[4],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[2],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[4],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[3],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[4],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[1],q[0]; -cp(-pi/32) q[0],flag[0]; -u2(0,0) q[1]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[4],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[3],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[4],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[2],q[0]; -cp(-pi/32) q[0],flag[0]; -u2(0,0) q[2]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[4],q[0]; -cp(-pi/32) q[0],flag[0]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[3],q[0]; -cp(-pi/32) q[0],flag[0]; -u2(0,0) q[3]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -cx q[4],q[0]; -cp(-pi/32) q[0],flag[0]; -u2(0,0) q[4]; -cx q[5],q[0]; -cp(pi/32) q[0],flag[0]; -u2(0,0) q[0]; -u2(0,0) q[5]; -cu1(pi/16) q[4],q[5]; -cx q[4],q[3]; -cu1(-pi/16) q[3],q[5]; -cx q[4],q[3]; -cu1(pi/16) q[3],q[5]; -cx q[3],q[2]; -cu1(-pi/16) q[2],q[5]; -cx q[4],q[2]; -cu1(pi/16) q[2],q[5]; -cx q[3],q[2]; -cu1(-pi/16) q[2],q[5]; -cx q[4],q[2]; -cu1(pi/16) q[2],q[5]; -cx q[2],q[1]; -cu1(-pi/16) q[1],q[5]; -cx q[4],q[1]; -cu1(pi/16) q[1],q[5]; -cx q[3],q[1]; -cu1(-pi/16) q[1],q[5]; -cx q[4],q[1]; -cu1(pi/16) q[1],q[5]; -cx q[2],q[1]; -cu1(-pi/16) q[1],q[5]; -cx q[4],q[1]; -cu1(pi/16) q[1],q[5]; -cx q[3],q[1]; -cu1(-pi/16) q[1],q[5]; -cx q[4],q[1]; -cu1(pi/16) q[1],q[5]; -cx q[1],q[0]; -cu1(-pi/16) q[0],q[5]; -cx q[4],q[0]; -cu1(pi/16) q[0],q[5]; -cx q[3],q[0]; -cu1(-pi/16) q[0],q[5]; -cx q[4],q[0]; -cu1(pi/16) q[0],q[5]; -cx q[2],q[0]; -cu1(-pi/16) q[0],q[5]; -cx q[4],q[0]; -cu1(pi/16) q[0],q[5]; -cx q[3],q[0]; -cu1(-pi/16) q[0],q[5]; -cx q[4],q[0]; -cu1(pi/16) q[0],q[5]; -cx q[1],q[0]; -cu1(-pi/16) q[0],q[5]; -u2(-pi,-pi) q[1]; -cx q[4],q[0]; -cu1(pi/16) q[0],q[5]; -cx q[3],q[0]; -cu1(-pi/16) q[0],q[5]; -cx q[4],q[0]; -cu1(pi/16) q[0],q[5]; -cx q[2],q[0]; -cu1(-pi/16) q[0],q[5]; -u2(-pi,-pi) q[2]; -cx q[4],q[0]; -cu1(pi/16) q[0],q[5]; -cx q[3],q[0]; -cu1(-pi/16) q[0],q[5]; -u2(-pi,-pi) q[3]; -cx q[4],q[0]; -cu1(pi/16) q[0],q[5]; -u2(-pi,-pi) q[0]; -u2(-pi,-pi) q[4]; -u2(-pi,-pi) q[5]; -barrier q[0],q[1],q[2],q[3],q[4],q[5],flag[0]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; -measure q[4] -> meas[4]; -measure q[5] -> meas[5]; -measure flag[0] -> meas[6]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/grover-v-chain_indep_qiskit_2.qasm b/test/BenchmarkQuasm/qasm/grover-v-chain_indep_qiskit_2.qasm deleted file mode 100644 index 2e27a55a..00000000 --- a/test/BenchmarkQuasm/qasm/grover-v-chain_indep_qiskit_2.qasm +++ /dev/null @@ -1,15 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-19 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[1]; -qreg flag[1]; -creg meas[2]; -h q[0]; -x flag[0]; -barrier q[0],flag[0]; -measure q[0] -> meas[0]; -measure flag[0] -> meas[1]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/grover-v-chain_indep_qiskit_3.qasm b/test/BenchmarkQuasm/qasm/grover-v-chain_indep_qiskit_3.qasm deleted file mode 100644 index 60449631..00000000 --- a/test/BenchmarkQuasm/qasm/grover-v-chain_indep_qiskit_3.qasm +++ /dev/null @@ -1,27 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-19 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[2]; -qreg flag[1]; -creg meas[3]; -h q[0]; -h q[1]; -x flag[0]; -cp(pi/2) q[1],flag[0]; -cx q[1],q[0]; -cp(-pi/2) q[0],flag[0]; -cx q[1],q[0]; -cp(pi/2) q[0],flag[0]; -u2(0,0) q[0]; -u1(-pi) q[1]; -cx q[0],q[1]; -u2(-pi,-pi) q[0]; -u1(-pi) q[1]; -barrier q[0],q[1],flag[0]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure flag[0] -> meas[2]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/grover-v-chain_indep_qiskit_4.qasm b/test/BenchmarkQuasm/qasm/grover-v-chain_indep_qiskit_4.qasm deleted file mode 100644 index 06a69f60..00000000 --- a/test/BenchmarkQuasm/qasm/grover-v-chain_indep_qiskit_4.qasm +++ /dev/null @@ -1,59 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-19 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[3]; -qreg flag[1]; -creg meas[4]; -h q[0]; -h q[1]; -h q[2]; -x flag[0]; -cp(pi/4) q[2],flag[0]; -cx q[2],q[1]; -cp(-pi/4) q[1],flag[0]; -cx q[2],q[1]; -cp(pi/4) q[1],flag[0]; -cx q[1],q[0]; -cp(-pi/4) q[0],flag[0]; -cx q[2],q[0]; -cp(pi/4) q[0],flag[0]; -cx q[1],q[0]; -cp(-pi/4) q[0],flag[0]; -u2(0,0) q[1]; -cx q[2],q[0]; -cp(pi/4) q[0],flag[0]; -u2(0,0) q[0]; -u1(-pi) q[2]; -ccx q[0],q[1],q[2]; -u2(-pi,-pi) q[0]; -u2(-pi,-pi) q[1]; -u1(-pi) q[2]; -cp(pi/4) q[2],flag[0]; -cx q[2],q[1]; -cp(-pi/4) q[1],flag[0]; -cx q[2],q[1]; -cp(pi/4) q[1],flag[0]; -cx q[1],q[0]; -cp(-pi/4) q[0],flag[0]; -cx q[2],q[0]; -cp(pi/4) q[0],flag[0]; -cx q[1],q[0]; -cp(-pi/4) q[0],flag[0]; -u2(0,0) q[1]; -cx q[2],q[0]; -cp(pi/4) q[0],flag[0]; -u2(0,0) q[0]; -u1(-pi) q[2]; -ccx q[0],q[1],q[2]; -u2(-pi,-pi) q[0]; -u2(-pi,-pi) q[1]; -u1(-pi) q[2]; -barrier q[0],q[1],q[2],flag[0]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure flag[0] -> meas[3]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/grover-v-chain_indep_qiskit_5.qasm b/test/BenchmarkQuasm/qasm/grover-v-chain_indep_qiskit_5.qasm deleted file mode 100644 index d4bc805f..00000000 --- a/test/BenchmarkQuasm/qasm/grover-v-chain_indep_qiskit_5.qasm +++ /dev/null @@ -1,141 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-19 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[4]; -qreg flag[1]; -creg meas[5]; -h q[0]; -h q[1]; -h q[2]; -h q[3]; -x flag[0]; -cp(pi/8) q[3],flag[0]; -cx q[3],q[2]; -cp(-pi/8) q[2],flag[0]; -cx q[3],q[2]; -cp(pi/8) q[2],flag[0]; -cx q[2],q[1]; -cp(-pi/8) q[1],flag[0]; -cx q[3],q[1]; -cp(pi/8) q[1],flag[0]; -cx q[2],q[1]; -cp(-pi/8) q[1],flag[0]; -cx q[3],q[1]; -cp(pi/8) q[1],flag[0]; -cx q[1],q[0]; -cp(-pi/8) q[0],flag[0]; -cx q[3],q[0]; -cp(pi/8) q[0],flag[0]; -cx q[2],q[0]; -cp(-pi/8) q[0],flag[0]; -cx q[3],q[0]; -cp(pi/8) q[0],flag[0]; -cx q[1],q[0]; -cp(-pi/8) q[0],flag[0]; -u2(0,0) q[1]; -cx q[3],q[0]; -cp(pi/8) q[0],flag[0]; -cx q[2],q[0]; -cp(-pi/8) q[0],flag[0]; -u2(0,0) q[2]; -cx q[3],q[0]; -cp(pi/8) q[0],flag[0]; -u2(0,0) q[0]; -rccx q[0],q[1],flag[0]; -u1(-pi) q[3]; -ccx q[2],flag[0],q[3]; -rccx q[0],q[1],flag[0]; -u2(-pi,-pi) q[0]; -u2(-pi,-pi) q[1]; -u2(-pi,-pi) q[2]; -u1(-pi) q[3]; -cp(pi/8) q[3],flag[0]; -cx q[3],q[2]; -cp(-pi/8) q[2],flag[0]; -cx q[3],q[2]; -cp(pi/8) q[2],flag[0]; -cx q[2],q[1]; -cp(-pi/8) q[1],flag[0]; -cx q[3],q[1]; -cp(pi/8) q[1],flag[0]; -cx q[2],q[1]; -cp(-pi/8) q[1],flag[0]; -cx q[3],q[1]; -cp(pi/8) q[1],flag[0]; -cx q[1],q[0]; -cp(-pi/8) q[0],flag[0]; -cx q[3],q[0]; -cp(pi/8) q[0],flag[0]; -cx q[2],q[0]; -cp(-pi/8) q[0],flag[0]; -cx q[3],q[0]; -cp(pi/8) q[0],flag[0]; -cx q[1],q[0]; -cp(-pi/8) q[0],flag[0]; -u2(0,0) q[1]; -cx q[3],q[0]; -cp(pi/8) q[0],flag[0]; -cx q[2],q[0]; -cp(-pi/8) q[0],flag[0]; -u2(0,0) q[2]; -cx q[3],q[0]; -cp(pi/8) q[0],flag[0]; -u2(0,0) q[0]; -rccx q[0],q[1],flag[0]; -u1(-pi) q[3]; -ccx q[2],flag[0],q[3]; -rccx q[0],q[1],flag[0]; -u2(-pi,-pi) q[0]; -u2(-pi,-pi) q[1]; -u2(-pi,-pi) q[2]; -u1(-pi) q[3]; -cp(pi/8) q[3],flag[0]; -cx q[3],q[2]; -cp(-pi/8) q[2],flag[0]; -cx q[3],q[2]; -cp(pi/8) q[2],flag[0]; -cx q[2],q[1]; -cp(-pi/8) q[1],flag[0]; -cx q[3],q[1]; -cp(pi/8) q[1],flag[0]; -cx q[2],q[1]; -cp(-pi/8) q[1],flag[0]; -cx q[3],q[1]; -cp(pi/8) q[1],flag[0]; -cx q[1],q[0]; -cp(-pi/8) q[0],flag[0]; -cx q[3],q[0]; -cp(pi/8) q[0],flag[0]; -cx q[2],q[0]; -cp(-pi/8) q[0],flag[0]; -cx q[3],q[0]; -cp(pi/8) q[0],flag[0]; -cx q[1],q[0]; -cp(-pi/8) q[0],flag[0]; -u2(0,0) q[1]; -cx q[3],q[0]; -cp(pi/8) q[0],flag[0]; -cx q[2],q[0]; -cp(-pi/8) q[0],flag[0]; -u2(0,0) q[2]; -cx q[3],q[0]; -cp(pi/8) q[0],flag[0]; -u2(0,0) q[0]; -rccx q[0],q[1],flag[0]; -u1(-pi) q[3]; -ccx q[2],flag[0],q[3]; -rccx q[0],q[1],flag[0]; -u2(-pi,-pi) q[0]; -u2(-pi,-pi) q[1]; -u2(-pi,-pi) q[2]; -u1(-pi) q[3]; -barrier q[0],q[1],q[2],q[3],flag[0]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; -measure flag[0] -> meas[4]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/grover-v-chain_indep_qiskit_7.qasm b/test/BenchmarkQuasm/qasm/grover-v-chain_indep_qiskit_7.qasm deleted file mode 100644 index b5cd7a71..00000000 --- a/test/BenchmarkQuasm/qasm/grover-v-chain_indep_qiskit_7.qasm +++ /dev/null @@ -1,328 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-19 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[6]; -qreg flag[1]; -creg meas[7]; -h q[0]; -h q[1]; -h q[2]; -h q[3]; -h q[4]; -x q[5]; -cp(pi/16) q[4],q[5]; -cx q[4],q[3]; -cp(-pi/16) q[3],q[5]; -cx q[4],q[3]; -cp(pi/16) q[3],q[5]; -cx q[3],q[2]; -cp(-pi/16) q[2],q[5]; -cx q[4],q[2]; -cp(pi/16) q[2],q[5]; -cx q[3],q[2]; -cp(-pi/16) q[2],q[5]; -cx q[4],q[2]; -cp(pi/16) q[2],q[5]; -cx q[2],q[1]; -cp(-pi/16) q[1],q[5]; -cx q[4],q[1]; -cp(pi/16) q[1],q[5]; -cx q[3],q[1]; -cp(-pi/16) q[1],q[5]; -cx q[4],q[1]; -cp(pi/16) q[1],q[5]; -cx q[2],q[1]; -cp(-pi/16) q[1],q[5]; -cx q[4],q[1]; -cp(pi/16) q[1],q[5]; -cx q[3],q[1]; -cp(-pi/16) q[1],q[5]; -cx q[4],q[1]; -cp(pi/16) q[1],q[5]; -cx q[1],q[0]; -cp(-pi/16) q[0],q[5]; -cx q[4],q[0]; -cp(pi/16) q[0],q[5]; -cx q[3],q[0]; -cp(-pi/16) q[0],q[5]; -cx q[4],q[0]; -cp(pi/16) q[0],q[5]; -cx q[2],q[0]; -cp(-pi/16) q[0],q[5]; -cx q[4],q[0]; -cp(pi/16) q[0],q[5]; -cx q[3],q[0]; -cp(-pi/16) q[0],q[5]; -cx q[4],q[0]; -cp(pi/16) q[0],q[5]; -cx q[1],q[0]; -cp(-pi/16) q[0],q[5]; -u2(0,0) q[1]; -cx q[4],q[0]; -cp(pi/16) q[0],q[5]; -cx q[3],q[0]; -cp(-pi/16) q[0],q[5]; -cx q[4],q[0]; -cp(pi/16) q[0],q[5]; -cx q[2],q[0]; -cp(-pi/16) q[0],q[5]; -u2(0,0) q[2]; -cx q[4],q[0]; -cp(pi/16) q[0],q[5]; -cx q[3],q[0]; -cp(-pi/16) q[0],q[5]; -u2(0,0) q[3]; -cx q[4],q[0]; -cp(pi/16) q[0],q[5]; -u2(0,0) q[0]; -rccx q[0],q[1],q[5]; -u1(-pi) q[4]; -rccx q[2],q[5],flag[0]; -ccx q[3],flag[0],q[4]; -rccx q[2],q[5],flag[0]; -rccx q[0],q[1],q[5]; -u2(-pi,-pi) q[0]; -u2(-pi,-pi) q[1]; -u2(-pi,-pi) q[2]; -u2(-pi,-pi) q[3]; -u1(-pi) q[4]; -cp(pi/16) q[4],q[5]; -cx q[4],q[3]; -cp(-pi/16) q[3],q[5]; -cx q[4],q[3]; -cp(pi/16) q[3],q[5]; -cx q[3],q[2]; -cp(-pi/16) q[2],q[5]; -cx q[4],q[2]; -cp(pi/16) q[2],q[5]; -cx q[3],q[2]; -cp(-pi/16) q[2],q[5]; -cx q[4],q[2]; -cp(pi/16) q[2],q[5]; -cx q[2],q[1]; -cp(-pi/16) q[1],q[5]; -cx q[4],q[1]; -cp(pi/16) q[1],q[5]; -cx q[3],q[1]; -cp(-pi/16) q[1],q[5]; -cx q[4],q[1]; -cp(pi/16) q[1],q[5]; -cx q[2],q[1]; -cp(-pi/16) q[1],q[5]; -cx q[4],q[1]; -cp(pi/16) q[1],q[5]; -cx q[3],q[1]; -cp(-pi/16) q[1],q[5]; -cx q[4],q[1]; -cp(pi/16) q[1],q[5]; -cx q[1],q[0]; -cp(-pi/16) q[0],q[5]; -cx q[4],q[0]; -cp(pi/16) q[0],q[5]; -cx q[3],q[0]; -cp(-pi/16) q[0],q[5]; -cx q[4],q[0]; -cp(pi/16) q[0],q[5]; -cx q[2],q[0]; -cp(-pi/16) q[0],q[5]; -cx q[4],q[0]; -cp(pi/16) q[0],q[5]; -cx q[3],q[0]; -cp(-pi/16) q[0],q[5]; -cx q[4],q[0]; -cp(pi/16) q[0],q[5]; -cx q[1],q[0]; -cp(-pi/16) q[0],q[5]; -u2(0,0) q[1]; -cx q[4],q[0]; -cp(pi/16) q[0],q[5]; -cx q[3],q[0]; -cp(-pi/16) q[0],q[5]; -cx q[4],q[0]; -cp(pi/16) q[0],q[5]; -cx q[2],q[0]; -cp(-pi/16) q[0],q[5]; -u2(0,0) q[2]; -cx q[4],q[0]; -cp(pi/16) q[0],q[5]; -cx q[3],q[0]; -cp(-pi/16) q[0],q[5]; -u2(0,0) q[3]; -cx q[4],q[0]; -cp(pi/16) q[0],q[5]; -u2(0,0) q[0]; -rccx q[0],q[1],q[5]; -rccx q[2],q[5],flag[0]; -u1(-pi) q[4]; -ccx q[3],flag[0],q[4]; -rccx q[2],q[5],flag[0]; -rccx q[0],q[1],q[5]; -u2(-pi,-pi) q[0]; -u2(-pi,-pi) q[1]; -u2(-pi,-pi) q[2]; -u2(-pi,-pi) q[3]; -u1(-pi) q[4]; -cp(pi/16) q[4],q[5]; -cx q[4],q[3]; -cp(-pi/16) q[3],q[5]; -cx q[4],q[3]; -cp(pi/16) q[3],q[5]; -cx q[3],q[2]; -cp(-pi/16) q[2],q[5]; -cx q[4],q[2]; -cp(pi/16) q[2],q[5]; -cx q[3],q[2]; -cp(-pi/16) q[2],q[5]; -cx q[4],q[2]; -cp(pi/16) q[2],q[5]; -cx q[2],q[1]; -cp(-pi/16) q[1],q[5]; -cx q[4],q[1]; -cp(pi/16) q[1],q[5]; -cx q[3],q[1]; -cp(-pi/16) q[1],q[5]; -cx q[4],q[1]; -cp(pi/16) q[1],q[5]; -cx q[2],q[1]; -cp(-pi/16) q[1],q[5]; -cx q[4],q[1]; -cp(pi/16) q[1],q[5]; -cx q[3],q[1]; -cp(-pi/16) q[1],q[5]; -cx q[4],q[1]; -cp(pi/16) q[1],q[5]; -cx q[1],q[0]; -cp(-pi/16) q[0],q[5]; -cx q[4],q[0]; -cp(pi/16) q[0],q[5]; -cx q[3],q[0]; -cp(-pi/16) q[0],q[5]; -cx q[4],q[0]; -cp(pi/16) q[0],q[5]; -cx q[2],q[0]; -cp(-pi/16) q[0],q[5]; -cx q[4],q[0]; -cp(pi/16) q[0],q[5]; -cx q[3],q[0]; -cp(-pi/16) q[0],q[5]; -cx q[4],q[0]; -cp(pi/16) q[0],q[5]; -cx q[1],q[0]; -cp(-pi/16) q[0],q[5]; -u2(0,0) q[1]; -cx q[4],q[0]; -cp(pi/16) q[0],q[5]; -cx q[3],q[0]; -cp(-pi/16) q[0],q[5]; -cx q[4],q[0]; -cp(pi/16) q[0],q[5]; -cx q[2],q[0]; -cp(-pi/16) q[0],q[5]; -u2(0,0) q[2]; -cx q[4],q[0]; -cp(pi/16) q[0],q[5]; -cx q[3],q[0]; -cp(-pi/16) q[0],q[5]; -u2(0,0) q[3]; -cx q[4],q[0]; -cp(pi/16) q[0],q[5]; -u2(0,0) q[0]; -rccx q[0],q[1],q[5]; -rccx q[2],q[5],flag[0]; -u1(-pi) q[4]; -ccx q[3],flag[0],q[4]; -rccx q[2],q[5],flag[0]; -rccx q[0],q[1],q[5]; -u2(-pi,-pi) q[0]; -u2(-pi,-pi) q[1]; -u2(-pi,-pi) q[2]; -u2(-pi,-pi) q[3]; -u1(-pi) q[4]; -cp(pi/16) q[4],q[5]; -cx q[4],q[3]; -cp(-pi/16) q[3],q[5]; -cx q[4],q[3]; -cp(pi/16) q[3],q[5]; -cx q[3],q[2]; -cp(-pi/16) q[2],q[5]; -cx q[4],q[2]; -cp(pi/16) q[2],q[5]; -cx q[3],q[2]; -cp(-pi/16) q[2],q[5]; -cx q[4],q[2]; -cp(pi/16) q[2],q[5]; -cx q[2],q[1]; -cp(-pi/16) q[1],q[5]; -cx q[4],q[1]; -cp(pi/16) q[1],q[5]; -cx q[3],q[1]; -cp(-pi/16) q[1],q[5]; -cx q[4],q[1]; -cp(pi/16) q[1],q[5]; -cx q[2],q[1]; -cp(-pi/16) q[1],q[5]; -cx q[4],q[1]; -cp(pi/16) q[1],q[5]; -cx q[3],q[1]; -cp(-pi/16) q[1],q[5]; -cx q[4],q[1]; -cp(pi/16) q[1],q[5]; -cx q[1],q[0]; -cp(-pi/16) q[0],q[5]; -cx q[4],q[0]; -cp(pi/16) q[0],q[5]; -cx q[3],q[0]; -cp(-pi/16) q[0],q[5]; -cx q[4],q[0]; -cp(pi/16) q[0],q[5]; -cx q[2],q[0]; -cp(-pi/16) q[0],q[5]; -cx q[4],q[0]; -cp(pi/16) q[0],q[5]; -cx q[3],q[0]; -cp(-pi/16) q[0],q[5]; -cx q[4],q[0]; -cp(pi/16) q[0],q[5]; -cx q[1],q[0]; -cp(-pi/16) q[0],q[5]; -u2(0,0) q[1]; -cx q[4],q[0]; -cp(pi/16) q[0],q[5]; -cx q[3],q[0]; -cp(-pi/16) q[0],q[5]; -cx q[4],q[0]; -cp(pi/16) q[0],q[5]; -cx q[2],q[0]; -cp(-pi/16) q[0],q[5]; -u2(0,0) q[2]; -cx q[4],q[0]; -cp(pi/16) q[0],q[5]; -cx q[3],q[0]; -cp(-pi/16) q[0],q[5]; -u2(0,0) q[3]; -cx q[4],q[0]; -cp(pi/16) q[0],q[5]; -u2(0,0) q[0]; -rccx q[0],q[1],q[5]; -rccx q[2],q[5],flag[0]; -u1(-pi) q[4]; -ccx q[3],flag[0],q[4]; -rccx q[2],q[5],flag[0]; -rccx q[0],q[1],q[5]; -u2(-pi,-pi) q[0]; -u2(-pi,-pi) q[1]; -u2(-pi,-pi) q[2]; -u2(-pi,-pi) q[3]; -u1(-pi) q[4]; -barrier q[0],q[1],q[2],q[3],q[4],q[5],flag[0]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; -measure q[4] -> meas[4]; -measure q[5] -> meas[5]; -measure flag[0] -> meas[6]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/portfolioqaoa_indep_qiskit_3.qasm b/test/BenchmarkQuasm/qasm/portfolioqaoa_indep_qiskit_3.qasm deleted file mode 100644 index 4d0044bb..00000000 --- a/test/BenchmarkQuasm/qasm/portfolioqaoa_indep_qiskit_3.qasm +++ /dev/null @@ -1,39 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-17 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[3]; -creg meas[3]; -creg meas0[3]; -u2(-0.0866959008988637,-pi) q[0]; -u2(-0.08676910416958972,-pi) q[1]; -rzz(0.08633715978690501) q[0],q[1]; -u2(-0.08663477981548695,-pi) q[2]; -rzz(0.08631585680193811) q[0],q[2]; -u3(2.2724822690290254,-1.1733017345370045,-pi/2) q[0]; -rzz(0.08632192329635771) q[1],q[2]; -u3(2.2724822690290254,-1.1756187639605353,-pi/2) q[1]; -rzz(2.732743190113777) q[0],q[1]; -u3(2.2724822690290254,-1.1713671304246889,-pi/2) q[2]; -rzz(2.732068908179542) q[0],q[2]; -u3(1.613215108868912,1.5693099928708039,pi/2) q[0]; -rzz(2.732260924819353) q[1],q[2]; -u3(1.6132151088689122,1.5719613991154286,pi/2) q[1]; -rzz(-3.1271127960837783) q[0],q[1]; -u3(1.613215108868912,1.5670962007746914,pi/2) q[2]; -rzz(-3.126341206688792) q[0],q[2]; -rx(-10.081529597185977) q[0]; -rzz(-3.1265609337723994) q[1],q[2]; -rx(-10.081529597185977) q[1]; -rx(-10.081529597185977) q[2]; -barrier q[0],q[1],q[2]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -barrier q[0],q[1],q[2]; -measure q[0] -> meas0[0]; -measure q[1] -> meas0[1]; -measure q[2] -> meas0[2]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/portfolioqaoa_indep_qiskit_4.qasm b/test/BenchmarkQuasm/qasm/portfolioqaoa_indep_qiskit_4.qasm deleted file mode 100644 index 8df0dc77..00000000 --- a/test/BenchmarkQuasm/qasm/portfolioqaoa_indep_qiskit_4.qasm +++ /dev/null @@ -1,54 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-17 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[4]; -creg meas[4]; -creg meas1[4]; -u2(-0.07959201718420683,-pi) q[0]; -u2(-0.014044535866041485,-pi) q[1]; -rzz(7.025609280373338) q[0],q[1]; -u2(-0.008933528801508217,-pi) q[2]; -rzz(7.024952989606855) q[0],q[2]; -rzz(7.025471551332058) q[1],q[2]; -u2(0.03775271586114748,-pi) q[3]; -rzz(7.026404289291939) q[0],q[3]; -u3(0.2810199755653104,-1.5215941948692582,pi/2) q[0]; -rzz(7.025475289595849) q[1],q[3]; -u3(0.28101997556531044,-1.5621142864224804,pi/2) q[1]; -rzz(-4.343085737742924) q[0],q[1]; -rzz(7.026246883159238) q[2],q[3]; -u3(0.2810199755653104,-1.565273804835992,pi/2) q[2]; -rzz(-4.342680032422008) q[0],q[2]; -rzz(-4.343000596510188) q[1],q[2]; -u3(0.28101997556531044,-1.5941342716298958,pi/2) q[3]; -rzz(-4.343577195744354) q[0],q[3]; -u3(2.5310744537234307,-1.5066180741452546,pi/2) q[0]; -rzz(-4.343002907427221) q[1],q[3]; -u3(2.5310744537234307,-1.5594716512426778,pi/2) q[1]; -rzz(-5.6650320392047995) q[0],q[1]; -rzz(-4.343479890542386) q[2],q[3]; -u3(2.5310744537234307,-1.5635928623174333,pi/2) q[2]; -rzz(-5.664502845497779) q[0],q[2]; -rzz(-5.664920982725505) q[1],q[2]; -u3(2.5310744537234307,-1.6012378638040579,pi/2) q[3]; -rzz(-5.665673086951066) q[0],q[3]; -rx(-3.1802320464562666) q[0]; -rzz(-5.664923997038328) q[1],q[3]; -rx(-3.1802320464562666) q[1]; -rzz(-5.665546164039567) q[2],q[3]; -rx(-3.1802320464562666) q[2]; -rx(-3.1802320464562666) q[3]; -barrier q[0],q[1],q[2],q[3]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; -barrier q[0],q[1],q[2],q[3]; -measure q[0] -> meas1[0]; -measure q[1] -> meas1[1]; -measure q[2] -> meas1[2]; -measure q[3] -> meas1[3]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/portfolioqaoa_indep_qiskit_5.qasm b/test/BenchmarkQuasm/qasm/portfolioqaoa_indep_qiskit_5.qasm deleted file mode 100644 index 51d205ab..00000000 --- a/test/BenchmarkQuasm/qasm/portfolioqaoa_indep_qiskit_5.qasm +++ /dev/null @@ -1,72 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-17 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[5]; -creg meas[5]; -creg meas2[5]; -u2(0.4287982967072317,-pi) q[0]; -u2(0.413714792616247,-pi) q[1]; -rzz(5.882892586917301) q[0],q[1]; -u2(0.3650859990886657,-pi) q[2]; -rzz(5.883623560336377) q[0],q[2]; -rzz(5.88319296357476) q[1],q[2]; -u2(0.40627674189909424,-pi) q[3]; -rzz(5.8834334782999775) q[0],q[3]; -rzz(5.883478377731291) q[1],q[3]; -rzz(5.8831355562705765) q[2],q[3]; -u2(0.37748322283598235,-pi) q[4]; -rzz(5.883659036567267) q[0],q[4]; -u3(1.8023887811861143,-2.8488702519887408,-pi/2) q[0]; -rzz(5.883147487408685) q[1],q[4]; -u3(1.8023887811861143,-2.8602572782995432,-pi/2) q[1]; -rzz(4.441186362716154) q[0],q[1]; -rzz(5.88363119594621) q[2],q[4]; -u3(1.8023887811861143,-2.8969687312895784,-pi/2) q[2]; -rzz(4.441738198251538) q[0],q[2]; -rzz(4.441413126794381) q[1],q[2]; -rzz(5.883182945278967) q[3],q[4]; -u3(1.8023887811861143,-2.8658725039597357,-pi/2) q[3]; -rzz(4.441594699158976) q[0],q[3]; -rzz(4.4416285951955095) q[1],q[3]; -rzz(4.441369788159059) q[2],q[3]; -u3(1.8023887811861143,-2.887609665111051,-pi/2) q[4]; -rzz(4.4417649804085295) q[0],q[4]; -u3(1.0689181078384213,-2.469925732305353,pi/2) q[0]; -rzz(4.441378795362077) q[1],q[4]; -u3(1.0689181078384211,-2.4884305686200365,pi/2) q[1]; -rzz(7.217286097521286) q[0],q[1]; -rzz(4.441743962620979) q[2],q[4]; -u3(1.0689181078384213,-2.548089641139285,pi/2) q[2]; -rzz(7.218182874781317) q[0],q[2]; -rzz(7.2176546074408305) q[1],q[2]; -rzz(4.4414055636580505) q[3],q[4]; -u3(1.0689181078384211,-2.4975557632824295,pi/2) q[3]; -rzz(7.217949677180234) q[0],q[3]; -rzz(7.218004760973898) q[1],q[3]; -rzz(7.217584178662426) q[2],q[3]; -u3(1.0689181078384213,-2.5328804036294343,pi/2) q[4]; -rzz(7.218226397946871) q[0],q[4]; -rx(8.783880845680992) q[0]; -rzz(7.217598816093916) q[1],q[4]; -rx(8.783880845680992) q[1]; -rzz(7.218192242346656) q[2],q[4]; -rx(8.783880845680992) q[2]; -rzz(7.217642316734196) q[3],q[4]; -rx(8.783880845680992) q[3]; -rx(8.783880845680992) q[4]; -barrier q[0],q[1],q[2],q[3],q[4]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; -measure q[4] -> meas[4]; -barrier q[0],q[1],q[2],q[3],q[4]; -measure q[0] -> meas2[0]; -measure q[1] -> meas2[1]; -measure q[2] -> meas2[2]; -measure q[3] -> meas2[3]; -measure q[4] -> meas2[4]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/portfolioqaoa_indep_qiskit_6.qasm b/test/BenchmarkQuasm/qasm/portfolioqaoa_indep_qiskit_6.qasm deleted file mode 100644 index 30dd421f..00000000 --- a/test/BenchmarkQuasm/qasm/portfolioqaoa_indep_qiskit_6.qasm +++ /dev/null @@ -1,93 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-17 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[6]; -creg meas[6]; -creg meas3[6]; -u2(0.011594260790508848,-pi) q[0]; -u2(-0.0026131244385467767,-pi) q[1]; -rzz(-5.121639834023396) q[0],q[1]; -u2(0.01300157275178826,-pi) q[2]; -rzz(-5.121647957496835) q[0],q[2]; -rzz(-5.120183706673293) q[1],q[2]; -u2(-0.017559583428860215,-pi) q[3]; -rzz(-5.121490322931692) q[0],q[3]; -rzz(-5.1218741341730905) q[1],q[3]; -rzz(-5.120190971962059) q[2],q[3]; -u2(0.00883113795355328,-pi) q[4]; -rzz(-5.120782510277237) q[0],q[4]; -rzz(-5.1214754098754485) q[1],q[4]; -rzz(-5.121078759050804) q[2],q[4]; -rzz(-5.121188642030022) q[3],q[4]; -u2(0.004990408250160172,-pi) q[5]; -rzz(-5.121230225569947) q[0],q[5]; -u3(0.3810048412458057,-1.57273692767603,pi/2) q[0]; -rzz(-5.121147280181405) q[1],q[5]; -u3(0.38100484124580575,-1.5703589525043247,pi/2) q[1]; -rzz(0.8572395389699564) q[0],q[1]; -rzz(-5.121553666732117) q[2],q[5]; -u3(0.38100484124580575,-1.5729724779091525,pi/2) q[2]; -rzz(0.8572408986443676) q[0],q[2]; -rzz(0.8569958182127897) q[1],q[2]; -rzz(-5.12094921089935) q[3],q[5]; -u3(0.38100484124580575,-1.5678572741299543,pi/2) q[3]; -rzz(0.8572145144029277) q[0],q[3]; -rzz(0.8572787551895293) q[1],q[3]; -rzz(0.8569970342476915) q[2],q[3]; -rzz(-5.1211821190389974) q[4],q[5]; -u3(0.38100484124580575,-1.572274447254987,pi/2) q[4]; -rzz(0.8570960435589704) q[0],q[4]; -rzz(0.8572120183153713) q[1],q[4]; -rzz(0.8571456284908093) q[2],q[4]; -rzz(0.8571640202632685) q[3],q[4]; -u3(0.38100484124580575,-1.5716316013175642,pi/2) q[5]; -rzz(0.857170980349442) q[0],q[5]; -u3(2.5229974796807713,1.577194439043378,-pi/2) q[0]; -rzz(0.8571570972828972) q[1],q[5]; -u3(2.5229974796807713,1.5693543147702265,-pi/2) q[1]; -rzz(-2.826297178100617) q[0],q[1]; -rzz(0.8572251166342506) q[2],q[5]; -u3(2.5229974796807713,1.5779710422317645,-pi/2) q[2]; -rzz(-2.8263016609129195) q[0],q[2]; -rzz(-2.825493636900158) q[1],q[2]; -rzz(0.8571239452406735) q[3],q[5]; -u3(2.5229974796807713,1.5611063441522433,-pi/2) q[3]; -rzz(-2.8262146727331428) q[0],q[3]; -rzz(-2.8264264729892403) q[1],q[3]; -rzz(-2.8254976461366144) q[2],q[3]; -rzz(0.8571629284711864) q[4],q[5]; -u3(2.5229974796807713,1.5756696527386183,-pi/2) q[4]; -rzz(-2.82582407734324) q[0],q[4]; -rzz(-2.8262064431953102) q[1],q[4]; -rzz(-2.8259875576151616) q[2],q[4]; -rzz(-2.826048194825928) q[3],q[4]; -u3(2.5229974796807713,1.5735502058672397,-pi/2) q[5]; -rzz(-2.8260711420548144) q[0],q[5]; -rx(6.32436637457726) q[0]; -rzz(-2.826025369933937) q[1],q[5]; -rx(6.32436637457726) q[1]; -rzz(-2.826249628022892) q[2],q[5]; -rx(6.32436637457726) q[2]; -rzz(-2.8259160684853613) q[3],q[5]; -rx(6.32436637457726) q[3]; -rzz(-2.8260445952149196) q[4],q[5]; -rx(6.32436637457726) q[4]; -rx(6.32436637457726) q[5]; -barrier q[0],q[1],q[2],q[3],q[4],q[5]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; -measure q[4] -> meas[4]; -measure q[5] -> meas[5]; -barrier q[0],q[1],q[2],q[3],q[4],q[5]; -measure q[0] -> meas3[0]; -measure q[1] -> meas3[1]; -measure q[2] -> meas3[2]; -measure q[3] -> meas3[3]; -measure q[4] -> meas3[4]; -measure q[5] -> meas3[5]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/portfolioqaoa_indep_qiskit_7.qasm b/test/BenchmarkQuasm/qasm/portfolioqaoa_indep_qiskit_7.qasm deleted file mode 100644 index f011c8ae..00000000 --- a/test/BenchmarkQuasm/qasm/portfolioqaoa_indep_qiskit_7.qasm +++ /dev/null @@ -1,117 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-17 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[7]; -creg meas[7]; -creg meas4[7]; -u2(-1.3107655790970627,-pi) q[0]; -u2(-1.2796840107022174,-pi) q[1]; -rzz(-4.973851604661539) q[0],q[1]; -u2(-1.3167476367552837,-pi) q[2]; -rzz(-4.973778093009132) q[0],q[2]; -rzz(-4.97391209164794) q[1],q[2]; -u2(-0.8289133527214751,-pi) q[3]; -rzz(-4.974974029051155) q[0],q[3]; -rzz(-4.9719371937180945) q[1],q[3]; -rzz(-4.9729101964617115) q[2],q[3]; -u2(-1.3366583367883298,-pi) q[4]; -rzz(-4.97421434761309) q[0],q[4]; -rzz(-4.974024270288309) q[1],q[4]; -rzz(-4.973504078022938) q[2],q[4]; -rzz(-4.971258612076763) q[3],q[4]; -u2(-1.315143324420049,-pi) q[5]; -rzz(-4.973866142666114) q[0],q[5]; -rzz(-4.973904772572349) q[1],q[5]; -rzz(-4.973892647947677) q[2],q[5]; -rzz(-4.975155018629825) q[3],q[5]; -rzz(-4.973881609972495) q[4],q[5]; -u2(-1.3013678017771673,-pi) q[6]; -rzz(-4.973846219056362) q[0],q[6]; -u3(2.465170535421868,0.30479066845805036,-pi/2) q[0]; -rzz(-4.973801985306963) q[1],q[6]; -u3(2.465170535421868,0.33615202186995674,-pi/2) q[1]; -rzz(-5.018624414655916) q[0],q[1]; -rzz(-4.973837907909673) q[2],q[6]; -u3(2.465170535421868,0.29875476248423904,-pi/2) q[2]; -rzz(-5.018550241278248) q[0],q[2]; -rzz(-5.018685446124252) q[1],q[2]; -rzz(-4.975779004714076) q[3],q[6]; -u3(2.465170535421868,0.7909803539883633,-pi/2) q[3]; -rzz(-5.0197569427032045) q[0],q[3]; -rzz(-5.016692770878797) q[1],q[3]; -rzz(-5.0176745322405685) q[2],q[3]; -rzz(-4.974187842172451) q[4],q[6]; -u3(2.465170535421868,0.2786648335436399,-pi/2) q[4]; -rzz(-5.018990422888086) q[0],q[4]; -rzz(-5.018798634556097) q[1],q[4]; -rzz(-5.018273759708431) q[2],q[4]; -rzz(-5.016008080891398) q[3],q[4]; -rzz(-4.973918046249495) q[5],q[6]; -u3(2.465170535421868,0.3003735162578334,-pi/2) q[5]; -rzz(-5.01863908352634) q[0],q[5]; -rzz(-5.018678061164994) q[1],q[5]; -rzz(-5.018665827398844) q[2],q[5]; -rzz(-5.019939561484485) q[3],q[5]; -rzz(-5.018654690063809) q[4],q[5]; -u3(2.465170535421868,0.31427304116432975,-pi/2) q[6]; -rzz(-5.018618980571472) q[0],q[6]; -u3(1.5825177442266967,2.9033010292942025,-pi/2) q[0]; -rzz(-5.018574348645888) q[1],q[6]; -u3(1.5825177442266967,2.872355347668339,-pi/2) q[1]; -rzz(4.952106221180029) q[0],q[1]; -rzz(-5.018610594610852) q[2],q[6]; -u3(1.5825177442266967,2.9092569337520215,-pi/2) q[2]; -rzz(4.952033030916195) q[0],q[2]; -rzz(4.952166443720921) q[1],q[2]; -rzz(-5.02056916446538) q[3],q[6]; -u3(1.5825177442266969,2.423555432202475,-pi/2) q[3]; -rzz(4.95322373839695) q[0],q[3]; -rzz(4.9502001799274025) q[1],q[3]; -rzz(4.951168928760877) q[2],q[3]; -rzz(-5.018963678855073) q[4],q[6]; -u3(1.5825177442266964,2.929080585388368,-pi/2) q[4]; -rzz(4.952467378240963) q[0],q[4]; -rzz(4.952278131922944) q[1],q[4]; -rzz(4.951760213907228) q[2],q[4]; -rzz(4.94952456500466) q[3],q[4]; -rzz(-5.018691454326973) q[5],q[6]; -u3(1.5825177442266964,2.9076596353749276,-pi/2) q[5]; -rzz(4.952120695625312) q[0],q[5]; -rzz(4.952159156643893) q[1],q[5]; -rzz(4.95214708502736) q[2],q[5]; -rzz(4.953403936699943) q[3],q[5]; -rzz(4.95213609530955) q[4],q[5]; -u3(1.5825177442266967,2.8939443384979793,-pi/2) q[6]; -rzz(4.952100859120398) q[0],q[6]; -rx(-11.545155618401003) q[0]; -rzz(4.952056818758321) q[1],q[6]; -rx(-11.545155618401003) q[1]; -rzz(4.952092584309548) q[2],q[6]; -rx(-11.545155618401003) q[2]; -rzz(4.954025194754135) q[3],q[6]; -rx(-11.545155618401003) q[3]; -rzz(4.952440988680534) q[4],q[6]; -rx(-11.545155618401003) q[4]; -rzz(4.952172372289313) q[5],q[6]; -rx(-11.545155618401003) q[5]; -rx(-11.545155618401003) q[6]; -barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; -measure q[4] -> meas[4]; -measure q[5] -> meas[5]; -measure q[6] -> meas[6]; -barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6]; -measure q[0] -> meas4[0]; -measure q[1] -> meas4[1]; -measure q[2] -> meas4[2]; -measure q[3] -> meas4[3]; -measure q[4] -> meas4[4]; -measure q[5] -> meas4[5]; -measure q[6] -> meas4[6]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/portfoliovqe_indep_qiskit_3.qasm b/test/BenchmarkQuasm/qasm/portfoliovqe_indep_qiskit_3.qasm deleted file mode 100644 index b645301b..00000000 --- a/test/BenchmarkQuasm/qasm/portfoliovqe_indep_qiskit_3.qasm +++ /dev/null @@ -1,34 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-17 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[3]; -creg meas[3]; -ry(4.702531904090672) q[0]; -ry(0.27912916317897923) q[1]; -cz q[0],q[1]; -ry(3.1324512545711407) q[2]; -cz q[0],q[2]; -ry(-5.910838761425785) q[0]; -cz q[1],q[2]; -ry(-2.8063676966033793) q[1]; -cz q[0],q[1]; -ry(-3.6622582190162847) q[2]; -cz q[0],q[2]; -ry(-0.29837891906294317) q[0]; -cz q[1],q[2]; -ry(-4.130720669019984) q[1]; -cz q[0],q[1]; -ry(-1.023492757978003) q[2]; -cz q[0],q[2]; -ry(-2.8095712872076577) q[0]; -cz q[1],q[2]; -ry(1.2348318981948359) q[1]; -ry(0.1520689023222807) q[2]; -barrier q[0],q[1],q[2]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/portfoliovqe_indep_qiskit_4.qasm b/test/BenchmarkQuasm/qasm/portfoliovqe_indep_qiskit_4.qasm deleted file mode 100644 index 27a4601d..00000000 --- a/test/BenchmarkQuasm/qasm/portfoliovqe_indep_qiskit_4.qasm +++ /dev/null @@ -1,48 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-17 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[4]; -creg meas[4]; -ry(-5.347518124948548) q[0]; -ry(-0.2775667806412738) q[1]; -cz q[0],q[1]; -ry(4.388931218439147) q[2]; -cz q[0],q[2]; -cz q[1],q[2]; -ry(0.4998199810650877) q[3]; -cz q[0],q[3]; -ry(-3.1597284583330474) q[0]; -cz q[1],q[3]; -ry(-3.6049733174107406) q[1]; -cz q[0],q[1]; -cz q[2],q[3]; -ry(3.144241615997172) q[2]; -cz q[0],q[2]; -cz q[1],q[2]; -ry(-1.2437766801193173) q[3]; -cz q[0],q[3]; -ry(2.9746984747507126) q[0]; -cz q[1],q[3]; -ry(-2.916403245420324) q[1]; -cz q[0],q[1]; -cz q[2],q[3]; -ry(-1.0916657255867384) q[2]; -cz q[0],q[2]; -cz q[1],q[2]; -ry(5.9922638613377) q[3]; -cz q[0],q[3]; -ry(-0.15522972874406707) q[0]; -cz q[1],q[3]; -ry(-0.6989501141709386) q[1]; -cz q[2],q[3]; -ry(2.532771468834448) q[2]; -ry(5.1911851792027655) q[3]; -barrier q[0],q[1],q[2],q[3]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/portfoliovqe_indep_qiskit_5.qasm b/test/BenchmarkQuasm/qasm/portfoliovqe_indep_qiskit_5.qasm deleted file mode 100644 index b16f0a6a..00000000 --- a/test/BenchmarkQuasm/qasm/portfoliovqe_indep_qiskit_5.qasm +++ /dev/null @@ -1,65 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-17 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[5]; -creg meas[5]; -ry(5.812764104280665) q[0]; -ry(6.460537782327528) q[1]; -cz q[0],q[1]; -ry(3.5145852990824067) q[2]; -cz q[0],q[2]; -cz q[1],q[2]; -ry(-0.8203368647036271) q[3]; -cz q[0],q[3]; -cz q[1],q[3]; -cz q[2],q[3]; -ry(5.025985051694111) q[4]; -cz q[0],q[4]; -ry(3.678228292091679) q[0]; -cz q[1],q[4]; -ry(3.1405695185640448) q[1]; -cz q[0],q[1]; -cz q[2],q[4]; -ry(-2.601457345679879) q[2]; -cz q[0],q[2]; -cz q[1],q[2]; -cz q[3],q[4]; -ry(1.5721200579904302) q[3]; -cz q[0],q[3]; -cz q[1],q[3]; -cz q[2],q[3]; -ry(-3.091727250818479) q[4]; -cz q[0],q[4]; -ry(5.128476401728323) q[0]; -cz q[1],q[4]; -ry(6.023201103145068) q[1]; -cz q[0],q[1]; -cz q[2],q[4]; -ry(-5.231960360375551) q[2]; -cz q[0],q[2]; -cz q[1],q[2]; -cz q[3],q[4]; -ry(-2.6430235217741505) q[3]; -cz q[0],q[3]; -cz q[1],q[3]; -cz q[2],q[3]; -ry(-5.096151935958439) q[4]; -cz q[0],q[4]; -ry(0.5209603477745716) q[0]; -cz q[1],q[4]; -ry(3.025246888530179) q[1]; -cz q[2],q[4]; -ry(1.1916546985633065) q[2]; -cz q[3],q[4]; -ry(-1.1156772816961626) q[3]; -ry(6.167431522296037) q[4]; -barrier q[0],q[1],q[2],q[3],q[4]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; -measure q[4] -> meas[4]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/portfoliovqe_indep_qiskit_6.qasm b/test/BenchmarkQuasm/qasm/portfoliovqe_indep_qiskit_6.qasm deleted file mode 100644 index 82599c9e..00000000 --- a/test/BenchmarkQuasm/qasm/portfoliovqe_indep_qiskit_6.qasm +++ /dev/null @@ -1,85 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-17 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[6]; -creg meas[6]; -ry(0.6572088955750814) q[0]; -ry(3.619072253286568) q[1]; -cz q[0],q[1]; -ry(5.9263218099884565) q[2]; -cz q[0],q[2]; -cz q[1],q[2]; -ry(-0.5632069336934871) q[3]; -cz q[0],q[3]; -cz q[1],q[3]; -cz q[2],q[3]; -ry(-5.899486888566294) q[4]; -cz q[0],q[4]; -cz q[1],q[4]; -cz q[2],q[4]; -cz q[3],q[4]; -ry(-3.3353970476601047) q[5]; -cz q[0],q[5]; -ry(6.219039775804674) q[0]; -cz q[1],q[5]; -ry(-1.8746414450695879) q[1]; -cz q[0],q[1]; -cz q[2],q[5]; -ry(4.690804422429242) q[2]; -cz q[0],q[2]; -cz q[1],q[2]; -cz q[3],q[5]; -ry(6.191086045078293) q[3]; -cz q[0],q[3]; -cz q[1],q[3]; -cz q[2],q[3]; -cz q[4],q[5]; -ry(3.359369595764589) q[4]; -cz q[0],q[4]; -cz q[1],q[4]; -cz q[2],q[4]; -cz q[3],q[4]; -ry(4.520490155519452) q[5]; -cz q[0],q[5]; -ry(-0.2630013228079857) q[0]; -cz q[1],q[5]; -ry(6.1669895322781745) q[1]; -cz q[0],q[1]; -cz q[2],q[5]; -ry(-4.492093609118394) q[2]; -cz q[0],q[2]; -cz q[1],q[2]; -cz q[3],q[5]; -ry(-4.908040827262384) q[3]; -cz q[0],q[3]; -cz q[1],q[3]; -cz q[2],q[3]; -cz q[4],q[5]; -ry(-4.75024860597429) q[4]; -cz q[0],q[4]; -cz q[1],q[4]; -cz q[2],q[4]; -cz q[3],q[4]; -ry(-0.23631864320099005) q[5]; -cz q[0],q[5]; -ry(3.274628763223536) q[0]; -cz q[1],q[5]; -ry(-5.226261059250838) q[1]; -cz q[2],q[5]; -ry(-0.5140501694036672) q[2]; -cz q[3],q[5]; -ry(0.4500075797005403) q[3]; -cz q[4],q[5]; -ry(-4.6582501578569495) q[4]; -ry(-0.592349718440718) q[5]; -barrier q[0],q[1],q[2],q[3],q[4],q[5]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; -measure q[4] -> meas[4]; -measure q[5] -> meas[5]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/portfoliovqe_indep_qiskit_7.qasm b/test/BenchmarkQuasm/qasm/portfoliovqe_indep_qiskit_7.qasm deleted file mode 100644 index c18ff20c..00000000 --- a/test/BenchmarkQuasm/qasm/portfoliovqe_indep_qiskit_7.qasm +++ /dev/null @@ -1,108 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-17 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[7]; -creg meas[7]; -ry(-1.8316328701859983) q[0]; -ry(-4.061414447349874) q[1]; -cz q[0],q[1]; -ry(-0.13065207091879305) q[2]; -cz q[0],q[2]; -cz q[1],q[2]; -ry(4.618235305742356) q[3]; -cz q[0],q[3]; -cz q[1],q[3]; -cz q[2],q[3]; -ry(-2.0035942851567334) q[4]; -cz q[0],q[4]; -cz q[1],q[4]; -cz q[2],q[4]; -cz q[3],q[4]; -ry(5.823913075592953) q[5]; -cz q[0],q[5]; -cz q[1],q[5]; -cz q[2],q[5]; -cz q[3],q[5]; -cz q[4],q[5]; -ry(-3.054782424058876) q[6]; -cz q[0],q[6]; -ry(1.6410145068397712) q[0]; -cz q[1],q[6]; -ry(-5.69128089081944) q[1]; -cz q[0],q[1]; -cz q[2],q[6]; -ry(-2.2140373739882993) q[2]; -cz q[0],q[2]; -cz q[1],q[2]; -cz q[3],q[6]; -ry(2.0259015198628125) q[3]; -cz q[0],q[3]; -cz q[1],q[3]; -cz q[2],q[3]; -cz q[4],q[6]; -ry(-0.5338738181511573) q[4]; -cz q[0],q[4]; -cz q[1],q[4]; -cz q[2],q[4]; -cz q[3],q[4]; -cz q[5],q[6]; -ry(-5.592254659994845) q[5]; -cz q[0],q[5]; -cz q[1],q[5]; -cz q[2],q[5]; -cz q[3],q[5]; -cz q[4],q[5]; -ry(3.0318324516624298) q[6]; -cz q[0],q[6]; -ry(-5.856095233162612) q[0]; -cz q[1],q[6]; -ry(-1.0839314814580145) q[1]; -cz q[0],q[1]; -cz q[2],q[6]; -ry(-3.1653726238923614) q[2]; -cz q[0],q[2]; -cz q[1],q[2]; -cz q[3],q[6]; -ry(3.0121951979811357) q[3]; -cz q[0],q[3]; -cz q[1],q[3]; -cz q[2],q[3]; -cz q[4],q[6]; -ry(-5.087130572125432) q[4]; -cz q[0],q[4]; -cz q[1],q[4]; -cz q[2],q[4]; -cz q[3],q[4]; -cz q[5],q[6]; -ry(1.9546801498371114) q[5]; -cz q[0],q[5]; -cz q[1],q[5]; -cz q[2],q[5]; -cz q[3],q[5]; -cz q[4],q[5]; -ry(-2.9058952720743707) q[6]; -cz q[0],q[6]; -ry(-1.475756684064705) q[0]; -cz q[1],q[6]; -ry(-2.9584640447641717) q[1]; -cz q[2],q[6]; -ry(-3.195615591955698) q[2]; -cz q[3],q[6]; -ry(3.860557264258915) q[3]; -cz q[4],q[6]; -ry(-5.753417604127002) q[4]; -cz q[5],q[6]; -ry(-3.086837473615006) q[5]; -ry(-3.8108425990422594) q[6]; -barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; -measure q[4] -> meas[4]; -measure q[5] -> meas[5]; -measure q[6] -> meas[6]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qaoa_indep_qiskit_10.qasm b/test/BenchmarkQuasm/qasm/qaoa_indep_qiskit_10.qasm deleted file mode 100644 index 18bb1a3d..00000000 --- a/test/BenchmarkQuasm/qasm/qaoa_indep_qiskit_10.qasm +++ /dev/null @@ -1,70 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-18 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[10]; -creg meas[10]; -h q[0]; -h q[1]; -rzz(-5.6274199584027285) q[0],q[1]; -h q[2]; -h q[3]; -rzz(-5.6274199584027285) q[1],q[3]; -rx(1.8987267857024446) q[1]; -h q[4]; -rzz(-5.6274199584027285) q[3],q[4]; -rx(1.8987267857024446) q[3]; -h q[5]; -h q[6]; -rzz(-5.6274199584027285) q[0],q[6]; -rx(1.8987267857024446) q[0]; -rzz(1.2427965226498625) q[0],q[1]; -rzz(1.2427965226498625) q[1],q[3]; -rx(-0.655872435747533) q[1]; -rzz(-5.6274199584027285) q[2],q[6]; -rx(1.8987267857024446) q[6]; -rzz(1.2427965226498625) q[0],q[6]; -rx(-0.655872435747533) q[0]; -h q[7]; -rzz(-5.6274199584027285) q[5],q[7]; -h q[8]; -rzz(-5.6274199584027285) q[2],q[8]; -rx(1.8987267857024446) q[2]; -rzz(1.2427965226498625) q[2],q[6]; -rzz(-5.6274199584027285) q[4],q[8]; -rx(1.8987267857024446) q[4]; -rzz(1.2427965226498625) q[3],q[4]; -rx(-0.655872435747533) q[3]; -rx(-0.655872435747533) q[6]; -rx(1.8987267857024446) q[8]; -rzz(1.2427965226498625) q[2],q[8]; -rx(-0.655872435747533) q[2]; -rzz(1.2427965226498625) q[4],q[8]; -rx(-0.655872435747533) q[4]; -rx(-0.655872435747533) q[8]; -h q[9]; -rzz(-5.6274199584027285) q[5],q[9]; -rx(1.8987267857024446) q[5]; -rzz(-5.6274199584027285) q[7],q[9]; -rx(1.8987267857024446) q[7]; -rzz(1.2427965226498625) q[5],q[7]; -rx(1.8987267857024446) q[9]; -rzz(1.2427965226498625) q[5],q[9]; -rx(-0.655872435747533) q[5]; -rzz(1.2427965226498625) q[7],q[9]; -rx(-0.655872435747533) q[7]; -rx(-0.655872435747533) q[9]; -barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6],q[7],q[8],q[9]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; -measure q[4] -> meas[4]; -measure q[5] -> meas[5]; -measure q[6] -> meas[6]; -measure q[7] -> meas[7]; -measure q[8] -> meas[8]; -measure q[9] -> meas[9]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qaoa_indep_qiskit_3.qasm b/test/BenchmarkQuasm/qasm/qaoa_indep_qiskit_3.qasm deleted file mode 100644 index b06baa7e..00000000 --- a/test/BenchmarkQuasm/qasm/qaoa_indep_qiskit_3.qasm +++ /dev/null @@ -1,28 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-18 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[3]; -creg meas[3]; -h q[0]; -h q[1]; -rzz(5.094008139994057) q[0],q[1]; -h q[2]; -rzz(5.094008139994057) q[0],q[2]; -rx(-6.860310317223841) q[0]; -rzz(5.094008139994057) q[1],q[2]; -rx(-6.860310317223841) q[1]; -rzz(-5.141522309483603) q[0],q[1]; -rx(-6.860310317223841) q[2]; -rzz(-5.141522309483603) q[0],q[2]; -rx(8.165927224507852) q[0]; -rzz(-5.141522309483603) q[1],q[2]; -rx(8.165927224507852) q[1]; -rx(8.165927224507852) q[2]; -barrier q[0],q[1],q[2]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qaoa_indep_qiskit_4.qasm b/test/BenchmarkQuasm/qasm/qaoa_indep_qiskit_4.qasm deleted file mode 100644 index feba7d32..00000000 --- a/test/BenchmarkQuasm/qasm/qaoa_indep_qiskit_4.qasm +++ /dev/null @@ -1,34 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-18 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[4]; -creg meas[4]; -h q[0]; -h q[1]; -rzz(-4.712387194486129) q[0],q[1]; -h q[2]; -rzz(-4.712387194486129) q[0],q[2]; -rx(8.63937561261258) q[0]; -h q[3]; -rzz(-4.712387194486129) q[1],q[3]; -rx(8.63937561261258) q[1]; -rzz(0.785393361472697) q[0],q[1]; -rzz(-4.712387194486129) q[2],q[3]; -rx(8.63937561261258) q[2]; -rzz(0.785393361472697) q[0],q[2]; -rx(4.712387043046583) q[0]; -rx(8.63937561261258) q[3]; -rzz(0.785393361472697) q[1],q[3]; -rx(4.712387043046583) q[1]; -rzz(0.785393361472697) q[2],q[3]; -rx(4.712387043046583) q[2]; -rx(4.712387043046583) q[3]; -barrier q[0],q[1],q[2],q[3]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qaoa_indep_qiskit_5.qasm b/test/BenchmarkQuasm/qasm/qaoa_indep_qiskit_5.qasm deleted file mode 100644 index 27ede0f8..00000000 --- a/test/BenchmarkQuasm/qasm/qaoa_indep_qiskit_5.qasm +++ /dev/null @@ -1,40 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-18 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[5]; -creg meas[5]; -h q[0]; -h q[1]; -rzz(-1.930004982171882) q[0],q[1]; -h q[2]; -rzz(-1.930004982171882) q[0],q[2]; -rx(-2.6436411784439646) q[0]; -h q[3]; -rzz(-1.930004982171882) q[1],q[3]; -rx(-2.6436411784439646) q[1]; -rzz(-3.639726195721819) q[0],q[1]; -h q[4]; -rzz(-1.930004982171882) q[2],q[4]; -rx(-2.6436411784439646) q[2]; -rzz(-3.639726195721819) q[0],q[2]; -rx(1.9303385045328598) q[0]; -rzz(-1.930004982171882) q[3],q[4]; -rx(-2.6436411784439646) q[3]; -rzz(-3.639726195721819) q[1],q[3]; -rx(1.9303385045328598) q[1]; -rx(-2.6436411784439646) q[4]; -rzz(-3.639726195721819) q[2],q[4]; -rx(1.9303385045328598) q[2]; -rzz(-3.639726195721819) q[3],q[4]; -rx(1.9303385045328598) q[3]; -rx(1.9303385045328598) q[4]; -barrier q[0],q[1],q[2],q[3],q[4]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; -measure q[4] -> meas[4]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qaoa_indep_qiskit_6.qasm b/test/BenchmarkQuasm/qasm/qaoa_indep_qiskit_6.qasm deleted file mode 100644 index 94cc8d15..00000000 --- a/test/BenchmarkQuasm/qasm/qaoa_indep_qiskit_6.qasm +++ /dev/null @@ -1,46 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-18 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[6]; -creg meas[6]; -h q[0]; -h q[1]; -h q[2]; -rzz(-4.993767341069986) q[0],q[2]; -h q[3]; -rzz(-4.993767341069986) q[0],q[3]; -rx(-2.4967770622792953) q[0]; -h q[4]; -rzz(-4.993767341069986) q[1],q[4]; -rzz(-4.993767341069986) q[2],q[4]; -rx(-2.4967770622792953) q[2]; -rzz(-0.6447018505867251) q[0],q[2]; -rx(-2.4967770622792953) q[4]; -h q[5]; -rzz(-4.993767341069986) q[1],q[5]; -rx(-2.4967770622792953) q[1]; -rzz(-0.6447018505867251) q[1],q[4]; -rzz(-0.6447018505867251) q[2],q[4]; -rx(8.135245684982658) q[2]; -rzz(-4.993767341069986) q[3],q[5]; -rx(-2.4967770622792953) q[3]; -rzz(-0.6447018505867251) q[0],q[3]; -rx(8.135245684982658) q[0]; -rx(8.135245684982658) q[4]; -rx(-2.4967770622792953) q[5]; -rzz(-0.6447018505867251) q[1],q[5]; -rx(8.135245684982658) q[1]; -rzz(-0.6447018505867251) q[3],q[5]; -rx(8.135245684982658) q[3]; -rx(8.135245684982658) q[5]; -barrier q[0],q[1],q[2],q[3],q[4],q[5]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; -measure q[4] -> meas[4]; -measure q[5] -> meas[5]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qaoa_indep_qiskit_7.qasm b/test/BenchmarkQuasm/qasm/qaoa_indep_qiskit_7.qasm deleted file mode 100644 index ec5553fa..00000000 --- a/test/BenchmarkQuasm/qasm/qaoa_indep_qiskit_7.qasm +++ /dev/null @@ -1,52 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-18 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[7]; -creg meas[7]; -h q[0]; -h q[1]; -h q[2]; -rzz(1.6527519223558647) q[1],q[2]; -h q[3]; -rzz(1.6527519223558647) q[0],q[3]; -h q[4]; -rzz(1.6527519223558647) q[1],q[4]; -rx(11.777642967412769) q[1]; -rzz(1.6527519223558647) q[2],q[4]; -rx(11.777642967412769) q[2]; -rzz(3.9303882758114326) q[1],q[2]; -rx(11.777642967412769) q[4]; -rzz(3.9303882758114326) q[1],q[4]; -rx(-1.652897253728491) q[1]; -rzz(3.9303882758114326) q[2],q[4]; -rx(-1.652897253728491) q[2]; -rx(-1.652897253728491) q[4]; -h q[5]; -rzz(1.6527519223558647) q[0],q[5]; -rx(11.777642967412769) q[0]; -h q[6]; -rzz(1.6527519223558647) q[3],q[6]; -rx(11.777642967412769) q[3]; -rzz(3.9303882758114326) q[0],q[3]; -rzz(1.6527519223558647) q[5],q[6]; -rx(11.777642967412769) q[5]; -rzz(3.9303882758114326) q[0],q[5]; -rx(-1.652897253728491) q[0]; -rx(11.777642967412769) q[6]; -rzz(3.9303882758114326) q[3],q[6]; -rx(-1.652897253728491) q[3]; -rzz(3.9303882758114326) q[5],q[6]; -rx(-1.652897253728491) q[5]; -rx(-1.652897253728491) q[6]; -barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; -measure q[4] -> meas[4]; -measure q[5] -> meas[5]; -measure q[6] -> meas[6]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qaoa_indep_qiskit_8.qasm b/test/BenchmarkQuasm/qasm/qaoa_indep_qiskit_8.qasm deleted file mode 100644 index 86a262ab..00000000 --- a/test/BenchmarkQuasm/qasm/qaoa_indep_qiskit_8.qasm +++ /dev/null @@ -1,58 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-18 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[8]; -creg meas[8]; -h q[0]; -h q[1]; -h q[2]; -rzz(1.289657294119705) q[0],q[2]; -h q[3]; -rzz(1.289657294119705) q[2],q[3]; -rx(-8.78004169405816) q[2]; -h q[4]; -h q[5]; -rzz(1.289657294119705) q[1],q[5]; -rzz(1.289657294119705) q[4],q[5]; -rx(-8.78004169405816) q[5]; -h q[6]; -rzz(1.289657294119705) q[0],q[6]; -rx(-8.78004169405816) q[0]; -rzz(-6.9280464906698915) q[0],q[2]; -rzz(1.289657294119705) q[4],q[6]; -rx(-8.78004169405816) q[4]; -rx(-8.78004169405816) q[6]; -rzz(-6.9280464906698915) q[0],q[6]; -rx(1.852442527658872) q[0]; -h q[7]; -rzz(1.289657294119705) q[1],q[7]; -rx(-8.78004169405816) q[1]; -rzz(-6.9280464906698915) q[1],q[5]; -rzz(1.289657294119705) q[3],q[7]; -rx(-8.78004169405816) q[3]; -rzz(-6.9280464906698915) q[2],q[3]; -rx(1.852442527658872) q[2]; -rzz(-6.9280464906698915) q[4],q[5]; -rzz(-6.9280464906698915) q[4],q[6]; -rx(1.852442527658872) q[4]; -rx(1.852442527658872) q[5]; -rx(1.852442527658872) q[6]; -rx(-8.78004169405816) q[7]; -rzz(-6.9280464906698915) q[1],q[7]; -rx(1.852442527658872) q[1]; -rzz(-6.9280464906698915) q[3],q[7]; -rx(1.852442527658872) q[3]; -rx(1.852442527658872) q[7]; -barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6],q[7]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; -measure q[4] -> meas[4]; -measure q[5] -> meas[5]; -measure q[6] -> meas[6]; -measure q[7] -> meas[7]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qaoa_indep_qiskit_9.qasm b/test/BenchmarkQuasm/qasm/qaoa_indep_qiskit_9.qasm deleted file mode 100644 index 79a34f0e..00000000 --- a/test/BenchmarkQuasm/qasm/qaoa_indep_qiskit_9.qasm +++ /dev/null @@ -1,64 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-18 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[9]; -creg meas[9]; -h q[0]; -h q[1]; -h q[2]; -h q[3]; -h q[4]; -rzz(1.289159800100306) q[0],q[4]; -h q[5]; -rzz(1.289159800100306) q[1],q[5]; -rzz(1.289159800100306) q[3],q[5]; -rx(3.7865680321834985) q[5]; -h q[6]; -rzz(1.289159800100306) q[2],q[6]; -rzz(1.289159800100306) q[4],q[6]; -rx(3.7865680321834985) q[4]; -rx(3.7865680321834985) q[6]; -h q[7]; -rzz(1.289159800100306) q[2],q[7]; -rx(3.7865680321834985) q[2]; -rzz(2.497050197192232) q[2],q[6]; -rzz(1.289159800100306) q[3],q[7]; -rx(3.7865680321834985) q[3]; -rx(3.7865680321834985) q[7]; -rzz(2.497050197192232) q[2],q[7]; -rx(-4.431573600202418) q[2]; -h q[8]; -rzz(1.289159800100306) q[0],q[8]; -rx(3.7865680321834985) q[0]; -rzz(2.497050197192232) q[0],q[4]; -rzz(1.289159800100306) q[1],q[8]; -rx(3.7865680321834985) q[1]; -rzz(2.497050197192232) q[1],q[5]; -rzz(2.497050197192232) q[3],q[5]; -rzz(2.497050197192232) q[3],q[7]; -rx(-4.431573600202418) q[3]; -rzz(2.497050197192232) q[4],q[6]; -rx(-4.431573600202418) q[4]; -rx(-4.431573600202418) q[5]; -rx(-4.431573600202418) q[6]; -rx(-4.431573600202418) q[7]; -rx(3.7865680321834985) q[8]; -rzz(2.497050197192232) q[0],q[8]; -rx(-4.431573600202418) q[0]; -rzz(2.497050197192232) q[1],q[8]; -rx(-4.431573600202418) q[1]; -rx(-4.431573600202418) q[8]; -barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6],q[7],q[8]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; -measure q[4] -> meas[4]; -measure q[5] -> meas[5]; -measure q[6] -> meas[6]; -measure q[7] -> meas[7]; -measure q[8] -> meas[8]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qft_indep_qiskit_10.qasm b/test/BenchmarkQuasm/qasm/qft_indep_qiskit_10.qasm deleted file mode 100644 index aa35e53e..00000000 --- a/test/BenchmarkQuasm/qasm/qft_indep_qiskit_10.qasm +++ /dev/null @@ -1,81 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-18 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[10]; -creg c[10]; -creg meas[10]; -h q[9]; -cp(pi/2) q[9],q[8]; -h q[8]; -cp(pi/4) q[9],q[7]; -cp(pi/2) q[8],q[7]; -h q[7]; -cp(pi/8) q[9],q[6]; -cp(pi/4) q[8],q[6]; -cp(pi/2) q[7],q[6]; -h q[6]; -cp(pi/16) q[9],q[5]; -cp(pi/8) q[8],q[5]; -cp(pi/4) q[7],q[5]; -cp(pi/2) q[6],q[5]; -h q[5]; -cp(pi/32) q[9],q[4]; -cp(pi/16) q[8],q[4]; -cp(pi/8) q[7],q[4]; -cp(pi/4) q[6],q[4]; -cp(pi/2) q[5],q[4]; -h q[4]; -cp(pi/64) q[9],q[3]; -cp(pi/32) q[8],q[3]; -cp(pi/16) q[7],q[3]; -cp(pi/8) q[6],q[3]; -cp(pi/4) q[5],q[3]; -cp(pi/2) q[4],q[3]; -h q[3]; -cp(pi/128) q[9],q[2]; -cp(pi/64) q[8],q[2]; -cp(pi/32) q[7],q[2]; -cp(pi/16) q[6],q[2]; -cp(pi/8) q[5],q[2]; -cp(pi/4) q[4],q[2]; -cp(pi/2) q[3],q[2]; -h q[2]; -cp(pi/256) q[9],q[1]; -cp(pi/128) q[8],q[1]; -cp(pi/64) q[7],q[1]; -cp(pi/32) q[6],q[1]; -cp(pi/16) q[5],q[1]; -cp(pi/8) q[4],q[1]; -cp(pi/4) q[3],q[1]; -cp(pi/2) q[2],q[1]; -h q[1]; -cp(pi/512) q[9],q[0]; -cp(pi/256) q[8],q[0]; -cp(pi/128) q[7],q[0]; -cp(pi/64) q[6],q[0]; -cp(pi/32) q[5],q[0]; -cp(pi/16) q[4],q[0]; -cp(pi/8) q[3],q[0]; -cp(pi/4) q[2],q[0]; -cp(pi/2) q[1],q[0]; -h q[0]; -swap q[0],q[9]; -swap q[1],q[8]; -swap q[2],q[7]; -swap q[3],q[6]; -swap q[4],q[5]; -barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6],q[7],q[8],q[9]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; -measure q[4] -> meas[4]; -measure q[5] -> meas[5]; -measure q[6] -> meas[6]; -measure q[7] -> meas[7]; -measure q[8] -> meas[8]; -measure q[9] -> meas[9]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qft_indep_qiskit_2.qasm b/test/BenchmarkQuasm/qasm/qft_indep_qiskit_2.qasm deleted file mode 100644 index 3597ec1a..00000000 --- a/test/BenchmarkQuasm/qasm/qft_indep_qiskit_2.qasm +++ /dev/null @@ -1,17 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-17 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[2]; -creg c[2]; -creg meas[2]; -h q[1]; -cp(pi/2) q[1],q[0]; -h q[0]; -swap q[0],q[1]; -barrier q[0],q[1]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qft_indep_qiskit_3.qasm b/test/BenchmarkQuasm/qasm/qft_indep_qiskit_3.qasm deleted file mode 100644 index 5d710e26..00000000 --- a/test/BenchmarkQuasm/qasm/qft_indep_qiskit_3.qasm +++ /dev/null @@ -1,21 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-17 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[3]; -creg c[3]; -creg meas[3]; -h q[2]; -cp(pi/2) q[2],q[1]; -h q[1]; -cp(pi/4) q[2],q[0]; -cp(pi/2) q[1],q[0]; -h q[0]; -swap q[0],q[2]; -barrier q[0],q[1],q[2]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qft_indep_qiskit_4.qasm b/test/BenchmarkQuasm/qasm/qft_indep_qiskit_4.qasm deleted file mode 100644 index 1cab2eef..00000000 --- a/test/BenchmarkQuasm/qasm/qft_indep_qiskit_4.qasm +++ /dev/null @@ -1,27 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-17 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[4]; -creg c[4]; -creg meas[4]; -h q[3]; -cp(pi/2) q[3],q[2]; -h q[2]; -cp(pi/4) q[3],q[1]; -cp(pi/2) q[2],q[1]; -h q[1]; -cp(pi/8) q[3],q[0]; -cp(pi/4) q[2],q[0]; -cp(pi/2) q[1],q[0]; -h q[0]; -swap q[0],q[3]; -swap q[1],q[2]; -barrier q[0],q[1],q[2],q[3]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qft_indep_qiskit_5.qasm b/test/BenchmarkQuasm/qasm/qft_indep_qiskit_5.qasm deleted file mode 100644 index e69de29b..00000000 diff --git a/test/BenchmarkQuasm/qasm/qft_indep_qiskit_6.qasm b/test/BenchmarkQuasm/qasm/qft_indep_qiskit_6.qasm deleted file mode 100644 index 014862ea..00000000 --- a/test/BenchmarkQuasm/qasm/qft_indep_qiskit_6.qasm +++ /dev/null @@ -1,41 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-18 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[6]; -creg c[6]; -creg meas[6]; -h q[5]; -cp(pi/2) q[5],q[4]; -h q[4]; -cp(pi/4) q[5],q[3]; -cp(pi/2) q[4],q[3]; -h q[3]; -cp(pi/8) q[5],q[2]; -cp(pi/4) q[4],q[2]; -cp(pi/2) q[3],q[2]; -h q[2]; -cp(pi/16) q[5],q[1]; -cp(pi/8) q[4],q[1]; -cp(pi/4) q[3],q[1]; -cp(pi/2) q[2],q[1]; -h q[1]; -cp(pi/32) q[5],q[0]; -cp(pi/16) q[4],q[0]; -cp(pi/8) q[3],q[0]; -cp(pi/4) q[2],q[0]; -cp(pi/2) q[1],q[0]; -h q[0]; -swap q[0],q[5]; -swap q[1],q[4]; -swap q[2],q[3]; -barrier q[0],q[1],q[2],q[3],q[4],q[5]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; -measure q[4] -> meas[4]; -measure q[5] -> meas[5]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qft_indep_qiskit_7.qasm b/test/BenchmarkQuasm/qasm/qft_indep_qiskit_7.qasm deleted file mode 100644 index 249eb13d..00000000 --- a/test/BenchmarkQuasm/qasm/qft_indep_qiskit_7.qasm +++ /dev/null @@ -1,49 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-18 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[7]; -creg c[7]; -creg meas[7]; -h q[6]; -cp(pi/2) q[6],q[5]; -h q[5]; -cp(pi/4) q[6],q[4]; -cp(pi/2) q[5],q[4]; -h q[4]; -cp(pi/8) q[6],q[3]; -cp(pi/4) q[5],q[3]; -cp(pi/2) q[4],q[3]; -h q[3]; -cp(pi/16) q[6],q[2]; -cp(pi/8) q[5],q[2]; -cp(pi/4) q[4],q[2]; -cp(pi/2) q[3],q[2]; -h q[2]; -cp(pi/32) q[6],q[1]; -cp(pi/16) q[5],q[1]; -cp(pi/8) q[4],q[1]; -cp(pi/4) q[3],q[1]; -cp(pi/2) q[2],q[1]; -h q[1]; -cp(pi/64) q[6],q[0]; -cp(pi/32) q[5],q[0]; -cp(pi/16) q[4],q[0]; -cp(pi/8) q[3],q[0]; -cp(pi/4) q[2],q[0]; -cp(pi/2) q[1],q[0]; -h q[0]; -swap q[0],q[6]; -swap q[1],q[5]; -swap q[2],q[4]; -barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; -measure q[4] -> meas[4]; -measure q[5] -> meas[5]; -measure q[6] -> meas[6]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qft_indep_qiskit_8.qasm b/test/BenchmarkQuasm/qasm/qft_indep_qiskit_8.qasm deleted file mode 100644 index 891f2fe7..00000000 --- a/test/BenchmarkQuasm/qasm/qft_indep_qiskit_8.qasm +++ /dev/null @@ -1,59 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-18 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[8]; -creg c[8]; -creg meas[8]; -h q[7]; -cp(pi/2) q[7],q[6]; -h q[6]; -cp(pi/4) q[7],q[5]; -cp(pi/2) q[6],q[5]; -h q[5]; -cp(pi/8) q[7],q[4]; -cp(pi/4) q[6],q[4]; -cp(pi/2) q[5],q[4]; -h q[4]; -cp(pi/16) q[7],q[3]; -cp(pi/8) q[6],q[3]; -cp(pi/4) q[5],q[3]; -cp(pi/2) q[4],q[3]; -h q[3]; -cp(pi/32) q[7],q[2]; -cp(pi/16) q[6],q[2]; -cp(pi/8) q[5],q[2]; -cp(pi/4) q[4],q[2]; -cp(pi/2) q[3],q[2]; -h q[2]; -cp(pi/64) q[7],q[1]; -cp(pi/32) q[6],q[1]; -cp(pi/16) q[5],q[1]; -cp(pi/8) q[4],q[1]; -cp(pi/4) q[3],q[1]; -cp(pi/2) q[2],q[1]; -h q[1]; -cp(pi/128) q[7],q[0]; -cp(pi/64) q[6],q[0]; -cp(pi/32) q[5],q[0]; -cp(pi/16) q[4],q[0]; -cp(pi/8) q[3],q[0]; -cp(pi/4) q[2],q[0]; -cp(pi/2) q[1],q[0]; -h q[0]; -swap q[0],q[7]; -swap q[1],q[6]; -swap q[2],q[5]; -swap q[3],q[4]; -barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6],q[7]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; -measure q[4] -> meas[4]; -measure q[5] -> meas[5]; -measure q[6] -> meas[6]; -measure q[7] -> meas[7]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qft_indep_qiskit_9.qasm b/test/BenchmarkQuasm/qasm/qft_indep_qiskit_9.qasm deleted file mode 100644 index b8253d7c..00000000 --- a/test/BenchmarkQuasm/qasm/qft_indep_qiskit_9.qasm +++ /dev/null @@ -1,69 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-18 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[9]; -creg c[9]; -creg meas[9]; -h q[8]; -cp(pi/2) q[8],q[7]; -h q[7]; -cp(pi/4) q[8],q[6]; -cp(pi/2) q[7],q[6]; -h q[6]; -cp(pi/8) q[8],q[5]; -cp(pi/4) q[7],q[5]; -cp(pi/2) q[6],q[5]; -h q[5]; -cp(pi/16) q[8],q[4]; -cp(pi/8) q[7],q[4]; -cp(pi/4) q[6],q[4]; -cp(pi/2) q[5],q[4]; -h q[4]; -cp(pi/32) q[8],q[3]; -cp(pi/16) q[7],q[3]; -cp(pi/8) q[6],q[3]; -cp(pi/4) q[5],q[3]; -cp(pi/2) q[4],q[3]; -h q[3]; -cp(pi/64) q[8],q[2]; -cp(pi/32) q[7],q[2]; -cp(pi/16) q[6],q[2]; -cp(pi/8) q[5],q[2]; -cp(pi/4) q[4],q[2]; -cp(pi/2) q[3],q[2]; -h q[2]; -cp(pi/128) q[8],q[1]; -cp(pi/64) q[7],q[1]; -cp(pi/32) q[6],q[1]; -cp(pi/16) q[5],q[1]; -cp(pi/8) q[4],q[1]; -cp(pi/4) q[3],q[1]; -cp(pi/2) q[2],q[1]; -h q[1]; -cp(pi/256) q[8],q[0]; -cp(pi/128) q[7],q[0]; -cp(pi/64) q[6],q[0]; -cp(pi/32) q[5],q[0]; -cp(pi/16) q[4],q[0]; -cp(pi/8) q[3],q[0]; -cp(pi/4) q[2],q[0]; -cp(pi/2) q[1],q[0]; -h q[0]; -swap q[0],q[8]; -swap q[1],q[7]; -swap q[2],q[6]; -swap q[3],q[5]; -barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6],q[7],q[8]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; -measure q[4] -> meas[4]; -measure q[5] -> meas[5]; -measure q[6] -> meas[6]; -measure q[7] -> meas[7]; -measure q[8] -> meas[8]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qftentangled_indep_qiskit_2.qasm b/test/BenchmarkQuasm/qasm/qftentangled_indep_qiskit_2.qasm deleted file mode 100644 index 4aab1291..00000000 --- a/test/BenchmarkQuasm/qasm/qftentangled_indep_qiskit_2.qasm +++ /dev/null @@ -1,18 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-18 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[2]; -creg meas[2]; -h q[1]; -cx q[1],q[0]; -h q[1]; -cp(pi/2) q[1],q[0]; -h q[0]; -swap q[0],q[1]; -barrier q[0],q[1]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qftentangled_indep_qiskit_3.qasm b/test/BenchmarkQuasm/qasm/qftentangled_indep_qiskit_3.qasm deleted file mode 100644 index e24c7906..00000000 --- a/test/BenchmarkQuasm/qasm/qftentangled_indep_qiskit_3.qasm +++ /dev/null @@ -1,23 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-18 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[3]; -creg meas[3]; -h q[2]; -cx q[2],q[1]; -cx q[1],q[0]; -h q[2]; -cp(pi/2) q[2],q[1]; -h q[1]; -cp(pi/4) q[2],q[0]; -cp(pi/2) q[1],q[0]; -h q[0]; -swap q[0],q[2]; -barrier q[0],q[1],q[2]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qftentangled_indep_qiskit_4.qasm b/test/BenchmarkQuasm/qasm/qftentangled_indep_qiskit_4.qasm deleted file mode 100644 index 151989a7..00000000 --- a/test/BenchmarkQuasm/qasm/qftentangled_indep_qiskit_4.qasm +++ /dev/null @@ -1,30 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-18 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[4]; -creg meas[4]; -h q[3]; -cx q[3],q[2]; -cx q[2],q[1]; -cx q[1],q[0]; -h q[3]; -cp(pi/2) q[3],q[2]; -h q[2]; -cp(pi/4) q[3],q[1]; -cp(pi/2) q[2],q[1]; -h q[1]; -cp(pi/8) q[3],q[0]; -cp(pi/4) q[2],q[0]; -cp(pi/2) q[1],q[0]; -h q[0]; -swap q[0],q[3]; -swap q[1],q[2]; -barrier q[0],q[1],q[2],q[3]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qftentangled_indep_qiskit_5.qasm b/test/BenchmarkQuasm/qasm/qftentangled_indep_qiskit_5.qasm deleted file mode 100644 index 7bc8608d..00000000 --- a/test/BenchmarkQuasm/qasm/qftentangled_indep_qiskit_5.qasm +++ /dev/null @@ -1,37 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-18 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[5]; -creg meas[5]; -h q[4]; -cx q[4],q[3]; -cx q[3],q[2]; -cx q[2],q[1]; -cx q[1],q[0]; -h q[4]; -cp(pi/2) q[4],q[3]; -h q[3]; -cp(pi/4) q[4],q[2]; -cp(pi/2) q[3],q[2]; -h q[2]; -cp(pi/8) q[4],q[1]; -cp(pi/4) q[3],q[1]; -cp(pi/2) q[2],q[1]; -h q[1]; -cp(pi/16) q[4],q[0]; -cp(pi/8) q[3],q[0]; -cp(pi/4) q[2],q[0]; -cp(pi/2) q[1],q[0]; -h q[0]; -swap q[0],q[4]; -swap q[1],q[3]; -barrier q[0],q[1],q[2],q[3],q[4]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; -measure q[4] -> meas[4]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qftentangled_indep_qiskit_6.qasm b/test/BenchmarkQuasm/qasm/qftentangled_indep_qiskit_6.qasm deleted file mode 100644 index a0df554a..00000000 --- a/test/BenchmarkQuasm/qasm/qftentangled_indep_qiskit_6.qasm +++ /dev/null @@ -1,46 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-18 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[6]; -creg meas[6]; -h q[5]; -cx q[5],q[4]; -cx q[4],q[3]; -cx q[3],q[2]; -cx q[2],q[1]; -cx q[1],q[0]; -h q[5]; -cp(pi/2) q[5],q[4]; -h q[4]; -cp(pi/4) q[5],q[3]; -cp(pi/2) q[4],q[3]; -h q[3]; -cp(pi/8) q[5],q[2]; -cp(pi/4) q[4],q[2]; -cp(pi/2) q[3],q[2]; -h q[2]; -cp(pi/16) q[5],q[1]; -cp(pi/8) q[4],q[1]; -cp(pi/4) q[3],q[1]; -cp(pi/2) q[2],q[1]; -h q[1]; -cp(pi/32) q[5],q[0]; -cp(pi/16) q[4],q[0]; -cp(pi/8) q[3],q[0]; -cp(pi/4) q[2],q[0]; -cp(pi/2) q[1],q[0]; -h q[0]; -swap q[0],q[5]; -swap q[1],q[4]; -swap q[2],q[3]; -barrier q[0],q[1],q[2],q[3],q[4],q[5]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; -measure q[4] -> meas[4]; -measure q[5] -> meas[5]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qftentangled_indep_qiskit_7.qasm b/test/BenchmarkQuasm/qasm/qftentangled_indep_qiskit_7.qasm deleted file mode 100644 index 8fc218d9..00000000 --- a/test/BenchmarkQuasm/qasm/qftentangled_indep_qiskit_7.qasm +++ /dev/null @@ -1,55 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-18 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[7]; -creg meas[7]; -h q[6]; -cx q[6],q[5]; -cx q[5],q[4]; -cx q[4],q[3]; -cx q[3],q[2]; -cx q[2],q[1]; -cx q[1],q[0]; -h q[6]; -cp(pi/2) q[6],q[5]; -h q[5]; -cp(pi/4) q[6],q[4]; -cp(pi/2) q[5],q[4]; -h q[4]; -cp(pi/8) q[6],q[3]; -cp(pi/4) q[5],q[3]; -cp(pi/2) q[4],q[3]; -h q[3]; -cp(pi/16) q[6],q[2]; -cp(pi/8) q[5],q[2]; -cp(pi/4) q[4],q[2]; -cp(pi/2) q[3],q[2]; -h q[2]; -cp(pi/32) q[6],q[1]; -cp(pi/16) q[5],q[1]; -cp(pi/8) q[4],q[1]; -cp(pi/4) q[3],q[1]; -cp(pi/2) q[2],q[1]; -h q[1]; -cp(pi/64) q[6],q[0]; -cp(pi/32) q[5],q[0]; -cp(pi/16) q[4],q[0]; -cp(pi/8) q[3],q[0]; -cp(pi/4) q[2],q[0]; -cp(pi/2) q[1],q[0]; -h q[0]; -swap q[0],q[6]; -swap q[1],q[5]; -swap q[2],q[4]; -barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; -measure q[4] -> meas[4]; -measure q[5] -> meas[5]; -measure q[6] -> meas[6]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qnn_indep_qiskit_2.qasm b/test/BenchmarkQuasm/qasm/qnn_indep_qiskit_2.qasm deleted file mode 100644 index 04c9d51d..00000000 --- a/test/BenchmarkQuasm/qasm/qnn_indep_qiskit_2.qasm +++ /dev/null @@ -1,27 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-18 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[2]; -creg meas[2]; -u2(2.0,-pi) q[0]; -u2(2.0,-pi) q[1]; -cx q[0],q[1]; -p(9.172838187819544) q[1]; -cx q[0],q[1]; -u2(2.0,-pi) q[0]; -u2(2.0,-pi) q[1]; -cx q[0],q[1]; -p(9.172838187819544) q[1]; -cx q[0],q[1]; -ry(0.7271911597342195) q[0]; -ry(0.26244291289966604) q[1]; -cx q[0],q[1]; -ry(0.9484429661729774) q[0]; -ry(0.9866257564223032) q[1]; -barrier q[0],q[1]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qnn_indep_qiskit_3.qasm b/test/BenchmarkQuasm/qasm/qnn_indep_qiskit_3.qasm deleted file mode 100644 index 68ec59f7..00000000 --- a/test/BenchmarkQuasm/qasm/qnn_indep_qiskit_3.qasm +++ /dev/null @@ -1,45 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-18 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[3]; -creg meas[3]; -u2(2.0,-pi) q[0]; -u2(2.0,-pi) q[1]; -cx q[0],q[1]; -p(9.172838187819544) q[1]; -cx q[0],q[1]; -u2(2.0,-pi) q[2]; -cx q[0],q[2]; -p(9.172838187819544) q[2]; -cx q[0],q[2]; -u2(2.0,-pi) q[0]; -cx q[1],q[2]; -p(9.172838187819544) q[2]; -cx q[1],q[2]; -u2(2.0,-pi) q[1]; -cx q[0],q[1]; -p(9.172838187819544) q[1]; -cx q[0],q[1]; -u2(2.0,-pi) q[2]; -cx q[0],q[2]; -p(9.172838187819544) q[2]; -cx q[0],q[2]; -ry(0.11037467731759432) q[0]; -cx q[1],q[2]; -p(9.172838187819544) q[2]; -cx q[1],q[2]; -ry(0.5166448702169663) q[1]; -ry(0.004821943921094252) q[2]; -cx q[1],q[2]; -cx q[0],q[1]; -ry(0.6538077152553827) q[0]; -ry(0.9327551484272038) q[1]; -ry(0.8704893014547077) q[2]; -barrier q[0],q[1],q[2]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qnn_indep_qiskit_4.qasm b/test/BenchmarkQuasm/qasm/qnn_indep_qiskit_4.qasm deleted file mode 100644 index b6163113..00000000 --- a/test/BenchmarkQuasm/qasm/qnn_indep_qiskit_4.qasm +++ /dev/null @@ -1,69 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-18 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[4]; -creg meas[4]; -u2(2.0,-pi) q[0]; -u2(2.0,-pi) q[1]; -cx q[0],q[1]; -p(9.172838187819544) q[1]; -cx q[0],q[1]; -u2(2.0,-pi) q[2]; -cx q[0],q[2]; -p(9.172838187819544) q[2]; -cx q[0],q[2]; -cx q[1],q[2]; -p(9.172838187819544) q[2]; -cx q[1],q[2]; -u2(2.0,-pi) q[3]; -cx q[0],q[3]; -p(9.172838187819544) q[3]; -cx q[0],q[3]; -u2(2.0,-pi) q[0]; -cx q[1],q[3]; -p(9.172838187819544) q[3]; -cx q[1],q[3]; -u2(2.0,-pi) q[1]; -cx q[0],q[1]; -p(9.172838187819544) q[1]; -cx q[0],q[1]; -cx q[2],q[3]; -p(9.172838187819544) q[3]; -cx q[2],q[3]; -u2(2.0,-pi) q[2]; -cx q[0],q[2]; -p(9.172838187819544) q[2]; -cx q[0],q[2]; -cx q[1],q[2]; -p(9.172838187819544) q[2]; -cx q[1],q[2]; -u2(2.0,-pi) q[3]; -cx q[0],q[3]; -p(9.172838187819544) q[3]; -cx q[0],q[3]; -ry(0.8768425592426913) q[0]; -cx q[1],q[3]; -p(9.172838187819544) q[3]; -cx q[1],q[3]; -ry(0.9239282887354762) q[1]; -cx q[2],q[3]; -p(9.172838187819544) q[3]; -cx q[2],q[3]; -ry(0.7805423064512372) q[2]; -ry(0.3145266814064763) q[3]; -cx q[2],q[3]; -cx q[1],q[2]; -cx q[0],q[1]; -ry(0.9585474158270013) q[0]; -ry(0.5184156164782092) q[1]; -ry(0.3006671104023324) q[2]; -ry(0.3886550114436593) q[3]; -barrier q[0],q[1],q[2],q[3]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qnn_indep_qiskit_5.qasm b/test/BenchmarkQuasm/qasm/qnn_indep_qiskit_5.qasm deleted file mode 100644 index 6f355f1e..00000000 --- a/test/BenchmarkQuasm/qasm/qnn_indep_qiskit_5.qasm +++ /dev/null @@ -1,99 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-18 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[5]; -creg meas[5]; -u2(2.0,-pi) q[0]; -u2(2.0,-pi) q[1]; -cx q[0],q[1]; -p(9.172838187819544) q[1]; -cx q[0],q[1]; -u2(2.0,-pi) q[2]; -cx q[0],q[2]; -p(9.172838187819544) q[2]; -cx q[0],q[2]; -cx q[1],q[2]; -p(9.172838187819544) q[2]; -cx q[1],q[2]; -u2(2.0,-pi) q[3]; -cx q[0],q[3]; -p(9.172838187819544) q[3]; -cx q[0],q[3]; -cx q[1],q[3]; -p(9.172838187819544) q[3]; -cx q[1],q[3]; -cx q[2],q[3]; -p(9.172838187819544) q[3]; -cx q[2],q[3]; -u2(2.0,-pi) q[4]; -cx q[0],q[4]; -p(9.172838187819544) q[4]; -cx q[0],q[4]; -u2(2.0,-pi) q[0]; -cx q[1],q[4]; -p(9.172838187819544) q[4]; -cx q[1],q[4]; -u2(2.0,-pi) q[1]; -cx q[0],q[1]; -p(9.172838187819544) q[1]; -cx q[0],q[1]; -cx q[2],q[4]; -p(9.172838187819544) q[4]; -cx q[2],q[4]; -u2(2.0,-pi) q[2]; -cx q[0],q[2]; -p(9.172838187819544) q[2]; -cx q[0],q[2]; -cx q[1],q[2]; -p(9.172838187819544) q[2]; -cx q[1],q[2]; -cx q[3],q[4]; -p(9.172838187819544) q[4]; -cx q[3],q[4]; -u2(2.0,-pi) q[3]; -cx q[0],q[3]; -p(9.172838187819544) q[3]; -cx q[0],q[3]; -cx q[1],q[3]; -p(9.172838187819544) q[3]; -cx q[1],q[3]; -cx q[2],q[3]; -p(9.172838187819544) q[3]; -cx q[2],q[3]; -u2(2.0,-pi) q[4]; -cx q[0],q[4]; -p(9.172838187819544) q[4]; -cx q[0],q[4]; -ry(0.9995998620659683) q[0]; -cx q[1],q[4]; -p(9.172838187819544) q[4]; -cx q[1],q[4]; -ry(0.6719930192629612) q[1]; -cx q[2],q[4]; -p(9.172838187819544) q[4]; -cx q[2],q[4]; -ry(0.6079940305981268) q[2]; -cx q[3],q[4]; -p(9.172838187819544) q[4]; -cx q[3],q[4]; -ry(0.841990779019443) q[3]; -ry(0.1501741065954877) q[4]; -cx q[3],q[4]; -cx q[2],q[3]; -cx q[1],q[2]; -cx q[0],q[1]; -ry(0.2697592377622874) q[0]; -ry(0.0433313044915673) q[1]; -ry(0.343228135653487) q[2]; -ry(0.19498124357632995) q[3]; -ry(0.7586579187042722) q[4]; -barrier q[0],q[1],q[2],q[3],q[4]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; -measure q[4] -> meas[4]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qnn_indep_qiskit_6.qasm b/test/BenchmarkQuasm/qasm/qnn_indep_qiskit_6.qasm deleted file mode 100644 index 215273cf..00000000 --- a/test/BenchmarkQuasm/qasm/qnn_indep_qiskit_6.qasm +++ /dev/null @@ -1,135 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-18 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[6]; -creg meas[6]; -u2(2.0,-pi) q[0]; -u2(2.0,-pi) q[1]; -cx q[0],q[1]; -p(9.172838187819544) q[1]; -cx q[0],q[1]; -u2(2.0,-pi) q[2]; -cx q[0],q[2]; -p(9.172838187819544) q[2]; -cx q[0],q[2]; -cx q[1],q[2]; -p(9.172838187819544) q[2]; -cx q[1],q[2]; -u2(2.0,-pi) q[3]; -cx q[0],q[3]; -p(9.172838187819544) q[3]; -cx q[0],q[3]; -cx q[1],q[3]; -p(9.172838187819544) q[3]; -cx q[1],q[3]; -cx q[2],q[3]; -p(9.172838187819544) q[3]; -cx q[2],q[3]; -u2(2.0,-pi) q[4]; -cx q[0],q[4]; -p(9.172838187819544) q[4]; -cx q[0],q[4]; -cx q[1],q[4]; -p(9.172838187819544) q[4]; -cx q[1],q[4]; -cx q[2],q[4]; -p(9.172838187819544) q[4]; -cx q[2],q[4]; -cx q[3],q[4]; -p(9.172838187819544) q[4]; -cx q[3],q[4]; -u2(2.0,-pi) q[5]; -cx q[0],q[5]; -p(9.172838187819544) q[5]; -cx q[0],q[5]; -u2(2.0,-pi) q[0]; -cx q[1],q[5]; -p(9.172838187819544) q[5]; -cx q[1],q[5]; -u2(2.0,-pi) q[1]; -cx q[0],q[1]; -p(9.172838187819544) q[1]; -cx q[0],q[1]; -cx q[2],q[5]; -p(9.172838187819544) q[5]; -cx q[2],q[5]; -u2(2.0,-pi) q[2]; -cx q[0],q[2]; -p(9.172838187819544) q[2]; -cx q[0],q[2]; -cx q[1],q[2]; -p(9.172838187819544) q[2]; -cx q[1],q[2]; -cx q[3],q[5]; -p(9.172838187819544) q[5]; -cx q[3],q[5]; -u2(2.0,-pi) q[3]; -cx q[0],q[3]; -p(9.172838187819544) q[3]; -cx q[0],q[3]; -cx q[1],q[3]; -p(9.172838187819544) q[3]; -cx q[1],q[3]; -cx q[2],q[3]; -p(9.172838187819544) q[3]; -cx q[2],q[3]; -cx q[4],q[5]; -p(9.172838187819544) q[5]; -cx q[4],q[5]; -u2(2.0,-pi) q[4]; -cx q[0],q[4]; -p(9.172838187819544) q[4]; -cx q[0],q[4]; -cx q[1],q[4]; -p(9.172838187819544) q[4]; -cx q[1],q[4]; -cx q[2],q[4]; -p(9.172838187819544) q[4]; -cx q[2],q[4]; -cx q[3],q[4]; -p(9.172838187819544) q[4]; -cx q[3],q[4]; -u2(2.0,-pi) q[5]; -cx q[0],q[5]; -p(9.172838187819544) q[5]; -cx q[0],q[5]; -ry(0.9081392660587984) q[0]; -cx q[1],q[5]; -p(9.172838187819544) q[5]; -cx q[1],q[5]; -ry(0.03002252160676866) q[1]; -cx q[2],q[5]; -p(9.172838187819544) q[5]; -cx q[2],q[5]; -ry(0.028972490260970152) q[2]; -cx q[3],q[5]; -p(9.172838187819544) q[5]; -cx q[3],q[5]; -ry(0.8605917057915445) q[3]; -cx q[4],q[5]; -p(9.172838187819544) q[5]; -cx q[4],q[5]; -ry(0.51293357944617) q[4]; -ry(0.00260279915755246) q[5]; -cx q[4],q[5]; -cx q[3],q[4]; -cx q[2],q[3]; -cx q[1],q[2]; -cx q[0],q[1]; -ry(0.5448997311666637) q[0]; -ry(0.44575498523091717) q[1]; -ry(0.2601552932871516) q[2]; -ry(0.06562035097558072) q[3]; -ry(0.1442380099684526) q[4]; -ry(0.5159476453907239) q[5]; -barrier q[0],q[1],q[2],q[3],q[4],q[5]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; -measure q[4] -> meas[4]; -measure q[5] -> meas[5]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qnn_indep_qiskit_7.qasm b/test/BenchmarkQuasm/qasm/qnn_indep_qiskit_7.qasm deleted file mode 100644 index 31c7eca7..00000000 --- a/test/BenchmarkQuasm/qasm/qnn_indep_qiskit_7.qasm +++ /dev/null @@ -1,177 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-18 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[7]; -creg meas[7]; -u2(2.0,-pi) q[0]; -u2(2.0,-pi) q[1]; -cx q[0],q[1]; -p(9.172838187819544) q[1]; -cx q[0],q[1]; -u2(2.0,-pi) q[2]; -cx q[0],q[2]; -p(9.172838187819544) q[2]; -cx q[0],q[2]; -cx q[1],q[2]; -p(9.172838187819544) q[2]; -cx q[1],q[2]; -u2(2.0,-pi) q[3]; -cx q[0],q[3]; -p(9.172838187819544) q[3]; -cx q[0],q[3]; -cx q[1],q[3]; -p(9.172838187819544) q[3]; -cx q[1],q[3]; -cx q[2],q[3]; -p(9.172838187819544) q[3]; -cx q[2],q[3]; -u2(2.0,-pi) q[4]; -cx q[0],q[4]; -p(9.172838187819544) q[4]; -cx q[0],q[4]; -cx q[1],q[4]; -p(9.172838187819544) q[4]; -cx q[1],q[4]; -cx q[2],q[4]; -p(9.172838187819544) q[4]; -cx q[2],q[4]; -cx q[3],q[4]; -p(9.172838187819544) q[4]; -cx q[3],q[4]; -u2(2.0,-pi) q[5]; -cx q[0],q[5]; -p(9.172838187819544) q[5]; -cx q[0],q[5]; -cx q[1],q[5]; -p(9.172838187819544) q[5]; -cx q[1],q[5]; -cx q[2],q[5]; -p(9.172838187819544) q[5]; -cx q[2],q[5]; -cx q[3],q[5]; -p(9.172838187819544) q[5]; -cx q[3],q[5]; -cx q[4],q[5]; -p(9.172838187819544) q[5]; -cx q[4],q[5]; -u2(2.0,-pi) q[6]; -cx q[0],q[6]; -p(9.172838187819544) q[6]; -cx q[0],q[6]; -u2(2.0,-pi) q[0]; -cx q[1],q[6]; -p(9.172838187819544) q[6]; -cx q[1],q[6]; -u2(2.0,-pi) q[1]; -cx q[0],q[1]; -p(9.172838187819544) q[1]; -cx q[0],q[1]; -cx q[2],q[6]; -p(9.172838187819544) q[6]; -cx q[2],q[6]; -u2(2.0,-pi) q[2]; -cx q[0],q[2]; -p(9.172838187819544) q[2]; -cx q[0],q[2]; -cx q[1],q[2]; -p(9.172838187819544) q[2]; -cx q[1],q[2]; -cx q[3],q[6]; -p(9.172838187819544) q[6]; -cx q[3],q[6]; -u2(2.0,-pi) q[3]; -cx q[0],q[3]; -p(9.172838187819544) q[3]; -cx q[0],q[3]; -cx q[1],q[3]; -p(9.172838187819544) q[3]; -cx q[1],q[3]; -cx q[2],q[3]; -p(9.172838187819544) q[3]; -cx q[2],q[3]; -cx q[4],q[6]; -p(9.172838187819544) q[6]; -cx q[4],q[6]; -u2(2.0,-pi) q[4]; -cx q[0],q[4]; -p(9.172838187819544) q[4]; -cx q[0],q[4]; -cx q[1],q[4]; -p(9.172838187819544) q[4]; -cx q[1],q[4]; -cx q[2],q[4]; -p(9.172838187819544) q[4]; -cx q[2],q[4]; -cx q[3],q[4]; -p(9.172838187819544) q[4]; -cx q[3],q[4]; -cx q[5],q[6]; -p(9.172838187819544) q[6]; -cx q[5],q[6]; -u2(2.0,-pi) q[5]; -cx q[0],q[5]; -p(9.172838187819544) q[5]; -cx q[0],q[5]; -cx q[1],q[5]; -p(9.172838187819544) q[5]; -cx q[1],q[5]; -cx q[2],q[5]; -p(9.172838187819544) q[5]; -cx q[2],q[5]; -cx q[3],q[5]; -p(9.172838187819544) q[5]; -cx q[3],q[5]; -cx q[4],q[5]; -p(9.172838187819544) q[5]; -cx q[4],q[5]; -u2(2.0,-pi) q[6]; -cx q[0],q[6]; -p(9.172838187819544) q[6]; -cx q[0],q[6]; -ry(0.5291956677631265) q[0]; -cx q[1],q[6]; -p(9.172838187819544) q[6]; -cx q[1],q[6]; -ry(0.6969952596490396) q[1]; -cx q[2],q[6]; -p(9.172838187819544) q[6]; -cx q[2],q[6]; -ry(0.7614035546156108) q[2]; -cx q[3],q[6]; -p(9.172838187819544) q[6]; -cx q[3],q[6]; -ry(0.6238398896928118) q[3]; -cx q[4],q[6]; -p(9.172838187819544) q[6]; -cx q[4],q[6]; -ry(0.002889687706937316) q[4]; -cx q[5],q[6]; -p(9.172838187819544) q[6]; -cx q[5],q[6]; -ry(0.8183580245020196) q[5]; -ry(0.48198997980993696) q[6]; -cx q[5],q[6]; -cx q[4],q[5]; -cx q[3],q[4]; -cx q[2],q[3]; -cx q[1],q[2]; -cx q[0],q[1]; -ry(0.1517777726382109) q[0]; -ry(0.12244466042547353) q[1]; -ry(0.20466108164784746) q[2]; -ry(0.8582220435413266) q[3]; -ry(0.681159391005486) q[4]; -ry(0.9144629491293487) q[5]; -ry(0.5219068338083871) q[6]; -barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; -measure q[4] -> meas[4]; -measure q[5] -> meas[5]; -measure q[6] -> meas[6]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qpeexact_indep_qiskit_10.qasm b/test/BenchmarkQuasm/qasm/qpeexact_indep_qiskit_10.qasm deleted file mode 100644 index 9f7cf5a4..00000000 --- a/test/BenchmarkQuasm/qasm/qpeexact_indep_qiskit_10.qasm +++ /dev/null @@ -1,86 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-18 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[9]; -qreg psi[1]; -creg c[9]; -h q[0]; -h q[1]; -h q[2]; -h q[3]; -h q[4]; -h q[5]; -h q[6]; -h q[7]; -h q[8]; -x psi[0]; -cp(-2.6998061866787286) psi[0],q[0]; -swap q[0],q[8]; -h q[0]; -cp(0.8835729338221293) psi[0],q[1]; -swap q[1],q[7]; -cp(-pi/2) q[1],q[0]; -h q[1]; -cp(9*pi/16) psi[0],q[2]; -cp(-7*pi/8) psi[0],q[3]; -cp(pi/4) psi[0],q[4]; -cp(pi/2) psi[0],q[5]; -swap q[3],q[5]; -cp(pi) psi[0],q[6]; -swap q[2],q[6]; -cp(-pi/4) q[2],q[0]; -cp(-pi/2) q[2],q[1]; -h q[2]; -cp(-pi/8) q[3],q[0]; -cp(-pi/4) q[3],q[1]; -cp(-pi/2) q[3],q[2]; -h q[3]; -cp(-pi/16) q[4],q[0]; -cp(-pi/8) q[4],q[1]; -cp(-pi/4) q[4],q[2]; -cp(-pi/2) q[4],q[3]; -h q[4]; -cp(-pi/32) q[5],q[0]; -cp(-pi/16) q[5],q[1]; -cp(-pi/8) q[5],q[2]; -cp(-pi/4) q[5],q[3]; -cp(-pi/2) q[5],q[4]; -h q[5]; -cp(-pi/64) q[6],q[0]; -cp(-pi/32) q[6],q[1]; -cp(-pi/16) q[6],q[2]; -cp(-pi/8) q[6],q[3]; -cp(-pi/4) q[6],q[4]; -cp(-pi/2) q[6],q[5]; -h q[6]; -cp(-pi/128) q[7],q[0]; -cp(-pi/64) q[7],q[1]; -cp(-pi/32) q[7],q[2]; -cp(-pi/16) q[7],q[3]; -cp(-pi/8) q[7],q[4]; -cp(-pi/4) q[7],q[5]; -cp(-pi/2) q[7],q[6]; -h q[7]; -cp(-pi/256) q[8],q[0]; -cp(-pi/128) q[8],q[1]; -cp(-pi/64) q[8],q[2]; -cp(-pi/32) q[8],q[3]; -cp(-pi/16) q[8],q[4]; -cp(-pi/8) q[8],q[5]; -cp(-pi/4) q[8],q[6]; -cp(-pi/2) q[8],q[7]; -h q[8]; -barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6],q[7],q[8],psi[0]; -measure q[0] -> c[0]; -measure q[1] -> c[1]; -measure q[2] -> c[2]; -measure q[3] -> c[3]; -measure q[4] -> c[4]; -measure q[5] -> c[5]; -measure q[6] -> c[6]; -measure q[7] -> c[7]; -measure q[8] -> c[8]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qpeexact_indep_qiskit_2.qasm b/test/BenchmarkQuasm/qasm/qpeexact_indep_qiskit_2.qasm deleted file mode 100644 index 3f73d59a..00000000 --- a/test/BenchmarkQuasm/qasm/qpeexact_indep_qiskit_2.qasm +++ /dev/null @@ -1,16 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-18 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[1]; -qreg psi[1]; -creg c[1]; -h q[0]; -x psi[0]; -cp(pi) psi[0],q[0]; -h q[0]; -barrier q[0],psi[0]; -measure q[0] -> c[0]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qpeexact_indep_qiskit_3.qasm b/test/BenchmarkQuasm/qasm/qpeexact_indep_qiskit_3.qasm deleted file mode 100644 index fab74afc..00000000 --- a/test/BenchmarkQuasm/qasm/qpeexact_indep_qiskit_3.qasm +++ /dev/null @@ -1,21 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-18 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[2]; -qreg psi[1]; -creg c[2]; -h q[0]; -h q[1]; -x psi[0]; -cp(pi) psi[0],q[0]; -swap q[0],q[1]; -h q[0]; -cp(-pi/2) q[1],q[0]; -h q[1]; -barrier q[0],q[1],psi[0]; -measure q[0] -> c[0]; -measure q[1] -> c[1]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qpeexact_indep_qiskit_4.qasm b/test/BenchmarkQuasm/qasm/qpeexact_indep_qiskit_4.qasm deleted file mode 100644 index 8545c78c..00000000 --- a/test/BenchmarkQuasm/qasm/qpeexact_indep_qiskit_4.qasm +++ /dev/null @@ -1,26 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-18 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[3]; -qreg psi[1]; -creg c[3]; -h q[0]; -h q[1]; -h q[2]; -x psi[0]; -cp(pi) psi[0],q[0]; -swap q[0],q[2]; -h q[0]; -cp(-pi/2) q[1],q[0]; -h q[1]; -cp(-pi/4) q[2],q[0]; -cp(-pi/2) q[2],q[1]; -h q[2]; -barrier q[0],q[1],q[2],psi[0]; -measure q[0] -> c[0]; -measure q[1] -> c[1]; -measure q[2] -> c[2]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qpeexact_indep_qiskit_5.qasm b/test/BenchmarkQuasm/qasm/qpeexact_indep_qiskit_5.qasm deleted file mode 100644 index cc774389..00000000 --- a/test/BenchmarkQuasm/qasm/qpeexact_indep_qiskit_5.qasm +++ /dev/null @@ -1,36 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-18 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[4]; -qreg psi[1]; -creg c[4]; -h q[0]; -h q[1]; -h q[2]; -h q[3]; -x psi[0]; -cp(-7*pi/8) psi[0],q[0]; -cp(pi/4) psi[0],q[1]; -cp(pi/2) psi[0],q[2]; -swap q[1],q[2]; -cp(pi) psi[0],q[3]; -swap q[0],q[3]; -h q[0]; -cp(-pi/2) q[1],q[0]; -h q[1]; -cp(-pi/4) q[2],q[0]; -cp(-pi/2) q[2],q[1]; -h q[2]; -cp(-pi/8) q[3],q[0]; -cp(-pi/4) q[3],q[1]; -cp(-pi/2) q[3],q[2]; -h q[3]; -barrier q[0],q[1],q[2],q[3],psi[0]; -measure q[0] -> c[0]; -measure q[1] -> c[1]; -measure q[2] -> c[2]; -measure q[3] -> c[3]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qpeexact_indep_qiskit_6.qasm b/test/BenchmarkQuasm/qasm/qpeexact_indep_qiskit_6.qasm deleted file mode 100644 index c9d8091c..00000000 --- a/test/BenchmarkQuasm/qasm/qpeexact_indep_qiskit_6.qasm +++ /dev/null @@ -1,43 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-18 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[5]; -qreg psi[1]; -creg c[5]; -h q[0]; -h q[1]; -h q[2]; -h q[3]; -h q[4]; -x psi[0]; -cp(-7*pi/8) psi[0],q[0]; -swap q[0],q[4]; -h q[0]; -cp(pi/4) psi[0],q[1]; -cp(pi/2) psi[0],q[2]; -cp(pi) psi[0],q[3]; -swap q[1],q[3]; -cp(-pi/2) q[1],q[0]; -h q[1]; -cp(-pi/4) q[2],q[0]; -cp(-pi/2) q[2],q[1]; -h q[2]; -cp(-pi/8) q[3],q[0]; -cp(-pi/4) q[3],q[1]; -cp(-pi/2) q[3],q[2]; -h q[3]; -cp(-pi/16) q[4],q[0]; -cp(-pi/8) q[4],q[1]; -cp(-pi/4) q[4],q[2]; -cp(-pi/2) q[4],q[3]; -h q[4]; -barrier q[0],q[1],q[2],q[3],q[4],psi[0]; -measure q[0] -> c[0]; -measure q[1] -> c[1]; -measure q[2] -> c[2]; -measure q[3] -> c[3]; -measure q[4] -> c[4]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qpeexact_indep_qiskit_7.qasm b/test/BenchmarkQuasm/qasm/qpeexact_indep_qiskit_7.qasm deleted file mode 100644 index fcf5bfbc..00000000 --- a/test/BenchmarkQuasm/qasm/qpeexact_indep_qiskit_7.qasm +++ /dev/null @@ -1,52 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-18 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[6]; -qreg psi[1]; -creg c[6]; -h q[0]; -h q[1]; -h q[2]; -h q[3]; -h q[4]; -h q[5]; -x psi[0]; -cp(-7*pi/8) psi[0],q[0]; -swap q[0],q[5]; -h q[0]; -cp(pi/4) psi[0],q[1]; -swap q[1],q[4]; -cp(-pi/2) q[1],q[0]; -h q[1]; -cp(pi/2) psi[0],q[2]; -cp(pi) psi[0],q[3]; -swap q[2],q[3]; -cp(-pi/4) q[2],q[0]; -cp(-pi/2) q[2],q[1]; -h q[2]; -cp(-pi/8) q[3],q[0]; -cp(-pi/4) q[3],q[1]; -cp(-pi/2) q[3],q[2]; -h q[3]; -cp(-pi/16) q[4],q[0]; -cp(-pi/8) q[4],q[1]; -cp(-pi/4) q[4],q[2]; -cp(-pi/2) q[4],q[3]; -h q[4]; -cp(-pi/32) q[5],q[0]; -cp(-pi/16) q[5],q[1]; -cp(-pi/8) q[5],q[2]; -cp(-pi/4) q[5],q[3]; -cp(-pi/2) q[5],q[4]; -h q[5]; -barrier q[0],q[1],q[2],q[3],q[4],q[5],psi[0]; -measure q[0] -> c[0]; -measure q[1] -> c[1]; -measure q[2] -> c[2]; -measure q[3] -> c[3]; -measure q[4] -> c[4]; -measure q[5] -> c[5]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qpeexact_indep_qiskit_8.qasm b/test/BenchmarkQuasm/qasm/qpeexact_indep_qiskit_8.qasm deleted file mode 100644 index 23f76470..00000000 --- a/test/BenchmarkQuasm/qasm/qpeexact_indep_qiskit_8.qasm +++ /dev/null @@ -1,64 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-18 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[7]; -qreg psi[1]; -creg c[7]; -h q[0]; -h q[1]; -h q[2]; -h q[3]; -h q[4]; -h q[5]; -h q[6]; -x psi[0]; -cp(-2.6998061866787286) psi[0],q[0]; -cp(0.8835729338221293) psi[0],q[1]; -cp(9*pi/16) psi[0],q[2]; -cp(-7*pi/8) psi[0],q[3]; -cp(pi/4) psi[0],q[4]; -swap q[2],q[4]; -cp(pi/2) psi[0],q[5]; -swap q[1],q[5]; -cp(pi) psi[0],q[6]; -swap q[0],q[6]; -h q[0]; -cp(-pi/2) q[1],q[0]; -h q[1]; -cp(-pi/4) q[2],q[0]; -cp(-pi/2) q[2],q[1]; -h q[2]; -cp(-pi/8) q[3],q[0]; -cp(-pi/4) q[3],q[1]; -cp(-pi/2) q[3],q[2]; -h q[3]; -cp(-pi/16) q[4],q[0]; -cp(-pi/8) q[4],q[1]; -cp(-pi/4) q[4],q[2]; -cp(-pi/2) q[4],q[3]; -h q[4]; -cp(-pi/32) q[5],q[0]; -cp(-pi/16) q[5],q[1]; -cp(-pi/8) q[5],q[2]; -cp(-pi/4) q[5],q[3]; -cp(-pi/2) q[5],q[4]; -h q[5]; -cp(-pi/64) q[6],q[0]; -cp(-pi/32) q[6],q[1]; -cp(-pi/16) q[6],q[2]; -cp(-pi/8) q[6],q[3]; -cp(-pi/4) q[6],q[4]; -cp(-pi/2) q[6],q[5]; -h q[6]; -barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6],psi[0]; -measure q[0] -> c[0]; -measure q[1] -> c[1]; -measure q[2] -> c[2]; -measure q[3] -> c[3]; -measure q[4] -> c[4]; -measure q[5] -> c[5]; -measure q[6] -> c[6]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qpeexact_indep_qiskit_9.qasm b/test/BenchmarkQuasm/qasm/qpeexact_indep_qiskit_9.qasm deleted file mode 100644 index 3466bd35..00000000 --- a/test/BenchmarkQuasm/qasm/qpeexact_indep_qiskit_9.qasm +++ /dev/null @@ -1,75 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-18 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[8]; -qreg psi[1]; -creg c[8]; -h q[0]; -h q[1]; -h q[2]; -h q[3]; -h q[4]; -h q[5]; -h q[6]; -h q[7]; -x psi[0]; -cp(-2.6998061866787286) psi[0],q[0]; -swap q[0],q[7]; -h q[0]; -cp(0.8835729338221293) psi[0],q[1]; -cp(9*pi/16) psi[0],q[2]; -cp(-7*pi/8) psi[0],q[3]; -cp(pi/4) psi[0],q[4]; -swap q[3],q[4]; -cp(pi/2) psi[0],q[5]; -swap q[2],q[5]; -cp(pi) psi[0],q[6]; -swap q[1],q[6]; -cp(-pi/2) q[1],q[0]; -h q[1]; -cp(-pi/4) q[2],q[0]; -cp(-pi/2) q[2],q[1]; -h q[2]; -cp(-pi/8) q[3],q[0]; -cp(-pi/4) q[3],q[1]; -cp(-pi/2) q[3],q[2]; -h q[3]; -cp(-pi/16) q[4],q[0]; -cp(-pi/8) q[4],q[1]; -cp(-pi/4) q[4],q[2]; -cp(-pi/2) q[4],q[3]; -h q[4]; -cp(-pi/32) q[5],q[0]; -cp(-pi/16) q[5],q[1]; -cp(-pi/8) q[5],q[2]; -cp(-pi/4) q[5],q[3]; -cp(-pi/2) q[5],q[4]; -h q[5]; -cp(-pi/64) q[6],q[0]; -cp(-pi/32) q[6],q[1]; -cp(-pi/16) q[6],q[2]; -cp(-pi/8) q[6],q[3]; -cp(-pi/4) q[6],q[4]; -cp(-pi/2) q[6],q[5]; -h q[6]; -cp(-pi/128) q[7],q[0]; -cp(-pi/64) q[7],q[1]; -cp(-pi/32) q[7],q[2]; -cp(-pi/16) q[7],q[3]; -cp(-pi/8) q[7],q[4]; -cp(-pi/4) q[7],q[5]; -cp(-pi/2) q[7],q[6]; -h q[7]; -barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6],q[7],psi[0]; -measure q[0] -> c[0]; -measure q[1] -> c[1]; -measure q[2] -> c[2]; -measure q[3] -> c[3]; -measure q[4] -> c[4]; -measure q[5] -> c[5]; -measure q[6] -> c[6]; -measure q[7] -> c[7]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qpeinexact_indep_qiskit_2.qasm b/test/BenchmarkQuasm/qasm/qpeinexact_indep_qiskit_2.qasm deleted file mode 100644 index c9d6696e..00000000 --- a/test/BenchmarkQuasm/qasm/qpeinexact_indep_qiskit_2.qasm +++ /dev/null @@ -1,16 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-18 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[1]; -qreg psi[1]; -creg c[1]; -h q[0]; -x psi[0]; -cp(pi/2) psi[0],q[0]; -h q[0]; -barrier q[0],psi[0]; -measure q[0] -> c[0]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qpeinexact_indep_qiskit_3.qasm b/test/BenchmarkQuasm/qasm/qpeinexact_indep_qiskit_3.qasm deleted file mode 100644 index d0ad6cf6..00000000 --- a/test/BenchmarkQuasm/qasm/qpeinexact_indep_qiskit_3.qasm +++ /dev/null @@ -1,22 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-18 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[2]; -qreg psi[1]; -creg c[2]; -h q[0]; -h q[1]; -x psi[0]; -cp(3*pi/4) psi[0],q[0]; -cp(-pi/2) psi[0],q[1]; -swap q[0],q[1]; -h q[0]; -cp(-pi/2) q[1],q[0]; -h q[1]; -barrier q[0],q[1],psi[0]; -measure q[0] -> c[0]; -measure q[1] -> c[1]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qpeinexact_indep_qiskit_4.qasm b/test/BenchmarkQuasm/qasm/qpeinexact_indep_qiskit_4.qasm deleted file mode 100644 index d84bf1e8..00000000 --- a/test/BenchmarkQuasm/qasm/qpeinexact_indep_qiskit_4.qasm +++ /dev/null @@ -1,28 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-18 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[3]; -qreg psi[1]; -creg c[3]; -h q[0]; -h q[1]; -h q[2]; -x psi[0]; -cp(-7*pi/8) psi[0],q[0]; -cp(pi/4) psi[0],q[1]; -cp(pi/2) psi[0],q[2]; -swap q[0],q[2]; -h q[0]; -cp(-pi/2) q[1],q[0]; -h q[1]; -cp(-pi/4) q[2],q[0]; -cp(-pi/2) q[2],q[1]; -h q[2]; -barrier q[0],q[1],q[2],psi[0]; -measure q[0] -> c[0]; -measure q[1] -> c[1]; -measure q[2] -> c[2]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qpeinexact_indep_qiskit_5.qasm b/test/BenchmarkQuasm/qasm/qpeinexact_indep_qiskit_5.qasm deleted file mode 100644 index ef98b8e0..00000000 --- a/test/BenchmarkQuasm/qasm/qpeinexact_indep_qiskit_5.qasm +++ /dev/null @@ -1,36 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-18 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[4]; -qreg psi[1]; -creg c[4]; -h q[0]; -h q[1]; -h q[2]; -h q[3]; -x psi[0]; -cp(pi/16) psi[0],q[0]; -cp(pi/8) psi[0],q[1]; -cp(pi/4) psi[0],q[2]; -swap q[1],q[2]; -cp(pi/2) psi[0],q[3]; -swap q[0],q[3]; -h q[0]; -cp(-pi/2) q[1],q[0]; -h q[1]; -cp(-pi/4) q[2],q[0]; -cp(-pi/2) q[2],q[1]; -h q[2]; -cp(-pi/8) q[3],q[0]; -cp(-pi/4) q[3],q[1]; -cp(-pi/2) q[3],q[2]; -h q[3]; -barrier q[0],q[1],q[2],q[3],psi[0]; -measure q[0] -> c[0]; -measure q[1] -> c[1]; -measure q[2] -> c[2]; -measure q[3] -> c[3]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qpeinexact_indep_qiskit_6.qasm b/test/BenchmarkQuasm/qasm/qpeinexact_indep_qiskit_6.qasm deleted file mode 100644 index d8fc5eb9..00000000 --- a/test/BenchmarkQuasm/qasm/qpeinexact_indep_qiskit_6.qasm +++ /dev/null @@ -1,44 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-18 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[5]; -qreg psi[1]; -creg c[5]; -h q[0]; -h q[1]; -h q[2]; -h q[3]; -h q[4]; -x psi[0]; -cp(2.650718801466388) psi[0],q[0]; -cp(-5*pi/16) psi[0],q[1]; -cp(-5*pi/8) psi[0],q[2]; -cp(3*pi/4) psi[0],q[3]; -swap q[1],q[3]; -cp(-pi/2) psi[0],q[4]; -swap q[0],q[4]; -h q[0]; -cp(-pi/2) q[1],q[0]; -h q[1]; -cp(-pi/4) q[2],q[0]; -cp(-pi/2) q[2],q[1]; -h q[2]; -cp(-pi/8) q[3],q[0]; -cp(-pi/4) q[3],q[1]; -cp(-pi/2) q[3],q[2]; -h q[3]; -cp(-pi/16) q[4],q[0]; -cp(-pi/8) q[4],q[1]; -cp(-pi/4) q[4],q[2]; -cp(-pi/2) q[4],q[3]; -h q[4]; -barrier q[0],q[1],q[2],q[3],q[4],psi[0]; -measure q[0] -> c[0]; -measure q[1] -> c[1]; -measure q[2] -> c[2]; -measure q[3] -> c[3]; -measure q[4] -> c[4]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qpeinexact_indep_qiskit_7.qasm b/test/BenchmarkQuasm/qasm/qpeinexact_indep_qiskit_7.qasm deleted file mode 100644 index e42186f3..00000000 --- a/test/BenchmarkQuasm/qasm/qpeinexact_indep_qiskit_7.qasm +++ /dev/null @@ -1,54 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-18 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[6]; -qreg psi[1]; -creg c[6]; -h q[0]; -h q[1]; -h q[2]; -h q[3]; -h q[4]; -h q[5]; -x psi[0]; -cp(-2.6998061866787286) psi[0],q[0]; -cp(0.8835729338221293) psi[0],q[1]; -cp(9*pi/16) psi[0],q[2]; -cp(-7*pi/8) psi[0],q[3]; -swap q[2],q[3]; -cp(pi/4) psi[0],q[4]; -swap q[1],q[4]; -cp(pi/2) psi[0],q[5]; -swap q[0],q[5]; -h q[0]; -cp(-pi/2) q[1],q[0]; -h q[1]; -cp(-pi/4) q[2],q[0]; -cp(-pi/2) q[2],q[1]; -h q[2]; -cp(-pi/8) q[3],q[0]; -cp(-pi/4) q[3],q[1]; -cp(-pi/2) q[3],q[2]; -h q[3]; -cp(-pi/16) q[4],q[0]; -cp(-pi/8) q[4],q[1]; -cp(-pi/4) q[4],q[2]; -cp(-pi/2) q[4],q[3]; -h q[4]; -cp(-pi/32) q[5],q[0]; -cp(-pi/16) q[5],q[1]; -cp(-pi/8) q[5],q[2]; -cp(-pi/4) q[5],q[3]; -cp(-pi/2) q[5],q[4]; -h q[5]; -barrier q[0],q[1],q[2],q[3],q[4],q[5],psi[0]; -measure q[0] -> c[0]; -measure q[1] -> c[1]; -measure q[2] -> c[2]; -measure q[3] -> c[3]; -measure q[4] -> c[4]; -measure q[5] -> c[5]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qwalk-noancilla_indep_qiskit_3.qasm b/test/BenchmarkQuasm/qasm/qwalk-noancilla_indep_qiskit_3.qasm deleted file mode 100644 index 91fc3920..00000000 --- a/test/BenchmarkQuasm/qasm/qwalk-noancilla_indep_qiskit_3.qasm +++ /dev/null @@ -1,39 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-19 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg node[2]; -qreg coin[1]; -creg meas[3]; -h coin[0]; -ccx coin[0],node[1],node[0]; -cx coin[0],node[1]; -x node[1]; -x coin[0]; -ccx coin[0],node[1],node[0]; -cx coin[0],node[1]; -x node[1]; -u2(-pi,-pi) coin[0]; -ccx coin[0],node[1],node[0]; -cx coin[0],node[1]; -x node[1]; -x coin[0]; -ccx coin[0],node[1],node[0]; -cx coin[0],node[1]; -x node[1]; -u2(-pi,-pi) coin[0]; -ccx coin[0],node[1],node[0]; -cx coin[0],node[1]; -x node[1]; -x coin[0]; -ccx coin[0],node[1],node[0]; -cx coin[0],node[1]; -x node[1]; -x coin[0]; -barrier node[0],node[1],coin[0]; -measure node[0] -> meas[0]; -measure node[1] -> meas[1]; -measure coin[0] -> meas[2]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qwalk-noancilla_indep_qiskit_4.qasm b/test/BenchmarkQuasm/qasm/qwalk-noancilla_indep_qiskit_4.qasm deleted file mode 100644 index fcc6413b..00000000 --- a/test/BenchmarkQuasm/qasm/qwalk-noancilla_indep_qiskit_4.qasm +++ /dev/null @@ -1,205 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-19 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg node[3]; -qreg coin[1]; -creg meas[4]; -u2(pi/8,-pi) node[0]; -p(pi/8) node[1]; -p(pi/8) node[2]; -u2(pi/8,-pi) coin[0]; -cx coin[0],node[1]; -p(-pi/8) node[1]; -cx coin[0],node[1]; -cx node[1],node[2]; -p(-pi/8) node[2]; -cx coin[0],node[2]; -p(pi/8) node[2]; -cx node[1],node[2]; -p(-pi/8) node[2]; -cx coin[0],node[2]; -cx node[2],node[0]; -p(-pi/8) node[0]; -cx node[1],node[0]; -p(pi/8) node[0]; -cx node[2],node[0]; -p(-pi/8) node[0]; -cx coin[0],node[0]; -p(pi/8) node[0]; -cx node[2],node[0]; -p(-pi/8) node[0]; -cx node[1],node[0]; -p(pi/8) node[0]; -cx node[2],node[0]; -p(-pi/8) node[0]; -cx coin[0],node[0]; -u1(pi/8) node[0]; -ccx coin[0],node[2],node[1]; -u3(pi,-pi,-pi/8) node[1]; -cx coin[0],node[2]; -u3(pi,-pi,-pi/8) node[2]; -u3(pi,-pi,-pi/8) coin[0]; -cx coin[0],node[1]; -p(-pi/8) node[1]; -cx coin[0],node[1]; -cx node[1],node[2]; -p(-pi/8) node[2]; -cx coin[0],node[2]; -p(pi/8) node[2]; -cx node[1],node[2]; -p(-pi/8) node[2]; -cx coin[0],node[2]; -cx node[2],node[0]; -p(-pi/8) node[0]; -cx node[1],node[0]; -p(pi/8) node[0]; -cx node[2],node[0]; -p(-pi/8) node[0]; -cx coin[0],node[0]; -p(pi/8) node[0]; -cx node[2],node[0]; -p(-pi/8) node[0]; -cx node[1],node[0]; -p(pi/8) node[0]; -cx node[2],node[0]; -p(-pi/8) node[0]; -cx coin[0],node[0]; -u1(pi/8) node[0]; -ccx coin[0],node[2],node[1]; -u3(pi,-pi,-pi/8) node[1]; -cx coin[0],node[2]; -u3(pi,-pi,-pi/8) node[2]; -u2(-7*pi/8,-pi) coin[0]; -cx coin[0],node[1]; -p(-pi/8) node[1]; -cx coin[0],node[1]; -cx node[1],node[2]; -p(-pi/8) node[2]; -cx coin[0],node[2]; -p(pi/8) node[2]; -cx node[1],node[2]; -p(-pi/8) node[2]; -cx coin[0],node[2]; -cx node[2],node[0]; -p(-pi/8) node[0]; -cx node[1],node[0]; -p(pi/8) node[0]; -cx node[2],node[0]; -p(-pi/8) node[0]; -cx coin[0],node[0]; -p(pi/8) node[0]; -cx node[2],node[0]; -p(-pi/8) node[0]; -cx node[1],node[0]; -p(pi/8) node[0]; -cx node[2],node[0]; -p(-pi/8) node[0]; -cx coin[0],node[0]; -u1(pi/8) node[0]; -ccx coin[0],node[2],node[1]; -u3(pi,-pi,-pi/8) node[1]; -cx coin[0],node[2]; -u3(pi,-pi,-pi/8) node[2]; -u3(pi,-pi,-pi/8) coin[0]; -cx coin[0],node[1]; -p(-pi/8) node[1]; -cx coin[0],node[1]; -cx node[1],node[2]; -p(-pi/8) node[2]; -cx coin[0],node[2]; -p(pi/8) node[2]; -cx node[1],node[2]; -p(-pi/8) node[2]; -cx coin[0],node[2]; -cx node[2],node[0]; -p(-pi/8) node[0]; -cx node[1],node[0]; -p(pi/8) node[0]; -cx node[2],node[0]; -p(-pi/8) node[0]; -cx coin[0],node[0]; -p(pi/8) node[0]; -cx node[2],node[0]; -p(-pi/8) node[0]; -cx node[1],node[0]; -p(pi/8) node[0]; -cx node[2],node[0]; -p(-pi/8) node[0]; -cx coin[0],node[0]; -u1(pi/8) node[0]; -ccx coin[0],node[2],node[1]; -u3(pi,-pi,-pi/8) node[1]; -cx coin[0],node[2]; -u3(pi,-pi,-pi/8) node[2]; -u2(-7*pi/8,-pi) coin[0]; -cx coin[0],node[1]; -p(-pi/8) node[1]; -cx coin[0],node[1]; -cx node[1],node[2]; -p(-pi/8) node[2]; -cx coin[0],node[2]; -p(pi/8) node[2]; -cx node[1],node[2]; -p(-pi/8) node[2]; -cx coin[0],node[2]; -cx node[2],node[0]; -p(-pi/8) node[0]; -cx node[1],node[0]; -p(pi/8) node[0]; -cx node[2],node[0]; -p(-pi/8) node[0]; -cx coin[0],node[0]; -p(pi/8) node[0]; -cx node[2],node[0]; -p(-pi/8) node[0]; -cx node[1],node[0]; -p(pi/8) node[0]; -cx node[2],node[0]; -p(-pi/8) node[0]; -cx coin[0],node[0]; -u1(pi/8) node[0]; -ccx coin[0],node[2],node[1]; -u3(pi,-pi,-pi/8) node[1]; -cx coin[0],node[2]; -u3(pi,-pi,-pi/8) node[2]; -u3(pi,-pi,-pi/8) coin[0]; -cx coin[0],node[1]; -p(-pi/8) node[1]; -cx coin[0],node[1]; -cx node[1],node[2]; -p(-pi/8) node[2]; -cx coin[0],node[2]; -p(pi/8) node[2]; -cx node[1],node[2]; -p(-pi/8) node[2]; -cx coin[0],node[2]; -cx node[2],node[0]; -p(-pi/8) node[0]; -cx node[1],node[0]; -p(pi/8) node[0]; -cx node[2],node[0]; -p(-pi/8) node[0]; -cx coin[0],node[0]; -p(pi/8) node[0]; -cx node[2],node[0]; -p(-pi/8) node[0]; -cx node[1],node[0]; -p(pi/8) node[0]; -cx node[2],node[0]; -p(-pi/8) node[0]; -cx coin[0],node[0]; -h node[0]; -ccx coin[0],node[2],node[1]; -x node[1]; -cx coin[0],node[2]; -x node[2]; -x coin[0]; -barrier node[0],node[1],node[2],coin[0]; -measure node[0] -> meas[0]; -measure node[1] -> meas[1]; -measure node[2] -> meas[2]; -measure coin[0] -> meas[3]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qwalk-noancilla_indep_qiskit_5.qasm b/test/BenchmarkQuasm/qasm/qwalk-noancilla_indep_qiskit_5.qasm deleted file mode 100644 index f9cddb81..00000000 --- a/test/BenchmarkQuasm/qasm/qwalk-noancilla_indep_qiskit_5.qasm +++ /dev/null @@ -1,469 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-19 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg node[4]; -qreg coin[1]; -creg meas[5]; -h node[0]; -cu1(pi/2) node[3],node[0]; -u2(pi/4,-pi) node[3]; -cx node[2],node[3]; -u2(0,3*pi/4) node[3]; -h coin[0]; -cx coin[0],node[3]; -u1(pi/4) node[3]; -cx node[1],node[3]; -u1(-pi/4) node[3]; -cx coin[0],node[3]; -u1(pi/4) node[3]; -cx node[1],node[3]; -u2(pi/4,3*pi/4) node[3]; -cx node[2],node[3]; -u2(0,3*pi/4) node[3]; -cu1(-pi/2) node[3],node[0]; -u2(pi/4,-pi) node[3]; -cx node[2],node[3]; -u2(pi/4,3*pi/4) node[3]; -cx node[1],node[3]; -u1(-pi/4) node[3]; -cx coin[0],node[3]; -u1(pi/4) node[3]; -cx node[1],node[3]; -u1(-pi/4) node[3]; -cx coin[0],node[3]; -u2(pi/4,-pi) node[3]; -cx node[2],node[3]; -u2(pi/8,3*pi/4) node[3]; -cu1(pi/8) coin[0],node[0]; -cx coin[0],node[1]; -cu1(-pi/8) node[1],node[0]; -cx coin[0],node[1]; -cu1(pi/8) node[1],node[0]; -cx node[1],node[2]; -cu1(-pi/8) node[2],node[0]; -cx coin[0],node[2]; -cu1(pi/8) node[2],node[0]; -cx node[1],node[2]; -u2(pi/8,-pi) node[1]; -cu1(-pi/8) node[2],node[0]; -cx coin[0],node[2]; -cu1(pi/8) node[2],node[0]; -p(pi/8) node[2]; -p(pi/8) coin[0]; -cx coin[0],node[2]; -p(-pi/8) node[2]; -cx coin[0],node[2]; -cx node[2],node[3]; -p(-pi/8) node[3]; -cx coin[0],node[3]; -p(pi/8) node[3]; -cx node[2],node[3]; -p(-pi/8) node[3]; -cx coin[0],node[3]; -cx node[3],node[1]; -p(-pi/8) node[1]; -cx node[2],node[1]; -p(pi/8) node[1]; -cx node[3],node[1]; -p(-pi/8) node[1]; -cx coin[0],node[1]; -p(pi/8) node[1]; -cx node[3],node[1]; -p(-pi/8) node[1]; -cx node[2],node[1]; -p(pi/8) node[1]; -cx node[3],node[1]; -p(-pi/8) node[1]; -cx coin[0],node[1]; -u2(0,0) node[1]; -ccx coin[0],node[3],node[2]; -x node[2]; -cx coin[0],node[3]; -x node[3]; -cu1(pi/2) node[3],node[0]; -u2(pi/4,-pi) node[3]; -cx node[2],node[3]; -u2(0,3*pi/4) node[3]; -x coin[0]; -cx coin[0],node[3]; -u1(pi/4) node[3]; -cx node[1],node[3]; -u1(-pi/4) node[3]; -cx coin[0],node[3]; -u1(pi/4) node[3]; -cx node[1],node[3]; -u2(pi/4,3*pi/4) node[3]; -cx node[2],node[3]; -u2(0,3*pi/4) node[3]; -cu1(-pi/2) node[3],node[0]; -u2(pi/4,-pi) node[3]; -cx node[2],node[3]; -u2(pi/4,3*pi/4) node[3]; -cx node[1],node[3]; -u1(-pi/4) node[3]; -cx coin[0],node[3]; -u1(pi/4) node[3]; -cx node[1],node[3]; -u1(-pi/4) node[3]; -cx coin[0],node[3]; -u2(pi/4,-pi) node[3]; -cx node[2],node[3]; -u2(pi/8,3*pi/4) node[3]; -cu1(pi/8) coin[0],node[0]; -cx coin[0],node[1]; -cu1(-pi/8) node[1],node[0]; -cx coin[0],node[1]; -cu1(pi/8) node[1],node[0]; -cx node[1],node[2]; -cu1(-pi/8) node[2],node[0]; -cx coin[0],node[2]; -cu1(pi/8) node[2],node[0]; -cx node[1],node[2]; -u2(pi/8,-pi) node[1]; -cu1(-pi/8) node[2],node[0]; -cx coin[0],node[2]; -cu1(pi/8) node[2],node[0]; -p(pi/8) node[2]; -p(pi/8) coin[0]; -cx coin[0],node[2]; -p(-pi/8) node[2]; -cx coin[0],node[2]; -cx node[2],node[3]; -p(-pi/8) node[3]; -cx coin[0],node[3]; -p(pi/8) node[3]; -cx node[2],node[3]; -p(-pi/8) node[3]; -cx coin[0],node[3]; -cx node[3],node[1]; -p(-pi/8) node[1]; -cx node[2],node[1]; -p(pi/8) node[1]; -cx node[3],node[1]; -p(-pi/8) node[1]; -cx coin[0],node[1]; -p(pi/8) node[1]; -cx node[3],node[1]; -p(-pi/8) node[1]; -cx node[2],node[1]; -p(pi/8) node[1]; -cx node[3],node[1]; -p(-pi/8) node[1]; -cx coin[0],node[1]; -u2(0,0) node[1]; -ccx coin[0],node[3],node[2]; -x node[2]; -cx coin[0],node[3]; -x node[3]; -cu1(pi/2) node[3],node[0]; -u2(pi/4,-pi) node[3]; -cx node[2],node[3]; -u2(0,3*pi/4) node[3]; -u2(-pi,-pi) coin[0]; -cx coin[0],node[3]; -u1(pi/4) node[3]; -cx node[1],node[3]; -u1(-pi/4) node[3]; -cx coin[0],node[3]; -u1(pi/4) node[3]; -cx node[1],node[3]; -u2(pi/4,3*pi/4) node[3]; -cx node[2],node[3]; -u2(0,3*pi/4) node[3]; -cu1(-pi/2) node[3],node[0]; -u2(pi/4,-pi) node[3]; -cx node[2],node[3]; -u2(pi/4,3*pi/4) node[3]; -cx node[1],node[3]; -u1(-pi/4) node[3]; -cx coin[0],node[3]; -u1(pi/4) node[3]; -cx node[1],node[3]; -u1(-pi/4) node[3]; -cx coin[0],node[3]; -u2(pi/4,-pi) node[3]; -cx node[2],node[3]; -u2(pi/8,3*pi/4) node[3]; -cu1(pi/8) coin[0],node[0]; -cx coin[0],node[1]; -cu1(-pi/8) node[1],node[0]; -cx coin[0],node[1]; -cu1(pi/8) node[1],node[0]; -cx node[1],node[2]; -cu1(-pi/8) node[2],node[0]; -cx coin[0],node[2]; -cu1(pi/8) node[2],node[0]; -cx node[1],node[2]; -u2(pi/8,-pi) node[1]; -cu1(-pi/8) node[2],node[0]; -cx coin[0],node[2]; -cu1(pi/8) node[2],node[0]; -p(pi/8) node[2]; -p(pi/8) coin[0]; -cx coin[0],node[2]; -p(-pi/8) node[2]; -cx coin[0],node[2]; -cx node[2],node[3]; -p(-pi/8) node[3]; -cx coin[0],node[3]; -p(pi/8) node[3]; -cx node[2],node[3]; -p(-pi/8) node[3]; -cx coin[0],node[3]; -cx node[3],node[1]; -p(-pi/8) node[1]; -cx node[2],node[1]; -p(pi/8) node[1]; -cx node[3],node[1]; -p(-pi/8) node[1]; -cx coin[0],node[1]; -p(pi/8) node[1]; -cx node[3],node[1]; -p(-pi/8) node[1]; -cx node[2],node[1]; -p(pi/8) node[1]; -cx node[3],node[1]; -p(-pi/8) node[1]; -cx coin[0],node[1]; -u2(0,0) node[1]; -ccx coin[0],node[3],node[2]; -x node[2]; -cx coin[0],node[3]; -x node[3]; -cu1(pi/2) node[3],node[0]; -u2(pi/4,-pi) node[3]; -cx node[2],node[3]; -u2(0,3*pi/4) node[3]; -x coin[0]; -cx coin[0],node[3]; -u1(pi/4) node[3]; -cx node[1],node[3]; -u1(-pi/4) node[3]; -cx coin[0],node[3]; -u1(pi/4) node[3]; -cx node[1],node[3]; -u2(pi/4,3*pi/4) node[3]; -cx node[2],node[3]; -u2(0,3*pi/4) node[3]; -cu1(-pi/2) node[3],node[0]; -u2(pi/4,-pi) node[3]; -cx node[2],node[3]; -u2(pi/4,3*pi/4) node[3]; -cx node[1],node[3]; -u1(-pi/4) node[3]; -cx coin[0],node[3]; -u1(pi/4) node[3]; -cx node[1],node[3]; -u1(-pi/4) node[3]; -cx coin[0],node[3]; -u2(pi/4,-pi) node[3]; -cx node[2],node[3]; -u2(pi/8,3*pi/4) node[3]; -cu1(pi/8) coin[0],node[0]; -cx coin[0],node[1]; -cu1(-pi/8) node[1],node[0]; -cx coin[0],node[1]; -cu1(pi/8) node[1],node[0]; -cx node[1],node[2]; -cu1(-pi/8) node[2],node[0]; -cx coin[0],node[2]; -cu1(pi/8) node[2],node[0]; -cx node[1],node[2]; -u2(pi/8,-pi) node[1]; -cu1(-pi/8) node[2],node[0]; -cx coin[0],node[2]; -cu1(pi/8) node[2],node[0]; -p(pi/8) node[2]; -p(pi/8) coin[0]; -cx coin[0],node[2]; -p(-pi/8) node[2]; -cx coin[0],node[2]; -cx node[2],node[3]; -p(-pi/8) node[3]; -cx coin[0],node[3]; -p(pi/8) node[3]; -cx node[2],node[3]; -p(-pi/8) node[3]; -cx coin[0],node[3]; -cx node[3],node[1]; -p(-pi/8) node[1]; -cx node[2],node[1]; -p(pi/8) node[1]; -cx node[3],node[1]; -p(-pi/8) node[1]; -cx coin[0],node[1]; -p(pi/8) node[1]; -cx node[3],node[1]; -p(-pi/8) node[1]; -cx node[2],node[1]; -p(pi/8) node[1]; -cx node[3],node[1]; -p(-pi/8) node[1]; -cx coin[0],node[1]; -u2(0,0) node[1]; -ccx coin[0],node[3],node[2]; -x node[2]; -cx coin[0],node[3]; -x node[3]; -cu1(pi/2) node[3],node[0]; -u2(pi/4,-pi) node[3]; -cx node[2],node[3]; -u2(0,3*pi/4) node[3]; -u2(-pi,-pi) coin[0]; -cx coin[0],node[3]; -u1(pi/4) node[3]; -cx node[1],node[3]; -u1(-pi/4) node[3]; -cx coin[0],node[3]; -u1(pi/4) node[3]; -cx node[1],node[3]; -u2(pi/4,3*pi/4) node[3]; -cx node[2],node[3]; -u2(0,3*pi/4) node[3]; -cu1(-pi/2) node[3],node[0]; -u2(pi/4,-pi) node[3]; -cx node[2],node[3]; -u2(pi/4,3*pi/4) node[3]; -cx node[1],node[3]; -u1(-pi/4) node[3]; -cx coin[0],node[3]; -u1(pi/4) node[3]; -cx node[1],node[3]; -u1(-pi/4) node[3]; -cx coin[0],node[3]; -u2(pi/4,-pi) node[3]; -cx node[2],node[3]; -u2(pi/8,3*pi/4) node[3]; -cu1(pi/8) coin[0],node[0]; -cx coin[0],node[1]; -cu1(-pi/8) node[1],node[0]; -cx coin[0],node[1]; -cu1(pi/8) node[1],node[0]; -cx node[1],node[2]; -cu1(-pi/8) node[2],node[0]; -cx coin[0],node[2]; -cu1(pi/8) node[2],node[0]; -cx node[1],node[2]; -u2(pi/8,-pi) node[1]; -cu1(-pi/8) node[2],node[0]; -cx coin[0],node[2]; -cu1(pi/8) node[2],node[0]; -p(pi/8) node[2]; -p(pi/8) coin[0]; -cx coin[0],node[2]; -p(-pi/8) node[2]; -cx coin[0],node[2]; -cx node[2],node[3]; -p(-pi/8) node[3]; -cx coin[0],node[3]; -p(pi/8) node[3]; -cx node[2],node[3]; -p(-pi/8) node[3]; -cx coin[0],node[3]; -cx node[3],node[1]; -p(-pi/8) node[1]; -cx node[2],node[1]; -p(pi/8) node[1]; -cx node[3],node[1]; -p(-pi/8) node[1]; -cx coin[0],node[1]; -p(pi/8) node[1]; -cx node[3],node[1]; -p(-pi/8) node[1]; -cx node[2],node[1]; -p(pi/8) node[1]; -cx node[3],node[1]; -p(-pi/8) node[1]; -cx coin[0],node[1]; -u2(0,0) node[1]; -ccx coin[0],node[3],node[2]; -x node[2]; -cx coin[0],node[3]; -x node[3]; -cu1(pi/2) node[3],node[0]; -u2(pi/4,-pi) node[3]; -cx node[2],node[3]; -u2(0,3*pi/4) node[3]; -x coin[0]; -cx coin[0],node[3]; -u1(pi/4) node[3]; -cx node[1],node[3]; -u1(-pi/4) node[3]; -cx coin[0],node[3]; -u1(pi/4) node[3]; -cx node[1],node[3]; -u2(pi/4,3*pi/4) node[3]; -cx node[2],node[3]; -u2(0,3*pi/4) node[3]; -cu1(-pi/2) node[3],node[0]; -u2(pi/4,-pi) node[3]; -cx node[2],node[3]; -u2(pi/4,3*pi/4) node[3]; -cx node[1],node[3]; -u1(-pi/4) node[3]; -cx coin[0],node[3]; -u1(pi/4) node[3]; -cx node[1],node[3]; -u1(-pi/4) node[3]; -cx coin[0],node[3]; -u2(pi/4,-pi) node[3]; -cx node[2],node[3]; -u2(pi/8,3*pi/4) node[3]; -cu1(pi/8) coin[0],node[0]; -cx coin[0],node[1]; -cu1(-pi/8) node[1],node[0]; -cx coin[0],node[1]; -cu1(pi/8) node[1],node[0]; -cx node[1],node[2]; -cu1(-pi/8) node[2],node[0]; -cx coin[0],node[2]; -cu1(pi/8) node[2],node[0]; -cx node[1],node[2]; -u2(pi/8,-pi) node[1]; -cu1(-pi/8) node[2],node[0]; -cx coin[0],node[2]; -cu1(pi/8) node[2],node[0]; -h node[0]; -p(pi/8) node[2]; -p(pi/8) coin[0]; -cx coin[0],node[2]; -p(-pi/8) node[2]; -cx coin[0],node[2]; -cx node[2],node[3]; -p(-pi/8) node[3]; -cx coin[0],node[3]; -p(pi/8) node[3]; -cx node[2],node[3]; -p(-pi/8) node[3]; -cx coin[0],node[3]; -cx node[3],node[1]; -p(-pi/8) node[1]; -cx node[2],node[1]; -p(pi/8) node[1]; -cx node[3],node[1]; -p(-pi/8) node[1]; -cx coin[0],node[1]; -p(pi/8) node[1]; -cx node[3],node[1]; -p(-pi/8) node[1]; -cx node[2],node[1]; -p(pi/8) node[1]; -cx node[3],node[1]; -p(-pi/8) node[1]; -cx coin[0],node[1]; -u2(0,0) node[1]; -ccx coin[0],node[3],node[2]; -x node[2]; -cx coin[0],node[3]; -x node[3]; -x coin[0]; -barrier node[0],node[1],node[2],node[3],coin[0]; -measure node[0] -> meas[0]; -measure node[1] -> meas[1]; -measure node[2] -> meas[2]; -measure node[3] -> meas[3]; -measure coin[0] -> meas[4]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qwalk-noancilla_indep_qiskit_6.qasm b/test/BenchmarkQuasm/qasm/qwalk-noancilla_indep_qiskit_6.qasm deleted file mode 100644 index af14f6e0..00000000 --- a/test/BenchmarkQuasm/qasm/qwalk-noancilla_indep_qiskit_6.qasm +++ /dev/null @@ -1,848 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-19 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg node[5]; -qreg coin[1]; -creg meas[6]; -h node[0]; -cu1(pi/16) node[4],node[0]; -cx node[4],node[3]; -cu1(-pi/16) node[3],node[0]; -cx node[4],node[3]; -cu1(pi/16) node[3],node[0]; -cx node[3],node[2]; -cu1(-pi/16) node[2],node[0]; -cx node[4],node[2]; -cu1(pi/16) node[2],node[0]; -cx node[3],node[2]; -cu1(-pi/16) node[2],node[0]; -cx node[4],node[2]; -cu1(pi/16) node[2],node[0]; -cx node[2],node[1]; -cu1(-pi/16) node[1],node[0]; -cx node[4],node[1]; -cu1(pi/16) node[1],node[0]; -cx node[3],node[1]; -cu1(-pi/16) node[1],node[0]; -cx node[4],node[1]; -cu1(pi/16) node[1],node[0]; -cx node[2],node[1]; -cu1(-pi/16) node[1],node[0]; -cx node[4],node[1]; -cu1(pi/16) node[1],node[0]; -cx node[3],node[1]; -cu1(-pi/16) node[1],node[0]; -cx node[4],node[1]; -cu1(pi/16) node[1],node[0]; -h coin[0]; -cx node[1],coin[0]; -cu1(-pi/16) coin[0],node[0]; -cx node[4],coin[0]; -cu1(pi/16) coin[0],node[0]; -cx node[3],coin[0]; -cu1(-pi/16) coin[0],node[0]; -cx node[4],coin[0]; -cu1(pi/16) coin[0],node[0]; -cx node[2],coin[0]; -cu1(-pi/16) coin[0],node[0]; -cx node[4],coin[0]; -cu1(pi/16) coin[0],node[0]; -cx node[3],coin[0]; -cu1(-pi/16) coin[0],node[0]; -cx node[4],coin[0]; -cu1(pi/16) coin[0],node[0]; -cx node[1],coin[0]; -h node[1]; -cu1(-pi/16) coin[0],node[0]; -cx node[4],coin[0]; -cu1(pi/16) coin[0],node[0]; -cx node[3],coin[0]; -cu1(-pi/16) coin[0],node[0]; -cx node[4],coin[0]; -cu1(pi/16) coin[0],node[0]; -cx node[2],coin[0]; -cu1(-pi/16) coin[0],node[0]; -cx node[4],coin[0]; -cu1(pi/16) coin[0],node[0]; -cx node[3],coin[0]; -cu1(-pi/16) coin[0],node[0]; -cx node[4],coin[0]; -cu1(pi/2) node[4],node[1]; -u2(pi/4,-pi) node[4]; -cx node[3],node[4]; -u2(0,3*pi/4) node[4]; -cu1(pi/16) coin[0],node[0]; -cx coin[0],node[4]; -u1(pi/4) node[4]; -cx node[2],node[4]; -u1(-pi/4) node[4]; -cx coin[0],node[4]; -u1(pi/4) node[4]; -cx node[2],node[4]; -u2(pi/4,3*pi/4) node[4]; -cx node[3],node[4]; -u2(0,3*pi/4) node[4]; -cu1(-pi/2) node[4],node[1]; -u2(pi/4,-pi) node[4]; -cx node[3],node[4]; -u2(pi/4,3*pi/4) node[4]; -cx node[2],node[4]; -u1(-pi/4) node[4]; -cx coin[0],node[4]; -u1(pi/4) node[4]; -cx node[2],node[4]; -u1(-pi/4) node[4]; -cx coin[0],node[4]; -u2(pi/4,-pi) node[4]; -cx node[3],node[4]; -u2(pi/8,3*pi/4) node[4]; -cu1(pi/8) coin[0],node[1]; -cx coin[0],node[2]; -cu1(-pi/8) node[2],node[1]; -cx coin[0],node[2]; -cu1(pi/8) node[2],node[1]; -cx node[2],node[3]; -cu1(-pi/8) node[3],node[1]; -cx coin[0],node[3]; -cu1(pi/8) node[3],node[1]; -cx node[2],node[3]; -u2(pi/8,-pi) node[2]; -cu1(-pi/8) node[3],node[1]; -cx coin[0],node[3]; -cu1(pi/8) node[3],node[1]; -u2(0,0) node[1]; -p(pi/8) node[3]; -p(pi/8) coin[0]; -cx coin[0],node[3]; -p(-pi/8) node[3]; -cx coin[0],node[3]; -cx node[3],node[4]; -p(-pi/8) node[4]; -cx coin[0],node[4]; -p(pi/8) node[4]; -cx node[3],node[4]; -p(-pi/8) node[4]; -cx coin[0],node[4]; -cx node[4],node[2]; -p(-pi/8) node[2]; -cx node[3],node[2]; -p(pi/8) node[2]; -cx node[4],node[2]; -p(-pi/8) node[2]; -cx coin[0],node[2]; -p(pi/8) node[2]; -cx node[4],node[2]; -p(-pi/8) node[2]; -cx node[3],node[2]; -p(pi/8) node[2]; -cx node[4],node[2]; -p(-pi/8) node[2]; -cx coin[0],node[2]; -u2(0,0) node[2]; -ccx coin[0],node[4],node[3]; -x node[3]; -cx coin[0],node[4]; -x node[4]; -cu1(pi/16) node[4],node[0]; -cx node[4],node[3]; -cu1(-pi/16) node[3],node[0]; -cx node[4],node[3]; -cu1(pi/16) node[3],node[0]; -cx node[3],node[2]; -cu1(-pi/16) node[2],node[0]; -cx node[4],node[2]; -cu1(pi/16) node[2],node[0]; -cx node[3],node[2]; -cu1(-pi/16) node[2],node[0]; -cx node[4],node[2]; -cu1(pi/16) node[2],node[0]; -cx node[2],node[1]; -cu1(-pi/16) node[1],node[0]; -cx node[4],node[1]; -cu1(pi/16) node[1],node[0]; -cx node[3],node[1]; -cu1(-pi/16) node[1],node[0]; -cx node[4],node[1]; -cu1(pi/16) node[1],node[0]; -cx node[2],node[1]; -cu1(-pi/16) node[1],node[0]; -cx node[4],node[1]; -cu1(pi/16) node[1],node[0]; -cx node[3],node[1]; -cu1(-pi/16) node[1],node[0]; -cx node[4],node[1]; -cu1(pi/16) node[1],node[0]; -x coin[0]; -cx node[1],coin[0]; -cu1(-pi/16) coin[0],node[0]; -cx node[4],coin[0]; -cu1(pi/16) coin[0],node[0]; -cx node[3],coin[0]; -cu1(-pi/16) coin[0],node[0]; -cx node[4],coin[0]; -cu1(pi/16) coin[0],node[0]; -cx node[2],coin[0]; -cu1(-pi/16) coin[0],node[0]; -cx node[4],coin[0]; -cu1(pi/16) coin[0],node[0]; -cx node[3],coin[0]; -cu1(-pi/16) coin[0],node[0]; -cx node[4],coin[0]; -cu1(pi/16) coin[0],node[0]; -cx node[1],coin[0]; -h node[1]; -cu1(-pi/16) coin[0],node[0]; -cx node[4],coin[0]; -cu1(pi/16) coin[0],node[0]; -cx node[3],coin[0]; -cu1(-pi/16) coin[0],node[0]; -cx node[4],coin[0]; -cu1(pi/16) coin[0],node[0]; -cx node[2],coin[0]; -cu1(-pi/16) coin[0],node[0]; -cx node[4],coin[0]; -cu1(pi/16) coin[0],node[0]; -cx node[3],coin[0]; -cu1(-pi/16) coin[0],node[0]; -cx node[4],coin[0]; -cu1(pi/2) node[4],node[1]; -u2(pi/4,-pi) node[4]; -cx node[3],node[4]; -u2(0,3*pi/4) node[4]; -cu1(pi/16) coin[0],node[0]; -cx coin[0],node[4]; -u1(pi/4) node[4]; -cx node[2],node[4]; -u1(-pi/4) node[4]; -cx coin[0],node[4]; -u1(pi/4) node[4]; -cx node[2],node[4]; -u2(pi/4,3*pi/4) node[4]; -cx node[3],node[4]; -u2(0,3*pi/4) node[4]; -cu1(-pi/2) node[4],node[1]; -u2(pi/4,-pi) node[4]; -cx node[3],node[4]; -u2(pi/4,3*pi/4) node[4]; -cx node[2],node[4]; -u1(-pi/4) node[4]; -cx coin[0],node[4]; -u1(pi/4) node[4]; -cx node[2],node[4]; -u1(-pi/4) node[4]; -cx coin[0],node[4]; -u2(pi/4,-pi) node[4]; -cx node[3],node[4]; -u2(pi/8,3*pi/4) node[4]; -cu1(pi/8) coin[0],node[1]; -cx coin[0],node[2]; -cu1(-pi/8) node[2],node[1]; -cx coin[0],node[2]; -cu1(pi/8) node[2],node[1]; -cx node[2],node[3]; -cu1(-pi/8) node[3],node[1]; -cx coin[0],node[3]; -cu1(pi/8) node[3],node[1]; -cx node[2],node[3]; -u2(pi/8,-pi) node[2]; -cu1(-pi/8) node[3],node[1]; -cx coin[0],node[3]; -cu1(pi/8) node[3],node[1]; -u2(0,0) node[1]; -p(pi/8) node[3]; -p(pi/8) coin[0]; -cx coin[0],node[3]; -p(-pi/8) node[3]; -cx coin[0],node[3]; -cx node[3],node[4]; -p(-pi/8) node[4]; -cx coin[0],node[4]; -p(pi/8) node[4]; -cx node[3],node[4]; -p(-pi/8) node[4]; -cx coin[0],node[4]; -cx node[4],node[2]; -p(-pi/8) node[2]; -cx node[3],node[2]; -p(pi/8) node[2]; -cx node[4],node[2]; -p(-pi/8) node[2]; -cx coin[0],node[2]; -p(pi/8) node[2]; -cx node[4],node[2]; -p(-pi/8) node[2]; -cx node[3],node[2]; -p(pi/8) node[2]; -cx node[4],node[2]; -p(-pi/8) node[2]; -cx coin[0],node[2]; -u2(0,0) node[2]; -ccx coin[0],node[4],node[3]; -x node[3]; -cx coin[0],node[4]; -x node[4]; -cu1(pi/16) node[4],node[0]; -cx node[4],node[3]; -cu1(-pi/16) node[3],node[0]; -cx node[4],node[3]; -cu1(pi/16) node[3],node[0]; -cx node[3],node[2]; -cu1(-pi/16) node[2],node[0]; -cx node[4],node[2]; -cu1(pi/16) node[2],node[0]; -cx node[3],node[2]; -cu1(-pi/16) node[2],node[0]; -cx node[4],node[2]; -cu1(pi/16) node[2],node[0]; -cx node[2],node[1]; -cu1(-pi/16) node[1],node[0]; -cx node[4],node[1]; -cu1(pi/16) node[1],node[0]; -cx node[3],node[1]; -cu1(-pi/16) node[1],node[0]; -cx node[4],node[1]; -cu1(pi/16) node[1],node[0]; -cx node[2],node[1]; -cu1(-pi/16) node[1],node[0]; -cx node[4],node[1]; -cu1(pi/16) node[1],node[0]; -cx node[3],node[1]; -cu1(-pi/16) node[1],node[0]; -cx node[4],node[1]; -cu1(pi/16) node[1],node[0]; -u2(-pi,-pi) coin[0]; -cx node[1],coin[0]; -cu1(-pi/16) coin[0],node[0]; -cx node[4],coin[0]; -cu1(pi/16) coin[0],node[0]; -cx node[3],coin[0]; -cu1(-pi/16) coin[0],node[0]; -cx node[4],coin[0]; -cu1(pi/16) coin[0],node[0]; -cx node[2],coin[0]; -cu1(-pi/16) coin[0],node[0]; -cx node[4],coin[0]; -cu1(pi/16) coin[0],node[0]; -cx node[3],coin[0]; -cu1(-pi/16) coin[0],node[0]; -cx node[4],coin[0]; -cu1(pi/16) coin[0],node[0]; -cx node[1],coin[0]; -h node[1]; -cu1(-pi/16) coin[0],node[0]; -cx node[4],coin[0]; -cu1(pi/16) coin[0],node[0]; -cx node[3],coin[0]; -cu1(-pi/16) coin[0],node[0]; -cx node[4],coin[0]; -cu1(pi/16) coin[0],node[0]; -cx node[2],coin[0]; -cu1(-pi/16) coin[0],node[0]; -cx node[4],coin[0]; -cu1(pi/16) coin[0],node[0]; -cx node[3],coin[0]; -cu1(-pi/16) coin[0],node[0]; -cx node[4],coin[0]; -cu1(pi/2) node[4],node[1]; -u2(pi/4,-pi) node[4]; -cx node[3],node[4]; -u2(0,3*pi/4) node[4]; -cu1(pi/16) coin[0],node[0]; -cx coin[0],node[4]; -u1(pi/4) node[4]; -cx node[2],node[4]; -u1(-pi/4) node[4]; -cx coin[0],node[4]; -u1(pi/4) node[4]; -cx node[2],node[4]; -u2(pi/4,3*pi/4) node[4]; -cx node[3],node[4]; -u2(0,3*pi/4) node[4]; -cu1(-pi/2) node[4],node[1]; -u2(pi/4,-pi) node[4]; -cx node[3],node[4]; -u2(pi/4,3*pi/4) node[4]; -cx node[2],node[4]; -u1(-pi/4) node[4]; -cx coin[0],node[4]; -u1(pi/4) node[4]; -cx node[2],node[4]; -u1(-pi/4) node[4]; -cx coin[0],node[4]; -u2(pi/4,-pi) node[4]; -cx node[3],node[4]; -u2(pi/8,3*pi/4) node[4]; -cu1(pi/8) coin[0],node[1]; -cx coin[0],node[2]; -cu1(-pi/8) node[2],node[1]; -cx coin[0],node[2]; -cu1(pi/8) node[2],node[1]; -cx node[2],node[3]; -cu1(-pi/8) node[3],node[1]; -cx coin[0],node[3]; -cu1(pi/8) node[3],node[1]; -cx node[2],node[3]; -u2(pi/8,-pi) node[2]; -cu1(-pi/8) node[3],node[1]; -cx coin[0],node[3]; -cu1(pi/8) node[3],node[1]; -u2(0,0) node[1]; -p(pi/8) node[3]; -p(pi/8) coin[0]; -cx coin[0],node[3]; -p(-pi/8) node[3]; -cx coin[0],node[3]; -cx node[3],node[4]; -p(-pi/8) node[4]; -cx coin[0],node[4]; -p(pi/8) node[4]; -cx node[3],node[4]; -p(-pi/8) node[4]; -cx coin[0],node[4]; -cx node[4],node[2]; -p(-pi/8) node[2]; -cx node[3],node[2]; -p(pi/8) node[2]; -cx node[4],node[2]; -p(-pi/8) node[2]; -cx coin[0],node[2]; -p(pi/8) node[2]; -cx node[4],node[2]; -p(-pi/8) node[2]; -cx node[3],node[2]; -p(pi/8) node[2]; -cx node[4],node[2]; -p(-pi/8) node[2]; -cx coin[0],node[2]; -u2(0,0) node[2]; -ccx coin[0],node[4],node[3]; -x node[3]; -cx coin[0],node[4]; -x node[4]; -cu1(pi/16) node[4],node[0]; -cx node[4],node[3]; -cu1(-pi/16) node[3],node[0]; -cx node[4],node[3]; -cu1(pi/16) node[3],node[0]; -cx node[3],node[2]; -cu1(-pi/16) node[2],node[0]; -cx node[4],node[2]; -cu1(pi/16) node[2],node[0]; -cx node[3],node[2]; -cu1(-pi/16) node[2],node[0]; -cx node[4],node[2]; -cu1(pi/16) node[2],node[0]; -cx node[2],node[1]; -cu1(-pi/16) node[1],node[0]; -cx node[4],node[1]; -cu1(pi/16) node[1],node[0]; -cx node[3],node[1]; -cu1(-pi/16) node[1],node[0]; -cx node[4],node[1]; -cu1(pi/16) node[1],node[0]; -cx node[2],node[1]; -cu1(-pi/16) node[1],node[0]; -cx node[4],node[1]; -cu1(pi/16) node[1],node[0]; -cx node[3],node[1]; -cu1(-pi/16) node[1],node[0]; -cx node[4],node[1]; -cu1(pi/16) node[1],node[0]; -x coin[0]; -cx node[1],coin[0]; -cu1(-pi/16) coin[0],node[0]; -cx node[4],coin[0]; -cu1(pi/16) coin[0],node[0]; -cx node[3],coin[0]; -cu1(-pi/16) coin[0],node[0]; -cx node[4],coin[0]; -cu1(pi/16) coin[0],node[0]; -cx node[2],coin[0]; -cu1(-pi/16) coin[0],node[0]; -cx node[4],coin[0]; -cu1(pi/16) coin[0],node[0]; -cx node[3],coin[0]; -cu1(-pi/16) coin[0],node[0]; -cx node[4],coin[0]; -cu1(pi/16) coin[0],node[0]; -cx node[1],coin[0]; -h node[1]; -cu1(-pi/16) coin[0],node[0]; -cx node[4],coin[0]; -cu1(pi/16) coin[0],node[0]; -cx node[3],coin[0]; -cu1(-pi/16) coin[0],node[0]; -cx node[4],coin[0]; -cu1(pi/16) coin[0],node[0]; -cx node[2],coin[0]; -cu1(-pi/16) coin[0],node[0]; -cx node[4],coin[0]; -cu1(pi/16) coin[0],node[0]; -cx node[3],coin[0]; -cu1(-pi/16) coin[0],node[0]; -cx node[4],coin[0]; -cu1(pi/2) node[4],node[1]; -u2(pi/4,-pi) node[4]; -cx node[3],node[4]; -u2(0,3*pi/4) node[4]; -cu1(pi/16) coin[0],node[0]; -cx coin[0],node[4]; -u1(pi/4) node[4]; -cx node[2],node[4]; -u1(-pi/4) node[4]; -cx coin[0],node[4]; -u1(pi/4) node[4]; -cx node[2],node[4]; -u2(pi/4,3*pi/4) node[4]; -cx node[3],node[4]; -u2(0,3*pi/4) node[4]; -cu1(-pi/2) node[4],node[1]; -u2(pi/4,-pi) node[4]; -cx node[3],node[4]; -u2(pi/4,3*pi/4) node[4]; -cx node[2],node[4]; -u1(-pi/4) node[4]; -cx coin[0],node[4]; -u1(pi/4) node[4]; -cx node[2],node[4]; -u1(-pi/4) node[4]; -cx coin[0],node[4]; -u2(pi/4,-pi) node[4]; -cx node[3],node[4]; -u2(pi/8,3*pi/4) node[4]; -cu1(pi/8) coin[0],node[1]; -cx coin[0],node[2]; -cu1(-pi/8) node[2],node[1]; -cx coin[0],node[2]; -cu1(pi/8) node[2],node[1]; -cx node[2],node[3]; -cu1(-pi/8) node[3],node[1]; -cx coin[0],node[3]; -cu1(pi/8) node[3],node[1]; -cx node[2],node[3]; -u2(pi/8,-pi) node[2]; -cu1(-pi/8) node[3],node[1]; -cx coin[0],node[3]; -cu1(pi/8) node[3],node[1]; -u2(0,0) node[1]; -p(pi/8) node[3]; -p(pi/8) coin[0]; -cx coin[0],node[3]; -p(-pi/8) node[3]; -cx coin[0],node[3]; -cx node[3],node[4]; -p(-pi/8) node[4]; -cx coin[0],node[4]; -p(pi/8) node[4]; -cx node[3],node[4]; -p(-pi/8) node[4]; -cx coin[0],node[4]; -cx node[4],node[2]; -p(-pi/8) node[2]; -cx node[3],node[2]; -p(pi/8) node[2]; -cx node[4],node[2]; -p(-pi/8) node[2]; -cx coin[0],node[2]; -p(pi/8) node[2]; -cx node[4],node[2]; -p(-pi/8) node[2]; -cx node[3],node[2]; -p(pi/8) node[2]; -cx node[4],node[2]; -p(-pi/8) node[2]; -cx coin[0],node[2]; -u2(0,0) node[2]; -ccx coin[0],node[4],node[3]; -x node[3]; -cx coin[0],node[4]; -x node[4]; -cu1(pi/16) node[4],node[0]; -cx node[4],node[3]; -cu1(-pi/16) node[3],node[0]; -cx node[4],node[3]; -cu1(pi/16) node[3],node[0]; -cx node[3],node[2]; -cu1(-pi/16) node[2],node[0]; -cx node[4],node[2]; -cu1(pi/16) node[2],node[0]; -cx node[3],node[2]; -cu1(-pi/16) node[2],node[0]; -cx node[4],node[2]; -cu1(pi/16) node[2],node[0]; -cx node[2],node[1]; -cu1(-pi/16) node[1],node[0]; -cx node[4],node[1]; -cu1(pi/16) node[1],node[0]; -cx node[3],node[1]; -cu1(-pi/16) node[1],node[0]; -cx node[4],node[1]; -cu1(pi/16) node[1],node[0]; -cx node[2],node[1]; -cu1(-pi/16) node[1],node[0]; -cx node[4],node[1]; -cu1(pi/16) node[1],node[0]; -cx node[3],node[1]; -cu1(-pi/16) node[1],node[0]; -cx node[4],node[1]; -cu1(pi/16) node[1],node[0]; -u2(-pi,-pi) coin[0]; -cx node[1],coin[0]; -cu1(-pi/16) coin[0],node[0]; -cx node[4],coin[0]; -cu1(pi/16) coin[0],node[0]; -cx node[3],coin[0]; -cu1(-pi/16) coin[0],node[0]; -cx node[4],coin[0]; -cu1(pi/16) coin[0],node[0]; -cx node[2],coin[0]; -cu1(-pi/16) coin[0],node[0]; -cx node[4],coin[0]; -cu1(pi/16) coin[0],node[0]; -cx node[3],coin[0]; -cu1(-pi/16) coin[0],node[0]; -cx node[4],coin[0]; -cu1(pi/16) coin[0],node[0]; -cx node[1],coin[0]; -h node[1]; -cu1(-pi/16) coin[0],node[0]; -cx node[4],coin[0]; -cu1(pi/16) coin[0],node[0]; -cx node[3],coin[0]; -cu1(-pi/16) coin[0],node[0]; -cx node[4],coin[0]; -cu1(pi/16) coin[0],node[0]; -cx node[2],coin[0]; -cu1(-pi/16) coin[0],node[0]; -cx node[4],coin[0]; -cu1(pi/16) coin[0],node[0]; -cx node[3],coin[0]; -cu1(-pi/16) coin[0],node[0]; -cx node[4],coin[0]; -cu1(pi/2) node[4],node[1]; -u2(pi/4,-pi) node[4]; -cx node[3],node[4]; -u2(0,3*pi/4) node[4]; -cu1(pi/16) coin[0],node[0]; -cx coin[0],node[4]; -u1(pi/4) node[4]; -cx node[2],node[4]; -u1(-pi/4) node[4]; -cx coin[0],node[4]; -u1(pi/4) node[4]; -cx node[2],node[4]; -u2(pi/4,3*pi/4) node[4]; -cx node[3],node[4]; -u2(0,3*pi/4) node[4]; -cu1(-pi/2) node[4],node[1]; -u2(pi/4,-pi) node[4]; -cx node[3],node[4]; -u2(pi/4,3*pi/4) node[4]; -cx node[2],node[4]; -u1(-pi/4) node[4]; -cx coin[0],node[4]; -u1(pi/4) node[4]; -cx node[2],node[4]; -u1(-pi/4) node[4]; -cx coin[0],node[4]; -u2(pi/4,-pi) node[4]; -cx node[3],node[4]; -u2(pi/8,3*pi/4) node[4]; -cu1(pi/8) coin[0],node[1]; -cx coin[0],node[2]; -cu1(-pi/8) node[2],node[1]; -cx coin[0],node[2]; -cu1(pi/8) node[2],node[1]; -cx node[2],node[3]; -cu1(-pi/8) node[3],node[1]; -cx coin[0],node[3]; -cu1(pi/8) node[3],node[1]; -cx node[2],node[3]; -u2(pi/8,-pi) node[2]; -cu1(-pi/8) node[3],node[1]; -cx coin[0],node[3]; -cu1(pi/8) node[3],node[1]; -u2(0,0) node[1]; -p(pi/8) node[3]; -p(pi/8) coin[0]; -cx coin[0],node[3]; -p(-pi/8) node[3]; -cx coin[0],node[3]; -cx node[3],node[4]; -p(-pi/8) node[4]; -cx coin[0],node[4]; -p(pi/8) node[4]; -cx node[3],node[4]; -p(-pi/8) node[4]; -cx coin[0],node[4]; -cx node[4],node[2]; -p(-pi/8) node[2]; -cx node[3],node[2]; -p(pi/8) node[2]; -cx node[4],node[2]; -p(-pi/8) node[2]; -cx coin[0],node[2]; -p(pi/8) node[2]; -cx node[4],node[2]; -p(-pi/8) node[2]; -cx node[3],node[2]; -p(pi/8) node[2]; -cx node[4],node[2]; -p(-pi/8) node[2]; -cx coin[0],node[2]; -u2(0,0) node[2]; -ccx coin[0],node[4],node[3]; -x node[3]; -cx coin[0],node[4]; -x node[4]; -cu1(pi/16) node[4],node[0]; -cx node[4],node[3]; -cu1(-pi/16) node[3],node[0]; -cx node[4],node[3]; -cu1(pi/16) node[3],node[0]; -cx node[3],node[2]; -cu1(-pi/16) node[2],node[0]; -cx node[4],node[2]; -cu1(pi/16) node[2],node[0]; -cx node[3],node[2]; -cu1(-pi/16) node[2],node[0]; -cx node[4],node[2]; -cu1(pi/16) node[2],node[0]; -cx node[2],node[1]; -cu1(-pi/16) node[1],node[0]; -cx node[4],node[1]; -cu1(pi/16) node[1],node[0]; -cx node[3],node[1]; -cu1(-pi/16) node[1],node[0]; -cx node[4],node[1]; -cu1(pi/16) node[1],node[0]; -cx node[2],node[1]; -cu1(-pi/16) node[1],node[0]; -cx node[4],node[1]; -cu1(pi/16) node[1],node[0]; -cx node[3],node[1]; -cu1(-pi/16) node[1],node[0]; -cx node[4],node[1]; -cu1(pi/16) node[1],node[0]; -x coin[0]; -cx node[1],coin[0]; -cu1(-pi/16) coin[0],node[0]; -cx node[4],coin[0]; -cu1(pi/16) coin[0],node[0]; -cx node[3],coin[0]; -cu1(-pi/16) coin[0],node[0]; -cx node[4],coin[0]; -cu1(pi/16) coin[0],node[0]; -cx node[2],coin[0]; -cu1(-pi/16) coin[0],node[0]; -cx node[4],coin[0]; -cu1(pi/16) coin[0],node[0]; -cx node[3],coin[0]; -cu1(-pi/16) coin[0],node[0]; -cx node[4],coin[0]; -cu1(pi/16) coin[0],node[0]; -cx node[1],coin[0]; -h node[1]; -cu1(-pi/16) coin[0],node[0]; -cx node[4],coin[0]; -cu1(pi/16) coin[0],node[0]; -cx node[3],coin[0]; -cu1(-pi/16) coin[0],node[0]; -cx node[4],coin[0]; -cu1(pi/16) coin[0],node[0]; -cx node[2],coin[0]; -cu1(-pi/16) coin[0],node[0]; -cx node[4],coin[0]; -cu1(pi/16) coin[0],node[0]; -cx node[3],coin[0]; -cu1(-pi/16) coin[0],node[0]; -cx node[4],coin[0]; -cu1(pi/2) node[4],node[1]; -u2(pi/4,-pi) node[4]; -cx node[3],node[4]; -u2(0,3*pi/4) node[4]; -cu1(pi/16) coin[0],node[0]; -h node[0]; -cx coin[0],node[4]; -u1(pi/4) node[4]; -cx node[2],node[4]; -u1(-pi/4) node[4]; -cx coin[0],node[4]; -u1(pi/4) node[4]; -cx node[2],node[4]; -u2(pi/4,3*pi/4) node[4]; -cx node[3],node[4]; -u2(0,3*pi/4) node[4]; -cu1(-pi/2) node[4],node[1]; -u2(pi/4,-pi) node[4]; -cx node[3],node[4]; -u2(pi/4,3*pi/4) node[4]; -cx node[2],node[4]; -u1(-pi/4) node[4]; -cx coin[0],node[4]; -u1(pi/4) node[4]; -cx node[2],node[4]; -u1(-pi/4) node[4]; -cx coin[0],node[4]; -u2(pi/4,-pi) node[4]; -cx node[3],node[4]; -u2(pi/8,3*pi/4) node[4]; -cu1(pi/8) coin[0],node[1]; -cx coin[0],node[2]; -cu1(-pi/8) node[2],node[1]; -cx coin[0],node[2]; -cu1(pi/8) node[2],node[1]; -cx node[2],node[3]; -cu1(-pi/8) node[3],node[1]; -cx coin[0],node[3]; -cu1(pi/8) node[3],node[1]; -cx node[2],node[3]; -u2(pi/8,-pi) node[2]; -cu1(-pi/8) node[3],node[1]; -cx coin[0],node[3]; -cu1(pi/8) node[3],node[1]; -u2(0,0) node[1]; -p(pi/8) node[3]; -p(pi/8) coin[0]; -cx coin[0],node[3]; -p(-pi/8) node[3]; -cx coin[0],node[3]; -cx node[3],node[4]; -p(-pi/8) node[4]; -cx coin[0],node[4]; -p(pi/8) node[4]; -cx node[3],node[4]; -p(-pi/8) node[4]; -cx coin[0],node[4]; -cx node[4],node[2]; -p(-pi/8) node[2]; -cx node[3],node[2]; -p(pi/8) node[2]; -cx node[4],node[2]; -p(-pi/8) node[2]; -cx coin[0],node[2]; -p(pi/8) node[2]; -cx node[4],node[2]; -p(-pi/8) node[2]; -cx node[3],node[2]; -p(pi/8) node[2]; -cx node[4],node[2]; -p(-pi/8) node[2]; -cx coin[0],node[2]; -u2(0,0) node[2]; -ccx coin[0],node[4],node[3]; -x node[3]; -cx coin[0],node[4]; -x node[4]; -x coin[0]; -barrier node[0],node[1],node[2],node[3],node[4],coin[0]; -measure node[0] -> meas[0]; -measure node[1] -> meas[1]; -measure node[2] -> meas[2]; -measure node[3] -> meas[3]; -measure node[4] -> meas[4]; -measure coin[0] -> meas[5]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qwalk-noancilla_indep_qiskit_7.qasm b/test/BenchmarkQuasm/qasm/qwalk-noancilla_indep_qiskit_7.qasm deleted file mode 100644 index 74aa446f..00000000 --- a/test/BenchmarkQuasm/qasm/qwalk-noancilla_indep_qiskit_7.qasm +++ /dev/null @@ -1,1611 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-19 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg node[6]; -qreg coin[1]; -creg meas[7]; -h node[0]; -cu1(pi/32) node[5],node[0]; -cx node[5],node[4]; -cu1(-pi/32) node[4],node[0]; -cx node[5],node[4]; -cu1(pi/32) node[4],node[0]; -cx node[4],node[3]; -cu1(-pi/32) node[3],node[0]; -cx node[5],node[3]; -cu1(pi/32) node[3],node[0]; -cx node[4],node[3]; -cu1(-pi/32) node[3],node[0]; -cx node[5],node[3]; -cu1(pi/32) node[3],node[0]; -cx node[3],node[2]; -cu1(-pi/32) node[2],node[0]; -cx node[5],node[2]; -cu1(pi/32) node[2],node[0]; -cx node[4],node[2]; -cu1(-pi/32) node[2],node[0]; -cx node[5],node[2]; -cu1(pi/32) node[2],node[0]; -cx node[3],node[2]; -cu1(-pi/32) node[2],node[0]; -cx node[5],node[2]; -cu1(pi/32) node[2],node[0]; -cx node[4],node[2]; -cu1(-pi/32) node[2],node[0]; -cx node[5],node[2]; -cu1(pi/32) node[2],node[0]; -cx node[2],node[1]; -cu1(-pi/32) node[1],node[0]; -cx node[5],node[1]; -cu1(pi/32) node[1],node[0]; -cx node[4],node[1]; -cu1(-pi/32) node[1],node[0]; -cx node[5],node[1]; -cu1(pi/32) node[1],node[0]; -cx node[3],node[1]; -cu1(-pi/32) node[1],node[0]; -cx node[5],node[1]; -cu1(pi/32) node[1],node[0]; -cx node[4],node[1]; -cu1(-pi/32) node[1],node[0]; -cx node[5],node[1]; -cu1(pi/32) node[1],node[0]; -cx node[2],node[1]; -cu1(-pi/32) node[1],node[0]; -cx node[5],node[1]; -cu1(pi/32) node[1],node[0]; -cx node[4],node[1]; -cu1(-pi/32) node[1],node[0]; -cx node[5],node[1]; -cu1(pi/32) node[1],node[0]; -cx node[3],node[1]; -cu1(-pi/32) node[1],node[0]; -cx node[5],node[1]; -cu1(pi/32) node[1],node[0]; -cx node[4],node[1]; -cu1(-pi/32) node[1],node[0]; -cx node[5],node[1]; -cu1(pi/32) node[1],node[0]; -h coin[0]; -cx node[1],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[4],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[3],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[4],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[2],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[4],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[3],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[4],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[1],coin[0]; -h node[1]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[4],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[3],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[4],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[2],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[4],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[3],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[4],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/16) node[5],node[1]; -cx node[5],node[4]; -cu1(-pi/16) node[4],node[1]; -cx node[5],node[4]; -cu1(pi/16) node[4],node[1]; -cx node[4],node[3]; -cu1(-pi/16) node[3],node[1]; -cx node[5],node[3]; -cu1(pi/16) node[3],node[1]; -cx node[4],node[3]; -cu1(-pi/16) node[3],node[1]; -cx node[5],node[3]; -cu1(pi/16) node[3],node[1]; -cx node[3],node[2]; -cu1(-pi/16) node[2],node[1]; -cx node[5],node[2]; -cu1(pi/16) node[2],node[1]; -cx node[4],node[2]; -cu1(-pi/16) node[2],node[1]; -cx node[5],node[2]; -cu1(pi/16) node[2],node[1]; -cx node[3],node[2]; -cu1(-pi/16) node[2],node[1]; -cx node[5],node[2]; -cu1(pi/16) node[2],node[1]; -cx node[4],node[2]; -cu1(-pi/16) node[2],node[1]; -cx node[5],node[2]; -cu1(pi/16) node[2],node[1]; -cu1(pi/32) coin[0],node[0]; -cx node[2],coin[0]; -cu1(-pi/16) coin[0],node[1]; -cx node[5],coin[0]; -cu1(pi/16) coin[0],node[1]; -cx node[4],coin[0]; -cu1(-pi/16) coin[0],node[1]; -cx node[5],coin[0]; -cu1(pi/16) coin[0],node[1]; -cx node[3],coin[0]; -cu1(-pi/16) coin[0],node[1]; -cx node[5],coin[0]; -cu1(pi/16) coin[0],node[1]; -cx node[4],coin[0]; -cu1(-pi/16) coin[0],node[1]; -cx node[5],coin[0]; -cu1(pi/16) coin[0],node[1]; -cx node[2],coin[0]; -h node[2]; -cu1(-pi/16) coin[0],node[1]; -cx node[5],coin[0]; -cu1(pi/16) coin[0],node[1]; -cx node[4],coin[0]; -cu1(-pi/16) coin[0],node[1]; -cx node[5],coin[0]; -cu1(pi/16) coin[0],node[1]; -cx node[3],coin[0]; -cu1(-pi/16) coin[0],node[1]; -cx node[5],coin[0]; -cu1(pi/16) coin[0],node[1]; -cx node[4],coin[0]; -cu1(-pi/16) coin[0],node[1]; -cx node[5],coin[0]; -cu1(pi/2) node[5],node[2]; -u2(pi/4,-pi) node[5]; -cx node[4],node[5]; -u2(0,3*pi/4) node[5]; -cu1(pi/16) coin[0],node[1]; -u2(0,0) node[1]; -cx coin[0],node[5]; -u1(pi/4) node[5]; -cx node[3],node[5]; -u1(-pi/4) node[5]; -cx coin[0],node[5]; -u1(pi/4) node[5]; -cx node[3],node[5]; -u2(pi/4,3*pi/4) node[5]; -cx node[4],node[5]; -u2(0,3*pi/4) node[5]; -cu1(-pi/2) node[5],node[2]; -u2(pi/4,-pi) node[5]; -cx node[4],node[5]; -u2(pi/4,3*pi/4) node[5]; -cx node[3],node[5]; -u1(-pi/4) node[5]; -cx coin[0],node[5]; -u1(pi/4) node[5]; -cx node[3],node[5]; -u1(-pi/4) node[5]; -cx coin[0],node[5]; -u2(pi/4,-pi) node[5]; -cx node[4],node[5]; -u2(pi/8,3*pi/4) node[5]; -cu1(pi/8) coin[0],node[2]; -cx coin[0],node[3]; -cu1(-pi/8) node[3],node[2]; -cx coin[0],node[3]; -cu1(pi/8) node[3],node[2]; -cx node[3],node[4]; -cu1(-pi/8) node[4],node[2]; -cx coin[0],node[4]; -cu1(pi/8) node[4],node[2]; -cx node[3],node[4]; -u2(pi/8,-pi) node[3]; -cu1(-pi/8) node[4],node[2]; -cx coin[0],node[4]; -cu1(pi/8) node[4],node[2]; -u2(0,0) node[2]; -p(pi/8) node[4]; -p(pi/8) coin[0]; -cx coin[0],node[4]; -p(-pi/8) node[4]; -cx coin[0],node[4]; -cx node[4],node[5]; -p(-pi/8) node[5]; -cx coin[0],node[5]; -p(pi/8) node[5]; -cx node[4],node[5]; -p(-pi/8) node[5]; -cx coin[0],node[5]; -cx node[5],node[3]; -p(-pi/8) node[3]; -cx node[4],node[3]; -p(pi/8) node[3]; -cx node[5],node[3]; -p(-pi/8) node[3]; -cx coin[0],node[3]; -p(pi/8) node[3]; -cx node[5],node[3]; -p(-pi/8) node[3]; -cx node[4],node[3]; -p(pi/8) node[3]; -cx node[5],node[3]; -p(-pi/8) node[3]; -cx coin[0],node[3]; -u2(0,0) node[3]; -ccx coin[0],node[5],node[4]; -x node[4]; -cx coin[0],node[5]; -x node[5]; -cu1(pi/32) node[5],node[0]; -cx node[5],node[4]; -cu1(-pi/32) node[4],node[0]; -cx node[5],node[4]; -cu1(pi/32) node[4],node[0]; -cx node[4],node[3]; -cu1(-pi/32) node[3],node[0]; -cx node[5],node[3]; -cu1(pi/32) node[3],node[0]; -cx node[4],node[3]; -cu1(-pi/32) node[3],node[0]; -cx node[5],node[3]; -cu1(pi/32) node[3],node[0]; -cx node[3],node[2]; -cu1(-pi/32) node[2],node[0]; -cx node[5],node[2]; -cu1(pi/32) node[2],node[0]; -cx node[4],node[2]; -cu1(-pi/32) node[2],node[0]; -cx node[5],node[2]; -cu1(pi/32) node[2],node[0]; -cx node[3],node[2]; -cu1(-pi/32) node[2],node[0]; -cx node[5],node[2]; -cu1(pi/32) node[2],node[0]; -cx node[4],node[2]; -cu1(-pi/32) node[2],node[0]; -cx node[5],node[2]; -cu1(pi/32) node[2],node[0]; -cx node[2],node[1]; -cu1(-pi/32) node[1],node[0]; -cx node[5],node[1]; -cu1(pi/32) node[1],node[0]; -cx node[4],node[1]; -cu1(-pi/32) node[1],node[0]; -cx node[5],node[1]; -cu1(pi/32) node[1],node[0]; -cx node[3],node[1]; -cu1(-pi/32) node[1],node[0]; -cx node[5],node[1]; -cu1(pi/32) node[1],node[0]; -cx node[4],node[1]; -cu1(-pi/32) node[1],node[0]; -cx node[5],node[1]; -cu1(pi/32) node[1],node[0]; -cx node[2],node[1]; -cu1(-pi/32) node[1],node[0]; -cx node[5],node[1]; -cu1(pi/32) node[1],node[0]; -cx node[4],node[1]; -cu1(-pi/32) node[1],node[0]; -cx node[5],node[1]; -cu1(pi/32) node[1],node[0]; -cx node[3],node[1]; -cu1(-pi/32) node[1],node[0]; -cx node[5],node[1]; -cu1(pi/32) node[1],node[0]; -cx node[4],node[1]; -cu1(-pi/32) node[1],node[0]; -cx node[5],node[1]; -cu1(pi/32) node[1],node[0]; -x coin[0]; -cx node[1],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[4],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[3],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[4],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[2],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[4],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[3],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[4],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[1],coin[0]; -h node[1]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[4],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[3],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[4],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[2],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[4],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[3],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[4],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/16) node[5],node[1]; -cx node[5],node[4]; -cu1(-pi/16) node[4],node[1]; -cx node[5],node[4]; -cu1(pi/16) node[4],node[1]; -cx node[4],node[3]; -cu1(-pi/16) node[3],node[1]; -cx node[5],node[3]; -cu1(pi/16) node[3],node[1]; -cx node[4],node[3]; -cu1(-pi/16) node[3],node[1]; -cx node[5],node[3]; -cu1(pi/16) node[3],node[1]; -cx node[3],node[2]; -cu1(-pi/16) node[2],node[1]; -cx node[5],node[2]; -cu1(pi/16) node[2],node[1]; -cx node[4],node[2]; -cu1(-pi/16) node[2],node[1]; -cx node[5],node[2]; -cu1(pi/16) node[2],node[1]; -cx node[3],node[2]; -cu1(-pi/16) node[2],node[1]; -cx node[5],node[2]; -cu1(pi/16) node[2],node[1]; -cx node[4],node[2]; -cu1(-pi/16) node[2],node[1]; -cx node[5],node[2]; -cu1(pi/16) node[2],node[1]; -cu1(pi/32) coin[0],node[0]; -cx node[2],coin[0]; -cu1(-pi/16) coin[0],node[1]; -cx node[5],coin[0]; -cu1(pi/16) coin[0],node[1]; -cx node[4],coin[0]; -cu1(-pi/16) coin[0],node[1]; -cx node[5],coin[0]; -cu1(pi/16) coin[0],node[1]; -cx node[3],coin[0]; -cu1(-pi/16) coin[0],node[1]; -cx node[5],coin[0]; -cu1(pi/16) coin[0],node[1]; -cx node[4],coin[0]; -cu1(-pi/16) coin[0],node[1]; -cx node[5],coin[0]; -cu1(pi/16) coin[0],node[1]; -cx node[2],coin[0]; -h node[2]; -cu1(-pi/16) coin[0],node[1]; -cx node[5],coin[0]; -cu1(pi/16) coin[0],node[1]; -cx node[4],coin[0]; -cu1(-pi/16) coin[0],node[1]; -cx node[5],coin[0]; -cu1(pi/16) coin[0],node[1]; -cx node[3],coin[0]; -cu1(-pi/16) coin[0],node[1]; -cx node[5],coin[0]; -cu1(pi/16) coin[0],node[1]; -cx node[4],coin[0]; -cu1(-pi/16) coin[0],node[1]; -cx node[5],coin[0]; -cu1(pi/2) node[5],node[2]; -u2(pi/4,-pi) node[5]; -cx node[4],node[5]; -u2(0,3*pi/4) node[5]; -cu1(pi/16) coin[0],node[1]; -u2(0,0) node[1]; -cx coin[0],node[5]; -u1(pi/4) node[5]; -cx node[3],node[5]; -u1(-pi/4) node[5]; -cx coin[0],node[5]; -u1(pi/4) node[5]; -cx node[3],node[5]; -u2(pi/4,3*pi/4) node[5]; -cx node[4],node[5]; -u2(0,3*pi/4) node[5]; -cu1(-pi/2) node[5],node[2]; -u2(pi/4,-pi) node[5]; -cx node[4],node[5]; -u2(pi/4,3*pi/4) node[5]; -cx node[3],node[5]; -u1(-pi/4) node[5]; -cx coin[0],node[5]; -u1(pi/4) node[5]; -cx node[3],node[5]; -u1(-pi/4) node[5]; -cx coin[0],node[5]; -u2(pi/4,-pi) node[5]; -cx node[4],node[5]; -u2(pi/8,3*pi/4) node[5]; -cu1(pi/8) coin[0],node[2]; -cx coin[0],node[3]; -cu1(-pi/8) node[3],node[2]; -cx coin[0],node[3]; -cu1(pi/8) node[3],node[2]; -cx node[3],node[4]; -cu1(-pi/8) node[4],node[2]; -cx coin[0],node[4]; -cu1(pi/8) node[4],node[2]; -cx node[3],node[4]; -u2(pi/8,-pi) node[3]; -cu1(-pi/8) node[4],node[2]; -cx coin[0],node[4]; -cu1(pi/8) node[4],node[2]; -u2(0,0) node[2]; -p(pi/8) node[4]; -p(pi/8) coin[0]; -cx coin[0],node[4]; -p(-pi/8) node[4]; -cx coin[0],node[4]; -cx node[4],node[5]; -p(-pi/8) node[5]; -cx coin[0],node[5]; -p(pi/8) node[5]; -cx node[4],node[5]; -p(-pi/8) node[5]; -cx coin[0],node[5]; -cx node[5],node[3]; -p(-pi/8) node[3]; -cx node[4],node[3]; -p(pi/8) node[3]; -cx node[5],node[3]; -p(-pi/8) node[3]; -cx coin[0],node[3]; -p(pi/8) node[3]; -cx node[5],node[3]; -p(-pi/8) node[3]; -cx node[4],node[3]; -p(pi/8) node[3]; -cx node[5],node[3]; -p(-pi/8) node[3]; -cx coin[0],node[3]; -u2(0,0) node[3]; -ccx coin[0],node[5],node[4]; -x node[4]; -cx coin[0],node[5]; -x node[5]; -cu1(pi/32) node[5],node[0]; -cx node[5],node[4]; -cu1(-pi/32) node[4],node[0]; -cx node[5],node[4]; -cu1(pi/32) node[4],node[0]; -cx node[4],node[3]; -cu1(-pi/32) node[3],node[0]; -cx node[5],node[3]; -cu1(pi/32) node[3],node[0]; -cx node[4],node[3]; -cu1(-pi/32) node[3],node[0]; -cx node[5],node[3]; -cu1(pi/32) node[3],node[0]; -cx node[3],node[2]; -cu1(-pi/32) node[2],node[0]; -cx node[5],node[2]; -cu1(pi/32) node[2],node[0]; -cx node[4],node[2]; -cu1(-pi/32) node[2],node[0]; -cx node[5],node[2]; -cu1(pi/32) node[2],node[0]; -cx node[3],node[2]; -cu1(-pi/32) node[2],node[0]; -cx node[5],node[2]; -cu1(pi/32) node[2],node[0]; -cx node[4],node[2]; -cu1(-pi/32) node[2],node[0]; -cx node[5],node[2]; -cu1(pi/32) node[2],node[0]; -cx node[2],node[1]; -cu1(-pi/32) node[1],node[0]; -cx node[5],node[1]; -cu1(pi/32) node[1],node[0]; -cx node[4],node[1]; -cu1(-pi/32) node[1],node[0]; -cx node[5],node[1]; -cu1(pi/32) node[1],node[0]; -cx node[3],node[1]; -cu1(-pi/32) node[1],node[0]; -cx node[5],node[1]; -cu1(pi/32) node[1],node[0]; -cx node[4],node[1]; -cu1(-pi/32) node[1],node[0]; -cx node[5],node[1]; -cu1(pi/32) node[1],node[0]; -cx node[2],node[1]; -cu1(-pi/32) node[1],node[0]; -cx node[5],node[1]; -cu1(pi/32) node[1],node[0]; -cx node[4],node[1]; -cu1(-pi/32) node[1],node[0]; -cx node[5],node[1]; -cu1(pi/32) node[1],node[0]; -cx node[3],node[1]; -cu1(-pi/32) node[1],node[0]; -cx node[5],node[1]; -cu1(pi/32) node[1],node[0]; -cx node[4],node[1]; -cu1(-pi/32) node[1],node[0]; -cx node[5],node[1]; -cu1(pi/32) node[1],node[0]; -u2(-pi,-pi) coin[0]; -cx node[1],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[4],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[3],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[4],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[2],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[4],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[3],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[4],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[1],coin[0]; -h node[1]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[4],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[3],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[4],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[2],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[4],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[3],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[4],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/16) node[5],node[1]; -cx node[5],node[4]; -cu1(-pi/16) node[4],node[1]; -cx node[5],node[4]; -cu1(pi/16) node[4],node[1]; -cx node[4],node[3]; -cu1(-pi/16) node[3],node[1]; -cx node[5],node[3]; -cu1(pi/16) node[3],node[1]; -cx node[4],node[3]; -cu1(-pi/16) node[3],node[1]; -cx node[5],node[3]; -cu1(pi/16) node[3],node[1]; -cx node[3],node[2]; -cu1(-pi/16) node[2],node[1]; -cx node[5],node[2]; -cu1(pi/16) node[2],node[1]; -cx node[4],node[2]; -cu1(-pi/16) node[2],node[1]; -cx node[5],node[2]; -cu1(pi/16) node[2],node[1]; -cx node[3],node[2]; -cu1(-pi/16) node[2],node[1]; -cx node[5],node[2]; -cu1(pi/16) node[2],node[1]; -cx node[4],node[2]; -cu1(-pi/16) node[2],node[1]; -cx node[5],node[2]; -cu1(pi/16) node[2],node[1]; -cu1(pi/32) coin[0],node[0]; -cx node[2],coin[0]; -cu1(-pi/16) coin[0],node[1]; -cx node[5],coin[0]; -cu1(pi/16) coin[0],node[1]; -cx node[4],coin[0]; -cu1(-pi/16) coin[0],node[1]; -cx node[5],coin[0]; -cu1(pi/16) coin[0],node[1]; -cx node[3],coin[0]; -cu1(-pi/16) coin[0],node[1]; -cx node[5],coin[0]; -cu1(pi/16) coin[0],node[1]; -cx node[4],coin[0]; -cu1(-pi/16) coin[0],node[1]; -cx node[5],coin[0]; -cu1(pi/16) coin[0],node[1]; -cx node[2],coin[0]; -h node[2]; -cu1(-pi/16) coin[0],node[1]; -cx node[5],coin[0]; -cu1(pi/16) coin[0],node[1]; -cx node[4],coin[0]; -cu1(-pi/16) coin[0],node[1]; -cx node[5],coin[0]; -cu1(pi/16) coin[0],node[1]; -cx node[3],coin[0]; -cu1(-pi/16) coin[0],node[1]; -cx node[5],coin[0]; -cu1(pi/16) coin[0],node[1]; -cx node[4],coin[0]; -cu1(-pi/16) coin[0],node[1]; -cx node[5],coin[0]; -cu1(pi/2) node[5],node[2]; -u2(pi/4,-pi) node[5]; -cx node[4],node[5]; -u2(0,3*pi/4) node[5]; -cu1(pi/16) coin[0],node[1]; -u2(0,0) node[1]; -cx coin[0],node[5]; -u1(pi/4) node[5]; -cx node[3],node[5]; -u1(-pi/4) node[5]; -cx coin[0],node[5]; -u1(pi/4) node[5]; -cx node[3],node[5]; -u2(pi/4,3*pi/4) node[5]; -cx node[4],node[5]; -u2(0,3*pi/4) node[5]; -cu1(-pi/2) node[5],node[2]; -u2(pi/4,-pi) node[5]; -cx node[4],node[5]; -u2(pi/4,3*pi/4) node[5]; -cx node[3],node[5]; -u1(-pi/4) node[5]; -cx coin[0],node[5]; -u1(pi/4) node[5]; -cx node[3],node[5]; -u1(-pi/4) node[5]; -cx coin[0],node[5]; -u2(pi/4,-pi) node[5]; -cx node[4],node[5]; -u2(pi/8,3*pi/4) node[5]; -cu1(pi/8) coin[0],node[2]; -cx coin[0],node[3]; -cu1(-pi/8) node[3],node[2]; -cx coin[0],node[3]; -cu1(pi/8) node[3],node[2]; -cx node[3],node[4]; -cu1(-pi/8) node[4],node[2]; -cx coin[0],node[4]; -cu1(pi/8) node[4],node[2]; -cx node[3],node[4]; -u2(pi/8,-pi) node[3]; -cu1(-pi/8) node[4],node[2]; -cx coin[0],node[4]; -cu1(pi/8) node[4],node[2]; -u2(0,0) node[2]; -p(pi/8) node[4]; -p(pi/8) coin[0]; -cx coin[0],node[4]; -p(-pi/8) node[4]; -cx coin[0],node[4]; -cx node[4],node[5]; -p(-pi/8) node[5]; -cx coin[0],node[5]; -p(pi/8) node[5]; -cx node[4],node[5]; -p(-pi/8) node[5]; -cx coin[0],node[5]; -cx node[5],node[3]; -p(-pi/8) node[3]; -cx node[4],node[3]; -p(pi/8) node[3]; -cx node[5],node[3]; -p(-pi/8) node[3]; -cx coin[0],node[3]; -p(pi/8) node[3]; -cx node[5],node[3]; -p(-pi/8) node[3]; -cx node[4],node[3]; -p(pi/8) node[3]; -cx node[5],node[3]; -p(-pi/8) node[3]; -cx coin[0],node[3]; -u2(0,0) node[3]; -ccx coin[0],node[5],node[4]; -x node[4]; -cx coin[0],node[5]; -x node[5]; -cu1(pi/32) node[5],node[0]; -cx node[5],node[4]; -cu1(-pi/32) node[4],node[0]; -cx node[5],node[4]; -cu1(pi/32) node[4],node[0]; -cx node[4],node[3]; -cu1(-pi/32) node[3],node[0]; -cx node[5],node[3]; -cu1(pi/32) node[3],node[0]; -cx node[4],node[3]; -cu1(-pi/32) node[3],node[0]; -cx node[5],node[3]; -cu1(pi/32) node[3],node[0]; -cx node[3],node[2]; -cu1(-pi/32) node[2],node[0]; -cx node[5],node[2]; -cu1(pi/32) node[2],node[0]; -cx node[4],node[2]; -cu1(-pi/32) node[2],node[0]; -cx node[5],node[2]; -cu1(pi/32) node[2],node[0]; -cx node[3],node[2]; -cu1(-pi/32) node[2],node[0]; -cx node[5],node[2]; -cu1(pi/32) node[2],node[0]; -cx node[4],node[2]; -cu1(-pi/32) node[2],node[0]; -cx node[5],node[2]; -cu1(pi/32) node[2],node[0]; -cx node[2],node[1]; -cu1(-pi/32) node[1],node[0]; -cx node[5],node[1]; -cu1(pi/32) node[1],node[0]; -cx node[4],node[1]; -cu1(-pi/32) node[1],node[0]; -cx node[5],node[1]; -cu1(pi/32) node[1],node[0]; -cx node[3],node[1]; -cu1(-pi/32) node[1],node[0]; -cx node[5],node[1]; -cu1(pi/32) node[1],node[0]; -cx node[4],node[1]; -cu1(-pi/32) node[1],node[0]; -cx node[5],node[1]; -cu1(pi/32) node[1],node[0]; -cx node[2],node[1]; -cu1(-pi/32) node[1],node[0]; -cx node[5],node[1]; -cu1(pi/32) node[1],node[0]; -cx node[4],node[1]; -cu1(-pi/32) node[1],node[0]; -cx node[5],node[1]; -cu1(pi/32) node[1],node[0]; -cx node[3],node[1]; -cu1(-pi/32) node[1],node[0]; -cx node[5],node[1]; -cu1(pi/32) node[1],node[0]; -cx node[4],node[1]; -cu1(-pi/32) node[1],node[0]; -cx node[5],node[1]; -cu1(pi/32) node[1],node[0]; -x coin[0]; -cx node[1],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[4],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[3],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[4],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[2],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[4],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[3],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[4],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[1],coin[0]; -h node[1]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[4],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[3],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[4],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[2],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[4],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[3],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[4],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/16) node[5],node[1]; -cx node[5],node[4]; -cu1(-pi/16) node[4],node[1]; -cx node[5],node[4]; -cu1(pi/16) node[4],node[1]; -cx node[4],node[3]; -cu1(-pi/16) node[3],node[1]; -cx node[5],node[3]; -cu1(pi/16) node[3],node[1]; -cx node[4],node[3]; -cu1(-pi/16) node[3],node[1]; -cx node[5],node[3]; -cu1(pi/16) node[3],node[1]; -cx node[3],node[2]; -cu1(-pi/16) node[2],node[1]; -cx node[5],node[2]; -cu1(pi/16) node[2],node[1]; -cx node[4],node[2]; -cu1(-pi/16) node[2],node[1]; -cx node[5],node[2]; -cu1(pi/16) node[2],node[1]; -cx node[3],node[2]; -cu1(-pi/16) node[2],node[1]; -cx node[5],node[2]; -cu1(pi/16) node[2],node[1]; -cx node[4],node[2]; -cu1(-pi/16) node[2],node[1]; -cx node[5],node[2]; -cu1(pi/16) node[2],node[1]; -cu1(pi/32) coin[0],node[0]; -cx node[2],coin[0]; -cu1(-pi/16) coin[0],node[1]; -cx node[5],coin[0]; -cu1(pi/16) coin[0],node[1]; -cx node[4],coin[0]; -cu1(-pi/16) coin[0],node[1]; -cx node[5],coin[0]; -cu1(pi/16) coin[0],node[1]; -cx node[3],coin[0]; -cu1(-pi/16) coin[0],node[1]; -cx node[5],coin[0]; -cu1(pi/16) coin[0],node[1]; -cx node[4],coin[0]; -cu1(-pi/16) coin[0],node[1]; -cx node[5],coin[0]; -cu1(pi/16) coin[0],node[1]; -cx node[2],coin[0]; -h node[2]; -cu1(-pi/16) coin[0],node[1]; -cx node[5],coin[0]; -cu1(pi/16) coin[0],node[1]; -cx node[4],coin[0]; -cu1(-pi/16) coin[0],node[1]; -cx node[5],coin[0]; -cu1(pi/16) coin[0],node[1]; -cx node[3],coin[0]; -cu1(-pi/16) coin[0],node[1]; -cx node[5],coin[0]; -cu1(pi/16) coin[0],node[1]; -cx node[4],coin[0]; -cu1(-pi/16) coin[0],node[1]; -cx node[5],coin[0]; -cu1(pi/2) node[5],node[2]; -u2(pi/4,-pi) node[5]; -cx node[4],node[5]; -u2(0,3*pi/4) node[5]; -cu1(pi/16) coin[0],node[1]; -u2(0,0) node[1]; -cx coin[0],node[5]; -u1(pi/4) node[5]; -cx node[3],node[5]; -u1(-pi/4) node[5]; -cx coin[0],node[5]; -u1(pi/4) node[5]; -cx node[3],node[5]; -u2(pi/4,3*pi/4) node[5]; -cx node[4],node[5]; -u2(0,3*pi/4) node[5]; -cu1(-pi/2) node[5],node[2]; -u2(pi/4,-pi) node[5]; -cx node[4],node[5]; -u2(pi/4,3*pi/4) node[5]; -cx node[3],node[5]; -u1(-pi/4) node[5]; -cx coin[0],node[5]; -u1(pi/4) node[5]; -cx node[3],node[5]; -u1(-pi/4) node[5]; -cx coin[0],node[5]; -u2(pi/4,-pi) node[5]; -cx node[4],node[5]; -u2(pi/8,3*pi/4) node[5]; -cu1(pi/8) coin[0],node[2]; -cx coin[0],node[3]; -cu1(-pi/8) node[3],node[2]; -cx coin[0],node[3]; -cu1(pi/8) node[3],node[2]; -cx node[3],node[4]; -cu1(-pi/8) node[4],node[2]; -cx coin[0],node[4]; -cu1(pi/8) node[4],node[2]; -cx node[3],node[4]; -u2(pi/8,-pi) node[3]; -cu1(-pi/8) node[4],node[2]; -cx coin[0],node[4]; -cu1(pi/8) node[4],node[2]; -u2(0,0) node[2]; -p(pi/8) node[4]; -p(pi/8) coin[0]; -cx coin[0],node[4]; -p(-pi/8) node[4]; -cx coin[0],node[4]; -cx node[4],node[5]; -p(-pi/8) node[5]; -cx coin[0],node[5]; -p(pi/8) node[5]; -cx node[4],node[5]; -p(-pi/8) node[5]; -cx coin[0],node[5]; -cx node[5],node[3]; -p(-pi/8) node[3]; -cx node[4],node[3]; -p(pi/8) node[3]; -cx node[5],node[3]; -p(-pi/8) node[3]; -cx coin[0],node[3]; -p(pi/8) node[3]; -cx node[5],node[3]; -p(-pi/8) node[3]; -cx node[4],node[3]; -p(pi/8) node[3]; -cx node[5],node[3]; -p(-pi/8) node[3]; -cx coin[0],node[3]; -u2(0,0) node[3]; -ccx coin[0],node[5],node[4]; -x node[4]; -cx coin[0],node[5]; -x node[5]; -cu1(pi/32) node[5],node[0]; -cx node[5],node[4]; -cu1(-pi/32) node[4],node[0]; -cx node[5],node[4]; -cu1(pi/32) node[4],node[0]; -cx node[4],node[3]; -cu1(-pi/32) node[3],node[0]; -cx node[5],node[3]; -cu1(pi/32) node[3],node[0]; -cx node[4],node[3]; -cu1(-pi/32) node[3],node[0]; -cx node[5],node[3]; -cu1(pi/32) node[3],node[0]; -cx node[3],node[2]; -cu1(-pi/32) node[2],node[0]; -cx node[5],node[2]; -cu1(pi/32) node[2],node[0]; -cx node[4],node[2]; -cu1(-pi/32) node[2],node[0]; -cx node[5],node[2]; -cu1(pi/32) node[2],node[0]; -cx node[3],node[2]; -cu1(-pi/32) node[2],node[0]; -cx node[5],node[2]; -cu1(pi/32) node[2],node[0]; -cx node[4],node[2]; -cu1(-pi/32) node[2],node[0]; -cx node[5],node[2]; -cu1(pi/32) node[2],node[0]; -cx node[2],node[1]; -cu1(-pi/32) node[1],node[0]; -cx node[5],node[1]; -cu1(pi/32) node[1],node[0]; -cx node[4],node[1]; -cu1(-pi/32) node[1],node[0]; -cx node[5],node[1]; -cu1(pi/32) node[1],node[0]; -cx node[3],node[1]; -cu1(-pi/32) node[1],node[0]; -cx node[5],node[1]; -cu1(pi/32) node[1],node[0]; -cx node[4],node[1]; -cu1(-pi/32) node[1],node[0]; -cx node[5],node[1]; -cu1(pi/32) node[1],node[0]; -cx node[2],node[1]; -cu1(-pi/32) node[1],node[0]; -cx node[5],node[1]; -cu1(pi/32) node[1],node[0]; -cx node[4],node[1]; -cu1(-pi/32) node[1],node[0]; -cx node[5],node[1]; -cu1(pi/32) node[1],node[0]; -cx node[3],node[1]; -cu1(-pi/32) node[1],node[0]; -cx node[5],node[1]; -cu1(pi/32) node[1],node[0]; -cx node[4],node[1]; -cu1(-pi/32) node[1],node[0]; -cx node[5],node[1]; -cu1(pi/32) node[1],node[0]; -u2(-pi,-pi) coin[0]; -cx node[1],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[4],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[3],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[4],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[2],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[4],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[3],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[4],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[1],coin[0]; -h node[1]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[4],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[3],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[4],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[2],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[4],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[3],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[4],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/16) node[5],node[1]; -cx node[5],node[4]; -cu1(-pi/16) node[4],node[1]; -cx node[5],node[4]; -cu1(pi/16) node[4],node[1]; -cx node[4],node[3]; -cu1(-pi/16) node[3],node[1]; -cx node[5],node[3]; -cu1(pi/16) node[3],node[1]; -cx node[4],node[3]; -cu1(-pi/16) node[3],node[1]; -cx node[5],node[3]; -cu1(pi/16) node[3],node[1]; -cx node[3],node[2]; -cu1(-pi/16) node[2],node[1]; -cx node[5],node[2]; -cu1(pi/16) node[2],node[1]; -cx node[4],node[2]; -cu1(-pi/16) node[2],node[1]; -cx node[5],node[2]; -cu1(pi/16) node[2],node[1]; -cx node[3],node[2]; -cu1(-pi/16) node[2],node[1]; -cx node[5],node[2]; -cu1(pi/16) node[2],node[1]; -cx node[4],node[2]; -cu1(-pi/16) node[2],node[1]; -cx node[5],node[2]; -cu1(pi/16) node[2],node[1]; -cu1(pi/32) coin[0],node[0]; -cx node[2],coin[0]; -cu1(-pi/16) coin[0],node[1]; -cx node[5],coin[0]; -cu1(pi/16) coin[0],node[1]; -cx node[4],coin[0]; -cu1(-pi/16) coin[0],node[1]; -cx node[5],coin[0]; -cu1(pi/16) coin[0],node[1]; -cx node[3],coin[0]; -cu1(-pi/16) coin[0],node[1]; -cx node[5],coin[0]; -cu1(pi/16) coin[0],node[1]; -cx node[4],coin[0]; -cu1(-pi/16) coin[0],node[1]; -cx node[5],coin[0]; -cu1(pi/16) coin[0],node[1]; -cx node[2],coin[0]; -h node[2]; -cu1(-pi/16) coin[0],node[1]; -cx node[5],coin[0]; -cu1(pi/16) coin[0],node[1]; -cx node[4],coin[0]; -cu1(-pi/16) coin[0],node[1]; -cx node[5],coin[0]; -cu1(pi/16) coin[0],node[1]; -cx node[3],coin[0]; -cu1(-pi/16) coin[0],node[1]; -cx node[5],coin[0]; -cu1(pi/16) coin[0],node[1]; -cx node[4],coin[0]; -cu1(-pi/16) coin[0],node[1]; -cx node[5],coin[0]; -cu1(pi/2) node[5],node[2]; -u2(pi/4,-pi) node[5]; -cx node[4],node[5]; -u2(0,3*pi/4) node[5]; -cu1(pi/16) coin[0],node[1]; -u2(0,0) node[1]; -cx coin[0],node[5]; -u1(pi/4) node[5]; -cx node[3],node[5]; -u1(-pi/4) node[5]; -cx coin[0],node[5]; -u1(pi/4) node[5]; -cx node[3],node[5]; -u2(pi/4,3*pi/4) node[5]; -cx node[4],node[5]; -u2(0,3*pi/4) node[5]; -cu1(-pi/2) node[5],node[2]; -u2(pi/4,-pi) node[5]; -cx node[4],node[5]; -u2(pi/4,3*pi/4) node[5]; -cx node[3],node[5]; -u1(-pi/4) node[5]; -cx coin[0],node[5]; -u1(pi/4) node[5]; -cx node[3],node[5]; -u1(-pi/4) node[5]; -cx coin[0],node[5]; -u2(pi/4,-pi) node[5]; -cx node[4],node[5]; -u2(pi/8,3*pi/4) node[5]; -cu1(pi/8) coin[0],node[2]; -cx coin[0],node[3]; -cu1(-pi/8) node[3],node[2]; -cx coin[0],node[3]; -cu1(pi/8) node[3],node[2]; -cx node[3],node[4]; -cu1(-pi/8) node[4],node[2]; -cx coin[0],node[4]; -cu1(pi/8) node[4],node[2]; -cx node[3],node[4]; -u2(pi/8,-pi) node[3]; -cu1(-pi/8) node[4],node[2]; -cx coin[0],node[4]; -cu1(pi/8) node[4],node[2]; -u2(0,0) node[2]; -p(pi/8) node[4]; -p(pi/8) coin[0]; -cx coin[0],node[4]; -p(-pi/8) node[4]; -cx coin[0],node[4]; -cx node[4],node[5]; -p(-pi/8) node[5]; -cx coin[0],node[5]; -p(pi/8) node[5]; -cx node[4],node[5]; -p(-pi/8) node[5]; -cx coin[0],node[5]; -cx node[5],node[3]; -p(-pi/8) node[3]; -cx node[4],node[3]; -p(pi/8) node[3]; -cx node[5],node[3]; -p(-pi/8) node[3]; -cx coin[0],node[3]; -p(pi/8) node[3]; -cx node[5],node[3]; -p(-pi/8) node[3]; -cx node[4],node[3]; -p(pi/8) node[3]; -cx node[5],node[3]; -p(-pi/8) node[3]; -cx coin[0],node[3]; -u2(0,0) node[3]; -ccx coin[0],node[5],node[4]; -x node[4]; -cx coin[0],node[5]; -x node[5]; -cu1(pi/32) node[5],node[0]; -cx node[5],node[4]; -cu1(-pi/32) node[4],node[0]; -cx node[5],node[4]; -cu1(pi/32) node[4],node[0]; -cx node[4],node[3]; -cu1(-pi/32) node[3],node[0]; -cx node[5],node[3]; -cu1(pi/32) node[3],node[0]; -cx node[4],node[3]; -cu1(-pi/32) node[3],node[0]; -cx node[5],node[3]; -cu1(pi/32) node[3],node[0]; -cx node[3],node[2]; -cu1(-pi/32) node[2],node[0]; -cx node[5],node[2]; -cu1(pi/32) node[2],node[0]; -cx node[4],node[2]; -cu1(-pi/32) node[2],node[0]; -cx node[5],node[2]; -cu1(pi/32) node[2],node[0]; -cx node[3],node[2]; -cu1(-pi/32) node[2],node[0]; -cx node[5],node[2]; -cu1(pi/32) node[2],node[0]; -cx node[4],node[2]; -cu1(-pi/32) node[2],node[0]; -cx node[5],node[2]; -cu1(pi/32) node[2],node[0]; -cx node[2],node[1]; -cu1(-pi/32) node[1],node[0]; -cx node[5],node[1]; -cu1(pi/32) node[1],node[0]; -cx node[4],node[1]; -cu1(-pi/32) node[1],node[0]; -cx node[5],node[1]; -cu1(pi/32) node[1],node[0]; -cx node[3],node[1]; -cu1(-pi/32) node[1],node[0]; -cx node[5],node[1]; -cu1(pi/32) node[1],node[0]; -cx node[4],node[1]; -cu1(-pi/32) node[1],node[0]; -cx node[5],node[1]; -cu1(pi/32) node[1],node[0]; -cx node[2],node[1]; -cu1(-pi/32) node[1],node[0]; -cx node[5],node[1]; -cu1(pi/32) node[1],node[0]; -cx node[4],node[1]; -cu1(-pi/32) node[1],node[0]; -cx node[5],node[1]; -cu1(pi/32) node[1],node[0]; -cx node[3],node[1]; -cu1(-pi/32) node[1],node[0]; -cx node[5],node[1]; -cu1(pi/32) node[1],node[0]; -cx node[4],node[1]; -cu1(-pi/32) node[1],node[0]; -cx node[5],node[1]; -cu1(pi/32) node[1],node[0]; -x coin[0]; -cx node[1],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[4],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[3],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[4],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[2],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[4],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[3],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[4],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[1],coin[0]; -h node[1]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[4],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[3],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[4],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[2],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[4],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[3],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/32) coin[0],node[0]; -cx node[4],coin[0]; -cu1(-pi/32) coin[0],node[0]; -cx node[5],coin[0]; -cu1(pi/16) node[5],node[1]; -cx node[5],node[4]; -cu1(-pi/16) node[4],node[1]; -cx node[5],node[4]; -cu1(pi/16) node[4],node[1]; -cx node[4],node[3]; -cu1(-pi/16) node[3],node[1]; -cx node[5],node[3]; -cu1(pi/16) node[3],node[1]; -cx node[4],node[3]; -cu1(-pi/16) node[3],node[1]; -cx node[5],node[3]; -cu1(pi/16) node[3],node[1]; -cx node[3],node[2]; -cu1(-pi/16) node[2],node[1]; -cx node[5],node[2]; -cu1(pi/16) node[2],node[1]; -cx node[4],node[2]; -cu1(-pi/16) node[2],node[1]; -cx node[5],node[2]; -cu1(pi/16) node[2],node[1]; -cx node[3],node[2]; -cu1(-pi/16) node[2],node[1]; -cx node[5],node[2]; -cu1(pi/16) node[2],node[1]; -cx node[4],node[2]; -cu1(-pi/16) node[2],node[1]; -cx node[5],node[2]; -cu1(pi/16) node[2],node[1]; -cu1(pi/32) coin[0],node[0]; -h node[0]; -cx node[2],coin[0]; -cu1(-pi/16) coin[0],node[1]; -cx node[5],coin[0]; -cu1(pi/16) coin[0],node[1]; -cx node[4],coin[0]; -cu1(-pi/16) coin[0],node[1]; -cx node[5],coin[0]; -cu1(pi/16) coin[0],node[1]; -cx node[3],coin[0]; -cu1(-pi/16) coin[0],node[1]; -cx node[5],coin[0]; -cu1(pi/16) coin[0],node[1]; -cx node[4],coin[0]; -cu1(-pi/16) coin[0],node[1]; -cx node[5],coin[0]; -cu1(pi/16) coin[0],node[1]; -cx node[2],coin[0]; -h node[2]; -cu1(-pi/16) coin[0],node[1]; -cx node[5],coin[0]; -cu1(pi/16) coin[0],node[1]; -cx node[4],coin[0]; -cu1(-pi/16) coin[0],node[1]; -cx node[5],coin[0]; -cu1(pi/16) coin[0],node[1]; -cx node[3],coin[0]; -cu1(-pi/16) coin[0],node[1]; -cx node[5],coin[0]; -cu1(pi/16) coin[0],node[1]; -cx node[4],coin[0]; -cu1(-pi/16) coin[0],node[1]; -cx node[5],coin[0]; -cu1(pi/2) node[5],node[2]; -u2(pi/4,-pi) node[5]; -cx node[4],node[5]; -u2(0,3*pi/4) node[5]; -cu1(pi/16) coin[0],node[1]; -u2(0,0) node[1]; -cx coin[0],node[5]; -u1(pi/4) node[5]; -cx node[3],node[5]; -u1(-pi/4) node[5]; -cx coin[0],node[5]; -u1(pi/4) node[5]; -cx node[3],node[5]; -u2(pi/4,3*pi/4) node[5]; -cx node[4],node[5]; -u2(0,3*pi/4) node[5]; -cu1(-pi/2) node[5],node[2]; -u2(pi/4,-pi) node[5]; -cx node[4],node[5]; -u2(pi/4,3*pi/4) node[5]; -cx node[3],node[5]; -u1(-pi/4) node[5]; -cx coin[0],node[5]; -u1(pi/4) node[5]; -cx node[3],node[5]; -u1(-pi/4) node[5]; -cx coin[0],node[5]; -u2(pi/4,-pi) node[5]; -cx node[4],node[5]; -u2(pi/8,3*pi/4) node[5]; -cu1(pi/8) coin[0],node[2]; -cx coin[0],node[3]; -cu1(-pi/8) node[3],node[2]; -cx coin[0],node[3]; -cu1(pi/8) node[3],node[2]; -cx node[3],node[4]; -cu1(-pi/8) node[4],node[2]; -cx coin[0],node[4]; -cu1(pi/8) node[4],node[2]; -cx node[3],node[4]; -u2(pi/8,-pi) node[3]; -cu1(-pi/8) node[4],node[2]; -cx coin[0],node[4]; -cu1(pi/8) node[4],node[2]; -u2(0,0) node[2]; -p(pi/8) node[4]; -p(pi/8) coin[0]; -cx coin[0],node[4]; -p(-pi/8) node[4]; -cx coin[0],node[4]; -cx node[4],node[5]; -p(-pi/8) node[5]; -cx coin[0],node[5]; -p(pi/8) node[5]; -cx node[4],node[5]; -p(-pi/8) node[5]; -cx coin[0],node[5]; -cx node[5],node[3]; -p(-pi/8) node[3]; -cx node[4],node[3]; -p(pi/8) node[3]; -cx node[5],node[3]; -p(-pi/8) node[3]; -cx coin[0],node[3]; -p(pi/8) node[3]; -cx node[5],node[3]; -p(-pi/8) node[3]; -cx node[4],node[3]; -p(pi/8) node[3]; -cx node[5],node[3]; -p(-pi/8) node[3]; -cx coin[0],node[3]; -u2(0,0) node[3]; -ccx coin[0],node[5],node[4]; -x node[4]; -cx coin[0],node[5]; -x node[5]; -x coin[0]; -barrier node[0],node[1],node[2],node[3],node[4],node[5],coin[0]; -measure node[0] -> meas[0]; -measure node[1] -> meas[1]; -measure node[2] -> meas[2]; -measure node[3] -> meas[3]; -measure node[4] -> meas[4]; -measure node[5] -> meas[5]; -measure coin[0] -> meas[6]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qwalk-v-chain_indep_qiskit_3.qasm b/test/BenchmarkQuasm/qasm/qwalk-v-chain_indep_qiskit_3.qasm deleted file mode 100644 index 91fc3920..00000000 --- a/test/BenchmarkQuasm/qasm/qwalk-v-chain_indep_qiskit_3.qasm +++ /dev/null @@ -1,39 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-19 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg node[2]; -qreg coin[1]; -creg meas[3]; -h coin[0]; -ccx coin[0],node[1],node[0]; -cx coin[0],node[1]; -x node[1]; -x coin[0]; -ccx coin[0],node[1],node[0]; -cx coin[0],node[1]; -x node[1]; -u2(-pi,-pi) coin[0]; -ccx coin[0],node[1],node[0]; -cx coin[0],node[1]; -x node[1]; -x coin[0]; -ccx coin[0],node[1],node[0]; -cx coin[0],node[1]; -x node[1]; -u2(-pi,-pi) coin[0]; -ccx coin[0],node[1],node[0]; -cx coin[0],node[1]; -x node[1]; -x coin[0]; -ccx coin[0],node[1],node[0]; -cx coin[0],node[1]; -x node[1]; -x coin[0]; -barrier node[0],node[1],coin[0]; -measure node[0] -> meas[0]; -measure node[1] -> meas[1]; -measure coin[0] -> meas[2]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qwalk-v-chain_indep_qiskit_5.qasm b/test/BenchmarkQuasm/qasm/qwalk-v-chain_indep_qiskit_5.qasm deleted file mode 100644 index dfe73dc7..00000000 --- a/test/BenchmarkQuasm/qasm/qwalk-v-chain_indep_qiskit_5.qasm +++ /dev/null @@ -1,66 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-19 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg node[3]; -qreg coin[1]; -qreg anc[1]; -creg meas[5]; -h coin[0]; -rccx coin[0],node[1],anc[0]; -ccx node[2],anc[0],node[0]; -rccx coin[0],node[1],anc[0]; -ccx coin[0],node[2],node[1]; -x node[1]; -cx coin[0],node[2]; -x node[2]; -x coin[0]; -rccx coin[0],node[1],anc[0]; -ccx node[2],anc[0],node[0]; -rccx coin[0],node[1],anc[0]; -ccx coin[0],node[2],node[1]; -x node[1]; -cx coin[0],node[2]; -x node[2]; -u2(-pi,-pi) coin[0]; -rccx coin[0],node[1],anc[0]; -ccx node[2],anc[0],node[0]; -rccx coin[0],node[1],anc[0]; -ccx coin[0],node[2],node[1]; -x node[1]; -cx coin[0],node[2]; -x node[2]; -x coin[0]; -rccx coin[0],node[1],anc[0]; -ccx node[2],anc[0],node[0]; -rccx coin[0],node[1],anc[0]; -ccx coin[0],node[2],node[1]; -x node[1]; -cx coin[0],node[2]; -x node[2]; -u2(-pi,-pi) coin[0]; -rccx coin[0],node[1],anc[0]; -ccx node[2],anc[0],node[0]; -rccx coin[0],node[1],anc[0]; -ccx coin[0],node[2],node[1]; -x node[1]; -cx coin[0],node[2]; -x node[2]; -x coin[0]; -rccx coin[0],node[1],anc[0]; -ccx node[2],anc[0],node[0]; -rccx coin[0],node[1],anc[0]; -ccx coin[0],node[2],node[1]; -x node[1]; -cx coin[0],node[2]; -x node[2]; -x coin[0]; -barrier node[0],node[1],node[2],coin[0],anc[0]; -measure node[0] -> meas[0]; -measure node[1] -> meas[1]; -measure node[2] -> meas[2]; -measure coin[0] -> meas[3]; -measure anc[0] -> meas[4]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/qwalk-v-chain_indep_qiskit_7.qasm b/test/BenchmarkQuasm/qasm/qwalk-v-chain_indep_qiskit_7.qasm deleted file mode 100644 index 34a0612c..00000000 --- a/test/BenchmarkQuasm/qasm/qwalk-v-chain_indep_qiskit_7.qasm +++ /dev/null @@ -1,104 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-19 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg node[4]; -qreg coin[1]; -qreg anc[2]; -creg meas[7]; -h coin[0]; -rccx coin[0],node[1],anc[0]; -rccx node[2],anc[0],anc[1]; -ccx node[3],anc[1],node[0]; -rccx node[2],anc[0],anc[1]; -rccx coin[0],node[1],anc[0]; -rccx coin[0],node[2],anc[0]; -ccx node[3],anc[0],node[1]; -x node[1]; -rccx coin[0],node[2],anc[0]; -ccx coin[0],node[3],node[2]; -x node[2]; -cx coin[0],node[3]; -x node[3]; -x coin[0]; -rccx coin[0],node[1],anc[0]; -rccx node[2],anc[0],anc[1]; -ccx node[3],anc[1],node[0]; -rccx node[2],anc[0],anc[1]; -rccx coin[0],node[1],anc[0]; -rccx coin[0],node[2],anc[0]; -ccx node[3],anc[0],node[1]; -x node[1]; -rccx coin[0],node[2],anc[0]; -ccx coin[0],node[3],node[2]; -x node[2]; -cx coin[0],node[3]; -x node[3]; -u2(-pi,-pi) coin[0]; -rccx coin[0],node[1],anc[0]; -rccx node[2],anc[0],anc[1]; -ccx node[3],anc[1],node[0]; -rccx node[2],anc[0],anc[1]; -rccx coin[0],node[1],anc[0]; -rccx coin[0],node[2],anc[0]; -ccx node[3],anc[0],node[1]; -x node[1]; -rccx coin[0],node[2],anc[0]; -ccx coin[0],node[3],node[2]; -x node[2]; -cx coin[0],node[3]; -x node[3]; -x coin[0]; -rccx coin[0],node[1],anc[0]; -rccx node[2],anc[0],anc[1]; -ccx node[3],anc[1],node[0]; -rccx node[2],anc[0],anc[1]; -rccx coin[0],node[1],anc[0]; -rccx coin[0],node[2],anc[0]; -ccx node[3],anc[0],node[1]; -x node[1]; -rccx coin[0],node[2],anc[0]; -ccx coin[0],node[3],node[2]; -x node[2]; -cx coin[0],node[3]; -x node[3]; -u2(-pi,-pi) coin[0]; -rccx coin[0],node[1],anc[0]; -rccx node[2],anc[0],anc[1]; -ccx node[3],anc[1],node[0]; -rccx node[2],anc[0],anc[1]; -rccx coin[0],node[1],anc[0]; -rccx coin[0],node[2],anc[0]; -ccx node[3],anc[0],node[1]; -x node[1]; -rccx coin[0],node[2],anc[0]; -ccx coin[0],node[3],node[2]; -x node[2]; -cx coin[0],node[3]; -x node[3]; -x coin[0]; -rccx coin[0],node[1],anc[0]; -rccx node[2],anc[0],anc[1]; -ccx node[3],anc[1],node[0]; -rccx node[2],anc[0],anc[1]; -rccx coin[0],node[1],anc[0]; -rccx coin[0],node[2],anc[0]; -ccx node[3],anc[0],node[1]; -x node[1]; -rccx coin[0],node[2],anc[0]; -ccx coin[0],node[3],node[2]; -x node[2]; -cx coin[0],node[3]; -x node[3]; -x coin[0]; -barrier node[0],node[1],node[2],node[3],coin[0],anc[0],anc[1]; -measure node[0] -> meas[0]; -measure node[1] -> meas[1]; -measure node[2] -> meas[2]; -measure node[3] -> meas[3]; -measure coin[0] -> meas[4]; -measure anc[0] -> meas[5]; -measure anc[1] -> meas[6]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/random_indep_qiskit_2.qasm b/test/BenchmarkQuasm/qasm/random_indep_qiskit_2.qasm deleted file mode 100644 index 4ce46d49..00000000 --- a/test/BenchmarkQuasm/qasm/random_indep_qiskit_2.qasm +++ /dev/null @@ -1,28 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-18 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[2]; -creg meas[2]; -sdg q[0]; -sdg q[1]; -rxx(1.304903297657757) q[0],q[1]; -u2(0,-pi/2) q[0]; -s q[1]; -cx q[1],q[0]; -rz(3.2220464314480877) q[0]; -cx q[1],q[0]; -u2(0.7144206217376547,-pi) q[0]; -u3(pi,pi/2,-pi/2) q[1]; -cx q[1],q[0]; -ry(-3.0062717024781365) q[0]; -ry(3.0062717024781365) q[1]; -cx q[1],q[0]; -u1(-2.6682620430456936) q[0]; -u2(-pi,-pi) q[1]; -barrier q[0],q[1]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/random_indep_qiskit_3.qasm b/test/BenchmarkQuasm/qasm/random_indep_qiskit_3.qasm deleted file mode 100644 index a04180c1..00000000 --- a/test/BenchmarkQuasm/qasm/random_indep_qiskit_3.qasm +++ /dev/null @@ -1,29 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-18 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[3]; -creg meas[3]; -u3(3.2220464314480877,-0.7167882678555819,0.7167882678555819) q[0]; -u2(0,0) q[1]; -u1(0.6328290844213722) q[2]; -cx q[1],q[2]; -ry(2.6026363654825047) q[1]; -ry(-2.6026363654825047) q[2]; -cx q[1],q[2]; -u2(-pi,-pi) q[1]; -cu1(pi/2) q[0],q[1]; -u1(2.508763569168421) q[2]; -cswap q[0],q[1],q[2]; -u1(5.864966885210837) q[0]; -rzz(5.196847304624584) q[1],q[2]; -rzz(5.695888160944528) q[0],q[2]; -cu3(3.2536483225524107,2.026167409578137,1.7745821253041683) q[0],q[2]; -u3(2.476423267310977,-1.04448872307207,2.5432022362570406) q[1]; -barrier q[0],q[1],q[2]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/random_indep_qiskit_4.qasm b/test/BenchmarkQuasm/qasm/random_indep_qiskit_4.qasm deleted file mode 100644 index 0e8d0e9d..00000000 --- a/test/BenchmarkQuasm/qasm/random_indep_qiskit_4.qasm +++ /dev/null @@ -1,60 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-18 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[4]; -creg meas[4]; -u2(pi/2,-0.7167882678555819) q[0]; -u1(-1.4903425489366011) q[1]; -u2(0,0) q[2]; -cx q[2],q[1]; -ry(-0.4689836211867622) q[1]; -ry(-0.4689836211867622) q[2]; -cx q[2],q[1]; -u2(pi/4,-1.651250104653191) q[1]; -u2(-pi,-pi) q[2]; -cx q[2],q[1]; -tdg q[1]; -u2(4.329343885871547,5.288856933750764) q[3]; -cx q[3],q[1]; -t q[1]; -cx q[2],q[1]; -u2(0,3*pi/4) q[1]; -u3(pi,0.4610609235355483,1.1097354032593483) q[2]; -h q[3]; -ccx q[0],q[1],q[3]; -u1(-1.760357714003954) q[0]; -u3(0.0014104532310203427,pi/2,2.677969677273145) q[1]; -u3(pi,pi/2,-pi/2) q[3]; -cx q[3],q[2]; -ry(-0.7103594437025119) q[2]; -ry(0.7103594437025119) q[3]; -cx q[3],q[2]; -u2(-2.0191093047377757,-1.5226368400859311) q[2]; -u2(pi/2,-pi) q[3]; -rxx(2.0971039305177235) q[0],q[3]; -s q[0]; -crx(1.5640163777242566) q[2],q[0]; -u1(2.5042812402137704) q[0]; -cx q[1],q[0]; -ry(-1.0666196369357623) q[0]; -ry(-1.0666196369357623) q[1]; -cx q[1],q[0]; -u1(-2.5042812402137704) q[0]; -u2(-pi,-pi) q[1]; -u2(0,-3*pi/4) q[3]; -cx q[2],q[3]; -h q[3]; -cu1(pi/2) q[2],q[3]; -cx q[1],q[2]; -cx q[2],q[1]; -u1(-1.4624678218563336) q[3]; -cu3(3.9824402877397977,0.7203317518888239,1.4645506429344954) q[3],q[0]; -barrier q[0],q[1],q[2],q[3]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/random_indep_qiskit_5.qasm b/test/BenchmarkQuasm/qasm/random_indep_qiskit_5.qasm deleted file mode 100644 index ec067a32..00000000 --- a/test/BenchmarkQuasm/qasm/random_indep_qiskit_5.qasm +++ /dev/null @@ -1,69 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-18 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[5]; -creg meas[5]; -u2(pi/4,-pi) q[0]; -u1(-1.4903425489366011) q[1]; -cx q[3],q[0]; -tdg q[0]; -cx q[2],q[0]; -t q[0]; -cx q[3],q[0]; -u2(-pi/2,3*pi/4) q[0]; -sdg q[3]; -rxx(5.185719590928789) q[0],q[3]; -u2(0,-pi/2) q[0]; -s q[3]; -u2(0,0) q[4]; -cx q[4],q[1]; -ry(-0.4689836211867622) q[1]; -ry(-0.4689836211867622) q[4]; -cx q[4],q[1]; -u1(1.4903425489366011) q[1]; -cx q[2],q[1]; -ccx q[1],q[3],q[0]; -u2(-3.029536984627176,-pi) q[0]; -cz q[1],q[3]; -p(0.8755706304852969) q[2]; -h q[3]; -cx q[1],q[3]; -h q[3]; -cu1(pi/2) q[1],q[3]; -u3(1.9552569771057444,1.6644650681916158,-0.08695250949048283) q[1]; -u1(pi/4) q[3]; -u2(pi/2,-pi) q[4]; -cu3(5.864966885210837,0.9110285368422897,4.684618627355123) q[2],q[4]; -swap q[2],q[4]; -cu3(0.9702813337800618,1.5693858735638762,5.465706745619813) q[2],q[0]; -t q[0]; -ry(3.772222268266399) q[4]; -crx(4.07828399178064) q[4],q[2]; -crx(2.3453197008450233) q[3],q[2]; -z q[2]; -cx q[2],q[1]; -cx q[1],q[2]; -h q[1]; -rx(3.450765893010145) q[2]; -u2(-1.8374614191958711,pi/2) q[3]; -ch q[4],q[0]; -h q[0]; -cx q[4],q[0]; -h q[0]; -cu1(pi/2) q[4],q[0]; -p(5.540732708314469) q[4]; -cu3(5.432461787371337,0.43137627135395684,5.131693955927891) q[4],q[0]; -cx q[0],q[1]; -h q[1]; -cu1(pi/2) q[0],q[1]; -u3(1.2118830799977245,2.0936634444623183,1.7437382343344134) q[4]; -barrier q[0],q[1],q[2],q[3],q[4]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; -measure q[4] -> meas[4]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/random_indep_qiskit_6.qasm b/test/BenchmarkQuasm/qasm/random_indep_qiskit_6.qasm deleted file mode 100644 index bb8d8ddd..00000000 --- a/test/BenchmarkQuasm/qasm/random_indep_qiskit_6.qasm +++ /dev/null @@ -1,88 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-18 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[6]; -creg meas[6]; -u2(pi/4,-pi) q[0]; -u2(0,0) q[1]; -cx q[2],q[0]; -tdg q[0]; -tdg q[3]; -u1(-1.4903425489366011) q[4]; -cx q[1],q[4]; -ry(-0.4689836211867622) q[1]; -ry(-0.4689836211867622) q[4]; -cx q[1],q[4]; -u2(-pi,-pi) q[1]; -u1(1.4903425489366011) q[4]; -crz(3.6176102152986354) q[3],q[4]; -u3(2.0589924944056586,-0.7004749084304418,-2.7250308023543615) q[3]; -cx q[5],q[0]; -t q[0]; -cx q[2],q[0]; -u2(0,-2.0023389049491893) q[0]; -cx q[1],q[2]; -cx q[2],q[1]; -u2(0,2.952031266380736) q[1]; -swap q[2],q[4]; -cx q[2],q[1]; -h q[1]; -cu1(pi/2) q[2],q[1]; -h q[2]; -u2(0,3*pi/4) q[4]; -u2(-pi/2,-pi/2) q[5]; -cry(0.9702813337800618) q[0],q[5]; -cz q[0],q[1]; -u2(5.076820509783505,5.29650934899458) q[0]; -cy q[3],q[1]; -u(5.235334184033243,2.1426712012556,3.265946359235374) q[3]; -cx q[5],q[2]; -rz(2.1332392738715247) q[2]; -cx q[5],q[2]; -u2(1.6516969124742982,-pi) q[2]; -cx q[4],q[2]; -ry(-2.4103587426616264) q[2]; -ry(2.4103587426616264) q[4]; -cx q[4],q[2]; -u1(1.0093350642122303) q[2]; -cu3(0.43137627135395684,5.131693955927891,5.540732708314469) q[2],q[0]; -cy q[0],q[3]; -sdg q[2]; -cry(0.40662204129964163) q[3],q[0]; -u3(3.3401519228349494,-1.4888797250120758,1.4888797250120758) q[0]; -u3(1.2926439519212476,-0.012304969156963885,-0.7348141993399975) q[3]; -u2(-pi,-pi) q[4]; -cx q[4],q[1]; -cx q[1],q[4]; -rz(2.917738905811407) q[1]; -sdg q[4]; -rxx(3.2899582493108444) q[2],q[4]; -s q[2]; -s q[4]; -cswap q[2],q[1],q[4]; -u3(0.12487864535773079,0.8822725062196755,-0.8822725062196755) q[1]; -cx q[0],q[1]; -s q[0]; -t q[1]; -u3(1.5699311213649152,2.6845301397458154,-1.3162425160573001) q[4]; -u3(2.301477786351963,-pi,3*pi/4) q[5]; -crx(4.973898923189498) q[2],q[5]; -cu1(pi/2) q[2],q[4]; -u2(1.4683194020151475,3.4154613287486493) q[2]; -u2(0,-pi/2) q[4]; -cx q[4],q[0]; -cx q[0],q[4]; -h q[0]; -u3(2.2426295156381317,-pi/2,pi/2) q[5]; -cu1(pi/2) q[3],q[5]; -barrier q[0],q[1],q[2],q[3],q[4],q[5]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; -measure q[4] -> meas[4]; -measure q[5] -> meas[5]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/random_indep_qiskit_7.qasm b/test/BenchmarkQuasm/qasm/random_indep_qiskit_7.qasm deleted file mode 100644 index ace7438b..00000000 --- a/test/BenchmarkQuasm/qasm/random_indep_qiskit_7.qasm +++ /dev/null @@ -1,126 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-18 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[7]; -creg meas[7]; -tdg q[0]; -u1(2.4248043857342108) q[1]; -u2(pi/4,-pi) q[2]; -u2(0,0) q[3]; -cx q[3],q[1]; -ry(-1.6110232157240438) q[1]; -ry(-1.6110232157240438) q[3]; -cx q[3],q[1]; -u2(pi/4,0.7167882678555819) q[1]; -cx q[0],q[1]; -tdg q[1]; -u2(-pi,-pi) q[3]; -u3(1.7745821253041683,-2.4764232673109774,-1.0237424952494734) q[4]; -cx q[6],q[2]; -tdg q[2]; -cx q[5],q[2]; -t q[2]; -h q[5]; -cx q[3],q[5]; -h q[5]; -cu1(pi/2) q[3],q[5]; -u2(0,0) q[3]; -u1(pi/2) q[5]; -cx q[6],q[2]; -u2(0,3*pi/4) q[2]; -cx q[2],q[1]; -t q[1]; -cx q[0],q[1]; -u1(3.2536483225524107) q[0]; -crx(5.2625683110417505) q[0],q[5]; -u2(1.7603577140039537,3*pi/4) q[1]; -p(2.026167409578137) q[2]; -cx q[3],q[1]; -ry(-0.9623259560190263) q[1]; -ry(0.9623259560190263) q[3]; -cx q[3],q[1]; -u1(-1.7603577140039537) q[1]; -u2(3*pi/4,-pi) q[3]; -cu3(1.5640163777242566,2.405358320221107,4.07828399178064) q[4],q[1]; -p(4.999421715326975) q[4]; -cu3(6.202284721500185,5.076820509783505,5.29650934899458) q[4],q[3]; -u2(-pi,pi/2) q[3]; -u1(2.313248925660014) q[4]; -cx q[5],q[1]; -cx q[1],q[5]; -u3(pi,-pi/4,-pi/2) q[5]; -u2(-pi/2,-pi/2) q[6]; -crz(4.875952527358193) q[6],q[2]; -cx q[0],q[2]; -cx q[2],q[0]; -u3(1.8272198079864164,-1.2096331269843725,1.450852124720937) q[0]; -ch q[1],q[2]; -tdg q[1]; -z q[2]; -u3(1.6408049939899045,0.7175293395407145,0.028344810415217747) q[6]; -cx q[6],q[4]; -ry(-2.5658469779639455) q[4]; -ry(2.5658469779639455) q[6]; -cx q[6],q[4]; -u2(-1.986547039963356,0.9767093236508302) q[4]; -cu1(pi/2) q[2],q[4]; -u2(-pi/2,pi/2) q[4]; -u2(pi/2,-pi) q[6]; -rxx(2.917738905811407) q[6],q[3]; -u3(2.301477786351963,1.8253501375324923,-pi/2) q[3]; -s q[6]; -cswap q[6],q[1],q[5]; -s q[1]; -cx q[1],q[4]; -x q[1]; -cy q[4],q[1]; -u2(1.4683194020151475,3.4154613287486493) q[1]; -x q[4]; -s q[5]; -sx q[6]; -cx q[5],q[6]; -cx q[2],q[5]; -x q[2]; -ch q[5],q[1]; -u1(0.4199696152223926) q[1]; -h q[5]; -cx q[2],q[5]; -rz(6.02771839731381) q[5]; -cx q[2],q[5]; -u2(pi/2,-pi) q[5]; -ccx q[6],q[3],q[0]; -cx q[0],q[3]; -cx q[3],q[0]; -rxx(0.6965106857196179) q[0],q[3]; -u3(1.3401185570825833,pi/2,-pi) q[0]; -u2(0,0) q[3]; -cx q[3],q[1]; -ry(-1.366386517363651) q[1]; -ry(1.366386517363651) q[3]; -cx q[3],q[1]; -u3(2.9766777365729253,-pi/2,1.1508267115725044) q[1]; -u2(pi/2,-pi) q[3]; -rxx(0.16462968369296951) q[3],q[0]; -s q[0]; -s q[3]; -x q[6]; -cu3(2.510079506040741,2.342819928892192,2.695349594570543) q[6],q[4]; -h q[4]; -cu1(pi/2) q[6],q[4]; -u2(-pi/2,pi/2) q[4]; -cx q[4],q[5]; -cx q[5],q[4]; -h q[5]; -cry(0.5915207724126751) q[6],q[2]; -barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; -measure q[4] -> meas[4]; -measure q[5] -> meas[5]; -measure q[6] -> meas[6]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/realamprandom_indep_qiskit_2.qasm b/test/BenchmarkQuasm/qasm/realamprandom_indep_qiskit_2.qasm deleted file mode 100644 index 3f1de95f..00000000 --- a/test/BenchmarkQuasm/qasm/realamprandom_indep_qiskit_2.qasm +++ /dev/null @@ -1,23 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-18 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[2]; -creg meas[2]; -ry(4.846350532897925) q[0]; -ry(0.13038834331032634) q[1]; -cx q[0],q[1]; -ry(3.9813292796090525) q[0]; -ry(4.704873552725635) q[1]; -cx q[0],q[1]; -ry(3.1322119352256292) q[0]; -ry(1.4124389803026796) q[1]; -cx q[0],q[1]; -ry(1.2444656817555668) q[0]; -ry(4.778555396547324) q[1]; -barrier q[0],q[1]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/realamprandom_indep_qiskit_3.qasm b/test/BenchmarkQuasm/qasm/realamprandom_indep_qiskit_3.qasm deleted file mode 100644 index 07f51dfb..00000000 --- a/test/BenchmarkQuasm/qasm/realamprandom_indep_qiskit_3.qasm +++ /dev/null @@ -1,34 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-18 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[3]; -creg meas[3]; -ry(4.846350532897925) q[0]; -ry(0.13038834331032634) q[1]; -cx q[0],q[1]; -ry(3.9813292796090525) q[2]; -cx q[0],q[2]; -ry(4.704873552725635) q[0]; -cx q[1],q[2]; -ry(3.1322119352256292) q[1]; -cx q[0],q[1]; -ry(1.4124389803026796) q[2]; -cx q[0],q[2]; -ry(1.2444656817555668) q[0]; -cx q[1],q[2]; -ry(4.778555396547324) q[1]; -cx q[0],q[1]; -ry(1.0625547235745711) q[2]; -cx q[0],q[2]; -ry(0.5550554224571163) q[0]; -cx q[1],q[2]; -ry(4.306242740899814) q[1]; -ry(5.990347064774806) q[2]; -barrier q[0],q[1],q[2]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/realamprandom_indep_qiskit_4.qasm b/test/BenchmarkQuasm/qasm/realamprandom_indep_qiskit_4.qasm deleted file mode 100644 index c65d07be..00000000 --- a/test/BenchmarkQuasm/qasm/realamprandom_indep_qiskit_4.qasm +++ /dev/null @@ -1,48 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-18 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[4]; -creg meas[4]; -ry(4.846350532897925) q[0]; -ry(0.13038834331032634) q[1]; -cx q[0],q[1]; -ry(3.9813292796090525) q[2]; -cx q[0],q[2]; -cx q[1],q[2]; -ry(4.704873552725635) q[3]; -cx q[0],q[3]; -ry(3.1322119352256292) q[0]; -cx q[1],q[3]; -ry(1.4124389803026796) q[1]; -cx q[0],q[1]; -cx q[2],q[3]; -ry(1.2444656817555668) q[2]; -cx q[0],q[2]; -cx q[1],q[2]; -ry(4.778555396547324) q[3]; -cx q[0],q[3]; -ry(1.0625547235745711) q[0]; -cx q[1],q[3]; -ry(0.5550554224571163) q[1]; -cx q[0],q[1]; -cx q[2],q[3]; -ry(4.306242740899814) q[2]; -cx q[0],q[2]; -cx q[1],q[2]; -ry(5.990347064774806) q[3]; -cx q[0],q[3]; -ry(0.02480768898038398) q[0]; -cx q[1],q[3]; -ry(3.2181989037565684) q[1]; -cx q[2],q[3]; -ry(5.105848086558706) q[2]; -ry(3.848614783366913) q[3]; -barrier q[0],q[1],q[2],q[3]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/realamprandom_indep_qiskit_5.qasm b/test/BenchmarkQuasm/qasm/realamprandom_indep_qiskit_5.qasm deleted file mode 100644 index f0330e1a..00000000 --- a/test/BenchmarkQuasm/qasm/realamprandom_indep_qiskit_5.qasm +++ /dev/null @@ -1,65 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-18 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[5]; -creg meas[5]; -ry(4.846350532897925) q[0]; -ry(0.13038834331032634) q[1]; -cx q[0],q[1]; -ry(3.9813292796090525) q[2]; -cx q[0],q[2]; -cx q[1],q[2]; -ry(4.704873552725635) q[3]; -cx q[0],q[3]; -cx q[1],q[3]; -cx q[2],q[3]; -ry(3.1322119352256292) q[4]; -cx q[0],q[4]; -ry(1.4124389803026796) q[0]; -cx q[1],q[4]; -ry(1.2444656817555668) q[1]; -cx q[0],q[1]; -cx q[2],q[4]; -ry(4.778555396547324) q[2]; -cx q[0],q[2]; -cx q[1],q[2]; -cx q[3],q[4]; -ry(1.0625547235745711) q[3]; -cx q[0],q[3]; -cx q[1],q[3]; -cx q[2],q[3]; -ry(0.5550554224571163) q[4]; -cx q[0],q[4]; -ry(4.306242740899814) q[0]; -cx q[1],q[4]; -ry(5.990347064774806) q[1]; -cx q[0],q[1]; -cx q[2],q[4]; -ry(0.02480768898038398) q[2]; -cx q[0],q[2]; -cx q[1],q[2]; -cx q[3],q[4]; -ry(3.2181989037565684) q[3]; -cx q[0],q[3]; -cx q[1],q[3]; -cx q[2],q[3]; -ry(5.105848086558706) q[4]; -cx q[0],q[4]; -ry(3.848614783366913) q[0]; -cx q[1],q[4]; -ry(4.534922405866221) q[1]; -cx q[2],q[4]; -ry(1.8339114230470697) q[2]; -cx q[3],q[4]; -ry(5.766544881882964) q[3]; -ry(4.489812063110712) q[4]; -barrier q[0],q[1],q[2],q[3],q[4]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; -measure q[4] -> meas[4]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/realamprandom_indep_qiskit_6.qasm b/test/BenchmarkQuasm/qasm/realamprandom_indep_qiskit_6.qasm deleted file mode 100644 index a27fcf79..00000000 --- a/test/BenchmarkQuasm/qasm/realamprandom_indep_qiskit_6.qasm +++ /dev/null @@ -1,85 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-18 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[6]; -creg meas[6]; -ry(4.846350532897925) q[0]; -ry(0.13038834331032634) q[1]; -cx q[0],q[1]; -ry(3.9813292796090525) q[2]; -cx q[0],q[2]; -cx q[1],q[2]; -ry(4.704873552725635) q[3]; -cx q[0],q[3]; -cx q[1],q[3]; -cx q[2],q[3]; -ry(3.1322119352256292) q[4]; -cx q[0],q[4]; -cx q[1],q[4]; -cx q[2],q[4]; -cx q[3],q[4]; -ry(1.4124389803026796) q[5]; -cx q[0],q[5]; -ry(1.2444656817555668) q[0]; -cx q[1],q[5]; -ry(4.778555396547324) q[1]; -cx q[0],q[1]; -cx q[2],q[5]; -ry(1.0625547235745711) q[2]; -cx q[0],q[2]; -cx q[1],q[2]; -cx q[3],q[5]; -ry(0.5550554224571163) q[3]; -cx q[0],q[3]; -cx q[1],q[3]; -cx q[2],q[3]; -cx q[4],q[5]; -ry(4.306242740899814) q[4]; -cx q[0],q[4]; -cx q[1],q[4]; -cx q[2],q[4]; -cx q[3],q[4]; -ry(5.990347064774806) q[5]; -cx q[0],q[5]; -ry(0.02480768898038398) q[0]; -cx q[1],q[5]; -ry(3.2181989037565684) q[1]; -cx q[0],q[1]; -cx q[2],q[5]; -ry(5.105848086558706) q[2]; -cx q[0],q[2]; -cx q[1],q[2]; -cx q[3],q[5]; -ry(3.848614783366913) q[3]; -cx q[0],q[3]; -cx q[1],q[3]; -cx q[2],q[3]; -cx q[4],q[5]; -ry(4.534922405866221) q[4]; -cx q[0],q[4]; -cx q[1],q[4]; -cx q[2],q[4]; -cx q[3],q[4]; -ry(1.8339114230470697) q[5]; -cx q[0],q[5]; -ry(5.766544881882964) q[0]; -cx q[1],q[5]; -ry(4.489812063110712) q[1]; -cx q[2],q[5]; -ry(3.408906801581391) q[2]; -cx q[3],q[5]; -ry(0.8932807542109366) q[3]; -cx q[4],q[5]; -ry(2.345769178126651) q[4]; -ry(4.2357064252607195) q[5]; -barrier q[0],q[1],q[2],q[3],q[4],q[5]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; -measure q[4] -> meas[4]; -measure q[5] -> meas[5]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/realamprandom_indep_qiskit_7.qasm b/test/BenchmarkQuasm/qasm/realamprandom_indep_qiskit_7.qasm deleted file mode 100644 index a059b6d6..00000000 --- a/test/BenchmarkQuasm/qasm/realamprandom_indep_qiskit_7.qasm +++ /dev/null @@ -1,108 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-18 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[7]; -creg meas[7]; -ry(4.846350532897925) q[0]; -ry(0.13038834331032634) q[1]; -cx q[0],q[1]; -ry(3.9813292796090525) q[2]; -cx q[0],q[2]; -cx q[1],q[2]; -ry(4.704873552725635) q[3]; -cx q[0],q[3]; -cx q[1],q[3]; -cx q[2],q[3]; -ry(3.1322119352256292) q[4]; -cx q[0],q[4]; -cx q[1],q[4]; -cx q[2],q[4]; -cx q[3],q[4]; -ry(1.4124389803026796) q[5]; -cx q[0],q[5]; -cx q[1],q[5]; -cx q[2],q[5]; -cx q[3],q[5]; -cx q[4],q[5]; -ry(1.2444656817555668) q[6]; -cx q[0],q[6]; -ry(4.778555396547324) q[0]; -cx q[1],q[6]; -ry(1.0625547235745711) q[1]; -cx q[0],q[1]; -cx q[2],q[6]; -ry(0.5550554224571163) q[2]; -cx q[0],q[2]; -cx q[1],q[2]; -cx q[3],q[6]; -ry(4.306242740899814) q[3]; -cx q[0],q[3]; -cx q[1],q[3]; -cx q[2],q[3]; -cx q[4],q[6]; -ry(5.990347064774806) q[4]; -cx q[0],q[4]; -cx q[1],q[4]; -cx q[2],q[4]; -cx q[3],q[4]; -cx q[5],q[6]; -ry(0.02480768898038398) q[5]; -cx q[0],q[5]; -cx q[1],q[5]; -cx q[2],q[5]; -cx q[3],q[5]; -cx q[4],q[5]; -ry(3.2181989037565684) q[6]; -cx q[0],q[6]; -ry(5.105848086558706) q[0]; -cx q[1],q[6]; -ry(3.848614783366913) q[1]; -cx q[0],q[1]; -cx q[2],q[6]; -ry(4.534922405866221) q[2]; -cx q[0],q[2]; -cx q[1],q[2]; -cx q[3],q[6]; -ry(1.8339114230470697) q[3]; -cx q[0],q[3]; -cx q[1],q[3]; -cx q[2],q[3]; -cx q[4],q[6]; -ry(5.766544881882964) q[4]; -cx q[0],q[4]; -cx q[1],q[4]; -cx q[2],q[4]; -cx q[3],q[4]; -cx q[5],q[6]; -ry(4.489812063110712) q[5]; -cx q[0],q[5]; -cx q[1],q[5]; -cx q[2],q[5]; -cx q[3],q[5]; -cx q[4],q[5]; -ry(3.408906801581391) q[6]; -cx q[0],q[6]; -ry(0.8932807542109366) q[0]; -cx q[1],q[6]; -ry(2.345769178126651) q[1]; -cx q[2],q[6]; -ry(4.2357064252607195) q[2]; -cx q[3],q[6]; -ry(2.7761197097590844) q[3]; -cx q[4],q[6]; -ry(2.72699034602209) q[4]; -cx q[5],q[6]; -ry(3.8815444023791414) q[5]; -ry(3.2241426661697035) q[6]; -barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; -measure q[4] -> meas[4]; -measure q[5] -> meas[5]; -measure q[6] -> meas[6]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/su2random_indep_qiskit_2.qasm b/test/BenchmarkQuasm/qasm/su2random_indep_qiskit_2.qasm deleted file mode 100644 index 02b1da43..00000000 --- a/test/BenchmarkQuasm/qasm/su2random_indep_qiskit_2.qasm +++ /dev/null @@ -1,23 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-18 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[2]; -creg meas[2]; -u3(1.4368347742816616,0.8397366260192594,-pi) q[0]; -u3(0.13038834331032634,-1.578311754453951,0) q[1]; -cx q[0],q[1]; -u3(3.1322119352256292,1.2444656817555666,0) q[0]; -u3(1.4124389803026798,-1.5046299106322625,0) q[1]; -cx q[0],q[1]; -u3(1.062554723574571,-1.9769425662797726,0) q[0]; -u3(0.5550554224571163,-0.2928382424047804,0) q[1]; -cx q[0],q[1]; -u3(0.02480768898038398,-1.1773372206208812,0) q[0]; -u3(3.0649864034230183,0.70702212977712,-pi) q[1]; -barrier q[0],q[1]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/su2random_indep_qiskit_3.qasm b/test/BenchmarkQuasm/qasm/su2random_indep_qiskit_3.qasm deleted file mode 100644 index 9c6c859b..00000000 --- a/test/BenchmarkQuasm/qasm/su2random_indep_qiskit_3.qasm +++ /dev/null @@ -1,34 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-18 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[3]; -creg meas[3]; -u3(1.4368347742816616,1.563280899135842,-pi) q[0]; -u3(0.13038834331032637,3.1322119352256292,0) q[1]; -cx q[0],q[1]; -u3(2.301856027570534,-1.7291536732871133,-pi) q[2]; -cx q[0],q[2]; -u3(1.2444656817555668,0.5550554224571163,0) q[0]; -cx q[1],q[2]; -u3(1.5046299106322627,1.1646500873100205,-pi) q[1]; -cx q[0],q[1]; -u3(1.062554723574571,-0.2928382424047804,0) q[2]; -cx q[0],q[2]; -u3(0.02480768898038398,-2.434570523812673,0) q[0]; -cx q[1],q[2]; -u3(3.0649864034230183,1.3933297522764283,-pi) q[1]; -cx q[0],q[1]; -u3(1.1773372206208805,-1.3076812305427237,-pi) q[2]; -cx q[0],q[2]; -u3(0.5166404252966228,-2.248311899378857,-pi) q[0]; -cx q[1],q[2]; -u3(1.793373244068875,-0.7958234754631421,-pi) q[1]; -u3(2.8742785055981956,1.0941137716709264,-pi) q[2]; -barrier q[0],q[1],q[2]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/su2random_indep_qiskit_4.qasm b/test/BenchmarkQuasm/qasm/su2random_indep_qiskit_4.qasm deleted file mode 100644 index b3af0764..00000000 --- a/test/BenchmarkQuasm/qasm/su2random_indep_qiskit_4.qasm +++ /dev/null @@ -1,48 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-18 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[4]; -creg meas[4]; -u3(1.4368347742816616,-0.009380718364163876,-pi) q[0]; -u3(0.13038834331032634,1.4124389803026798,0) q[1]; -cx q[0],q[1]; -u3(2.3018560275705338,-1.8971269718342265,-pi) q[2]; -cx q[0],q[2]; -cx q[1],q[2]; -u3(1.578311754453951,1.6369627429575306,-pi) q[3]; -cx q[0],q[3]; -u3(1.062554723574571,0.02480768898038388,0) q[0]; -cx q[1],q[3]; -u3(0.5550554224571163,-3.064986403423018,0) q[1]; -cx q[0],q[1]; -cx q[2],q[3]; -u3(1.9769425662797726,1.9642554329689128,-pi) q[2]; -cx q[0],q[2]; -cx q[1],q[2]; -u3(0.2928382424047806,0.70702212977712,-pi) q[3]; -cx q[0],q[3]; -u3(1.748262901313365,0.2673141479915975,-pi) q[0]; -cx q[1],q[3]; -u3(1.8339114230470694,0.8932807542109362,0) q[1]; -cx q[0],q[1]; -cx q[2],q[3]; -u3(0.5166404252966228,-0.7958234754631421,-pi) q[2]; -cx q[0],q[2]; -cx q[1],q[2]; -u3(1.7933732440688746,1.0941137716709264,-pi) q[3]; -cx q[0],q[3]; -u3(2.7761197097590844,-2.196619289836783,0) q[0]; -cx q[1],q[3]; -u3(2.72699034602209,-2.5067461861055573,0) q[1]; -cx q[2],q[3]; -u3(2.4016409048004452,1.917773905749895,-pi) q[2]; -u3(3.059042641009883,0.13601306986195905,-pi) q[3]; -barrier q[0],q[1],q[2],q[3]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/su2random_indep_qiskit_5.qasm b/test/BenchmarkQuasm/qasm/su2random_indep_qiskit_5.qasm deleted file mode 100644 index 0b1f6066..00000000 --- a/test/BenchmarkQuasm/qasm/su2random_indep_qiskit_5.qasm +++ /dev/null @@ -1,65 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-18 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[5]; -creg meas[5]; -u3(1.4368347742816616,-1.7291536732871133,-pi) q[0]; -u3(0.13038834331032634,1.2444656817555666,0) q[1]; -cx q[0],q[1]; -u3(2.3018560275705338,1.6369627429575306,-pi) q[2]; -cx q[0],q[2]; -cx q[1],q[2]; -u3(1.5783117544539513,-2.0790379300152226,-pi) q[3]; -cx q[0],q[3]; -cx q[1],q[3]; -cx q[2],q[3]; -u3(3.1322119352256292,0.5550554224571163,0) q[4]; -cx q[0],q[4]; -u3(1.9769425662797728,0.70702212977712,-pi) q[0]; -cx q[1],q[4]; -u3(0.2928382424047807,1.3933297522764283,-pi) q[1]; -cx q[0],q[1]; -cx q[2],q[4]; -u3(0.02480768898038398,1.8339114230470699,0) q[2]; -cx q[0],q[2]; -cx q[1],q[2]; -cx q[3],q[4]; -u3(3.0649864034230183,2.6249522282931705,-pi) q[3]; -cx q[0],q[3]; -cx q[1],q[3]; -cx q[2],q[3]; -u3(1.1773372206208805,1.3482194095209188,-pi) q[4]; -cx q[0],q[4]; -u3(2.8742785055981956,-0.4146023075677032,-pi) q[0]; -cx q[1],q[4]; -u3(0.8932807542109367,-2.401640904800445,0) q[1]; -cx q[0],q[1]; -cx q[2],q[4]; -u3(2.345769178126651,-3.059042641009883,0) q[2]; -cx q[0],q[2]; -cx q[1],q[2]; -cx q[3],q[4]; -u3(2.0474788819188667,0.94497336375301,-pi) q[3]; -cx q[0],q[3]; -cx q[1],q[3]; -cx q[2],q[3]; -u3(2.7761197097590844,-2.5067461861055573,0) q[4]; -cx q[0],q[4]; -u3(1.2238187478398985,-1.2522384758651306,-pi) q[0]; -cx q[1],q[4]; -u3(3.005579583727834,-2.4254077858804965,-pi) q[1]; -cx q[2],q[4]; -u3(0.5739760098973872,2.0651656802006935,-pi) q[2]; -cx q[3],q[4]; -u3(2.005819503854302,0.29465826494733527,0) q[3]; -u3(0.5683728542359916,-2.348107098834042,0) q[4]; -barrier q[0],q[1],q[2],q[3],q[4]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; -measure q[4] -> meas[4]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/su2random_indep_qiskit_6.qasm b/test/BenchmarkQuasm/qasm/su2random_indep_qiskit_6.qasm deleted file mode 100644 index 0ad2fe0b..00000000 --- a/test/BenchmarkQuasm/qasm/su2random_indep_qiskit_6.qasm +++ /dev/null @@ -1,85 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-18 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[6]; -creg meas[6]; -u3(1.4368347742816616,-1.8971269718342265,-pi) q[0]; -u3(0.13038834331032634,-1.5046299106322625,0) q[1]; -cx q[0],q[1]; -u3(2.3018560275705338,-2.0790379300152226,-pi) q[2]; -cx q[0],q[2]; -cx q[1],q[2]; -u3(1.5783117544539513,-2.5865372311326773,-pi) q[3]; -cx q[0],q[3]; -cx q[1],q[3]; -cx q[2],q[3]; -u3(3.1322119352256292,-1.9769425662797726,0) q[4]; -cx q[0],q[4]; -cx q[1],q[4]; -cx q[2],q[4]; -cx q[3],q[4]; -u3(1.4124389803026796,-0.2928382424047804,0) q[5]; -cx q[0],q[5]; -u3(0.02480768898038398,-0.5166404252966217,0) q[0]; -cx q[1],q[5]; -u3(3.0649864034230183,1.3482194095209188,-pi) q[1]; -cx q[0],q[1]; -cx q[2],q[5]; -u3(1.1773372206208805,0.2673141479915975,-pi) q[2]; -cx q[0],q[2]; -cx q[1],q[2]; -cx q[3],q[5]; -u3(2.434570523812673,-2.248311899378857,-pi) q[3]; -cx q[0],q[3]; -cx q[1],q[3]; -cx q[2],q[3]; -cx q[4],q[5]; -u3(1.748262901313365,-0.7958234754631421,-pi) q[4]; -cx q[0],q[4]; -cx q[1],q[4]; -cx q[2],q[4]; -cx q[3],q[4]; -u3(1.8339114230470694,-2.0474788819188667,0) q[5]; -cx q[0],q[5]; -u3(2.7761197097590844,-1.223818747839898,0) q[0]; -cx q[1],q[5]; -u3(2.72699034602209,-3.005579583727833,0) q[1]; -cx q[0],q[1]; -cx q[2],q[5]; -u3(2.4016409048004452,2.567616643692406,-pi) q[2]; -cx q[0],q[2]; -cx q[1],q[2]; -cx q[3],q[5]; -u3(3.059042641009883,-1.135773149735491,-pi) q[3]; -cx q[0],q[3]; -cx q[1],q[3]; -cx q[2],q[3]; -cx q[4],q[5]; -u3(2.1966192898367836,-2.5732197993538017,-pi) q[4]; -cx q[0],q[4]; -cx q[1],q[4]; -cx q[2],q[4]; -cx q[3],q[4]; -u3(2.5067461861055573,-1.252238475865131,-pi) q[5]; -cx q[0],q[5]; -u3(0.7161848677092969,1.2500242582094412,0) q[0]; -cx q[1],q[5]; -u3(1.0764269733890999,2.2421565772650203,-pi) q[1]; -cx q[2],q[5]; -u3(0.29465826494733527,2.2094986973106154,0) q[2]; -cx q[3],q[5]; -u3(2.348107098834042,1.5999986339275987,-pi) q[3]; -cx q[4],q[5]; -u3(2.8426000178928454,-1.2820104054356045,-pi) q[4]; -u3(1.1354532936221056,2.4123440472691007,-pi) q[5]; -barrier q[0],q[1],q[2],q[3],q[4],q[5]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; -measure q[4] -> meas[4]; -measure q[5] -> meas[5]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/su2random_indep_qiskit_7.qasm b/test/BenchmarkQuasm/qasm/su2random_indep_qiskit_7.qasm deleted file mode 100644 index bb1119c3..00000000 --- a/test/BenchmarkQuasm/qasm/su2random_indep_qiskit_7.qasm +++ /dev/null @@ -1,108 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-18 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[7]; -creg meas[7]; -u3(1.4368347742816616,1.6369627429575306,-pi) q[0]; -u3(0.13038834331032634,1.0625547235745714,0) q[1]; -cx q[0],q[1]; -u3(2.301856027570534,-2.5865372311326773,-pi) q[2]; -cx q[0],q[2]; -cx q[1],q[2]; -u3(1.5783117544539513,1.1646500873100205,-pi) q[3]; -cx q[0],q[3]; -cx q[1],q[3]; -cx q[2],q[3]; -u3(3.1322119352256292,-0.2928382424047804,0) q[4]; -cx q[0],q[4]; -cx q[1],q[4]; -cx q[2],q[4]; -cx q[3],q[4]; -u3(1.4124389803026798,0.02480768898038388,0) q[5]; -cx q[0],q[5]; -cx q[1],q[5]; -cx q[2],q[5]; -cx q[3],q[5]; -cx q[4],q[5]; -u3(1.2444656817555668,-3.064986403423018,0) q[6]; -cx q[0],q[6]; -u3(1.1773372206208805,-2.248311899378857,-pi) q[0]; -cx q[1],q[6]; -u3(2.434570523812673,-0.7958234754631421,-pi) q[1]; -cx q[0],q[1]; -cx q[2],q[6]; -u3(1.748262901313365,1.0941137716709264,-pi) q[2]; -cx q[0],q[2]; -cx q[1],q[2]; -cx q[3],q[6]; -u3(1.8339114230470694,2.776119709759085,0) q[3]; -cx q[0],q[3]; -cx q[1],q[3]; -cx q[2],q[3]; -cx q[4],q[6]; -u3(0.5166404252966228,-0.4146023075677032,-pi) q[4]; -cx q[0],q[4]; -cx q[1],q[4]; -cx q[2],q[4]; -cx q[3],q[4]; -cx q[5],q[6]; -u3(1.7933732440688746,0.7399517487893483,-pi) q[5]; -cx q[0],q[5]; -cx q[1],q[5]; -cx q[2],q[5]; -cx q[3],q[5]; -cx q[4],q[5]; -u3(2.8742785055981956,0.0825500125799099,-pi) q[6]; -cx q[0],q[6]; -u3(2.1966192898367836,-1.252238475865131,-pi) q[0]; -cx q[1],q[6]; -u3(2.5067461861055573,-2.4254077858804965,-pi) q[1]; -cx q[0],q[1]; -cx q[2],q[6]; -u3(1.2238187478398983,2.0651656802006935,-pi) q[2]; -cx q[0],q[2]; -cx q[1],q[2]; -cx q[3],q[6]; -u3(3.005579583727834,-2.846934388642458,-pi) q[3]; -cx q[0],q[3]; -cx q[1],q[3]; -cx q[2],q[3]; -cx q[4],q[6]; -u3(0.5739760098973872,0.7934855547557511,-pi) q[4]; -cx q[0],q[4]; -cx q[1],q[4]; -cx q[2],q[4]; -cx q[3],q[4]; -cx q[5],q[6]; -u3(2.0058195038543025,-2.8426000178928454,0) q[5]; -cx q[0],q[5]; -cx q[1],q[5]; -cx q[2],q[5]; -cx q[3],q[5]; -cx q[4],q[5]; -u3(0.5683728542359917,-1.1354532936221062,0) q[6]; -cx q[0],q[6]; -u3(1.250024258209441,1.0368254640000032,0) q[0]; -cx q[1],q[6]; -u3(0.8994360763247731,-0.6752586753862846,-pi) q[1]; -cx q[2],q[6]; -u3(2.2094986973106154,0.5872288522304125,0) q[2]; -cx q[3],q[6]; -u3(1.5415940196621947,2.0175663513732243,-pi) q[3]; -cx q[4],q[6]; -u3(1.8595822481541888,0.9497161489686778,0) q[4]; -cx q[5],q[6]; -u3(0.7292486063206927,-0.7281303932915781,-pi) q[5]; -u3(2.045249940143549,-0.3502202738938198,0) q[6]; -barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; -measure q[4] -> meas[4]; -measure q[5] -> meas[5]; -measure q[6] -> meas[6]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/twolocalrandom_indep_qiskit_2.qasm b/test/BenchmarkQuasm/qasm/twolocalrandom_indep_qiskit_2.qasm deleted file mode 100644 index d4b4d4ac..00000000 --- a/test/BenchmarkQuasm/qasm/twolocalrandom_indep_qiskit_2.qasm +++ /dev/null @@ -1,23 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-19 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[2]; -creg meas[2]; -ry(4.846350532897925) q[0]; -ry(0.13038834331032634) q[1]; -cx q[0],q[1]; -ry(3.9813292796090525) q[0]; -ry(4.704873552725635) q[1]; -cx q[0],q[1]; -ry(3.1322119352256292) q[0]; -ry(1.4124389803026796) q[1]; -cx q[0],q[1]; -ry(1.2444656817555668) q[0]; -ry(4.778555396547324) q[1]; -barrier q[0],q[1]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/twolocalrandom_indep_qiskit_3.qasm b/test/BenchmarkQuasm/qasm/twolocalrandom_indep_qiskit_3.qasm deleted file mode 100644 index 59beb0ed..00000000 --- a/test/BenchmarkQuasm/qasm/twolocalrandom_indep_qiskit_3.qasm +++ /dev/null @@ -1,34 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-19 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[3]; -creg meas[3]; -ry(4.846350532897925) q[0]; -ry(0.13038834331032634) q[1]; -cx q[0],q[1]; -ry(3.9813292796090525) q[2]; -cx q[0],q[2]; -ry(4.704873552725635) q[0]; -cx q[1],q[2]; -ry(3.1322119352256292) q[1]; -cx q[0],q[1]; -ry(1.4124389803026796) q[2]; -cx q[0],q[2]; -ry(1.2444656817555668) q[0]; -cx q[1],q[2]; -ry(4.778555396547324) q[1]; -cx q[0],q[1]; -ry(1.0625547235745711) q[2]; -cx q[0],q[2]; -ry(0.5550554224571163) q[0]; -cx q[1],q[2]; -ry(4.306242740899814) q[1]; -ry(5.990347064774806) q[2]; -barrier q[0],q[1],q[2]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/twolocalrandom_indep_qiskit_4.qasm b/test/BenchmarkQuasm/qasm/twolocalrandom_indep_qiskit_4.qasm deleted file mode 100644 index 65d764f1..00000000 --- a/test/BenchmarkQuasm/qasm/twolocalrandom_indep_qiskit_4.qasm +++ /dev/null @@ -1,48 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-19 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[4]; -creg meas[4]; -ry(4.846350532897925) q[0]; -ry(0.13038834331032634) q[1]; -cx q[0],q[1]; -ry(3.9813292796090525) q[2]; -cx q[0],q[2]; -cx q[1],q[2]; -ry(4.704873552725635) q[3]; -cx q[0],q[3]; -ry(3.1322119352256292) q[0]; -cx q[1],q[3]; -ry(1.4124389803026796) q[1]; -cx q[0],q[1]; -cx q[2],q[3]; -ry(1.2444656817555668) q[2]; -cx q[0],q[2]; -cx q[1],q[2]; -ry(4.778555396547324) q[3]; -cx q[0],q[3]; -ry(1.0625547235745711) q[0]; -cx q[1],q[3]; -ry(0.5550554224571163) q[1]; -cx q[0],q[1]; -cx q[2],q[3]; -ry(4.306242740899814) q[2]; -cx q[0],q[2]; -cx q[1],q[2]; -ry(5.990347064774806) q[3]; -cx q[0],q[3]; -ry(0.02480768898038398) q[0]; -cx q[1],q[3]; -ry(3.2181989037565684) q[1]; -cx q[2],q[3]; -ry(5.105848086558706) q[2]; -ry(3.848614783366913) q[3]; -barrier q[0],q[1],q[2],q[3]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/twolocalrandom_indep_qiskit_5.qasm b/test/BenchmarkQuasm/qasm/twolocalrandom_indep_qiskit_5.qasm deleted file mode 100644 index 1f31fb97..00000000 --- a/test/BenchmarkQuasm/qasm/twolocalrandom_indep_qiskit_5.qasm +++ /dev/null @@ -1,65 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-19 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[5]; -creg meas[5]; -ry(4.846350532897925) q[0]; -ry(0.13038834331032634) q[1]; -cx q[0],q[1]; -ry(3.9813292796090525) q[2]; -cx q[0],q[2]; -cx q[1],q[2]; -ry(4.704873552725635) q[3]; -cx q[0],q[3]; -cx q[1],q[3]; -cx q[2],q[3]; -ry(3.1322119352256292) q[4]; -cx q[0],q[4]; -ry(1.4124389803026796) q[0]; -cx q[1],q[4]; -ry(1.2444656817555668) q[1]; -cx q[0],q[1]; -cx q[2],q[4]; -ry(4.778555396547324) q[2]; -cx q[0],q[2]; -cx q[1],q[2]; -cx q[3],q[4]; -ry(1.0625547235745711) q[3]; -cx q[0],q[3]; -cx q[1],q[3]; -cx q[2],q[3]; -ry(0.5550554224571163) q[4]; -cx q[0],q[4]; -ry(4.306242740899814) q[0]; -cx q[1],q[4]; -ry(5.990347064774806) q[1]; -cx q[0],q[1]; -cx q[2],q[4]; -ry(0.02480768898038398) q[2]; -cx q[0],q[2]; -cx q[1],q[2]; -cx q[3],q[4]; -ry(3.2181989037565684) q[3]; -cx q[0],q[3]; -cx q[1],q[3]; -cx q[2],q[3]; -ry(5.105848086558706) q[4]; -cx q[0],q[4]; -ry(3.848614783366913) q[0]; -cx q[1],q[4]; -ry(4.534922405866221) q[1]; -cx q[2],q[4]; -ry(1.8339114230470697) q[2]; -cx q[3],q[4]; -ry(5.766544881882964) q[3]; -ry(4.489812063110712) q[4]; -barrier q[0],q[1],q[2],q[3],q[4]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; -measure q[4] -> meas[4]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/twolocalrandom_indep_qiskit_6.qasm b/test/BenchmarkQuasm/qasm/twolocalrandom_indep_qiskit_6.qasm deleted file mode 100644 index b0238057..00000000 --- a/test/BenchmarkQuasm/qasm/twolocalrandom_indep_qiskit_6.qasm +++ /dev/null @@ -1,85 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-19 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[6]; -creg meas[6]; -ry(4.846350532897925) q[0]; -ry(0.13038834331032634) q[1]; -cx q[0],q[1]; -ry(3.9813292796090525) q[2]; -cx q[0],q[2]; -cx q[1],q[2]; -ry(4.704873552725635) q[3]; -cx q[0],q[3]; -cx q[1],q[3]; -cx q[2],q[3]; -ry(3.1322119352256292) q[4]; -cx q[0],q[4]; -cx q[1],q[4]; -cx q[2],q[4]; -cx q[3],q[4]; -ry(1.4124389803026796) q[5]; -cx q[0],q[5]; -ry(1.2444656817555668) q[0]; -cx q[1],q[5]; -ry(4.778555396547324) q[1]; -cx q[0],q[1]; -cx q[2],q[5]; -ry(1.0625547235745711) q[2]; -cx q[0],q[2]; -cx q[1],q[2]; -cx q[3],q[5]; -ry(0.5550554224571163) q[3]; -cx q[0],q[3]; -cx q[1],q[3]; -cx q[2],q[3]; -cx q[4],q[5]; -ry(4.306242740899814) q[4]; -cx q[0],q[4]; -cx q[1],q[4]; -cx q[2],q[4]; -cx q[3],q[4]; -ry(5.990347064774806) q[5]; -cx q[0],q[5]; -ry(0.02480768898038398) q[0]; -cx q[1],q[5]; -ry(3.2181989037565684) q[1]; -cx q[0],q[1]; -cx q[2],q[5]; -ry(5.105848086558706) q[2]; -cx q[0],q[2]; -cx q[1],q[2]; -cx q[3],q[5]; -ry(3.848614783366913) q[3]; -cx q[0],q[3]; -cx q[1],q[3]; -cx q[2],q[3]; -cx q[4],q[5]; -ry(4.534922405866221) q[4]; -cx q[0],q[4]; -cx q[1],q[4]; -cx q[2],q[4]; -cx q[3],q[4]; -ry(1.8339114230470697) q[5]; -cx q[0],q[5]; -ry(5.766544881882964) q[0]; -cx q[1],q[5]; -ry(4.489812063110712) q[1]; -cx q[2],q[5]; -ry(3.408906801581391) q[2]; -cx q[3],q[5]; -ry(0.8932807542109366) q[3]; -cx q[4],q[5]; -ry(2.345769178126651) q[4]; -ry(4.2357064252607195) q[5]; -barrier q[0],q[1],q[2],q[3],q[4],q[5]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; -measure q[4] -> meas[4]; -measure q[5] -> meas[5]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/twolocalrandom_indep_qiskit_7.qasm b/test/BenchmarkQuasm/qasm/twolocalrandom_indep_qiskit_7.qasm deleted file mode 100644 index bfdda91e..00000000 --- a/test/BenchmarkQuasm/qasm/twolocalrandom_indep_qiskit_7.qasm +++ /dev/null @@ -1,108 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-19 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[7]; -creg meas[7]; -ry(4.846350532897925) q[0]; -ry(0.13038834331032634) q[1]; -cx q[0],q[1]; -ry(3.9813292796090525) q[2]; -cx q[0],q[2]; -cx q[1],q[2]; -ry(4.704873552725635) q[3]; -cx q[0],q[3]; -cx q[1],q[3]; -cx q[2],q[3]; -ry(3.1322119352256292) q[4]; -cx q[0],q[4]; -cx q[1],q[4]; -cx q[2],q[4]; -cx q[3],q[4]; -ry(1.4124389803026796) q[5]; -cx q[0],q[5]; -cx q[1],q[5]; -cx q[2],q[5]; -cx q[3],q[5]; -cx q[4],q[5]; -ry(1.2444656817555668) q[6]; -cx q[0],q[6]; -ry(4.778555396547324) q[0]; -cx q[1],q[6]; -ry(1.0625547235745711) q[1]; -cx q[0],q[1]; -cx q[2],q[6]; -ry(0.5550554224571163) q[2]; -cx q[0],q[2]; -cx q[1],q[2]; -cx q[3],q[6]; -ry(4.306242740899814) q[3]; -cx q[0],q[3]; -cx q[1],q[3]; -cx q[2],q[3]; -cx q[4],q[6]; -ry(5.990347064774806) q[4]; -cx q[0],q[4]; -cx q[1],q[4]; -cx q[2],q[4]; -cx q[3],q[4]; -cx q[5],q[6]; -ry(0.02480768898038398) q[5]; -cx q[0],q[5]; -cx q[1],q[5]; -cx q[2],q[5]; -cx q[3],q[5]; -cx q[4],q[5]; -ry(3.2181989037565684) q[6]; -cx q[0],q[6]; -ry(5.105848086558706) q[0]; -cx q[1],q[6]; -ry(3.848614783366913) q[1]; -cx q[0],q[1]; -cx q[2],q[6]; -ry(4.534922405866221) q[2]; -cx q[0],q[2]; -cx q[1],q[2]; -cx q[3],q[6]; -ry(1.8339114230470697) q[3]; -cx q[0],q[3]; -cx q[1],q[3]; -cx q[2],q[3]; -cx q[4],q[6]; -ry(5.766544881882964) q[4]; -cx q[0],q[4]; -cx q[1],q[4]; -cx q[2],q[4]; -cx q[3],q[4]; -cx q[5],q[6]; -ry(4.489812063110712) q[5]; -cx q[0],q[5]; -cx q[1],q[5]; -cx q[2],q[5]; -cx q[3],q[5]; -cx q[4],q[5]; -ry(3.408906801581391) q[6]; -cx q[0],q[6]; -ry(0.8932807542109366) q[0]; -cx q[1],q[6]; -ry(2.345769178126651) q[1]; -cx q[2],q[6]; -ry(4.2357064252607195) q[2]; -cx q[3],q[6]; -ry(2.7761197097590844) q[3]; -cx q[4],q[6]; -ry(2.72699034602209) q[4]; -cx q[5],q[6]; -ry(3.8815444023791414) q[5]; -ry(3.2241426661697035) q[6]; -barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; -measure q[4] -> meas[4]; -measure q[5] -> meas[5]; -measure q[6] -> meas[6]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/vqe_indep_qiskit_10.qasm b/test/BenchmarkQuasm/qasm/vqe_indep_qiskit_10.qasm deleted file mode 100644 index 1f8d76c6..00000000 --- a/test/BenchmarkQuasm/qasm/vqe_indep_qiskit_10.qasm +++ /dev/null @@ -1,68 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-19 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[10]; -creg meas[10]; -ry(-3.141235478528481) q[0]; -ry(1.5706979045022578) q[1]; -ry(-2.362236077972896e-05) q[2]; -ry(-3.1399208277229347) q[3]; -ry(-0.0011147396600802526) q[4]; -ry(-1.1042563024883283) q[5]; -ry(2.9801510328183927) q[6]; -ry(3.0545670522151607) q[7]; -ry(-1.3668142934358305) q[8]; -ry(-2.9083999118928885) q[9]; -cx q[8],q[9]; -cx q[7],q[8]; -cx q[6],q[7]; -cx q[5],q[6]; -cx q[4],q[5]; -cx q[3],q[4]; -cx q[2],q[3]; -cx q[1],q[2]; -cx q[0],q[1]; -ry(1.599653982977371) q[0]; -ry(-0.003280589550612297) q[1]; -ry(0.0034061099135506466) q[2]; -ry(-1.1679350002528048) q[3]; -ry(pi) q[4]; -ry(-2.7302797356431983) q[5]; -ry(-2.6925756675472736) q[6]; -ry(-0.941592140077449) q[7]; -ry(-0.8734936311655543) q[8]; -ry(-2.300413555921887) q[9]; -cx q[8],q[9]; -cx q[7],q[8]; -cx q[6],q[7]; -cx q[5],q[6]; -cx q[4],q[5]; -cx q[3],q[4]; -cx q[2],q[3]; -cx q[1],q[2]; -cx q[0],q[1]; -ry(1.5993512590035681) q[0]; -ry(1.5708506148951475) q[1]; -ry(0.0006026837145775064) q[2]; -ry(-1.5710638349849695) q[3]; -ry(1.1673330914635904) q[4]; -ry(-1.9859733062653429) q[5]; -ry(2.8994628483268934) q[6]; -ry(-1.6023537028276675) q[7]; -ry(-1.493367754442654) q[8]; -ry(0.5041276741646578) q[9]; -barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6],q[7],q[8],q[9]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; -measure q[4] -> meas[4]; -measure q[5] -> meas[5]; -measure q[6] -> meas[6]; -measure q[7] -> meas[7]; -measure q[8] -> meas[8]; -measure q[9] -> meas[9]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/vqe_indep_qiskit_3.qasm b/test/BenchmarkQuasm/qasm/vqe_indep_qiskit_3.qasm deleted file mode 100644 index 38d60a9a..00000000 --- a/test/BenchmarkQuasm/qasm/vqe_indep_qiskit_3.qasm +++ /dev/null @@ -1,26 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-19 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[3]; -creg meas[3]; -ry(-0.9413251507535245) q[0]; -ry(-0.12641277016975258) q[1]; -ry(-pi) q[2]; -cx q[1],q[2]; -cx q[0],q[1]; -ry(-2.2065597028049257) q[0]; -ry(-pi) q[1]; -ry(1.749025192431949) q[2]; -cx q[1],q[2]; -cx q[0],q[1]; -ry(0.6901007506009792) q[0]; -ry(-0.40245553923277066) q[1]; -ry(2.7174409942016213) q[2]; -barrier q[0],q[1],q[2]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/vqe_indep_qiskit_4.qasm b/test/BenchmarkQuasm/qasm/vqe_indep_qiskit_4.qasm deleted file mode 100644 index 74e78b96..00000000 --- a/test/BenchmarkQuasm/qasm/vqe_indep_qiskit_4.qasm +++ /dev/null @@ -1,32 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-19 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[4]; -creg meas[4]; -ry(2.2550838042508814) q[0]; -ry(-0.00024211540731557916) q[1]; -ry(1.6710237090859774) q[2]; -ry(-2.4683764674701445) q[3]; -cx q[2],q[3]; -cx q[1],q[2]; -cx q[0],q[1]; -ry(0.05242096891171133) q[0]; -ry(0.06725228443923906) q[1]; -ry(0.15986425080312602) q[2]; -ry(-0.12427572772829466) q[3]; -cx q[2],q[3]; -cx q[1],q[2]; -cx q[0],q[1]; -ry(-2.253454955203389) q[0]; -ry(-3.099043494910433) q[1]; -ry(1.5706098165320757) q[2]; -ry(2.462214751559368) q[3]; -barrier q[0],q[1],q[2],q[3]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/vqe_indep_qiskit_5.qasm b/test/BenchmarkQuasm/qasm/vqe_indep_qiskit_5.qasm deleted file mode 100644 index d44f8486..00000000 --- a/test/BenchmarkQuasm/qasm/vqe_indep_qiskit_5.qasm +++ /dev/null @@ -1,38 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-19 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[5]; -creg meas[5]; -ry(-2.399967605019755) q[0]; -ry(-0.003596948684433063) q[1]; -ry(2.314018886718823) q[2]; -ry(-0.10853420674224268) q[3]; -ry(2.345026373859055) q[4]; -cx q[3],q[4]; -cx q[2],q[3]; -cx q[1],q[2]; -cx q[0],q[1]; -ry(0.9240833542270186) q[0]; -ry(-1.0994127158439237) q[1]; -ry(-1.655777277088476) q[2]; -ry(-1.6856866830091894) q[3]; -ry(-0.7725696035849275) q[4]; -cx q[3],q[4]; -cx q[2],q[3]; -cx q[1],q[2]; -cx q[0],q[1]; -ry(2.03112411886031) q[0]; -ry(2.4246203197554133) q[1]; -ry(1.5673757927308016) q[2]; -ry(-2.8076832584951785) q[3]; -ry(-1.6463357401948455) q[4]; -barrier q[0],q[1],q[2],q[3],q[4]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; -measure q[4] -> meas[4]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/vqe_indep_qiskit_6.qasm b/test/BenchmarkQuasm/qasm/vqe_indep_qiskit_6.qasm deleted file mode 100644 index bf251306..00000000 --- a/test/BenchmarkQuasm/qasm/vqe_indep_qiskit_6.qasm +++ /dev/null @@ -1,44 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-19 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[6]; -creg meas[6]; -ry(3.061990373758841) q[0]; -ry(3.1415302799473563) q[1]; -ry(1.5712531165795274) q[2]; -ry(-0.0001452392683317902) q[3]; -ry(-2.31967727354622) q[4]; -ry(pi) q[5]; -cx q[4],q[5]; -cx q[3],q[4]; -cx q[2],q[3]; -cx q[1],q[2]; -cx q[0],q[1]; -ry(0.150095507770468) q[0]; -ry(-1.0868997256051287) q[1]; -ry(0.737464585284184) q[2]; -ry(-0.7375123187150454) q[3]; -ry(-1.570808525773773) q[4]; -ry(1.5709092500923758) q[5]; -cx q[4],q[5]; -cx q[3],q[4]; -cx q[2],q[3]; -cx q[1],q[2]; -cx q[0],q[1]; -ry(-2.971912725037559) q[0]; -ry(-1.0809012660904078) q[1]; -ry(1.570803491785533) q[2]; -ry(0.000701975940692948) q[3]; -ry(-1.570496169225627) q[4]; -ry(-0.7490476703896829) q[5]; -barrier q[0],q[1],q[2],q[3],q[4],q[5]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; -measure q[4] -> meas[4]; -measure q[5] -> meas[5]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/vqe_indep_qiskit_7.qasm b/test/BenchmarkQuasm/qasm/vqe_indep_qiskit_7.qasm deleted file mode 100644 index 018ab899..00000000 --- a/test/BenchmarkQuasm/qasm/vqe_indep_qiskit_7.qasm +++ /dev/null @@ -1,50 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-19 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[7]; -creg meas[7]; -ry(-3.4217682360647656e-05) q[0]; -ry(-2.710669110771585) q[1]; -ry(2.993533072089068) q[2]; -ry(2.5592037634130937) q[3]; -ry(1.393432511538407) q[4]; -ry(-0.006200492891662302) q[5]; -ry(-2.350477107018963) q[6]; -cx q[5],q[6]; -cx q[4],q[5]; -cx q[3],q[4]; -cx q[2],q[3]; -cx q[1],q[2]; -cx q[0],q[1]; -ry(-3.1412478778569413) q[0]; -ry(-1.6663051858403142) q[1]; -ry(-1.509788849384436) q[2]; -ry(1.577513000801852) q[3]; -ry(-1.5710074213795457) q[4]; -ry(-1.5713972060528005) q[5]; -ry(0.7794577454906294) q[6]; -cx q[5],q[6]; -cx q[4],q[5]; -cx q[3],q[4]; -cx q[2],q[3]; -cx q[1],q[2]; -cx q[0],q[1]; -ry(pi) q[0]; -ry(1.479497169015327) q[1]; -ry(0.9690107788739298) q[2]; -ry(1.4225223699649225) q[3]; -ry(0.9882288003719667) q[4]; -ry(2.964373564968955) q[5]; -ry(1.5664327326785497) q[6]; -barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; -measure q[4] -> meas[4]; -measure q[5] -> meas[5]; -measure q[6] -> meas[6]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/vqe_indep_qiskit_8.qasm b/test/BenchmarkQuasm/qasm/vqe_indep_qiskit_8.qasm deleted file mode 100644 index 14fe7baa..00000000 --- a/test/BenchmarkQuasm/qasm/vqe_indep_qiskit_8.qasm +++ /dev/null @@ -1,56 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-19 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[8]; -creg meas[8]; -ry(-0.3494622741668449) q[0]; -ry(pi) q[1]; -ry(-1.5710722648883404) q[2]; -ry(4.644220373125837e-05) q[3]; -ry(-1.5707372732338276) q[4]; -ry(-3.1406488201084652) q[5]; -ry(-0.2911615975772578) q[6]; -ry(0.4617767927498017) q[7]; -cx q[6],q[7]; -cx q[5],q[6]; -cx q[4],q[5]; -cx q[3],q[4]; -cx q[2],q[3]; -cx q[1],q[2]; -cx q[0],q[1]; -ry(1.5361791596451624) q[0]; -ry(1.5588683256802904) q[1]; -ry(2.3899489574846746) q[2]; -ry(2.389935641875764) q[3]; -ry(-0.000976780675201439) q[4]; -ry(-pi) q[5]; -ry(-1.7034581750314917) q[6]; -ry(-2.0499397412319795) q[7]; -cx q[6],q[7]; -cx q[5],q[6]; -cx q[4],q[5]; -cx q[3],q[4]; -cx q[2],q[3]; -cx q[1],q[2]; -cx q[0],q[1]; -ry(1.5383130392005682) q[0]; -ry(1.9204593767189913) q[1]; -ry(1.5707719493954009) q[2]; -ry(-3.1412909152953428) q[3]; -ry(1.5709641203271556) q[4]; -ry(-pi) q[5]; -ry(pi) q[6]; -ry(-1.3107330688860097) q[7]; -barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6],q[7]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; -measure q[4] -> meas[4]; -measure q[5] -> meas[5]; -measure q[6] -> meas[6]; -measure q[7] -> meas[7]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/vqe_indep_qiskit_9.qasm b/test/BenchmarkQuasm/qasm/vqe_indep_qiskit_9.qasm deleted file mode 100644 index c4b61013..00000000 --- a/test/BenchmarkQuasm/qasm/vqe_indep_qiskit_9.qasm +++ /dev/null @@ -1,62 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-19 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[9]; -creg meas[9]; -ry(-1.6120198038435212) q[0]; -ry(-0.6648004028801869) q[1]; -ry(0.9583084863474424) q[2]; -ry(-1.5702848110293712) q[3]; -ry(-pi) q[4]; -ry(-1.545919299622631) q[5]; -ry(-0.03428928854648675) q[6]; -ry(3.1308917900977726) q[7]; -ry(1.1821975750695568) q[8]; -cx q[7],q[8]; -cx q[6],q[7]; -cx q[5],q[6]; -cx q[4],q[5]; -cx q[3],q[4]; -cx q[2],q[3]; -cx q[1],q[2]; -cx q[0],q[1]; -ry(0.1856365694394709) q[0]; -ry(-0.1458121618137363) q[1]; -ry(-pi) q[2]; -ry(0.0004487142101436695) q[3]; -ry(0.0011451349372427473) q[4]; -ry(1.3610830502816054) q[5]; -ry(1.3608056009948348) q[6]; -ry(1.5767901313112636) q[7]; -ry(-0.38930013465462526) q[8]; -cx q[7],q[8]; -cx q[6],q[7]; -cx q[5],q[6]; -cx q[4],q[5]; -cx q[3],q[4]; -cx q[2],q[3]; -cx q[1],q[2]; -cx q[0],q[1]; -ry(1.7278730236545001) q[0]; -ry(0.6568302927402192) q[1]; -ry(-0.5536755485288605) q[2]; -ry(-1.5746916437851297) q[3]; -ry(-2.183053521824911) q[4]; -ry(3.067719632365683) q[5]; -ry(-0.017329451063040832) q[6]; -ry(1.6049594577751665) q[7]; -ry(1.567735274618149) q[8]; -barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6],q[7],q[8]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; -measure q[4] -> meas[4]; -measure q[5] -> meas[5]; -measure q[6] -> meas[6]; -measure q[7] -> meas[7]; -measure q[8] -> meas[8]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/wstate_indep_qiskit_2.qasm b/test/BenchmarkQuasm/qasm/wstate_indep_qiskit_2.qasm deleted file mode 100644 index e959fe00..00000000 --- a/test/BenchmarkQuasm/qasm/wstate_indep_qiskit_2.qasm +++ /dev/null @@ -1,17 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-19 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[2]; -creg meas[2]; -ry(-pi/4) q[0]; -x q[1]; -cz q[1],q[0]; -ry(pi/4) q[0]; -cx q[0],q[1]; -barrier q[0],q[1]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/wstate_indep_qiskit_3.qasm b/test/BenchmarkQuasm/qasm/wstate_indep_qiskit_3.qasm deleted file mode 100644 index 3f6e876b..00000000 --- a/test/BenchmarkQuasm/qasm/wstate_indep_qiskit_3.qasm +++ /dev/null @@ -1,22 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-19 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[3]; -creg meas[3]; -ry(-pi/4) q[0]; -ry(-0.9553166181245093) q[1]; -x q[2]; -cz q[2],q[1]; -ry(0.9553166181245093) q[1]; -cz q[1],q[0]; -ry(pi/4) q[0]; -cx q[1],q[2]; -cx q[0],q[1]; -barrier q[0],q[1],q[2]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/wstate_indep_qiskit_4.qasm b/test/BenchmarkQuasm/qasm/wstate_indep_qiskit_4.qasm deleted file mode 100644 index 35a88420..00000000 --- a/test/BenchmarkQuasm/qasm/wstate_indep_qiskit_4.qasm +++ /dev/null @@ -1,27 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-19 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[4]; -creg meas[4]; -ry(-pi/4) q[0]; -ry(-0.9553166181245093) q[1]; -ry(-pi/3) q[2]; -x q[3]; -cz q[3],q[2]; -ry(pi/3) q[2]; -cz q[2],q[1]; -ry(0.9553166181245093) q[1]; -cz q[1],q[0]; -ry(pi/4) q[0]; -cx q[2],q[3]; -cx q[1],q[2]; -cx q[0],q[1]; -barrier q[0],q[1],q[2],q[3]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/wstate_indep_qiskit_5.qasm b/test/BenchmarkQuasm/qasm/wstate_indep_qiskit_5.qasm deleted file mode 100644 index fa56ba6b..00000000 --- a/test/BenchmarkQuasm/qasm/wstate_indep_qiskit_5.qasm +++ /dev/null @@ -1,32 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-19 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[5]; -creg meas[5]; -ry(-pi/4) q[0]; -ry(-0.9553166181245093) q[1]; -ry(-pi/3) q[2]; -ry(-1.1071487177940904) q[3]; -x q[4]; -cz q[4],q[3]; -ry(1.1071487177940904) q[3]; -cz q[3],q[2]; -ry(pi/3) q[2]; -cz q[2],q[1]; -ry(0.9553166181245093) q[1]; -cz q[1],q[0]; -ry(pi/4) q[0]; -cx q[3],q[4]; -cx q[2],q[3]; -cx q[1],q[2]; -cx q[0],q[1]; -barrier q[0],q[1],q[2],q[3],q[4]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; -measure q[4] -> meas[4]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/wstate_indep_qiskit_6.qasm b/test/BenchmarkQuasm/qasm/wstate_indep_qiskit_6.qasm deleted file mode 100644 index bc6d9a1f..00000000 --- a/test/BenchmarkQuasm/qasm/wstate_indep_qiskit_6.qasm +++ /dev/null @@ -1,37 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-19 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[6]; -creg meas[6]; -ry(-pi/4) q[0]; -ry(-0.9553166181245093) q[1]; -ry(-pi/3) q[2]; -ry(-1.1071487177940904) q[3]; -ry(-1.1502619915109316) q[4]; -x q[5]; -cz q[5],q[4]; -ry(1.1502619915109316) q[4]; -cz q[4],q[3]; -ry(1.1071487177940904) q[3]; -cz q[3],q[2]; -ry(pi/3) q[2]; -cz q[2],q[1]; -ry(0.9553166181245093) q[1]; -cz q[1],q[0]; -ry(pi/4) q[0]; -cx q[4],q[5]; -cx q[3],q[4]; -cx q[2],q[3]; -cx q[1],q[2]; -cx q[0],q[1]; -barrier q[0],q[1],q[2],q[3],q[4],q[5]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; -measure q[4] -> meas[4]; -measure q[5] -> meas[5]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/qasm/wstate_indep_qiskit_7.qasm b/test/BenchmarkQuasm/qasm/wstate_indep_qiskit_7.qasm deleted file mode 100644 index f7e8f1f8..00000000 --- a/test/BenchmarkQuasm/qasm/wstate_indep_qiskit_7.qasm +++ /dev/null @@ -1,42 +0,0 @@ -// Benchmark was created by MQT Bench on 2024-03-19 -// For more information about MQT Bench, please visit https://www.cda.cit.tum.de/mqtbench/ -// MQT Bench version: 1.1.0 -// Qiskit version: 1.0.2 - -OPENQASM 2.0; -include "qelib1.inc"; -qreg q[7]; -creg meas[7]; -ry(-pi/4) q[0]; -ry(-0.9553166181245093) q[1]; -ry(-pi/3) q[2]; -ry(-1.1071487177940904) q[3]; -ry(-1.1502619915109316) q[4]; -ry(-1.183199640139716) q[5]; -x q[6]; -cz q[6],q[5]; -ry(1.183199640139716) q[5]; -cz q[5],q[4]; -ry(1.1502619915109316) q[4]; -cz q[4],q[3]; -ry(1.1071487177940904) q[3]; -cz q[3],q[2]; -ry(pi/3) q[2]; -cz q[2],q[1]; -ry(0.9553166181245093) q[1]; -cz q[1],q[0]; -ry(pi/4) q[0]; -cx q[5],q[6]; -cx q[4],q[5]; -cx q[3],q[4]; -cx q[2],q[3]; -cx q[1],q[2]; -cx q[0],q[1]; -barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6]; -measure q[0] -> meas[0]; -measure q[1] -> meas[1]; -measure q[2] -> meas[2]; -measure q[3] -> meas[3]; -measure q[4] -> meas[4]; -measure q[5] -> meas[5]; -measure q[6] -> meas[6]; \ No newline at end of file diff --git a/test/BenchmarkQuasm/results/aa_all.txt b/test/BenchmarkQuasm/results/aa_all.txt deleted file mode 100644 index 6b861d43..00000000 --- a/test/BenchmarkQuasm/results/aa_all.txt +++ /dev/null @@ -1,702 +0,0 @@ -Start Simulation of aa_0__________________________________________________ - - i: 0 1 2 3 4 - 1: h | | | | - 2: | h | | | - 3: | | h | | - 4: | | | h | - 5: | | | | ry p: (0.927295) - 6: c | | | x - 7: | | | | ry p: (-0.927295) - 8: c | | | x - 9:==================== -10: 0 | | | | -11: | 1 | | | -12: | | 2 | | -13: | | | 3 | -14: | | | | 4 - o: 0 1 2 3 4 -Total Permutations: 120 -Min time: 3.7042e-06s................. Permutation 102: 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -Max time: 4.7907e-06s................. Permutation 8 : 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -Min active nodes: 6 nodes.................... Permutation 9 : 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -Min max nodes: 12 nodes.................... Permutation 9 : 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -Max active nodes: 9 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Max max nodes: 18 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -________________________________________________________________________________________________ - -________________________________________________________________________________________________ - -execution time of: 3.7042e-06s: Index: 102 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| - -execution time of: 3.7190e-06s: Index: 103 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| - -execution time of: 3.7415e-06s: Index: 110 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| - -execution time of: 3.7435e-06s: Index: 115 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| - -execution time of: 3.7492e-06s: Index: 109 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| - -execution time of: 3.7506e-06s: Index: 116 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| - -execution time of: 3.7537e-06s: Index: 98 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| - -execution time of: 3.7608e-06s: Index: 104 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| - -execution time of: 3.7611e-06s: Index: 97 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| - -execution time of: 3.7729e-06s: Index: 101 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| - -execution time of: 3.7739e-06s: Index: 82 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| - -execution time of: 3.7869e-06s: Index: 90 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| - -execution time of: 3.7873e-06s: Index: 79 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| - -execution time of: 3.7905e-06s: Index: 92 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| - -execution time of: 3.7989e-06s: Index: 100 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| - -execution time of: 3.8048e-06s: Index: 85 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| - -execution time of: 3.8064e-06s: Index: 96 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| - -execution time of: 3.8067e-06s: Index: 106 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| - -execution time of: 3.8072e-06s: Index: 99 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| - -execution time of: 3.8117e-06s: Index: 113 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| - -________________________________________________________________________________________________ - -Start Simulation of aa_1__________________________________________________ - -.i:...0...1...2...3...4 -.1:...h...|...|...|...| -.2:...|...h...|...|...| -.3:...|...|...h...|...| -.4:...|...|...|...h...| -.5:...|...|...|...|..ry p: (9.2730e-01) -.6:...|...c...|...|...x -.7:...|...|...|...|..ry p: (-1.8546e+00) -.8:...|...c...|...|...x -.9:==================== -10:...0...|...|...|...| -11:...|...1...|...|...| -12:...|...|...2...|...| -13:...|...|...|...3...| -14:...|...|...|...|...4 -.o:...0...1...2...3...4 -Total Permutations: 120 -Min time: 3.6494e-06s................. Permutation 68 : 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -Max time: 4.7790e-06s................. Permutation 74 : 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -Min active nodes: 6 nodes.................... Permutation 3 : 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -Min max nodes: 12 nodes.................... Permutation 3 : 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -Max active nodes: 9 nodes.................... Permutation 24 : 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -Max max nodes: 18 nodes.................... Permutation 24 : 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -________________________________________________________________________________________________ - -________________________________________________________________________________________________ - -execution time of: 3.6494e-06s: Index: 68 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| - -execution time of: 3.7200e-06s: Index: 66 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| - -execution time of: 3.7229e-06s: Index: 18 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| - -execution time of: 3.7237e-06s: Index: 20 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| - -execution time of: 3.7300e-06s: Index: 42 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| - -execution time of: 3.7600e-06s: Index: 13 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| - -execution time of: 3.7909e-06s: Index: 43 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| - -execution time of: 3.7988e-06s: Index: 9 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| - -execution time of: 3.8042e-06s: Index: 16 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| - -execution time of: 3.8085e-06s: Index: 40 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| - -execution time of: 3.8228e-06s: Index: 17 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| - -execution time of: 3.8267e-06s: Index: 22 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| - -execution time of: 3.8305e-06s: Index: 44 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| - -execution time of: 3.8344e-06s: Index: 15 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| - -execution time of: 3.8386e-06s: Index: 46 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| - -execution time of: 3.8482e-06s: Index: 116 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| - -execution time of: 3.8599e-06s: Index: 90 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| - -execution time of: 3.8642e-06s: Index: 19 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| - -execution time of: 3.8667e-06s: Index: 21 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| - -execution time of: 3.8839e-06s: Index: 23 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| - -________________________________________________________________________________________________ - -Start Simulation of aa_2__________________________________________________ - -.i:...0...1...2...3...4 -.1:...h...|...|...|...| -.2:...|...h...|...|...| -.3:...|...|...h...|...| -.4:...|...|...|...h...| -.5:...|...|...c...|...x -.6:...|...|...|...|..ry p: (-3.7092e+00) -.7:...|...|...c...|...x -.8:==================== -.9:...0...|...|...|...| -10:...|...1...|...|...| -11:...|...|...2...|...| -12:...|...|...|...3...| -13:...|...|...|...|...4 -.o:...0...1...2...3...4 -Total Permutations: 120 -Min time: 3.1935e-06s................. Permutation 4 : 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -Max time: 4.3901e-06s................. Permutation 86 : 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -Min active nodes: 6 nodes.................... Permutation 1 : 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -Min max nodes: 12 nodes.................... Permutation 1 : 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -Max active nodes: 9 nodes.................... Permutation 30 : 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -Max max nodes: 18 nodes.................... Permutation 30 : 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -________________________________________________________________________________________________ - -________________________________________________________________________________________________ - -execution time of: 3.1935e-06s: Index: 4 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| - -execution time of: 3.2438e-06s: Index: 5 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| - -execution time of: 3.2925e-06s: Index: 3 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| - -execution time of: 3.3548e-06s: Index: 10 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| - -execution time of: 3.3572e-06s: Index: 34 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| - -execution time of: 3.3581e-06s: Index: 28 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| - -execution time of: 3.3674e-06s: Index: 9 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| - -execution time of: 3.3814e-06s: Index: 52 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| - -execution time of: 3.4101e-06s: Index: 46 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| - -execution time of: 3.4197e-06s: Index: 76 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| - -execution time of: 3.4222e-06s: Index: 82 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| - -execution time of: 3.4244e-06s: Index: 22 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| - -execution time of: 3.4259e-06s: Index: 16 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| - -execution time of: 3.4310e-06s: Index: 106 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| - -execution time of: 3.4340e-06s: Index: 100 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| - -execution time of: 3.4343e-06s: Index: 40 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| - -execution time of: 3.4443e-06s: Index: 27 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| - -execution time of: 3.4471e-06s: Index: 77 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| - -execution time of: 3.4582e-06s: Index: 58 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| - -execution time of: 3.4589e-06s: Index: 64 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| - -________________________________________________________________________________________________ - -Start Simulation of aa_3__________________________________________________ - -.i:...0...1...2...3...4 -.1:...h...|...|...|...| -.2:...|...h...|...|...| -.3:...|...|...h...|...| -.4:...|...|...|...h...| -.5:...|...|...|...c...x -.6:...|...|...|...|..ry p: (-7.4184e+00) -.7:...|...|...|...c...x -.8:==================== -.9:...0...|...|...|...| -10:...|...1...|...|...| -11:...|...|...2...|...| -12:...|...|...|...3...| -13:...|...|...|...|...4 -.o:...0...1...2...3...4 -Total Permutations: 120 -Min time: 3.2188e-06s................. Permutation 7 : 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -Max time: 4.3361e-06s................. Permutation 62 : 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -Min active nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Min max nodes: 12 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Max active nodes: 9 nodes.................... Permutation 32 : 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -Max max nodes: 18 nodes.................... Permutation 32 : 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -________________________________________________________________________________________________ - -________________________________________________________________________________________________ - -execution time of: 3.2188e-06s: Index: 7 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| - -execution time of: 3.2224e-06s: Index: 1 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| - -execution time of: 3.2553e-06s: Index: 3 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| - -execution time of: 3.2928e-06s: Index: 25 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| - -execution time of: 3.3263e-06s: Index: 13 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| - -execution time of: 3.3414e-06s: Index: 27 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| - -execution time of: 3.3826e-06s: Index: 49 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| - -execution time of: 3.3896e-06s: Index: 19 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| - -execution time of: 3.3906e-06s: Index: 55 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| - -execution time of: 3.3953e-06s: Index: 37 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| - -execution time of: 3.4201e-06s: Index: 73 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| - -execution time of: 3.4287e-06s: Index: 79 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| - -execution time of: 3.4403e-06s: Index: 21 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| - -execution time of: 3.4419e-06s: Index: 23 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| - -execution time of: 3.4462e-06s: Index: 53 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| - -execution time of: 3.4498e-06s: Index: 75 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| - -execution time of: 3.4539e-06s: Index: 61 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| - -execution time of: 3.4543e-06s: Index: 85 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| - -execution time of: 3.4664e-06s: Index: 11 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| - -execution time of: 3.4689e-06s: Index: 5 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| - -________________________________________________________________________________________________ - -Start Simulation of aa_4__________________________________________________ - -.i:...0...1...2...3...4 -.1:...h...|...|...|...| -.2:...|...h...|...|...| -.3:...|...|...h...|...| -.4:...|...|...|...h...| -.5:...|...|...|...|..ry p: (9.2730e-01) -.6:...c...|...|...|...x -.7:==================== -.8:...0...|...|...|...| -.9:...|...1...|...|...| -10:...|...|...2...|...| -11:...|...|...|...3...| -12:...|...|...|...|...4 -.o:...0...1...2...3...4 -Total Permutations: 120 -Min time: 2.8952e-06s................. Permutation 105: 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -Max time: 3.5690e-06s................. Permutation 2 : 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -Min active nodes: 6 nodes.................... Permutation 9 : 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -Min max nodes: 10 nodes.................... Permutation 33 : 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -Max active nodes: 9 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Max max nodes: 14 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -________________________________________________________________________________________________ - -________________________________________________________________________________________________ - -execution time of: 2.8952e-06s: Index: 105 | Max_nodes: 10 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| - -execution time of: 2.8961e-06s: Index: 113 | Max_nodes: 10 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| - -execution time of: 2.9001e-06s: Index: 99 | Max_nodes: 10 | Active_nodes: 8 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| - -execution time of: 2.9028e-06s: Index: 93 | Max_nodes: 10 | Active_nodes: 8 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| - -execution time of: 2.9057e-06s: Index: 117 | Max_nodes: 10 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| - -execution time of: 2.9125e-06s: Index: 119 | Max_nodes: 10 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| - -execution time of: 2.9125e-06s: Index: 109 | Max_nodes: 10 | Active_nodes: 8 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| - -execution time of: 2.9155e-06s: Index: 75 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| - -execution time of: 2.9196e-06s: Index: 103 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| - -execution time of: 2.9212e-06s: Index: 89 | Max_nodes: 10 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| - -execution time of: 2.9232e-06s: Index: 53 | Max_nodes: 10 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| - -execution time of: 2.9259e-06s: Index: 97 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| - -execution time of: 2.9271e-06s: Index: 77 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| - -execution time of: 2.9356e-06s: Index: 59 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| - -execution time of: 2.9416e-06s: Index: 87 | Max_nodes: 10 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| - -execution time of: 2.9442e-06s: Index: 101 | Max_nodes: 10 | Active_nodes: 8 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| - -execution time of: 2.9491e-06s: Index: 65 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| - -execution time of: 2.9521e-06s: Index: 83 | Max_nodes: 10 | Active_nodes: 8 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| - -execution time of: 2.9566e-06s: Index: 57 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| - -execution time of: 2.9584e-06s: Index: 111 | Max_nodes: 10 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| - -________________________________________________________________________________________________ - -Start Simulation of aa_5__________________________________________________ - -.i:...0...1...2...3...4 -.1:...h...|...|...|...| -.2:...|...h...|...|...| -.3:...|...|...h...|...| -.4:...|...|...|...h...| -.5:...|...|...|...|..ry p: (9.2730e-01) -.6:...|...c...|...|...x -.7:==================== -.8:...0...|...|...|...| -.9:...|...1...|...|...| -10:...|...|...2...|...| -11:...|...|...|...3...| -12:...|...|...|...|...4 -.o:...0...1...2...3...4 -Total Permutations: 120 -Min time: 2.8601e-06s................. Permutation 69 : 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -Max time: 3.7611e-06s................. Permutation 58 : 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -Min active nodes: 6 nodes.................... Permutation 3 : 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -Min max nodes: 10 nodes.................... Permutation 9 : 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -Max active nodes: 9 nodes.................... Permutation 24 : 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -Max max nodes: 14 nodes.................... Permutation 24 : 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -________________________________________________________________________________________________ - -________________________________________________________________________________________________ - -execution time of: 2.8601e-06s: Index: 69 | Max_nodes: 10 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| - -execution time of: 2.8660e-06s: Index: 65 | Max_nodes: 10 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| - -execution time of: 2.8679e-06s: Index: 23 | Max_nodes: 10 | Active_nodes: 8 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| - -execution time of: 2.8708e-06s: Index: 20 | Max_nodes: 10 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| - -execution time of: 2.8797e-06s: Index: 95 | Max_nodes: 10 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| - -execution time of: 2.8885e-06s: Index: 90 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| - -execution time of: 2.8947e-06s: Index: 93 | Max_nodes: 10 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| - -execution time of: 2.8954e-06s: Index: 18 | Max_nodes: 10 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| - -execution time of: 2.8960e-06s: Index: 45 | Max_nodes: 10 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| - -execution time of: 2.8990e-06s: Index: 19 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| - -execution time of: 2.8999e-06s: Index: 71 | Max_nodes: 10 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| - -execution time of: 2.9060e-06s: Index: 46 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| - -execution time of: 2.9068e-06s: Index: 21 | Max_nodes: 10 | Active_nodes: 8 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| - -execution time of: 2.9076e-06s: Index: 43 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| - -execution time of: 2.9080e-06s: Index: 47 | Max_nodes: 10 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| - -execution time of: 2.9127e-06s: Index: 92 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| - -execution time of: 2.9130e-06s: Index: 70 | Max_nodes: 10 | Active_nodes: 8 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| - -execution time of: 2.9132e-06s: Index: 68 | Max_nodes: 10 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| - -execution time of: 2.9155e-06s: Index: 118 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| - -execution time of: 2.9175e-06s: Index: 91 | Max_nodes: 10 | Active_nodes: 8 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| - -________________________________________________________________________________________________ - -Start Simulation of aa_6__________________________________________________ - -.i:...0...1...2...3...4 -.1:...h...|...|...|...| -.2:...|...h...|...|...| -.3:...|...|...h...|...| -.4:...|...|...|...h...| -.5:...|...|...|...|..ry p: (1.8546e+00) -.6:...|...|...c...|...x -.7:==================== -.8:...0...|...|...|...| -.9:...|...1...|...|...| -10:...|...|...2...|...| -11:...|...|...|...3...| -12:...|...|...|...|...4 -.o:...0...1...2...3...4 -Total Permutations: 120 -Min time: 2.7435e-06s................. Permutation 5 : 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -Max time: 4.2779e-06s................. Permutation 91 : 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -Min active nodes: 6 nodes.................... Permutation 1 : 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -Min max nodes: 10 nodes.................... Permutation 3 : 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -Max active nodes: 9 nodes.................... Permutation 30 : 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -Max max nodes: 14 nodes.................... Permutation 30 : 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -________________________________________________________________________________________________ - -________________________________________________________________________________________________ - -execution time of: 2.7435e-06s: Index: 5 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| - -execution time of: 2.7964e-06s: Index: 4 | Max_nodes: 10 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| - -execution time of: 2.8129e-06s: Index: 3 | Max_nodes: 10 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| - -execution time of: 2.8641e-06s: Index: 9 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| - -execution time of: 2.8847e-06s: Index: 51 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| - -execution time of: 2.8862e-06s: Index: 16 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| - -execution time of: 2.8939e-06s: Index: 17 | Max_nodes: 10 | Active_nodes: 8 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| - -execution time of: 2.9027e-06s: Index: 11 | Max_nodes: 10 | Active_nodes: 8 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| - -execution time of: 2.9065e-06s: Index: 10 | Max_nodes: 10 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| - -execution time of: 2.9068e-06s: Index: 35 | Max_nodes: 10 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| - -execution time of: 2.9073e-06s: Index: 65 | Max_nodes: 10 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| - -execution time of: 2.9077e-06s: Index: 52 | Max_nodes: 10 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| - -execution time of: 2.9083e-06s: Index: 58 | Max_nodes: 10 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| - -execution time of: 2.9165e-06s: Index: 53 | Max_nodes: 10 | Active_nodes: 8 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| - -execution time of: 2.9187e-06s: Index: 57 | Max_nodes: 10 | Active_nodes: 8 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| - -execution time of: 2.9204e-06s: Index: 27 | Max_nodes: 10 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| - -execution time of: 2.9271e-06s: Index: 40 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| - -execution time of: 2.9271e-06s: Index: 23 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| - -execution time of: 2.9322e-06s: Index: 29 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| - -execution time of: 2.9438e-06s: Index: 41 | Max_nodes: 10 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| - -________________________________________________________________________________________________ - -Start Simulation of aa_7__________________________________________________ - -.i:...0...1...2...3...4 -.1:...h...|...|...|...| -.2:...|...h...|...|...| -.3:...|...|...h...|...| -.4:...|...|...|...h...| -.5:...|...|...|...|...u p: (2.5740e+00) (-3.1416e+00) (-3.1416e+00) -.6:...|...|...|...c...x -.7:==================== -.8:...0...|...|...|...| -.9:...|...1...|...|...| -10:...|...|...2...|...| -11:...|...|...|...3...| -12:...|...|...|...|...4 -.o:...0...1...2...3...4 -Total Permutations: 120 -Min time: 2.8341e-06s................. Permutation 3 : 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -Max time: 4.3985e-06s................. Permutation 38 : 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -Min active nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Min max nodes: 10 nodes.................... Permutation 1 : 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -Max active nodes: 9 nodes.................... Permutation 32 : 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -Max max nodes: 14 nodes.................... Permutation 32 : 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -________________________________________________________________________________________________ - -________________________________________________________________________________________________ - -execution time of: 2.8341e-06s: Index: 3 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| - -execution time of: 2.8494e-06s: Index: 5 | Max_nodes: 10 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| - -execution time of: 2.8583e-06s: Index: 1 | Max_nodes: 10 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| - -execution time of: 2.9315e-06s: Index: 31 | Max_nodes: 10 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| - -execution time of: 2.9666e-06s: Index: 53 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| - -execution time of: 2.9709e-06s: Index: 57 | Max_nodes: 10 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| - -execution time of: 2.9740e-06s: Index: 87 | Max_nodes: 10 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| - -execution time of: 2.9742e-06s: Index: 27 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| - -execution time of: 2.9811e-06s: Index: 33 | Max_nodes: 10 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| - -execution time of: 2.9856e-06s: Index: 51 | Max_nodes: 10 | Active_nodes: 8 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| - -execution time of: 2.9957e-06s: Index: 39 | Max_nodes: 10 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| - -execution time of: 2.9969e-06s: Index: 55 | Max_nodes: 10 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| - -execution time of: 2.9990e-06s: Index: 25 | Max_nodes: 10 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| - -execution time of: 3.0007e-06s: Index: 9 | Max_nodes: 10 | Active_nodes: 8 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| - -execution time of: 3.0075e-06s: Index: 59 | Max_nodes: 10 | Active_nodes: 8 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| - -execution time of: 3.0089e-06s: Index: 63 | Max_nodes: 10 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| - -execution time of: 3.0151e-06s: Index: 81 | Max_nodes: 10 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| - -execution time of: 3.0184e-06s: Index: 61 | Max_nodes: 10 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| - -execution time of: 3.0212e-06s: Index: 85 | Max_nodes: 10 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| - -execution time of: 3.0281e-06s: Index: 23 | Max_nodes: 10 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| - -________________________________________________________________________________________________ - -Start Simulation of aa_8__________________________________________________ - -.i:...0...1...2...3...4...5 -.1:...h...|...|...|...|...| -.2:...|...h...|...|...|...| -.3:...|...|...h...|...|...| -.4:...|...|...|...h...|...| -.5:...|...|...|...|...h...| -.6:...|...|...|...c...|...x -.7:...|...|...|...|...|..ry p: (-7.4184e+00) -.8:...|...|...|...c...|...x -.9:...|...|...|...|...|..ry p: (1.4837e+01) -10:======================== -11:...0...|...|...|...|...| -12:...|...1...|...|...|...| -13:...|...|...2...|...|...| -14:...|...|...|...3...|...| -15:...|...|...|...|...4...| -16:...|...|...|...|...|...5 -.o:...0...1...2...3...4...5 -Total Permutations: 720 -Min time: 4.0389e-06s................. Permutation 364: 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Max time: 8.9358e-06s................. Permutation 662: 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Min active nodes: 7 nodes.................... Permutation 1 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Min max nodes: 14 nodes.................... Permutation 1 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Max active nodes: 11 nodes.................... Permutation 150: 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Max max nodes: 22 nodes.................... Permutation 150: 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -________________________________________________________________________________________________ - -________________________________________________________________________________________________ - -execution time of: 4.0389e-06s: Index: 364 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| - -execution time of: 4.0561e-06s: Index: 388 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| - -execution time of: 4.0789e-06s: Index: 418 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| - -execution time of: 4.0804e-06s: Index: 268 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| - -execution time of: 4.0819e-06s: Index: 394 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| - -execution time of: 4.0821e-06s: Index: 412 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4| - -execution time of: 4.0943e-06s: Index: 4 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| - -execution time of: 4.1037e-06s: Index: 274 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| - -execution time of: 4.1317e-06s: Index: 250 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| - -execution time of: 4.1568e-06s: Index: 280 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| - -execution time of: 4.1569e-06s: Index: 316 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| - -execution time of: 4.1817e-06s: Index: 322 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| - -execution time of: 4.1821e-06s: Index: 5 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| - -execution time of: 4.1902e-06s: Index: 28 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| - -execution time of: 4.1936e-06s: Index: 148 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| - -execution time of: 4.2019e-06s: Index: 538 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| - -execution time of: 4.2058e-06s: Index: 243 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| - -execution time of: 4.2108e-06s: Index: 16 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| - -execution time of: 4.2112e-06s: Index: 346 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| - -execution time of: 4.2120e-06s: Index: 604 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| - -________________________________________________________________________________________________ - -Start Simulation of aa_9__________________________________________________ - -.i:...0...1...2...3...4...5 -.1:...h...|...|...|...|...| -.2:...|...h...|...|...|...| -.3:...|...|...h...|...|...| -.4:...|...|...|...h...|...| -.5:...|...|...|...|...h...| -.6:...|...|...|...|...|..ry p: (-7.4184e+00) -.7:...|...|...|...c...|...x -.8:======================== -.9:...0...|...|...|...|...| -10:...|...1...|...|...|...| -11:...|...|...2...|...|...| -12:...|...|...|...3...|...| -13:...|...|...|...|...4...| -14:...|...|...|...|...|...5 -.o:...0...1...2...3...4...5 -Total Permutations: 720 -Min time: 3.2204e-06s................. Permutation 425: 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Max time: 5.1149e-06s................. Permutation 173: 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Min active nodes: 7 nodes.................... Permutation 1 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Min max nodes: 12 nodes.................... Permutation 3 : 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Max active nodes: 11 nodes.................... Permutation 150: 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Max max nodes: 17 nodes.................... Permutation 150: 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -________________________________________________________________________________________________ - -________________________________________________________________________________________________ - -execution time of: 3.2204e-06s: Index: 425 | Max_nodes: 12 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| - -execution time of: 3.2368e-06s: Index: 569 | Max_nodes: 12 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| - -execution time of: 3.2369e-06s: Index: 401 | Max_nodes: 12 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0| - -execution time of: 3.2558e-06s: Index: 371 | Max_nodes: 12 | Active_nodes: 10 | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| - -execution time of: 3.2597e-06s: Index: 400 | Max_nodes: 12 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| - -execution time of: 3.2615e-06s: Index: 322 | Max_nodes: 12 | Active_nodes: 8 | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| - -execution time of: 3.2615e-06s: Index: 389 | Max_nodes: 12 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| - -execution time of: 3.2616e-06s: Index: 533 | Max_nodes: 12 | Active_nodes: 10 | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 1| - -execution time of: 3.2621e-06s: Index: 329 | Max_nodes: 12 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| - -execution time of: 3.2628e-06s: Index: 532 | Max_nodes: 12 | Active_nodes: 8 | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| - -execution time of: 3.2645e-06s: Index: 418 | Max_nodes: 12 | Active_nodes: 7 | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| - -execution time of: 3.2668e-06s: Index: 297 | Max_nodes: 12 | Active_nodes: 10 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| - -execution time of: 3.2697e-06s: Index: 316 | Max_nodes: 12 | Active_nodes: 8 | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| - -execution time of: 3.2727e-06s: Index: 364 | Max_nodes: 12 | Active_nodes: 7 | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| - -execution time of: 3.2742e-06s: Index: 305 | Max_nodes: 12 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| - -execution time of: 3.2748e-06s: Index: 323 | Max_nodes: 12 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| - -execution time of: 3.2748e-06s: Index: 538 | Max_nodes: 12 | Active_nodes: 8 | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| - -execution time of: 3.2749e-06s: Index: 298 | Max_nodes: 12 | Active_nodes: 7 | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| - -execution time of: 3.2752e-06s: Index: 485 | Max_nodes: 12 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| - -execution time of: 3.2810e-06s: Index: 683 | Max_nodes: 12 | Active_nodes: 10 | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| - -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/ae_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/ae_indep_qiskit_all.txt deleted file mode 100644 index 9b73fd25..00000000 --- a/test/BenchmarkQuasm/results/ae_indep_qiskit_all.txt +++ /dev/null @@ -1,3773 +0,0 @@ -Start Simulation of ae_indep_qiskit_2__________________________________________________ - - i: 0 1 - 1: h | - 2: | ry p: (0.927295) - 3: c x - 4: | ry p: (-0.927295) - 5: c x - 6: h | - 7: | ry p: (0.927295) - 8:======== - 9: 0 | -10: | 1 - o: 0 1 -Total Permutations: 2 -Min time: 2.5500e-05s................. Permutation 1 : 0 -> 1|1 -> 0| -Max time: 2.9864e-05s................. Permutation 0 : 0 -> 0|1 -> 1| -Min active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Min max nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Max active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Max max nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -________________________________________________________________________________________________ - -2 permutations have 3 active nodes. -Index: 1 | Max_nodes: 6 | Time: 2.5500e-05s | 0 -> 1|1 -> 0| -Index: 0 | Max_nodes: 6 | Time: 2.9864e-05s | 0 -> 0|1 -> 1| - -........................... -Average time: 2.7682e-05s - -________________________________________________________________________________________________ - -2 permutations have 6 max nodes. -Index: 1 | Active_nodes: 3 | Time: 2.5500e-05s | 0 -> 1|1 -> 0| -Index: 0 | Active_nodes: 3 | Time: 2.9864e-05s | 0 -> 0|1 -> 1| - -........................... -Average time: 2.7682e-05s - -________________________________________________________________________________________________ - -execution time of: 2.5500e-05s: Index: 1 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 1|1 -> 0| - -execution time of: 2.9864e-05s: Index: 0 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 0|1 -> 1| - -________________________________________________________________________________________________ - -Start Simulation of ae_indep_qiskit_3__________________________________________________ - -.i:...0...1...2 -.1:...h...|...| -.2:...|...h...| -.3:...|...|..ry p: (9.2730e-01) -.4:...c...|...x -.5:...|...|..ry p: (-9.2730e-01) -.6:...c...|...x -.7:...|...|..ry p: (9.2730e-01) -.8:...|...c...x -.9:...|...|..ry p: (-1.8546e+00) -10:...|...c...x -11:...|...h...| -12:...c.sdg...| -13:...h...|...| -14:...|...|..ry p: (1.8546e+00) -15:============ -16:...0...|...| -17:...|...1...| -18:...|...|...2 -.o:...0...1...2 -Total Permutations: 6 -Min time: 5.4076e-05s................. Permutation 3 : 0 -> 1|1 -> 2|2 -> 0| -Max time: 6.3693e-05s................. Permutation 2 : 0 -> 1|1 -> 0|2 -> 2| -Min active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Min max nodes: 14 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max max nodes: 14 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -________________________________________________________________________________________________ - -6 permutations have 7 active nodes. -Index: 3 | Max_nodes: 14 | Time: 5.4076e-05s | 0 -> 1|1 -> 2|2 -> 0| -Index: 5 | Max_nodes: 14 | Time: 5.4890e-05s | 0 -> 2|1 -> 1|2 -> 0| -Index: 1 | Max_nodes: 14 | Time: 5.8444e-05s | 0 -> 0|1 -> 2|2 -> 1| -Index: 4 | Max_nodes: 14 | Time: 5.9078e-05s | 0 -> 2|1 -> 0|2 -> 1| -Index: 0 | Max_nodes: 14 | Time: 6.3287e-05s | 0 -> 0|1 -> 1|2 -> 2| -Index: 2 | Max_nodes: 14 | Time: 6.3693e-05s | 0 -> 1|1 -> 0|2 -> 2| - -........................... -Average time: 5.8911e-05s - -________________________________________________________________________________________________ - -6 permutations have 14 max nodes. -Index: 3 | Active_nodes: 7 | Time: 5.4076e-05s | 0 -> 1|1 -> 2|2 -> 0| -Index: 5 | Active_nodes: 7 | Time: 5.4890e-05s | 0 -> 2|1 -> 1|2 -> 0| -Index: 1 | Active_nodes: 7 | Time: 5.8444e-05s | 0 -> 0|1 -> 2|2 -> 1| -Index: 4 | Active_nodes: 7 | Time: 5.9078e-05s | 0 -> 2|1 -> 0|2 -> 1| -Index: 0 | Active_nodes: 7 | Time: 6.3287e-05s | 0 -> 0|1 -> 1|2 -> 2| -Index: 2 | Active_nodes: 7 | Time: 6.3693e-05s | 0 -> 1|1 -> 0|2 -> 2| - -........................... -Average time: 5.8911e-05s - -________________________________________________________________________________________________ - -execution time of: 5.4076e-05s: Index: 3 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 0| - -execution time of: 5.4890e-05s: Index: 5 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 0| - -execution time of: 5.8444e-05s: Index: 1 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 1| - -execution time of: 5.9078e-05s: Index: 4 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 1| - -execution time of: 6.3287e-05s: Index: 0 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 2| - -execution time of: 6.3693e-05s: Index: 2 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 2| - -________________________________________________________________________________________________ - -Start Simulation of ae_indep_qiskit_4__________________________________________________ - -.i:...0...1...2...3 -.1:...h...|...|...| -.2:...|...h...|...| -.3:...|...|...h...| -.4:...|...|...|..ry p: (9.2730e-01) -.5:...c...|...|...x -.6:...|...|...|..ry p: (-9.2730e-01) -.7:...c...|...|...x -.8:...|...|...|..ry p: (9.2730e-01) -.9:...|...c...|...x -10:...|...|...|..ry p: (-1.8546e+00) -11:...|...c...|...x -12:...|...|...|..ry p: (1.8546e+00) -13:...|...|...c...x -14:...|...|...|..ry p: (-3.7092e+00) -15:...|...|...c...x -16:...|...|...h...| -17:...|...c.sdg...| -18:...c...|.tdg...| -19:...|...h...|...| -20:...c.sdg...|...| -21:...h...|...|...| -22:...|...|...|..ry p: (3.7092e+00) -23:================ -24:...0...|...|...| -25:...|...1...|...| -26:...|...|...2...| -27:...|...|...|...3 -.o:...0...1...2...3 -Total Permutations: 24 -Min time: 9.6670e-05s................. Permutation 9 : 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -Max time: 1.1977e-04s................. Permutation 8 : 0 -> 1|1 -> 2|2 -> 0|3 -> 3| -Min active nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Min max nodes: 30 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Max active nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Max max nodes: 30 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -________________________________________________________________________________________________ - -24 permutations have 15 active nodes. -Index: 9 | Max_nodes: 30 | Time: 9.6670e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -Index: 11 | Max_nodes: 30 | Time: 9.6706e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -Index: 23 | Max_nodes: 30 | Time: 9.7686e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -Index: 15 | Max_nodes: 30 | Time: 9.8055e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -Index: 21 | Max_nodes: 30 | Time: 9.8251e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| -Index: 17 | Max_nodes: 30 | Time: 9.8734e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -Index: 5 | Max_nodes: 30 | Time: 1.0212e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| -Index: 3 | Max_nodes: 30 | Time: 1.0231e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -Index: 13 | Max_nodes: 30 | Time: 1.0490e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| -Index: 19 | Max_nodes: 30 | Time: 1.0708e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| -Index: 22 | Max_nodes: 30 | Time: 1.0752e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| -Index: 1 | Max_nodes: 30 | Time: 1.0761e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -Index: 16 | Max_nodes: 30 | Time: 1.0775e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| -Index: 7 | Max_nodes: 30 | Time: 1.0982e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -Index: 4 | Max_nodes: 30 | Time: 1.0987e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -Index: 18 | Max_nodes: 30 | Time: 1.1221e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| -Index: 0 | Max_nodes: 30 | Time: 1.1332e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Index: 20 | Max_nodes: 30 | Time: 1.1363e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -Index: 10 | Max_nodes: 30 | Time: 1.1414e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| -Index: 6 | Max_nodes: 30 | Time: 1.1499e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -Index: 2 | Max_nodes: 30 | Time: 1.1625e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -Index: 12 | Max_nodes: 30 | Time: 1.1794e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -Index: 14 | Max_nodes: 30 | Time: 1.1806e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -Index: 8 | Max_nodes: 30 | Time: 1.1977e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| - -........................... -Average time: 1.0772e-04s - -________________________________________________________________________________________________ - -24 permutations have 30 max nodes. -Index: 9 | Active_nodes: 15 | Time: 9.6670e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -Index: 11 | Active_nodes: 15 | Time: 9.6706e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -Index: 23 | Active_nodes: 15 | Time: 9.7686e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -Index: 15 | Active_nodes: 15 | Time: 9.8055e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -Index: 21 | Active_nodes: 15 | Time: 9.8251e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| -Index: 17 | Active_nodes: 15 | Time: 9.8734e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -Index: 5 | Active_nodes: 15 | Time: 1.0212e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| -Index: 3 | Active_nodes: 15 | Time: 1.0231e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -Index: 13 | Active_nodes: 15 | Time: 1.0490e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| -Index: 19 | Active_nodes: 15 | Time: 1.0708e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| -Index: 22 | Active_nodes: 15 | Time: 1.0752e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| -Index: 1 | Active_nodes: 15 | Time: 1.0761e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -Index: 16 | Active_nodes: 15 | Time: 1.0775e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| -Index: 7 | Active_nodes: 15 | Time: 1.0982e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -Index: 4 | Active_nodes: 15 | Time: 1.0987e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -Index: 18 | Active_nodes: 15 | Time: 1.1221e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| -Index: 0 | Active_nodes: 15 | Time: 1.1332e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Index: 20 | Active_nodes: 15 | Time: 1.1363e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -Index: 10 | Active_nodes: 15 | Time: 1.1414e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| -Index: 6 | Active_nodes: 15 | Time: 1.1499e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -Index: 2 | Active_nodes: 15 | Time: 1.1625e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -Index: 12 | Active_nodes: 15 | Time: 1.1794e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -Index: 14 | Active_nodes: 15 | Time: 1.1806e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -Index: 8 | Active_nodes: 15 | Time: 1.1977e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| - -........................... -Average time: 1.0772e-04s - -________________________________________________________________________________________________ - -execution time of: 9.6670e-05s: Index: 9 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| - -execution time of: 9.6706e-05s: Index: 11 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| - -execution time of: 9.7686e-05s: Index: 23 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| - -execution time of: 9.8055e-05s: Index: 15 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| - -execution time of: 9.8251e-05s: Index: 21 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| - -execution time of: 9.8734e-05s: Index: 17 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| - -execution time of: 1.0212e-04s: Index: 5 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| - -execution time of: 1.0231e-04s: Index: 3 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| - -execution time of: 1.0490e-04s: Index: 13 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| - -execution time of: 1.0708e-04s: Index: 19 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| - -execution time of: 1.0752e-04s: Index: 22 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| - -execution time of: 1.0761e-04s: Index: 1 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| - -execution time of: 1.0775e-04s: Index: 16 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| - -execution time of: 1.0982e-04s: Index: 7 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| - -execution time of: 1.0987e-04s: Index: 4 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| - -execution time of: 1.1221e-04s: Index: 18 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| - -execution time of: 1.1332e-04s: Index: 0 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| - -execution time of: 1.1363e-04s: Index: 20 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| - -execution time of: 1.1414e-04s: Index: 10 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| - -execution time of: 1.1499e-04s: Index: 6 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| - -execution time of: 1.1625e-04s: Index: 2 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| - -execution time of: 1.1794e-04s: Index: 12 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| - -execution time of: 1.1806e-04s: Index: 14 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| - -execution time of: 1.1977e-04s: Index: 8 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| - -________________________________________________________________________________________________ - -Start Simulation of ae_indep_qiskit_5__________________________________________________ - -.i:...0...1...2...3...4 -.1:...h...|...|...|...| -.2:...|...h...|...|...| -.3:...|...|...h...|...| -.4:...|...|...|...h...| -.5:...|...|...|...|..ry p: (9.2730e-01) -.6:...c...|...|...|...x -.7:...|...|...|...|..ry p: (-9.2730e-01) -.8:...c...|...|...|...x -.9:...|...|...|...|..ry p: (9.2730e-01) -10:...|...c...|...|...x -11:...|...|...|...|..ry p: (-1.8546e+00) -12:...|...c...|...|...x -13:...|...|...|...|..ry p: (1.8546e+00) -14:...|...|...c...|...x -15:...|...|...|...|..ry p: (-3.7092e+00) -16:...|...|...c...|...x -17:...|...|...|...|...u p: (2.5740e+00) (-3.1416e+00) (-3.1416e+00) -18:...|...|...|...c...x -19:...|...|...|...|..ry p: (-7.4184e+00) -20:...|...|...|...c...x -21:...|...|...|...h...| -22:...|...|...c.sdg...| -23:...|...c...|.tdg...| -24:...c...|...|...p...| p: (-3.9270e-01) -25:...|...|...h...|...| -26:...|...c.sdg...|...| -27:...c...|.tdg...|...| -28:...|...h...|...|...| -29:...c.sdg...|...|...| -30:...h...|...|...|...| -31:...|...|...|...|..ry p: (7.4184e+00) -32:==================== -33:...0...|...|...|...| -34:...|...1...|...|...| -35:...|...|...2...|...| -36:...|...|...|...3...| -37:...|...|...|...|...4 -.o:...0...1...2...3...4 -Total Permutations: 120 -Min time: 1.6540e-04s................. Permutation 35 : 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -Max time: 2.1494e-04s................. Permutation 80 : 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -Min active nodes: 31 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Min max nodes: 62 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Max active nodes: 31 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Max max nodes: 62 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -________________________________________________________________________________________________ - -120 permutations have 31 active nodes. -Index: 35 | Max_nodes: 62 | Time: 1.6540e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -Index: 33 | Max_nodes: 62 | Time: 1.6633e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -Index: 45 | Max_nodes: 62 | Time: 1.6650e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -Index: 59 | Max_nodes: 62 | Time: 1.6715e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -Index: 47 | Max_nodes: 62 | Time: 1.6731e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -Index: 41 | Max_nodes: 62 | Time: 1.6776e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -Index: 81 | Max_nodes: 62 | Time: 1.7010e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -Index: 87 | Max_nodes: 62 | Time: 1.7026e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -Index: 69 | Max_nodes: 62 | Time: 1.7034e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -Index: 39 | Max_nodes: 62 | Time: 1.7047e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -Index: 63 | Max_nodes: 62 | Time: 1.7047e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -Index: 83 | Max_nodes: 62 | Time: 1.7072e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -Index: 9 | Max_nodes: 62 | Time: 1.7092e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -Index: 105 | Max_nodes: 62 | Time: 1.7115e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -Index: 107 | Max_nodes: 62 | Time: 1.7132e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -Index: 23 | Max_nodes: 62 | Time: 1.7153e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -Index: 11 | Max_nodes: 62 | Time: 1.7178e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -Index: 71 | Max_nodes: 62 | Time: 1.7184e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -Index: 111 | Max_nodes: 62 | Time: 1.7196e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -Index: 57 | Max_nodes: 62 | Time: 1.7202e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -Index: 17 | Max_nodes: 62 | Time: 1.7204e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -Index: 93 | Max_nodes: 62 | Time: 1.7217e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -Index: 65 | Max_nodes: 62 | Time: 1.7227e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -Index: 21 | Max_nodes: 62 | Time: 1.7292e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -Index: 117 | Max_nodes: 62 | Time: 1.7294e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -Index: 119 | Max_nodes: 62 | Time: 1.7295e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -Index: 95 | Max_nodes: 62 | Time: 1.7320e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -Index: 15 | Max_nodes: 62 | Time: 1.7321e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -Index: 89 | Max_nodes: 62 | Time: 1.7333e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -Index: 113 | Max_nodes: 62 | Time: 1.7334e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -Index: 53 | Max_nodes: 62 | Time: 1.7784e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -Index: 51 | Max_nodes: 62 | Time: 1.7886e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -Index: 5 | Max_nodes: 62 | Time: 1.7950e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -Index: 77 | Max_nodes: 62 | Time: 1.7963e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -Index: 75 | Max_nodes: 62 | Time: 1.8025e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -Index: 29 | Max_nodes: 62 | Time: 1.8073e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -Index: 99 | Max_nodes: 62 | Time: 1.8082e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -Index: 101 | Max_nodes: 62 | Time: 1.8096e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -Index: 3 | Max_nodes: 62 | Time: 1.8115e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -Index: 27 | Max_nodes: 62 | Time: 1.8228e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -Index: 1 | Max_nodes: 62 | Time: 1.8426e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -Index: 19 | Max_nodes: 62 | Time: 1.8446e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -Index: 67 | Max_nodes: 62 | Time: 1.8539e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -Index: 61 | Max_nodes: 62 | Time: 1.8567e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -Index: 85 | Max_nodes: 62 | Time: 1.8578e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -Index: 91 | Max_nodes: 62 | Time: 1.8633e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -Index: 115 | Max_nodes: 62 | Time: 1.8635e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -Index: 22 | Max_nodes: 62 | Time: 1.8644e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -Index: 109 | Max_nodes: 62 | Time: 1.8662e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -Index: 16 | Max_nodes: 62 | Time: 1.8669e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -Index: 13 | Max_nodes: 62 | Time: 1.8718e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -Index: 4 | Max_nodes: 62 | Time: 1.8733e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -Index: 73 | Max_nodes: 62 | Time: 1.8774e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -Index: 25 | Max_nodes: 62 | Time: 1.8804e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -Index: 97 | Max_nodes: 62 | Time: 1.8945e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -Index: 7 | Max_nodes: 62 | Time: 1.8960e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -Index: 118 | Max_nodes: 62 | Time: 1.9026e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -Index: 70 | Max_nodes: 62 | Time: 1.9031e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -Index: 64 | Max_nodes: 62 | Time: 1.9033e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -Index: 88 | Max_nodes: 62 | Time: 1.9041e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -Index: 94 | Max_nodes: 62 | Time: 1.9048e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -Index: 28 | Max_nodes: 62 | Time: 1.9079e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -Index: 79 | Max_nodes: 62 | Time: 1.9181e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -Index: 0 | Max_nodes: 62 | Time: 1.9200e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Index: 18 | Max_nodes: 62 | Time: 1.9209e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -Index: 37 | Max_nodes: 62 | Time: 1.9222e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -Index: 49 | Max_nodes: 62 | Time: 1.9237e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -Index: 43 | Max_nodes: 62 | Time: 1.9269e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -Index: 103 | Max_nodes: 62 | Time: 1.9288e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -Index: 76 | Max_nodes: 62 | Time: 1.9445e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -Index: 2 | Max_nodes: 62 | Time: 1.9456e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -Index: 10 | Max_nodes: 62 | Time: 1.9506e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -Index: 24 | Max_nodes: 62 | Time: 1.9605e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -Index: 100 | Max_nodes: 62 | Time: 1.9612e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -Index: 112 | Max_nodes: 62 | Time: 1.9626e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -Index: 20 | Max_nodes: 62 | Time: 1.9634e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -Index: 6 | Max_nodes: 62 | Time: 1.9645e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -Index: 26 | Max_nodes: 62 | Time: 1.9688e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -Index: 46 | Max_nodes: 62 | Time: 1.9694e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -Index: 40 | Max_nodes: 62 | Time: 1.9722e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -Index: 31 | Max_nodes: 62 | Time: 1.9726e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -Index: 90 | Max_nodes: 62 | Time: 1.9775e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -Index: 96 | Max_nodes: 62 | Time: 1.9779e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -Index: 114 | Max_nodes: 62 | Time: 1.9784e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -Index: 48 | Max_nodes: 62 | Time: 1.9836e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -Index: 52 | Max_nodes: 62 | Time: 1.9848e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -Index: 92 | Max_nodes: 62 | Time: 1.9992e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -Index: 116 | Max_nodes: 62 | Time: 2.0024e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -Index: 55 | Max_nodes: 62 | Time: 2.0026e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -Index: 12 | Max_nodes: 62 | Time: 2.0046e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -Index: 82 | Max_nodes: 62 | Time: 2.0084e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -Index: 42 | Max_nodes: 62 | Time: 2.0156e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -Index: 102 | Max_nodes: 62 | Time: 2.0176e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -Index: 98 | Max_nodes: 62 | Time: 2.0224e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -Index: 72 | Max_nodes: 62 | Time: 2.0224e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -Index: 14 | Max_nodes: 62 | Time: 2.0231e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -Index: 106 | Max_nodes: 62 | Time: 2.0242e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -Index: 8 | Max_nodes: 62 | Time: 2.0247e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -Index: 30 | Max_nodes: 62 | Time: 2.0394e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -Index: 66 | Max_nodes: 62 | Time: 2.0419e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -Index: 54 | Max_nodes: 62 | Time: 2.0487e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -Index: 34 | Max_nodes: 62 | Time: 2.0514e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -Index: 108 | Max_nodes: 62 | Time: 2.0515e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -Index: 44 | Max_nodes: 62 | Time: 2.0553e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -Index: 68 | Max_nodes: 62 | Time: 2.0614e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -Index: 110 | Max_nodes: 62 | Time: 2.0622e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -Index: 78 | Max_nodes: 62 | Time: 2.0631e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -Index: 58 | Max_nodes: 62 | Time: 2.0649e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -Index: 50 | Max_nodes: 62 | Time: 2.0664e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -Index: 36 | Max_nodes: 62 | Time: 2.0688e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -Index: 74 | Max_nodes: 62 | Time: 2.0695e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -Index: 104 | Max_nodes: 62 | Time: 2.0824e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -Index: 84 | Max_nodes: 62 | Time: 2.1082e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -Index: 32 | Max_nodes: 62 | Time: 2.1134e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -Index: 60 | Max_nodes: 62 | Time: 2.1164e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -Index: 62 | Max_nodes: 62 | Time: 2.1193e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -Index: 38 | Max_nodes: 62 | Time: 2.1195e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -Index: 86 | Max_nodes: 62 | Time: 2.1278e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -Index: 56 | Max_nodes: 62 | Time: 2.1340e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -Index: 80 | Max_nodes: 62 | Time: 2.1494e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| - -........................... -Average time: 1.8953e-04s - -________________________________________________________________________________________________ - -120 permutations have 62 max nodes. -Index: 35 | Active_nodes: 31 | Time: 1.6540e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -Index: 33 | Active_nodes: 31 | Time: 1.6633e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -Index: 45 | Active_nodes: 31 | Time: 1.6650e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -Index: 59 | Active_nodes: 31 | Time: 1.6715e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -Index: 47 | Active_nodes: 31 | Time: 1.6731e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -Index: 41 | Active_nodes: 31 | Time: 1.6776e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -Index: 81 | Active_nodes: 31 | Time: 1.7010e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -Index: 87 | Active_nodes: 31 | Time: 1.7026e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -Index: 69 | Active_nodes: 31 | Time: 1.7034e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -Index: 39 | Active_nodes: 31 | Time: 1.7047e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -Index: 63 | Active_nodes: 31 | Time: 1.7047e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -Index: 83 | Active_nodes: 31 | Time: 1.7072e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -Index: 9 | Active_nodes: 31 | Time: 1.7092e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -Index: 105 | Active_nodes: 31 | Time: 1.7115e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -Index: 107 | Active_nodes: 31 | Time: 1.7132e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -Index: 23 | Active_nodes: 31 | Time: 1.7153e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -Index: 11 | Active_nodes: 31 | Time: 1.7178e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -Index: 71 | Active_nodes: 31 | Time: 1.7184e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -Index: 111 | Active_nodes: 31 | Time: 1.7196e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -Index: 57 | Active_nodes: 31 | Time: 1.7202e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -Index: 17 | Active_nodes: 31 | Time: 1.7204e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -Index: 93 | Active_nodes: 31 | Time: 1.7217e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -Index: 65 | Active_nodes: 31 | Time: 1.7227e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -Index: 21 | Active_nodes: 31 | Time: 1.7292e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -Index: 117 | Active_nodes: 31 | Time: 1.7294e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -Index: 119 | Active_nodes: 31 | Time: 1.7295e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -Index: 95 | Active_nodes: 31 | Time: 1.7320e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -Index: 15 | Active_nodes: 31 | Time: 1.7321e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -Index: 89 | Active_nodes: 31 | Time: 1.7333e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -Index: 113 | Active_nodes: 31 | Time: 1.7334e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -Index: 53 | Active_nodes: 31 | Time: 1.7784e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -Index: 51 | Active_nodes: 31 | Time: 1.7886e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -Index: 5 | Active_nodes: 31 | Time: 1.7950e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -Index: 77 | Active_nodes: 31 | Time: 1.7963e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -Index: 75 | Active_nodes: 31 | Time: 1.8025e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -Index: 29 | Active_nodes: 31 | Time: 1.8073e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -Index: 99 | Active_nodes: 31 | Time: 1.8082e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -Index: 101 | Active_nodes: 31 | Time: 1.8096e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -Index: 3 | Active_nodes: 31 | Time: 1.8115e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -Index: 27 | Active_nodes: 31 | Time: 1.8228e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -Index: 1 | Active_nodes: 31 | Time: 1.8426e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -Index: 19 | Active_nodes: 31 | Time: 1.8446e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -Index: 67 | Active_nodes: 31 | Time: 1.8539e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -Index: 61 | Active_nodes: 31 | Time: 1.8567e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -Index: 85 | Active_nodes: 31 | Time: 1.8578e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -Index: 91 | Active_nodes: 31 | Time: 1.8633e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -Index: 115 | Active_nodes: 31 | Time: 1.8635e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -Index: 22 | Active_nodes: 31 | Time: 1.8644e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -Index: 109 | Active_nodes: 31 | Time: 1.8662e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -Index: 16 | Active_nodes: 31 | Time: 1.8669e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -Index: 13 | Active_nodes: 31 | Time: 1.8718e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -Index: 4 | Active_nodes: 31 | Time: 1.8733e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -Index: 73 | Active_nodes: 31 | Time: 1.8774e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -Index: 25 | Active_nodes: 31 | Time: 1.8804e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -Index: 97 | Active_nodes: 31 | Time: 1.8945e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -Index: 7 | Active_nodes: 31 | Time: 1.8960e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -Index: 118 | Active_nodes: 31 | Time: 1.9026e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -Index: 70 | Active_nodes: 31 | Time: 1.9031e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -Index: 64 | Active_nodes: 31 | Time: 1.9033e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -Index: 88 | Active_nodes: 31 | Time: 1.9041e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -Index: 94 | Active_nodes: 31 | Time: 1.9048e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -Index: 28 | Active_nodes: 31 | Time: 1.9079e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -Index: 79 | Active_nodes: 31 | Time: 1.9181e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -Index: 0 | Active_nodes: 31 | Time: 1.9200e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Index: 18 | Active_nodes: 31 | Time: 1.9209e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -Index: 37 | Active_nodes: 31 | Time: 1.9222e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -Index: 49 | Active_nodes: 31 | Time: 1.9237e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -Index: 43 | Active_nodes: 31 | Time: 1.9269e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -Index: 103 | Active_nodes: 31 | Time: 1.9288e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -Index: 76 | Active_nodes: 31 | Time: 1.9445e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -Index: 2 | Active_nodes: 31 | Time: 1.9456e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -Index: 10 | Active_nodes: 31 | Time: 1.9506e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -Index: 24 | Active_nodes: 31 | Time: 1.9605e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -Index: 100 | Active_nodes: 31 | Time: 1.9612e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -Index: 112 | Active_nodes: 31 | Time: 1.9626e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -Index: 20 | Active_nodes: 31 | Time: 1.9634e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -Index: 6 | Active_nodes: 31 | Time: 1.9645e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -Index: 26 | Active_nodes: 31 | Time: 1.9688e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -Index: 46 | Active_nodes: 31 | Time: 1.9694e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -Index: 40 | Active_nodes: 31 | Time: 1.9722e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -Index: 31 | Active_nodes: 31 | Time: 1.9726e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -Index: 90 | Active_nodes: 31 | Time: 1.9775e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -Index: 96 | Active_nodes: 31 | Time: 1.9779e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -Index: 114 | Active_nodes: 31 | Time: 1.9784e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -Index: 48 | Active_nodes: 31 | Time: 1.9836e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -Index: 52 | Active_nodes: 31 | Time: 1.9848e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -Index: 92 | Active_nodes: 31 | Time: 1.9992e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -Index: 116 | Active_nodes: 31 | Time: 2.0024e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -Index: 55 | Active_nodes: 31 | Time: 2.0026e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -Index: 12 | Active_nodes: 31 | Time: 2.0046e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -Index: 82 | Active_nodes: 31 | Time: 2.0084e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -Index: 42 | Active_nodes: 31 | Time: 2.0156e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -Index: 102 | Active_nodes: 31 | Time: 2.0176e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -Index: 98 | Active_nodes: 31 | Time: 2.0224e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -Index: 72 | Active_nodes: 31 | Time: 2.0224e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -Index: 14 | Active_nodes: 31 | Time: 2.0231e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -Index: 106 | Active_nodes: 31 | Time: 2.0242e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -Index: 8 | Active_nodes: 31 | Time: 2.0247e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -Index: 30 | Active_nodes: 31 | Time: 2.0394e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -Index: 66 | Active_nodes: 31 | Time: 2.0419e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -Index: 54 | Active_nodes: 31 | Time: 2.0487e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -Index: 34 | Active_nodes: 31 | Time: 2.0514e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -Index: 108 | Active_nodes: 31 | Time: 2.0515e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -Index: 44 | Active_nodes: 31 | Time: 2.0553e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -Index: 68 | Active_nodes: 31 | Time: 2.0614e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -Index: 110 | Active_nodes: 31 | Time: 2.0622e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -Index: 78 | Active_nodes: 31 | Time: 2.0631e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -Index: 58 | Active_nodes: 31 | Time: 2.0649e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -Index: 50 | Active_nodes: 31 | Time: 2.0664e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -Index: 36 | Active_nodes: 31 | Time: 2.0688e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -Index: 74 | Active_nodes: 31 | Time: 2.0695e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -Index: 104 | Active_nodes: 31 | Time: 2.0824e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -Index: 84 | Active_nodes: 31 | Time: 2.1082e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -Index: 32 | Active_nodes: 31 | Time: 2.1134e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -Index: 60 | Active_nodes: 31 | Time: 2.1164e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -Index: 62 | Active_nodes: 31 | Time: 2.1193e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -Index: 38 | Active_nodes: 31 | Time: 2.1195e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -Index: 86 | Active_nodes: 31 | Time: 2.1278e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -Index: 56 | Active_nodes: 31 | Time: 2.1340e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -Index: 80 | Active_nodes: 31 | Time: 2.1494e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| - -........................... -Average time: 1.8953e-04s - -________________________________________________________________________________________________ - -execution time of: 1.6540e-04s: Index: 35 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| - -execution time of: 1.6633e-04s: Index: 33 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| - -execution time of: 1.6650e-04s: Index: 45 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| - -execution time of: 1.6715e-04s: Index: 59 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| - -execution time of: 1.6731e-04s: Index: 47 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| - -execution time of: 1.6776e-04s: Index: 41 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| - -execution time of: 1.7010e-04s: Index: 81 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| - -execution time of: 1.7026e-04s: Index: 87 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| - -execution time of: 1.7034e-04s: Index: 69 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| - -execution time of: 1.7047e-04s: Index: 39 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| - -execution time of: 1.7047e-04s: Index: 63 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| - -execution time of: 1.7072e-04s: Index: 83 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| - -execution time of: 1.7092e-04s: Index: 9 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| - -execution time of: 1.7115e-04s: Index: 105 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| - -execution time of: 1.7132e-04s: Index: 107 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| - -execution time of: 1.7153e-04s: Index: 23 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| - -execution time of: 1.7178e-04s: Index: 11 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| - -execution time of: 1.7184e-04s: Index: 71 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| - -execution time of: 1.7196e-04s: Index: 111 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| - -execution time of: 1.7202e-04s: Index: 57 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| - -execution time of: 1.7204e-04s: Index: 17 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| - -execution time of: 1.7217e-04s: Index: 93 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| - -execution time of: 1.7227e-04s: Index: 65 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| - -execution time of: 1.7292e-04s: Index: 21 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| - -execution time of: 1.7294e-04s: Index: 117 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| - -execution time of: 1.7295e-04s: Index: 119 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| - -execution time of: 1.7320e-04s: Index: 95 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| - -execution time of: 1.7321e-04s: Index: 15 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| - -execution time of: 1.7333e-04s: Index: 89 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| - -execution time of: 1.7334e-04s: Index: 113 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| - -execution time of: 1.7784e-04s: Index: 53 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| - -execution time of: 1.7886e-04s: Index: 51 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| - -execution time of: 1.7950e-04s: Index: 5 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| - -execution time of: 1.7963e-04s: Index: 77 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| - -execution time of: 1.8025e-04s: Index: 75 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| - -execution time of: 1.8073e-04s: Index: 29 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| - -execution time of: 1.8082e-04s: Index: 99 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| - -execution time of: 1.8096e-04s: Index: 101 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| - -execution time of: 1.8115e-04s: Index: 3 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| - -execution time of: 1.8228e-04s: Index: 27 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| - -execution time of: 1.8426e-04s: Index: 1 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| - -execution time of: 1.8446e-04s: Index: 19 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| - -execution time of: 1.8539e-04s: Index: 67 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| - -execution time of: 1.8567e-04s: Index: 61 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| - -execution time of: 1.8578e-04s: Index: 85 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| - -execution time of: 1.8633e-04s: Index: 91 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| - -execution time of: 1.8635e-04s: Index: 115 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| - -execution time of: 1.8644e-04s: Index: 22 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| - -execution time of: 1.8662e-04s: Index: 109 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| - -execution time of: 1.8669e-04s: Index: 16 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| - -execution time of: 1.8718e-04s: Index: 13 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| - -execution time of: 1.8733e-04s: Index: 4 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| - -execution time of: 1.8774e-04s: Index: 73 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| - -execution time of: 1.8804e-04s: Index: 25 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| - -execution time of: 1.8945e-04s: Index: 97 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| - -execution time of: 1.8960e-04s: Index: 7 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| - -execution time of: 1.9026e-04s: Index: 118 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| - -execution time of: 1.9031e-04s: Index: 70 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| - -execution time of: 1.9033e-04s: Index: 64 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| - -execution time of: 1.9041e-04s: Index: 88 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| - -execution time of: 1.9048e-04s: Index: 94 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| - -execution time of: 1.9079e-04s: Index: 28 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| - -execution time of: 1.9181e-04s: Index: 79 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| - -execution time of: 1.9200e-04s: Index: 0 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| - -execution time of: 1.9209e-04s: Index: 18 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| - -execution time of: 1.9222e-04s: Index: 37 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| - -execution time of: 1.9237e-04s: Index: 49 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| - -execution time of: 1.9269e-04s: Index: 43 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| - -execution time of: 1.9288e-04s: Index: 103 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| - -execution time of: 1.9445e-04s: Index: 76 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| - -execution time of: 1.9456e-04s: Index: 2 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| - -execution time of: 1.9506e-04s: Index: 10 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| - -execution time of: 1.9605e-04s: Index: 24 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| - -execution time of: 1.9612e-04s: Index: 100 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| - -execution time of: 1.9626e-04s: Index: 112 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| - -execution time of: 1.9634e-04s: Index: 20 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| - -execution time of: 1.9645e-04s: Index: 6 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| - -execution time of: 1.9688e-04s: Index: 26 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| - -execution time of: 1.9694e-04s: Index: 46 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| - -execution time of: 1.9722e-04s: Index: 40 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| - -execution time of: 1.9726e-04s: Index: 31 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| - -execution time of: 1.9775e-04s: Index: 90 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| - -execution time of: 1.9779e-04s: Index: 96 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| - -execution time of: 1.9784e-04s: Index: 114 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| - -execution time of: 1.9836e-04s: Index: 48 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| - -execution time of: 1.9848e-04s: Index: 52 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| - -execution time of: 1.9992e-04s: Index: 92 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| - -execution time of: 2.0024e-04s: Index: 116 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| - -execution time of: 2.0026e-04s: Index: 55 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| - -execution time of: 2.0046e-04s: Index: 12 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| - -execution time of: 2.0084e-04s: Index: 82 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| - -execution time of: 2.0156e-04s: Index: 42 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| - -execution time of: 2.0176e-04s: Index: 102 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| - -execution time of: 2.0224e-04s: Index: 98 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| - -execution time of: 2.0224e-04s: Index: 72 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| - -execution time of: 2.0231e-04s: Index: 14 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| - -execution time of: 2.0242e-04s: Index: 106 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| - -execution time of: 2.0247e-04s: Index: 8 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| - -execution time of: 2.0394e-04s: Index: 30 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| - -execution time of: 2.0419e-04s: Index: 66 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| - -execution time of: 2.0487e-04s: Index: 54 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| - -execution time of: 2.0514e-04s: Index: 34 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| - -execution time of: 2.0515e-04s: Index: 108 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| - -execution time of: 2.0553e-04s: Index: 44 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| - -execution time of: 2.0614e-04s: Index: 68 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| - -execution time of: 2.0622e-04s: Index: 110 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| - -execution time of: 2.0631e-04s: Index: 78 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| - -execution time of: 2.0649e-04s: Index: 58 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| - -execution time of: 2.0664e-04s: Index: 50 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| - -execution time of: 2.0688e-04s: Index: 36 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| - -execution time of: 2.0695e-04s: Index: 74 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| - -execution time of: 2.0824e-04s: Index: 104 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| - -execution time of: 2.1082e-04s: Index: 84 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| - -execution time of: 2.1134e-04s: Index: 32 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| - -execution time of: 2.1164e-04s: Index: 60 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| - -execution time of: 2.1193e-04s: Index: 62 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| - -execution time of: 2.1195e-04s: Index: 38 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| - -execution time of: 2.1278e-04s: Index: 86 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| - -execution time of: 2.1340e-04s: Index: 56 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| - -execution time of: 2.1494e-04s: Index: 80 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| - -________________________________________________________________________________________________ - -Start Simulation of ae_indep_qiskit_6__________________________________________________ - -.i:...0...1...2...3...4...5 -.1:...h...|...|...|...|...| -.2:...|...h...|...|...|...| -.3:...|...|...h...|...|...| -.4:...|...|...|...h...|...| -.5:...|...|...|...|...h...| -.6:...|...|...|...|...|..ry p: (9.2730e-01) -.7:...c...|...|...|...|...x -.8:...|...|...|...|...|..ry p: (-9.2730e-01) -.9:...c...|...|...|...|...x -10:...|...|...|...|...|..ry p: (9.2730e-01) -11:...|...c...|...|...|...x -12:...|...|...|...|...|..ry p: (-1.8546e+00) -13:...|...c...|...|...|...x -14:...|...|...|...|...|..ry p: (1.8546e+00) -15:...|...|...c...|...|...x -16:...|...|...|...|...|..ry p: (-3.7092e+00) -17:...|...|...c...|...|...x -18:...|...|...|...|...|...u p: (2.5740e+00) (-3.1416e+00) (-3.1416e+00) -19:...|...|...|...c...|...x -20:...|...|...|...|...|..ry p: (-7.4184e+00) -21:...|...|...|...c...|...x -22:...|...|...|...|...|..ry p: (1.1352e+00) -23:...|...|...|...|...c...x -24:...|...|...|...|...|..ry p: (-1.4837e+01) -25:...|...|...|...|...c...x -26:...|...|...|...|...h...| -27:...|...|...|...c.sdg...| -28:...|...|...c...|.tdg...| -29:...|...c...|...|...p...| p: (-3.9270e-01) -30:...c...|...|...|...p...| p: (-1.9635e-01) -31:...|...|...|...h...|...| -32:...|...|...c.sdg...|...| -33:...|...c...|.tdg...|...| -34:...c...|...|...p...|...| p: (-3.9270e-01) -35:...|...|...h...|...|...| -36:...|...c.sdg...|...|...| -37:...c...|.tdg...|...|...| -38:...|...h...|...|...|...| -39:...c.sdg...|...|...|...| -40:...h...|...|...|...|...| -41:...|...|...|...|...|..ry p: (1.4837e+01) -42:======================== -43:...0...|...|...|...|...| -44:...|...1...|...|...|...| -45:...|...|...2...|...|...| -46:...|...|...|...3...|...| -47:...|...|...|...|...4...| -48:...|...|...|...|...|...5 -.o:...0...1...2...3...4...5 -Total Permutations: 720 -Min time: 2.9043e-04s................. Permutation 155: 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Max time: 4.0113e-04s................. Permutation 440: 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Min active nodes: 63 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Min max nodes: 126 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Max active nodes: 63 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Max max nodes: 126 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -________________________________________________________________________________________________ - -720 permutations have 63 active nodes. -Index: 155 | Max_nodes: 126 | Time: 2.9043e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 159 | Max_nodes: 126 | Time: 2.9051e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 177 | Max_nodes: 126 | Time: 2.9113e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 165 | Max_nodes: 126 | Time: 2.9124e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 179 | Max_nodes: 126 | Time: 2.9173e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 275 | Max_nodes: 126 | Time: 2.9208e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 279 | Max_nodes: 126 | Time: 2.9217e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 167 | Max_nodes: 126 | Time: 2.9218e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 201 | Max_nodes: 126 | Time: 2.9269e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 273 | Max_nodes: 126 | Time: 2.9298e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 281 | Max_nodes: 126 | Time: 2.9302e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 161 | Max_nodes: 126 | Time: 2.9305e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 183 | Max_nodes: 126 | Time: 2.9333e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 287 | Max_nodes: 126 | Time: 2.9345e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 207 | Max_nodes: 126 | Time: 2.9377e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 189 | Max_nodes: 126 | Time: 2.9415e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 225 | Max_nodes: 126 | Time: 2.9429e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 393 | Max_nodes: 126 | Time: 2.9436e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 203 | Max_nodes: 126 | Time: 2.9473e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 395 | Max_nodes: 126 | Time: 2.9494e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 513 | Max_nodes: 126 | Time: 2.9502e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 227 | Max_nodes: 126 | Time: 2.9527e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 153 | Max_nodes: 126 | Time: 2.9529e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 297 | Max_nodes: 126 | Time: 2.9552e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 419 | Max_nodes: 126 | Time: 2.9609e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 399 | Max_nodes: 126 | Time: 2.9634e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 191 | Max_nodes: 126 | Time: 2.9642e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 237 | Max_nodes: 126 | Time: 2.9670e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 231 | Max_nodes: 126 | Time: 2.9682e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 299 | Max_nodes: 126 | Time: 2.9685e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 213 | Max_nodes: 126 | Time: 2.9708e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 185 | Max_nodes: 126 | Time: 2.9762e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 519 | Max_nodes: 126 | Time: 2.9781e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 39 | Max_nodes: 126 | Time: 2.9808e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 239 | Max_nodes: 126 | Time: 2.9811e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 417 | Max_nodes: 126 | Time: 2.9816e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 215 | Max_nodes: 126 | Time: 2.9835e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 537 | Max_nodes: 126 | Time: 2.9852e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 35 | Max_nodes: 126 | Time: 2.9867e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 33 | Max_nodes: 126 | Time: 2.9870e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 635 | Max_nodes: 126 | Time: 2.9873e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 515 | Max_nodes: 126 | Time: 2.9931e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 47 | Max_nodes: 126 | Time: 2.9946e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 639 | Max_nodes: 126 | Time: 2.9949e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 407 | Max_nodes: 126 | Time: 2.9959e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 209 | Max_nodes: 126 | Time: 2.9959e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 405 | Max_nodes: 126 | Time: 2.9971e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 233 | Max_nodes: 126 | Time: 2.9971e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 633 | Max_nodes: 126 | Time: 2.9994e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 323 | Max_nodes: 126 | Time: 2.9997e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 57 | Max_nodes: 126 | Time: 3.0005e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 539 | Max_nodes: 126 | Time: 3.0012e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 45 | Max_nodes: 126 | Time: 3.0015e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 347 | Max_nodes: 126 | Time: 3.0021e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 345 | Max_nodes: 126 | Time: 3.0045e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 59 | Max_nodes: 126 | Time: 3.0051e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 561 | Max_nodes: 126 | Time: 3.0063e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 441 | Max_nodes: 126 | Time: 3.0067e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 285 | Max_nodes: 126 | Time: 3.0068e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 41 | Max_nodes: 126 | Time: 3.0085e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 657 | Max_nodes: 126 | Time: 3.0096e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 525 | Max_nodes: 126 | Time: 3.0103e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 69 | Max_nodes: 126 | Time: 3.0128e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 63 | Max_nodes: 126 | Time: 3.0134e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 321 | Max_nodes: 126 | Time: 3.0141e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 81 | Max_nodes: 126 | Time: 3.0146e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 401 | Max_nodes: 126 | Time: 3.0148e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 327 | Max_nodes: 126 | Time: 3.0193e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 527 | Max_nodes: 126 | Time: 3.0198e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 105 | Max_nodes: 126 | Time: 3.0240e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 645 | Max_nodes: 126 | Time: 3.0253e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 659 | Max_nodes: 126 | Time: 3.0255e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 521 | Max_nodes: 126 | Time: 3.0260e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 303 | Max_nodes: 126 | Time: 3.0286e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 681 | Max_nodes: 126 | Time: 3.0294e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 429 | Max_nodes: 126 | Time: 3.0340e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 647 | Max_nodes: 126 | Time: 3.0349e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 465 | Max_nodes: 126 | Time: 3.0356e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 423 | Max_nodes: 126 | Time: 3.0358e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 351 | Max_nodes: 126 | Time: 3.0364e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 309 | Max_nodes: 126 | Time: 3.0394e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 111 | Max_nodes: 126 | Time: 3.0408e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 447 | Max_nodes: 126 | Time: 3.0421e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 93 | Max_nodes: 126 | Time: 3.0424e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 83 | Max_nodes: 126 | Time: 3.0427e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 567 | Max_nodes: 126 | Time: 3.0430e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 543 | Max_nodes: 126 | Time: 3.0431e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 107 | Max_nodes: 126 | Time: 3.0446e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 71 | Max_nodes: 126 | Time: 3.0494e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 87 | Max_nodes: 126 | Time: 3.0507e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 11 | Max_nodes: 126 | Time: 3.0539e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 471 | Max_nodes: 126 | Time: 3.0553e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 65 | Max_nodes: 126 | Time: 3.0557e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 255 | Max_nodes: 126 | Time: 3.0578e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 251 | Max_nodes: 126 | Time: 3.0580e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 95 | Max_nodes: 126 | Time: 3.0589e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 117 | Max_nodes: 126 | Time: 3.0594e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 89 | Max_nodes: 126 | Time: 3.0632e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 641 | Max_nodes: 126 | Time: 3.0640e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 9 | Max_nodes: 126 | Time: 3.0657e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 705 | Max_nodes: 126 | Time: 3.0680e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 333 | Max_nodes: 126 | Time: 3.0690e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 563 | Max_nodes: 126 | Time: 3.0697e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 21 | Max_nodes: 126 | Time: 3.0709e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 113 | Max_nodes: 126 | Time: 3.0714e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 683 | Max_nodes: 126 | Time: 3.0743e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 249 | Max_nodes: 126 | Time: 3.0748e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 263 | Max_nodes: 126 | Time: 3.0754e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 15 | Max_nodes: 126 | Time: 3.0755e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 443 | Max_nodes: 126 | Time: 3.0756e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 549 | Max_nodes: 126 | Time: 3.0777e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 17 | Max_nodes: 126 | Time: 3.0782e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 357 | Max_nodes: 126 | Time: 3.0815e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 261 | Max_nodes: 126 | Time: 3.0837e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 687 | Max_nodes: 126 | Time: 3.0863e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 257 | Max_nodes: 126 | Time: 3.0864e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 23 | Max_nodes: 126 | Time: 3.0876e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 585 | Max_nodes: 126 | Time: 3.0882e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 669 | Max_nodes: 126 | Time: 3.0910e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 707 | Max_nodes: 126 | Time: 3.0928e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 311 | Max_nodes: 126 | Time: 3.0956e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 663 | Max_nodes: 126 | Time: 3.0988e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 371 | Max_nodes: 126 | Time: 3.0990e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 369 | Max_nodes: 126 | Time: 3.0995e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 431 | Max_nodes: 126 | Time: 3.1012e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 305 | Max_nodes: 126 | Time: 3.1015e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 591 | Max_nodes: 126 | Time: 3.1025e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 711 | Max_nodes: 126 | Time: 3.1032e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 119 | Max_nodes: 126 | Time: 3.1040e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 587 | Max_nodes: 126 | Time: 3.1042e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 359 | Max_nodes: 126 | Time: 3.1064e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 375 | Max_nodes: 126 | Time: 3.1090e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 467 | Max_nodes: 126 | Time: 3.1120e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 129 | Max_nodes: 126 | Time: 3.1121e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 477 | Max_nodes: 126 | Time: 3.1156e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 143 | Max_nodes: 126 | Time: 3.1162e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 131 | Max_nodes: 126 | Time: 3.1166e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 425 | Max_nodes: 126 | Time: 3.1180e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 453 | Max_nodes: 126 | Time: 3.1213e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 545 | Max_nodes: 126 | Time: 3.1222e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 335 | Max_nodes: 126 | Time: 3.1243e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 495 | Max_nodes: 126 | Time: 3.1245e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 353 | Max_nodes: 126 | Time: 3.1250e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 489 | Max_nodes: 126 | Time: 3.1254e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 491 | Max_nodes: 126 | Time: 3.1316e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 449 | Max_nodes: 126 | Time: 3.1322e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 551 | Max_nodes: 126 | Time: 3.1339e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 137 | Max_nodes: 126 | Time: 3.1364e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 455 | Max_nodes: 126 | Time: 3.1368e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 609 | Max_nodes: 126 | Time: 3.1370e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 473 | Max_nodes: 126 | Time: 3.1393e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 611 | Max_nodes: 126 | Time: 3.1409e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 597 | Max_nodes: 126 | Time: 3.1416e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 141 | Max_nodes: 126 | Time: 3.1424e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 383 | Max_nodes: 126 | Time: 3.1426e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 665 | Max_nodes: 126 | Time: 3.1429e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 575 | Max_nodes: 126 | Time: 3.1432e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 717 | Max_nodes: 126 | Time: 3.1442e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 615 | Max_nodes: 126 | Time: 3.1452e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 693 | Max_nodes: 126 | Time: 3.1461e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 689 | Max_nodes: 126 | Time: 3.1465e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 479 | Max_nodes: 126 | Time: 3.1477e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 381 | Max_nodes: 126 | Time: 3.1478e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 377 | Max_nodes: 126 | Time: 3.1500e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 135 | Max_nodes: 126 | Time: 3.1550e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 719 | Max_nodes: 126 | Time: 3.1550e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 671 | Max_nodes: 126 | Time: 3.1591e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 593 | Max_nodes: 126 | Time: 3.1591e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 53 | Max_nodes: 126 | Time: 3.1607e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 501 | Max_nodes: 126 | Time: 3.1610e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 569 | Max_nodes: 126 | Time: 3.1636e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 713 | Max_nodes: 126 | Time: 3.1659e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 621 | Max_nodes: 126 | Time: 3.1683e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 599 | Max_nodes: 126 | Time: 3.1690e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 75 | Max_nodes: 126 | Time: 3.1698e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 623 | Max_nodes: 126 | Time: 3.1707e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 497 | Max_nodes: 126 | Time: 3.1709e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 695 | Max_nodes: 126 | Time: 3.1717e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 573 | Max_nodes: 126 | Time: 3.1742e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 5 | Max_nodes: 126 | Time: 3.1758e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 51 | Max_nodes: 126 | Time: 3.1776e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 617 | Max_nodes: 126 | Time: 3.1792e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 3 | Max_nodes: 126 | Time: 3.1797e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 329 | Max_nodes: 126 | Time: 3.1806e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 503 | Max_nodes: 126 | Time: 3.1806e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 413 | Max_nodes: 126 | Time: 3.1927e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 99 | Max_nodes: 126 | Time: 3.1965e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 13 | Max_nodes: 126 | Time: 3.1971e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 123 | Max_nodes: 126 | Time: 3.2063e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 531 | Max_nodes: 126 | Time: 3.2073e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 125 | Max_nodes: 126 | Time: 3.2092e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 363 | Max_nodes: 126 | Time: 3.2121e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 29 | Max_nodes: 126 | Time: 3.2132e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 101 | Max_nodes: 126 | Time: 3.2188e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 533 | Max_nodes: 126 | Time: 3.2190e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 27 | Max_nodes: 126 | Time: 3.2200e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 339 | Max_nodes: 126 | Time: 3.2205e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 365 | Max_nodes: 126 | Time: 3.2214e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 411 | Max_nodes: 126 | Time: 3.2220e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 317 | Max_nodes: 126 | Time: 3.2239e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 61 | Max_nodes: 126 | Time: 3.2257e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 67 | Max_nodes: 126 | Time: 3.2271e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 555 | Max_nodes: 126 | Time: 3.2287e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 19 | Max_nodes: 126 | Time: 3.2292e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 1 | Max_nodes: 126 | Time: 3.2292e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 651 | Max_nodes: 126 | Time: 3.2303e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 77 | Max_nodes: 126 | Time: 3.2338e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 483 | Max_nodes: 126 | Time: 3.2386e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 85 | Max_nodes: 126 | Time: 3.2422e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 291 | Max_nodes: 126 | Time: 3.2469e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 315 | Max_nodes: 126 | Time: 3.2491e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 22 | Max_nodes: 126 | Time: 3.2496e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 653 | Max_nodes: 126 | Time: 3.2504e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 109 | Max_nodes: 126 | Time: 3.2510e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 245 | Max_nodes: 126 | Time: 3.2522e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 435 | Max_nodes: 126 | Time: 3.2527e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 459 | Max_nodes: 126 | Time: 3.2537e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 485 | Max_nodes: 126 | Time: 3.2546e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 133 | Max_nodes: 126 | Time: 3.2551e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 675 | Max_nodes: 126 | Time: 3.2604e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 173 | Max_nodes: 126 | Time: 3.2609e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 139 | Max_nodes: 126 | Time: 3.2634e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 195 | Max_nodes: 126 | Time: 3.2688e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 243 | Max_nodes: 126 | Time: 3.2745e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 121 | Max_nodes: 126 | Time: 3.2763e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 341 | Max_nodes: 126 | Time: 3.2790e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 16 | Max_nodes: 126 | Time: 3.2803e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 603 | Max_nodes: 126 | Time: 3.2862e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 699 | Max_nodes: 126 | Time: 3.2880e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 73 | Max_nodes: 126 | Time: 3.2896e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 4 | Max_nodes: 126 | Time: 3.2905e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 387 | Max_nodes: 126 | Time: 3.2921e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 91 | Max_nodes: 126 | Time: 3.2929e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 25 | Max_nodes: 126 | Time: 3.2932e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 219 | Max_nodes: 126 | Time: 3.2933e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 605 | Max_nodes: 126 | Time: 3.2933e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 221 | Max_nodes: 126 | Time: 3.2949e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 171 | Max_nodes: 126 | Time: 3.2960e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 389 | Max_nodes: 126 | Time: 3.2971e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 115 | Max_nodes: 126 | Time: 3.2972e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 97 | Max_nodes: 126 | Time: 3.2983e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 293 | Max_nodes: 126 | Time: 3.2989e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 136 | Max_nodes: 126 | Time: 3.3052e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 7 | Max_nodes: 126 | Time: 3.3056e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 579 | Max_nodes: 126 | Time: 3.3060e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 18 | Max_nodes: 126 | Time: 3.3077e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 127 | Max_nodes: 126 | Time: 3.3100e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 493 | Max_nodes: 126 | Time: 3.3101e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 373 | Max_nodes: 126 | Time: 3.3114e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 677 | Max_nodes: 126 | Time: 3.3122e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 0 | Max_nodes: 126 | Time: 3.3127e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 701 | Max_nodes: 126 | Time: 3.3146e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 149 | Max_nodes: 126 | Time: 3.3192e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 64 | Max_nodes: 126 | Time: 3.3192e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 124 | Max_nodes: 126 | Time: 3.3207e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 37 | Max_nodes: 126 | Time: 3.3232e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 241 | Max_nodes: 126 | Time: 3.3234e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 147 | Max_nodes: 126 | Time: 3.3251e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 461 | Max_nodes: 126 | Time: 3.3255e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 197 | Max_nodes: 126 | Time: 3.3263e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 509 | Max_nodes: 126 | Time: 3.3273e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 507 | Max_nodes: 126 | Time: 3.3289e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 437 | Max_nodes: 126 | Time: 3.3296e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 142 | Max_nodes: 126 | Time: 3.3306e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 94 | Max_nodes: 126 | Time: 3.3311e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 581 | Max_nodes: 126 | Time: 3.3343e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 70 | Max_nodes: 126 | Time: 3.3354e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 28 | Max_nodes: 126 | Time: 3.3356e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 43 | Max_nodes: 126 | Time: 3.3366e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 301 | Max_nodes: 126 | Time: 3.3378e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 325 | Max_nodes: 126 | Time: 3.3383e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 118 | Max_nodes: 126 | Time: 3.3408e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 379 | Max_nodes: 126 | Time: 3.3420e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 629 | Max_nodes: 126 | Time: 3.3427e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 269 | Max_nodes: 126 | Time: 3.3460e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 421 | Max_nodes: 126 | Time: 3.3482e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 445 | Max_nodes: 126 | Time: 3.3486e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 627 | Max_nodes: 126 | Time: 3.3493e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 565 | Max_nodes: 126 | Time: 3.3499e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 49 | Max_nodes: 126 | Time: 3.3528e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 307 | Max_nodes: 126 | Time: 3.3542e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 613 | Max_nodes: 126 | Time: 3.3546e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 10 | Max_nodes: 126 | Time: 3.3556e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 20 | Max_nodes: 126 | Time: 3.3569e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 541 | Max_nodes: 126 | Time: 3.3583e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 88 | Max_nodes: 126 | Time: 3.3594e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 349 | Max_nodes: 126 | Time: 3.3595e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 427 | Max_nodes: 126 | Time: 3.3597e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 601 | Max_nodes: 126 | Time: 3.3608e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 103 | Max_nodes: 126 | Time: 3.3609e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 138 | Max_nodes: 126 | Time: 3.3622e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 100 | Max_nodes: 126 | Time: 3.3707e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 557 | Max_nodes: 126 | Time: 3.3719e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 112 | Max_nodes: 126 | Time: 3.3722e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 355 | Max_nodes: 126 | Time: 3.3730e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 331 | Max_nodes: 126 | Time: 3.3731e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 499 | Max_nodes: 126 | Time: 3.3739e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 244 | Max_nodes: 126 | Time: 3.3744e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 79 | Max_nodes: 126 | Time: 3.3779e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 2 | Max_nodes: 126 | Time: 3.3782e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 253 | Max_nodes: 126 | Time: 3.3785e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 6 | Max_nodes: 126 | Time: 3.3790e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 619 | Max_nodes: 126 | Time: 3.3791e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 120 | Max_nodes: 126 | Time: 3.3852e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 130 | Max_nodes: 126 | Time: 3.3856e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 24 | Max_nodes: 126 | Time: 3.3857e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 469 | Max_nodes: 126 | Time: 3.3858e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 685 | Max_nodes: 126 | Time: 3.3873e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 481 | Max_nodes: 126 | Time: 3.3875e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 145 | Max_nodes: 126 | Time: 3.3889e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 55 | Max_nodes: 126 | Time: 3.3936e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 547 | Max_nodes: 126 | Time: 3.3958e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 126 | Max_nodes: 126 | Time: 3.3992e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 76 | Max_nodes: 126 | Time: 3.4002e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 31 | Max_nodes: 126 | Time: 3.4006e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 122 | Max_nodes: 126 | Time: 3.4006e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 193 | Max_nodes: 126 | Time: 3.4022e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 667 | Max_nodes: 126 | Time: 3.4043e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 661 | Max_nodes: 126 | Time: 3.4054e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 12 | Max_nodes: 126 | Time: 3.4059e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 382 | Max_nodes: 126 | Time: 3.4077e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 96 | Max_nodes: 126 | Time: 3.4105e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 259 | Max_nodes: 126 | Time: 3.4107e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 8 | Max_nodes: 126 | Time: 3.4111e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 376 | Max_nodes: 126 | Time: 3.4119e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 217 | Max_nodes: 126 | Time: 3.4128e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 26 | Max_nodes: 126 | Time: 3.4137e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 14 | Max_nodes: 126 | Time: 3.4154e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 140 | Max_nodes: 126 | Time: 3.4164e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 709 | Max_nodes: 126 | Time: 3.4166e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 265 | Max_nodes: 126 | Time: 3.4169e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 484 | Max_nodes: 126 | Time: 3.4192e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 589 | Max_nodes: 126 | Time: 3.4217e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 361 | Max_nodes: 126 | Time: 3.4219e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 505 | Max_nodes: 126 | Time: 3.4224e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 187 | Max_nodes: 126 | Time: 3.4237e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 673 | Max_nodes: 126 | Time: 3.4242e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 451 | Max_nodes: 126 | Time: 3.4262e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 181 | Max_nodes: 126 | Time: 3.4296e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 90 | Max_nodes: 126 | Time: 3.4303e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 148 | Max_nodes: 126 | Time: 3.4307e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 42 | Max_nodes: 126 | Time: 3.4323e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 267 | Max_nodes: 126 | Time: 3.4326e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 457 | Max_nodes: 126 | Time: 3.4338e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 240 | Max_nodes: 126 | Time: 3.4371e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 496 | Max_nodes: 126 | Time: 3.4376e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 205 | Max_nodes: 126 | Time: 3.4380e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 502 | Max_nodes: 126 | Time: 3.4394e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 229 | Max_nodes: 126 | Time: 3.4409e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 46 | Max_nodes: 126 | Time: 3.4426e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 571 | Max_nodes: 126 | Time: 3.4426e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 595 | Max_nodes: 126 | Time: 3.4431e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 433 | Max_nodes: 126 | Time: 3.4432e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 40 | Max_nodes: 126 | Time: 3.4441e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 247 | Max_nodes: 126 | Time: 3.4445e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 604 | Max_nodes: 126 | Time: 3.4451e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 625 | Max_nodes: 126 | Time: 3.4452e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 114 | Max_nodes: 126 | Time: 3.4460e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 211 | Max_nodes: 126 | Time: 3.4494e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 475 | Max_nodes: 126 | Time: 3.4531e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 616 | Max_nodes: 126 | Time: 3.4532e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 268 | Max_nodes: 126 | Time: 3.4540e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 98 | Max_nodes: 126 | Time: 3.4540e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 132 | Max_nodes: 126 | Time: 3.4541e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 487 | Max_nodes: 126 | Time: 3.4543e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 691 | Max_nodes: 126 | Time: 3.4555e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 553 | Max_nodes: 126 | Time: 3.4559e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 697 | Max_nodes: 126 | Time: 3.4570e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 48 | Max_nodes: 126 | Time: 3.4583e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 622 | Max_nodes: 126 | Time: 3.4591e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 577 | Max_nodes: 126 | Time: 3.4607e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 52 | Max_nodes: 126 | Time: 3.4608e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 607 | Max_nodes: 126 | Time: 3.4608e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 169 | Max_nodes: 126 | Time: 3.4611e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 235 | Max_nodes: 126 | Time: 3.4624e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 242 | Max_nodes: 126 | Time: 3.4638e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 715 | Max_nodes: 126 | Time: 3.4646e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 92 | Max_nodes: 126 | Time: 3.4664e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 102 | Max_nodes: 126 | Time: 3.4666e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 30 | Max_nodes: 126 | Time: 3.4682e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 559 | Max_nodes: 126 | Time: 3.4693e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 334 | Max_nodes: 126 | Time: 3.4726e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 313 | Max_nodes: 126 | Time: 3.4727e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 367 | Max_nodes: 126 | Time: 3.4742e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 424 | Max_nodes: 126 | Time: 3.4752e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 128 | Max_nodes: 126 | Time: 3.4764e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 134 | Max_nodes: 126 | Time: 3.4768e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 517 | Max_nodes: 126 | Time: 3.4769e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 439 | Max_nodes: 126 | Time: 3.4774e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 600 | Max_nodes: 126 | Time: 3.4797e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 360 | Max_nodes: 126 | Time: 3.4803e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 116 | Max_nodes: 126 | Time: 3.4808e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 529 | Max_nodes: 126 | Time: 3.4813e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 328 | Max_nodes: 126 | Time: 3.4814e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 358 | Max_nodes: 126 | Time: 3.4822e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 220 | Max_nodes: 126 | Time: 3.4844e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 352 | Max_nodes: 126 | Time: 3.4844e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 304 | Max_nodes: 126 | Time: 3.4850e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 403 | Max_nodes: 126 | Time: 3.4856e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 262 | Max_nodes: 126 | Time: 3.4858e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 385 | Max_nodes: 126 | Time: 3.4868e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 196 | Max_nodes: 126 | Time: 3.4877e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 258 | Max_nodes: 126 | Time: 3.4889e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 463 | Max_nodes: 126 | Time: 3.4898e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 144 | Max_nodes: 126 | Time: 3.4898e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 430 | Max_nodes: 126 | Time: 3.4908e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 544 | Max_nodes: 126 | Time: 3.4968e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 157 | Max_nodes: 126 | Time: 3.4981e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 679 | Max_nodes: 126 | Time: 3.4996e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 54 | Max_nodes: 126 | Time: 3.5011e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 72 | Max_nodes: 126 | Time: 3.5017e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 337 | Max_nodes: 126 | Time: 3.5019e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 637 | Max_nodes: 126 | Time: 3.5033e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 146 | Max_nodes: 126 | Time: 3.5033e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 508 | Max_nodes: 126 | Time: 3.5036e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 66 | Max_nodes: 126 | Time: 3.5059e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 106 | Max_nodes: 126 | Time: 3.5068e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 36 | Max_nodes: 126 | Time: 3.5082e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 264 | Max_nodes: 126 | Time: 3.5111e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 256 | Max_nodes: 126 | Time: 3.5123e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 397 | Max_nodes: 126 | Time: 3.5127e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 664 | Max_nodes: 126 | Time: 3.5134e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 550 | Max_nodes: 126 | Time: 3.5141e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 454 | Max_nodes: 126 | Time: 3.5142e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 163 | Max_nodes: 126 | Time: 3.5149e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 602 | Max_nodes: 126 | Time: 3.5150e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 34 | Max_nodes: 126 | Time: 3.5171e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 628 | Max_nodes: 126 | Time: 3.5186e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 498 | Max_nodes: 126 | Time: 3.5187e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 670 | Max_nodes: 126 | Time: 3.5196e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 277 | Max_nodes: 126 | Time: 3.5200e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 448 | Max_nodes: 126 | Time: 3.5205e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 199 | Max_nodes: 126 | Time: 3.5209e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 523 | Max_nodes: 126 | Time: 3.5213e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 246 | Max_nodes: 126 | Time: 3.5235e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 364 | Max_nodes: 126 | Time: 3.5265e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 568 | Max_nodes: 126 | Time: 3.5265e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 283 | Max_nodes: 126 | Time: 3.5267e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 478 | Max_nodes: 126 | Time: 3.5277e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 643 | Max_nodes: 126 | Time: 3.5293e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 108 | Max_nodes: 126 | Time: 3.5316e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 82 | Max_nodes: 126 | Time: 3.5322e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 266 | Max_nodes: 126 | Time: 3.5328e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 74 | Max_nodes: 126 | Time: 3.5348e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 78 | Max_nodes: 126 | Time: 3.5376e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 223 | Max_nodes: 126 | Time: 3.5389e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 718 | Max_nodes: 126 | Time: 3.5413e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 688 | Max_nodes: 126 | Time: 3.5419e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 649 | Max_nodes: 126 | Time: 3.5421e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 703 | Max_nodes: 126 | Time: 3.5425e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 480 | Max_nodes: 126 | Time: 3.5428e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 583 | Max_nodes: 126 | Time: 3.5451e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 618 | Max_nodes: 126 | Time: 3.5453e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 44 | Max_nodes: 126 | Time: 3.5456e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 574 | Max_nodes: 126 | Time: 3.5457e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 592 | Max_nodes: 126 | Time: 3.5459e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 694 | Max_nodes: 126 | Time: 3.5468e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 362 | Max_nodes: 126 | Time: 3.5481e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 409 | Max_nodes: 126 | Time: 3.5484e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 598 | Max_nodes: 126 | Time: 3.5488e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 216 | Max_nodes: 126 | Time: 3.5498e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 624 | Max_nodes: 126 | Time: 3.5511e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 289 | Max_nodes: 126 | Time: 3.5532e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 319 | Max_nodes: 126 | Time: 3.5535e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 168 | Max_nodes: 126 | Time: 3.5558e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 58 | Max_nodes: 126 | Time: 3.5560e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 436 | Max_nodes: 126 | Time: 3.5580e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 50 | Max_nodes: 126 | Time: 3.5594e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 384 | Max_nodes: 126 | Time: 3.5596e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 511 | Max_nodes: 126 | Time: 3.5598e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 151 | Max_nodes: 126 | Time: 3.5622e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 388 | Max_nodes: 126 | Time: 3.5633e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 556 | Max_nodes: 126 | Time: 3.5640e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 60 | Max_nodes: 126 | Time: 3.5642e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 535 | Max_nodes: 126 | Time: 3.5647e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 310 | Max_nodes: 126 | Time: 3.5650e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 460 | Max_nodes: 126 | Time: 3.5655e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 252 | Max_nodes: 126 | Time: 3.5662e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 676 | Max_nodes: 126 | Time: 3.5682e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 606 | Max_nodes: 126 | Time: 3.5693e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 218 | Max_nodes: 126 | Time: 3.5704e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 366 | Max_nodes: 126 | Time: 3.5711e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 175 | Max_nodes: 126 | Time: 3.5714e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 250 | Max_nodes: 126 | Time: 3.5723e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 472 | Max_nodes: 126 | Time: 3.5730e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 184 | Max_nodes: 126 | Time: 3.5735e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 190 | Max_nodes: 126 | Time: 3.5768e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 500 | Max_nodes: 126 | Time: 3.5780e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 378 | Max_nodes: 126 | Time: 3.5804e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 482 | Max_nodes: 126 | Time: 3.5819e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 238 | Max_nodes: 126 | Time: 3.5848e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 192 | Max_nodes: 126 | Time: 3.5868e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 700 | Max_nodes: 126 | Time: 3.5870e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 610 | Max_nodes: 126 | Time: 3.5874e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 712 | Max_nodes: 126 | Time: 3.5890e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 214 | Max_nodes: 126 | Time: 3.5918e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 490 | Max_nodes: 126 | Time: 3.5922e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 580 | Max_nodes: 126 | Time: 3.5937e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 32 | Max_nodes: 126 | Time: 3.5946e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 271 | Max_nodes: 126 | Time: 3.5969e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 260 | Max_nodes: 126 | Time: 3.5982e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 110 | Max_nodes: 126 | Time: 3.5985e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 631 | Max_nodes: 126 | Time: 3.5995e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 104 | Max_nodes: 126 | Time: 3.6006e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 84 | Max_nodes: 126 | Time: 3.6008e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 208 | Max_nodes: 126 | Time: 3.6015e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 626 | Max_nodes: 126 | Time: 3.6024e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 38 | Max_nodes: 126 | Time: 3.6039e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 486 | Max_nodes: 126 | Time: 3.6097e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 391 | Max_nodes: 126 | Time: 3.6104e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 620 | Max_nodes: 126 | Time: 3.6134e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 696 | Max_nodes: 126 | Time: 3.6139e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 415 | Max_nodes: 126 | Time: 3.6145e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 172 | Max_nodes: 126 | Time: 3.6149e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 474 | Max_nodes: 126 | Time: 3.6166e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 336 | Max_nodes: 126 | Time: 3.6186e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 576 | Max_nodes: 126 | Time: 3.6205e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 343 | Max_nodes: 126 | Time: 3.6236e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 370 | Max_nodes: 126 | Time: 3.6237e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 162 | Max_nodes: 126 | Time: 3.6242e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 450 | Max_nodes: 126 | Time: 3.6247e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 210 | Max_nodes: 126 | Time: 3.6261e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 232 | Max_nodes: 126 | Time: 3.6263e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 648 | Max_nodes: 126 | Time: 3.6277e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 570 | Max_nodes: 126 | Time: 3.6279e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 612 | Max_nodes: 126 | Time: 3.6283e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 288 | Max_nodes: 126 | Time: 3.6292e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 655 | Max_nodes: 126 | Time: 3.6309e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 594 | Max_nodes: 126 | Time: 3.6324e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 714 | Max_nodes: 126 | Time: 3.6359e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 56 | Max_nodes: 126 | Time: 3.6380e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 400 | Max_nodes: 126 | Time: 3.6391e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 295 | Max_nodes: 126 | Time: 3.6404e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 406 | Max_nodes: 126 | Time: 3.6405e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 62 | Max_nodes: 126 | Time: 3.6414e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 690 | Max_nodes: 126 | Time: 3.6426e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 68 | Max_nodes: 126 | Time: 3.6436e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 504 | Max_nodes: 126 | Time: 3.6467e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 170 | Max_nodes: 126 | Time: 3.6473e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 386 | Max_nodes: 126 | Time: 3.6487e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 506 | Max_nodes: 126 | Time: 3.6496e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 86 | Max_nodes: 126 | Time: 3.6518e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 254 | Max_nodes: 126 | Time: 3.6541e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 234 | Max_nodes: 126 | Time: 3.6552e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 380 | Max_nodes: 126 | Time: 3.6590e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 150 | Max_nodes: 126 | Time: 3.6591e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 640 | Max_nodes: 126 | Time: 3.6599e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 526 | Max_nodes: 126 | Time: 3.6607e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 646 | Max_nodes: 126 | Time: 3.6626e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 316 | Max_nodes: 126 | Time: 3.6632e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 372 | Max_nodes: 126 | Time: 3.6640e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 80 | Max_nodes: 126 | Time: 3.6655e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 282 | Max_nodes: 126 | Time: 3.6691e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 222 | Max_nodes: 126 | Time: 3.6694e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 532 | Max_nodes: 126 | Time: 3.6726e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 408 | Max_nodes: 126 | Time: 3.6736e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 520 | Max_nodes: 126 | Time: 3.6780e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 166 | Max_nodes: 126 | Time: 3.6781e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 652 | Max_nodes: 126 | Time: 3.6812e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 312 | Max_nodes: 126 | Time: 3.6827e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 492 | Max_nodes: 126 | Time: 3.6832e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 248 | Max_nodes: 126 | Time: 3.6833e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 528 | Max_nodes: 126 | Time: 3.6841e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 522 | Max_nodes: 126 | Time: 3.6842e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 456 | Max_nodes: 126 | Time: 3.6857e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 160 | Max_nodes: 126 | Time: 3.6890e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 174 | Max_nodes: 126 | Time: 3.6904e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 614 | Max_nodes: 126 | Time: 3.6916e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 270 | Max_nodes: 126 | Time: 3.6927e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 582 | Max_nodes: 126 | Time: 3.6929e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 156 | Max_nodes: 126 | Time: 3.6951e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 608 | Max_nodes: 126 | Time: 3.6955e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 476 | Max_nodes: 126 | Time: 3.6976e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 452 | Max_nodes: 126 | Time: 3.6982e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 630 | Max_nodes: 126 | Time: 3.6984e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 672 | Max_nodes: 126 | Time: 3.6992e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 342 | Max_nodes: 126 | Time: 3.6998e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 642 | Max_nodes: 126 | Time: 3.7001e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 702 | Max_nodes: 126 | Time: 3.7023e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 330 | Max_nodes: 126 | Time: 3.7025e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 186 | Max_nodes: 126 | Time: 3.7042e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 340 | Max_nodes: 126 | Time: 3.7054e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 654 | Max_nodes: 126 | Time: 3.7066e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 368 | Max_nodes: 126 | Time: 3.7083e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 390 | Max_nodes: 126 | Time: 3.7098e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 294 | Max_nodes: 126 | Time: 3.7100e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 578 | Max_nodes: 126 | Time: 3.7101e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 286 | Max_nodes: 126 | Time: 3.7104e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 596 | Max_nodes: 126 | Time: 3.7126e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 228 | Max_nodes: 126 | Time: 3.7134e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 414 | Max_nodes: 126 | Time: 3.7183e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 698 | Max_nodes: 126 | Time: 3.7202e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 562 | Max_nodes: 126 | Time: 3.7213e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 354 | Max_nodes: 126 | Time: 3.7221e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 716 | Max_nodes: 126 | Time: 3.7233e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 466 | Max_nodes: 126 | Time: 3.7239e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 488 | Max_nodes: 126 | Time: 3.7240e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 276 | Max_nodes: 126 | Time: 3.7245e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 374 | Max_nodes: 126 | Time: 3.7263e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 280 | Max_nodes: 126 | Time: 3.7277e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 572 | Max_nodes: 126 | Time: 3.7282e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 682 | Max_nodes: 126 | Time: 3.7293e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 692 | Max_nodes: 126 | Time: 3.7303e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 292 | Max_nodes: 126 | Time: 3.7318e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 494 | Max_nodes: 126 | Time: 3.7390e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 402 | Max_nodes: 126 | Time: 3.7391e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 212 | Max_nodes: 126 | Time: 3.7401e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 236 | Max_nodes: 126 | Time: 3.7406e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 442 | Max_nodes: 126 | Time: 3.7424e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 318 | Max_nodes: 126 | Time: 3.7495e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 226 | Max_nodes: 126 | Time: 3.7505e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 586 | Max_nodes: 126 | Time: 3.7518e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 510 | Max_nodes: 126 | Time: 3.7520e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 462 | Max_nodes: 126 | Time: 3.7550e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 338 | Max_nodes: 126 | Time: 3.7554e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 202 | Max_nodes: 126 | Time: 3.7572e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 534 | Max_nodes: 126 | Time: 3.7607e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 154 | Max_nodes: 126 | Time: 3.7620e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 412 | Max_nodes: 126 | Time: 3.7664e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 546 | Max_nodes: 126 | Time: 3.7684e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 650 | Max_nodes: 126 | Time: 3.7691e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 552 | Max_nodes: 126 | Time: 3.7708e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 666 | Max_nodes: 126 | Time: 3.7722e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 180 | Max_nodes: 126 | Time: 3.7732e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 706 | Max_nodes: 126 | Time: 3.7742e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 458 | Max_nodes: 126 | Time: 3.7747e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 164 | Max_nodes: 126 | Time: 3.7755e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 636 | Max_nodes: 126 | Time: 3.7782e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 198 | Max_nodes: 126 | Time: 3.7850e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 306 | Max_nodes: 126 | Time: 3.7877e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 332 | Max_nodes: 126 | Time: 3.7896e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 678 | Max_nodes: 126 | Time: 3.7905e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 514 | Max_nodes: 126 | Time: 3.7908e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 356 | Max_nodes: 126 | Time: 3.7939e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 588 | Max_nodes: 126 | Time: 3.7954e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 194 | Max_nodes: 126 | Time: 3.7990e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 634 | Max_nodes: 126 | Time: 3.8005e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 290 | Max_nodes: 126 | Time: 3.8021e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 674 | Max_nodes: 126 | Time: 3.8027e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 346 | Max_nodes: 126 | Time: 3.8071e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 524 | Max_nodes: 126 | Time: 3.8077e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 410 | Max_nodes: 126 | Time: 3.8103e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 432 | Max_nodes: 126 | Time: 3.8109e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 274 | Max_nodes: 126 | Time: 3.8119e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 322 | Max_nodes: 126 | Time: 3.8127e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 348 | Max_nodes: 126 | Time: 3.8168e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 426 | Max_nodes: 126 | Time: 3.8190e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 396 | Max_nodes: 126 | Time: 3.8211e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 538 | Max_nodes: 126 | Time: 3.8217e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 644 | Max_nodes: 126 | Time: 3.8221e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 548 | Max_nodes: 126 | Time: 3.8339e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 152 | Max_nodes: 126 | Time: 3.8341e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 188 | Max_nodes: 126 | Time: 3.8354e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 438 | Max_nodes: 126 | Time: 3.8388e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 558 | Max_nodes: 126 | Time: 3.8402e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 394 | Max_nodes: 126 | Time: 3.8429e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 516 | Max_nodes: 126 | Time: 3.8440e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 434 | Max_nodes: 126 | Time: 3.8448e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 530 | Max_nodes: 126 | Time: 3.8460e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 314 | Max_nodes: 126 | Time: 3.8470e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 658 | Max_nodes: 126 | Time: 3.8485e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 284 | Max_nodes: 126 | Time: 3.8497e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 554 | Max_nodes: 126 | Time: 3.8510e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 158 | Max_nodes: 126 | Time: 3.8517e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 178 | Max_nodes: 126 | Time: 3.8519e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 668 | Max_nodes: 126 | Time: 3.8541e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 224 | Max_nodes: 126 | Time: 3.8555e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 230 | Max_nodes: 126 | Time: 3.8568e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 660 | Max_nodes: 126 | Time: 3.8575e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 204 | Max_nodes: 126 | Time: 3.8592e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 710 | Max_nodes: 126 | Time: 3.8609e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 704 | Max_nodes: 126 | Time: 3.8637e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 590 | Max_nodes: 126 | Time: 3.8638e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 684 | Max_nodes: 126 | Time: 3.8723e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 308 | Max_nodes: 126 | Time: 3.8733e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 300 | Max_nodes: 126 | Time: 3.8741e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 404 | Max_nodes: 126 | Time: 3.8745e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 278 | Max_nodes: 126 | Time: 3.8751e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 584 | Max_nodes: 126 | Time: 3.8763e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 324 | Max_nodes: 126 | Time: 3.8796e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 176 | Max_nodes: 126 | Time: 3.8819e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 272 | Max_nodes: 126 | Time: 3.8837e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 632 | Max_nodes: 126 | Time: 3.8847e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 298 | Max_nodes: 126 | Time: 3.8848e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 708 | Max_nodes: 126 | Time: 3.8892e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 418 | Max_nodes: 126 | Time: 3.8901e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 428 | Max_nodes: 126 | Time: 3.8917e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 350 | Max_nodes: 126 | Time: 3.8956e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 420 | Max_nodes: 126 | Time: 3.8996e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 540 | Max_nodes: 126 | Time: 3.9088e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 344 | Max_nodes: 126 | Time: 3.9105e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 182 | Max_nodes: 126 | Time: 3.9141e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 564 | Max_nodes: 126 | Time: 3.9142e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 638 | Max_nodes: 126 | Time: 3.9143e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 656 | Max_nodes: 126 | Time: 3.9231e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 444 | Max_nodes: 126 | Time: 3.9239e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 470 | Max_nodes: 126 | Time: 3.9248e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 468 | Max_nodes: 126 | Time: 3.9248e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 464 | Max_nodes: 126 | Time: 3.9323e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 392 | Max_nodes: 126 | Time: 3.9337e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 662 | Max_nodes: 126 | Time: 3.9347e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 206 | Max_nodes: 126 | Time: 3.9465e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 512 | Max_nodes: 126 | Time: 3.9492e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 416 | Max_nodes: 126 | Time: 3.9506e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 686 | Max_nodes: 126 | Time: 3.9516e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 200 | Max_nodes: 126 | Time: 3.9541e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 398 | Max_nodes: 126 | Time: 3.9547e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 302 | Max_nodes: 126 | Time: 3.9600e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 518 | Max_nodes: 126 | Time: 3.9607e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 326 | Max_nodes: 126 | Time: 3.9678e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 320 | Max_nodes: 126 | Time: 3.9715e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 422 | Max_nodes: 126 | Time: 3.9745e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 296 | Max_nodes: 126 | Time: 3.9797e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 680 | Max_nodes: 126 | Time: 3.9811e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 446 | Max_nodes: 126 | Time: 3.9871e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 536 | Max_nodes: 126 | Time: 3.9906e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 542 | Max_nodes: 126 | Time: 3.9916e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 566 | Max_nodes: 126 | Time: 3.9972e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 560 | Max_nodes: 126 | Time: 4.0100e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 440 | Max_nodes: 126 | Time: 4.0113e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| - -........................... -Average time: 3.4313e-04s - -________________________________________________________________________________________________ - -720 permutations have 126 max nodes. -Index: 155 | Active_nodes: 63 | Time: 2.9043e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 159 | Active_nodes: 63 | Time: 2.9051e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 177 | Active_nodes: 63 | Time: 2.9113e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 165 | Active_nodes: 63 | Time: 2.9124e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 179 | Active_nodes: 63 | Time: 2.9173e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 275 | Active_nodes: 63 | Time: 2.9208e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 279 | Active_nodes: 63 | Time: 2.9217e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 167 | Active_nodes: 63 | Time: 2.9218e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 201 | Active_nodes: 63 | Time: 2.9269e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 273 | Active_nodes: 63 | Time: 2.9298e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 281 | Active_nodes: 63 | Time: 2.9302e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 161 | Active_nodes: 63 | Time: 2.9305e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 183 | Active_nodes: 63 | Time: 2.9333e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 287 | Active_nodes: 63 | Time: 2.9345e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 207 | Active_nodes: 63 | Time: 2.9377e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 189 | Active_nodes: 63 | Time: 2.9415e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 225 | Active_nodes: 63 | Time: 2.9429e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 393 | Active_nodes: 63 | Time: 2.9436e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 203 | Active_nodes: 63 | Time: 2.9473e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 395 | Active_nodes: 63 | Time: 2.9494e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 513 | Active_nodes: 63 | Time: 2.9502e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 227 | Active_nodes: 63 | Time: 2.9527e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 153 | Active_nodes: 63 | Time: 2.9529e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 297 | Active_nodes: 63 | Time: 2.9552e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 419 | Active_nodes: 63 | Time: 2.9609e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 399 | Active_nodes: 63 | Time: 2.9634e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 191 | Active_nodes: 63 | Time: 2.9642e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 237 | Active_nodes: 63 | Time: 2.9670e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 231 | Active_nodes: 63 | Time: 2.9682e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 299 | Active_nodes: 63 | Time: 2.9685e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 213 | Active_nodes: 63 | Time: 2.9708e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 185 | Active_nodes: 63 | Time: 2.9762e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 519 | Active_nodes: 63 | Time: 2.9781e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 39 | Active_nodes: 63 | Time: 2.9808e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 239 | Active_nodes: 63 | Time: 2.9811e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 417 | Active_nodes: 63 | Time: 2.9816e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 215 | Active_nodes: 63 | Time: 2.9835e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 537 | Active_nodes: 63 | Time: 2.9852e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 35 | Active_nodes: 63 | Time: 2.9867e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 33 | Active_nodes: 63 | Time: 2.9870e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 635 | Active_nodes: 63 | Time: 2.9873e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 515 | Active_nodes: 63 | Time: 2.9931e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 47 | Active_nodes: 63 | Time: 2.9946e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 639 | Active_nodes: 63 | Time: 2.9949e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 407 | Active_nodes: 63 | Time: 2.9959e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 209 | Active_nodes: 63 | Time: 2.9959e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 405 | Active_nodes: 63 | Time: 2.9971e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 233 | Active_nodes: 63 | Time: 2.9971e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 633 | Active_nodes: 63 | Time: 2.9994e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 323 | Active_nodes: 63 | Time: 2.9997e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 57 | Active_nodes: 63 | Time: 3.0005e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 539 | Active_nodes: 63 | Time: 3.0012e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 45 | Active_nodes: 63 | Time: 3.0015e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 347 | Active_nodes: 63 | Time: 3.0021e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 345 | Active_nodes: 63 | Time: 3.0045e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 59 | Active_nodes: 63 | Time: 3.0051e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 561 | Active_nodes: 63 | Time: 3.0063e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 441 | Active_nodes: 63 | Time: 3.0067e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 285 | Active_nodes: 63 | Time: 3.0068e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 41 | Active_nodes: 63 | Time: 3.0085e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 657 | Active_nodes: 63 | Time: 3.0096e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 525 | Active_nodes: 63 | Time: 3.0103e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 69 | Active_nodes: 63 | Time: 3.0128e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 63 | Active_nodes: 63 | Time: 3.0134e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 321 | Active_nodes: 63 | Time: 3.0141e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 81 | Active_nodes: 63 | Time: 3.0146e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 401 | Active_nodes: 63 | Time: 3.0148e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 327 | Active_nodes: 63 | Time: 3.0193e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 527 | Active_nodes: 63 | Time: 3.0198e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 105 | Active_nodes: 63 | Time: 3.0240e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 645 | Active_nodes: 63 | Time: 3.0253e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 659 | Active_nodes: 63 | Time: 3.0255e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 521 | Active_nodes: 63 | Time: 3.0260e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 303 | Active_nodes: 63 | Time: 3.0286e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 681 | Active_nodes: 63 | Time: 3.0294e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 429 | Active_nodes: 63 | Time: 3.0340e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 647 | Active_nodes: 63 | Time: 3.0349e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 465 | Active_nodes: 63 | Time: 3.0356e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 423 | Active_nodes: 63 | Time: 3.0358e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 351 | Active_nodes: 63 | Time: 3.0364e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 309 | Active_nodes: 63 | Time: 3.0394e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 111 | Active_nodes: 63 | Time: 3.0408e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 447 | Active_nodes: 63 | Time: 3.0421e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 93 | Active_nodes: 63 | Time: 3.0424e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 83 | Active_nodes: 63 | Time: 3.0427e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 567 | Active_nodes: 63 | Time: 3.0430e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 543 | Active_nodes: 63 | Time: 3.0431e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 107 | Active_nodes: 63 | Time: 3.0446e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 71 | Active_nodes: 63 | Time: 3.0494e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 87 | Active_nodes: 63 | Time: 3.0507e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 11 | Active_nodes: 63 | Time: 3.0539e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 471 | Active_nodes: 63 | Time: 3.0553e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 65 | Active_nodes: 63 | Time: 3.0557e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 255 | Active_nodes: 63 | Time: 3.0578e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 251 | Active_nodes: 63 | Time: 3.0580e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 95 | Active_nodes: 63 | Time: 3.0589e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 117 | Active_nodes: 63 | Time: 3.0594e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 89 | Active_nodes: 63 | Time: 3.0632e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 641 | Active_nodes: 63 | Time: 3.0640e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 9 | Active_nodes: 63 | Time: 3.0657e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 705 | Active_nodes: 63 | Time: 3.0680e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 333 | Active_nodes: 63 | Time: 3.0690e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 563 | Active_nodes: 63 | Time: 3.0697e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 21 | Active_nodes: 63 | Time: 3.0709e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 113 | Active_nodes: 63 | Time: 3.0714e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 683 | Active_nodes: 63 | Time: 3.0743e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 249 | Active_nodes: 63 | Time: 3.0748e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 263 | Active_nodes: 63 | Time: 3.0754e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 15 | Active_nodes: 63 | Time: 3.0755e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 443 | Active_nodes: 63 | Time: 3.0756e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 549 | Active_nodes: 63 | Time: 3.0777e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 17 | Active_nodes: 63 | Time: 3.0782e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 357 | Active_nodes: 63 | Time: 3.0815e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 261 | Active_nodes: 63 | Time: 3.0837e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 687 | Active_nodes: 63 | Time: 3.0863e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 257 | Active_nodes: 63 | Time: 3.0864e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 23 | Active_nodes: 63 | Time: 3.0876e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 585 | Active_nodes: 63 | Time: 3.0882e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 669 | Active_nodes: 63 | Time: 3.0910e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 707 | Active_nodes: 63 | Time: 3.0928e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 311 | Active_nodes: 63 | Time: 3.0956e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 663 | Active_nodes: 63 | Time: 3.0988e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 371 | Active_nodes: 63 | Time: 3.0990e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 369 | Active_nodes: 63 | Time: 3.0995e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 431 | Active_nodes: 63 | Time: 3.1012e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 305 | Active_nodes: 63 | Time: 3.1015e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 591 | Active_nodes: 63 | Time: 3.1025e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 711 | Active_nodes: 63 | Time: 3.1032e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 119 | Active_nodes: 63 | Time: 3.1040e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 587 | Active_nodes: 63 | Time: 3.1042e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 359 | Active_nodes: 63 | Time: 3.1064e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 375 | Active_nodes: 63 | Time: 3.1090e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 467 | Active_nodes: 63 | Time: 3.1120e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 129 | Active_nodes: 63 | Time: 3.1121e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 477 | Active_nodes: 63 | Time: 3.1156e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 143 | Active_nodes: 63 | Time: 3.1162e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 131 | Active_nodes: 63 | Time: 3.1166e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 425 | Active_nodes: 63 | Time: 3.1180e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 453 | Active_nodes: 63 | Time: 3.1213e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 545 | Active_nodes: 63 | Time: 3.1222e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 335 | Active_nodes: 63 | Time: 3.1243e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 495 | Active_nodes: 63 | Time: 3.1245e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 353 | Active_nodes: 63 | Time: 3.1250e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 489 | Active_nodes: 63 | Time: 3.1254e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 491 | Active_nodes: 63 | Time: 3.1316e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 449 | Active_nodes: 63 | Time: 3.1322e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 551 | Active_nodes: 63 | Time: 3.1339e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 137 | Active_nodes: 63 | Time: 3.1364e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 455 | Active_nodes: 63 | Time: 3.1368e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 609 | Active_nodes: 63 | Time: 3.1370e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 473 | Active_nodes: 63 | Time: 3.1393e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 611 | Active_nodes: 63 | Time: 3.1409e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 597 | Active_nodes: 63 | Time: 3.1416e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 141 | Active_nodes: 63 | Time: 3.1424e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 383 | Active_nodes: 63 | Time: 3.1426e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 665 | Active_nodes: 63 | Time: 3.1429e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 575 | Active_nodes: 63 | Time: 3.1432e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 717 | Active_nodes: 63 | Time: 3.1442e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 615 | Active_nodes: 63 | Time: 3.1452e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 693 | Active_nodes: 63 | Time: 3.1461e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 689 | Active_nodes: 63 | Time: 3.1465e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 479 | Active_nodes: 63 | Time: 3.1477e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 381 | Active_nodes: 63 | Time: 3.1478e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 377 | Active_nodes: 63 | Time: 3.1500e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 135 | Active_nodes: 63 | Time: 3.1550e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 719 | Active_nodes: 63 | Time: 3.1550e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 671 | Active_nodes: 63 | Time: 3.1591e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 593 | Active_nodes: 63 | Time: 3.1591e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 53 | Active_nodes: 63 | Time: 3.1607e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 501 | Active_nodes: 63 | Time: 3.1610e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 569 | Active_nodes: 63 | Time: 3.1636e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 713 | Active_nodes: 63 | Time: 3.1659e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 621 | Active_nodes: 63 | Time: 3.1683e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 599 | Active_nodes: 63 | Time: 3.1690e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 75 | Active_nodes: 63 | Time: 3.1698e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 623 | Active_nodes: 63 | Time: 3.1707e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 497 | Active_nodes: 63 | Time: 3.1709e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 695 | Active_nodes: 63 | Time: 3.1717e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 573 | Active_nodes: 63 | Time: 3.1742e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 5 | Active_nodes: 63 | Time: 3.1758e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 51 | Active_nodes: 63 | Time: 3.1776e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 617 | Active_nodes: 63 | Time: 3.1792e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 3 | Active_nodes: 63 | Time: 3.1797e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 329 | Active_nodes: 63 | Time: 3.1806e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 503 | Active_nodes: 63 | Time: 3.1806e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 413 | Active_nodes: 63 | Time: 3.1927e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 99 | Active_nodes: 63 | Time: 3.1965e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 13 | Active_nodes: 63 | Time: 3.1971e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 123 | Active_nodes: 63 | Time: 3.2063e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 531 | Active_nodes: 63 | Time: 3.2073e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 125 | Active_nodes: 63 | Time: 3.2092e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 363 | Active_nodes: 63 | Time: 3.2121e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 29 | Active_nodes: 63 | Time: 3.2132e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 101 | Active_nodes: 63 | Time: 3.2188e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 533 | Active_nodes: 63 | Time: 3.2190e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 27 | Active_nodes: 63 | Time: 3.2200e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 339 | Active_nodes: 63 | Time: 3.2205e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 365 | Active_nodes: 63 | Time: 3.2214e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 411 | Active_nodes: 63 | Time: 3.2220e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 317 | Active_nodes: 63 | Time: 3.2239e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 61 | Active_nodes: 63 | Time: 3.2257e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 67 | Active_nodes: 63 | Time: 3.2271e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 555 | Active_nodes: 63 | Time: 3.2287e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 19 | Active_nodes: 63 | Time: 3.2292e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 1 | Active_nodes: 63 | Time: 3.2292e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 651 | Active_nodes: 63 | Time: 3.2303e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 77 | Active_nodes: 63 | Time: 3.2338e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 483 | Active_nodes: 63 | Time: 3.2386e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 85 | Active_nodes: 63 | Time: 3.2422e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 291 | Active_nodes: 63 | Time: 3.2469e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 315 | Active_nodes: 63 | Time: 3.2491e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 22 | Active_nodes: 63 | Time: 3.2496e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 653 | Active_nodes: 63 | Time: 3.2504e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 109 | Active_nodes: 63 | Time: 3.2510e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 245 | Active_nodes: 63 | Time: 3.2522e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 435 | Active_nodes: 63 | Time: 3.2527e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 459 | Active_nodes: 63 | Time: 3.2537e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 485 | Active_nodes: 63 | Time: 3.2546e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 133 | Active_nodes: 63 | Time: 3.2551e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 675 | Active_nodes: 63 | Time: 3.2604e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 173 | Active_nodes: 63 | Time: 3.2609e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 139 | Active_nodes: 63 | Time: 3.2634e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 195 | Active_nodes: 63 | Time: 3.2688e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 243 | Active_nodes: 63 | Time: 3.2745e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 121 | Active_nodes: 63 | Time: 3.2763e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 341 | Active_nodes: 63 | Time: 3.2790e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 16 | Active_nodes: 63 | Time: 3.2803e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 603 | Active_nodes: 63 | Time: 3.2862e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 699 | Active_nodes: 63 | Time: 3.2880e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 73 | Active_nodes: 63 | Time: 3.2896e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 4 | Active_nodes: 63 | Time: 3.2905e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 387 | Active_nodes: 63 | Time: 3.2921e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 91 | Active_nodes: 63 | Time: 3.2929e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 25 | Active_nodes: 63 | Time: 3.2932e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 219 | Active_nodes: 63 | Time: 3.2933e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 605 | Active_nodes: 63 | Time: 3.2933e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 221 | Active_nodes: 63 | Time: 3.2949e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 171 | Active_nodes: 63 | Time: 3.2960e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 389 | Active_nodes: 63 | Time: 3.2971e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 115 | Active_nodes: 63 | Time: 3.2972e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 97 | Active_nodes: 63 | Time: 3.2983e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 293 | Active_nodes: 63 | Time: 3.2989e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 136 | Active_nodes: 63 | Time: 3.3052e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 7 | Active_nodes: 63 | Time: 3.3056e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 579 | Active_nodes: 63 | Time: 3.3060e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 18 | Active_nodes: 63 | Time: 3.3077e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 127 | Active_nodes: 63 | Time: 3.3100e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 493 | Active_nodes: 63 | Time: 3.3101e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 373 | Active_nodes: 63 | Time: 3.3114e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 677 | Active_nodes: 63 | Time: 3.3122e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 0 | Active_nodes: 63 | Time: 3.3127e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 701 | Active_nodes: 63 | Time: 3.3146e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 149 | Active_nodes: 63 | Time: 3.3192e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 64 | Active_nodes: 63 | Time: 3.3192e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 124 | Active_nodes: 63 | Time: 3.3207e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 37 | Active_nodes: 63 | Time: 3.3232e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 241 | Active_nodes: 63 | Time: 3.3234e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 147 | Active_nodes: 63 | Time: 3.3251e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 461 | Active_nodes: 63 | Time: 3.3255e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 197 | Active_nodes: 63 | Time: 3.3263e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 509 | Active_nodes: 63 | Time: 3.3273e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 507 | Active_nodes: 63 | Time: 3.3289e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 437 | Active_nodes: 63 | Time: 3.3296e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 142 | Active_nodes: 63 | Time: 3.3306e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 94 | Active_nodes: 63 | Time: 3.3311e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 581 | Active_nodes: 63 | Time: 3.3343e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 70 | Active_nodes: 63 | Time: 3.3354e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 28 | Active_nodes: 63 | Time: 3.3356e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 43 | Active_nodes: 63 | Time: 3.3366e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 301 | Active_nodes: 63 | Time: 3.3378e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 325 | Active_nodes: 63 | Time: 3.3383e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 118 | Active_nodes: 63 | Time: 3.3408e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 379 | Active_nodes: 63 | Time: 3.3420e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 629 | Active_nodes: 63 | Time: 3.3427e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 269 | Active_nodes: 63 | Time: 3.3460e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 421 | Active_nodes: 63 | Time: 3.3482e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 445 | Active_nodes: 63 | Time: 3.3486e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 627 | Active_nodes: 63 | Time: 3.3493e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 565 | Active_nodes: 63 | Time: 3.3499e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 49 | Active_nodes: 63 | Time: 3.3528e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 307 | Active_nodes: 63 | Time: 3.3542e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 613 | Active_nodes: 63 | Time: 3.3546e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 10 | Active_nodes: 63 | Time: 3.3556e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 20 | Active_nodes: 63 | Time: 3.3569e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 541 | Active_nodes: 63 | Time: 3.3583e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 88 | Active_nodes: 63 | Time: 3.3594e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 349 | Active_nodes: 63 | Time: 3.3595e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 427 | Active_nodes: 63 | Time: 3.3597e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 601 | Active_nodes: 63 | Time: 3.3608e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 103 | Active_nodes: 63 | Time: 3.3609e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 138 | Active_nodes: 63 | Time: 3.3622e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 100 | Active_nodes: 63 | Time: 3.3707e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 557 | Active_nodes: 63 | Time: 3.3719e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 112 | Active_nodes: 63 | Time: 3.3722e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 355 | Active_nodes: 63 | Time: 3.3730e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 331 | Active_nodes: 63 | Time: 3.3731e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 499 | Active_nodes: 63 | Time: 3.3739e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 244 | Active_nodes: 63 | Time: 3.3744e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 79 | Active_nodes: 63 | Time: 3.3779e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 2 | Active_nodes: 63 | Time: 3.3782e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 253 | Active_nodes: 63 | Time: 3.3785e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 6 | Active_nodes: 63 | Time: 3.3790e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 619 | Active_nodes: 63 | Time: 3.3791e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 120 | Active_nodes: 63 | Time: 3.3852e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 130 | Active_nodes: 63 | Time: 3.3856e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 24 | Active_nodes: 63 | Time: 3.3857e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 469 | Active_nodes: 63 | Time: 3.3858e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 685 | Active_nodes: 63 | Time: 3.3873e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 481 | Active_nodes: 63 | Time: 3.3875e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 145 | Active_nodes: 63 | Time: 3.3889e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 55 | Active_nodes: 63 | Time: 3.3936e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 547 | Active_nodes: 63 | Time: 3.3958e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 126 | Active_nodes: 63 | Time: 3.3992e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 76 | Active_nodes: 63 | Time: 3.4002e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 31 | Active_nodes: 63 | Time: 3.4006e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 122 | Active_nodes: 63 | Time: 3.4006e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 193 | Active_nodes: 63 | Time: 3.4022e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 667 | Active_nodes: 63 | Time: 3.4043e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 661 | Active_nodes: 63 | Time: 3.4054e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 12 | Active_nodes: 63 | Time: 3.4059e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 382 | Active_nodes: 63 | Time: 3.4077e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 96 | Active_nodes: 63 | Time: 3.4105e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 259 | Active_nodes: 63 | Time: 3.4107e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 8 | Active_nodes: 63 | Time: 3.4111e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 376 | Active_nodes: 63 | Time: 3.4119e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 217 | Active_nodes: 63 | Time: 3.4128e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 26 | Active_nodes: 63 | Time: 3.4137e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 14 | Active_nodes: 63 | Time: 3.4154e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 140 | Active_nodes: 63 | Time: 3.4164e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 709 | Active_nodes: 63 | Time: 3.4166e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 265 | Active_nodes: 63 | Time: 3.4169e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 484 | Active_nodes: 63 | Time: 3.4192e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 589 | Active_nodes: 63 | Time: 3.4217e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 361 | Active_nodes: 63 | Time: 3.4219e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 505 | Active_nodes: 63 | Time: 3.4224e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 187 | Active_nodes: 63 | Time: 3.4237e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 673 | Active_nodes: 63 | Time: 3.4242e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 451 | Active_nodes: 63 | Time: 3.4262e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 181 | Active_nodes: 63 | Time: 3.4296e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 90 | Active_nodes: 63 | Time: 3.4303e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 148 | Active_nodes: 63 | Time: 3.4307e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 42 | Active_nodes: 63 | Time: 3.4323e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 267 | Active_nodes: 63 | Time: 3.4326e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 457 | Active_nodes: 63 | Time: 3.4338e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 240 | Active_nodes: 63 | Time: 3.4371e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 496 | Active_nodes: 63 | Time: 3.4376e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 205 | Active_nodes: 63 | Time: 3.4380e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 502 | Active_nodes: 63 | Time: 3.4394e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 229 | Active_nodes: 63 | Time: 3.4409e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 46 | Active_nodes: 63 | Time: 3.4426e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 571 | Active_nodes: 63 | Time: 3.4426e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 595 | Active_nodes: 63 | Time: 3.4431e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 433 | Active_nodes: 63 | Time: 3.4432e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 40 | Active_nodes: 63 | Time: 3.4441e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 247 | Active_nodes: 63 | Time: 3.4445e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 604 | Active_nodes: 63 | Time: 3.4451e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 625 | Active_nodes: 63 | Time: 3.4452e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 114 | Active_nodes: 63 | Time: 3.4460e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 211 | Active_nodes: 63 | Time: 3.4494e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 475 | Active_nodes: 63 | Time: 3.4531e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 616 | Active_nodes: 63 | Time: 3.4532e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 268 | Active_nodes: 63 | Time: 3.4540e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 98 | Active_nodes: 63 | Time: 3.4540e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 132 | Active_nodes: 63 | Time: 3.4541e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 487 | Active_nodes: 63 | Time: 3.4543e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 691 | Active_nodes: 63 | Time: 3.4555e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 553 | Active_nodes: 63 | Time: 3.4559e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 697 | Active_nodes: 63 | Time: 3.4570e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 48 | Active_nodes: 63 | Time: 3.4583e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 622 | Active_nodes: 63 | Time: 3.4591e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 577 | Active_nodes: 63 | Time: 3.4607e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 52 | Active_nodes: 63 | Time: 3.4608e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 607 | Active_nodes: 63 | Time: 3.4608e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 169 | Active_nodes: 63 | Time: 3.4611e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 235 | Active_nodes: 63 | Time: 3.4624e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 242 | Active_nodes: 63 | Time: 3.4638e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 715 | Active_nodes: 63 | Time: 3.4646e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 92 | Active_nodes: 63 | Time: 3.4664e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 102 | Active_nodes: 63 | Time: 3.4666e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 30 | Active_nodes: 63 | Time: 3.4682e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 559 | Active_nodes: 63 | Time: 3.4693e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 334 | Active_nodes: 63 | Time: 3.4726e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 313 | Active_nodes: 63 | Time: 3.4727e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 367 | Active_nodes: 63 | Time: 3.4742e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 424 | Active_nodes: 63 | Time: 3.4752e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 128 | Active_nodes: 63 | Time: 3.4764e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 134 | Active_nodes: 63 | Time: 3.4768e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 517 | Active_nodes: 63 | Time: 3.4769e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 439 | Active_nodes: 63 | Time: 3.4774e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 600 | Active_nodes: 63 | Time: 3.4797e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 360 | Active_nodes: 63 | Time: 3.4803e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 116 | Active_nodes: 63 | Time: 3.4808e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 529 | Active_nodes: 63 | Time: 3.4813e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 328 | Active_nodes: 63 | Time: 3.4814e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 358 | Active_nodes: 63 | Time: 3.4822e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 220 | Active_nodes: 63 | Time: 3.4844e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 352 | Active_nodes: 63 | Time: 3.4844e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 304 | Active_nodes: 63 | Time: 3.4850e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 403 | Active_nodes: 63 | Time: 3.4856e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 262 | Active_nodes: 63 | Time: 3.4858e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 385 | Active_nodes: 63 | Time: 3.4868e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 196 | Active_nodes: 63 | Time: 3.4877e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 258 | Active_nodes: 63 | Time: 3.4889e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 463 | Active_nodes: 63 | Time: 3.4898e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 144 | Active_nodes: 63 | Time: 3.4898e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 430 | Active_nodes: 63 | Time: 3.4908e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 544 | Active_nodes: 63 | Time: 3.4968e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 157 | Active_nodes: 63 | Time: 3.4981e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 679 | Active_nodes: 63 | Time: 3.4996e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 54 | Active_nodes: 63 | Time: 3.5011e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 72 | Active_nodes: 63 | Time: 3.5017e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 337 | Active_nodes: 63 | Time: 3.5019e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 637 | Active_nodes: 63 | Time: 3.5033e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 146 | Active_nodes: 63 | Time: 3.5033e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 508 | Active_nodes: 63 | Time: 3.5036e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 66 | Active_nodes: 63 | Time: 3.5059e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 106 | Active_nodes: 63 | Time: 3.5068e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 36 | Active_nodes: 63 | Time: 3.5082e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 264 | Active_nodes: 63 | Time: 3.5111e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 256 | Active_nodes: 63 | Time: 3.5123e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 397 | Active_nodes: 63 | Time: 3.5127e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 664 | Active_nodes: 63 | Time: 3.5134e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 550 | Active_nodes: 63 | Time: 3.5141e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 454 | Active_nodes: 63 | Time: 3.5142e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 163 | Active_nodes: 63 | Time: 3.5149e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 602 | Active_nodes: 63 | Time: 3.5150e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 34 | Active_nodes: 63 | Time: 3.5171e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 628 | Active_nodes: 63 | Time: 3.5186e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 498 | Active_nodes: 63 | Time: 3.5187e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 670 | Active_nodes: 63 | Time: 3.5196e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 277 | Active_nodes: 63 | Time: 3.5200e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 448 | Active_nodes: 63 | Time: 3.5205e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 199 | Active_nodes: 63 | Time: 3.5209e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 523 | Active_nodes: 63 | Time: 3.5213e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 246 | Active_nodes: 63 | Time: 3.5235e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 364 | Active_nodes: 63 | Time: 3.5265e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 568 | Active_nodes: 63 | Time: 3.5265e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 283 | Active_nodes: 63 | Time: 3.5267e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 478 | Active_nodes: 63 | Time: 3.5277e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 643 | Active_nodes: 63 | Time: 3.5293e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 108 | Active_nodes: 63 | Time: 3.5316e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 82 | Active_nodes: 63 | Time: 3.5322e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 266 | Active_nodes: 63 | Time: 3.5328e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 74 | Active_nodes: 63 | Time: 3.5348e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 78 | Active_nodes: 63 | Time: 3.5376e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 223 | Active_nodes: 63 | Time: 3.5389e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 718 | Active_nodes: 63 | Time: 3.5413e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 688 | Active_nodes: 63 | Time: 3.5419e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 649 | Active_nodes: 63 | Time: 3.5421e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 703 | Active_nodes: 63 | Time: 3.5425e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 480 | Active_nodes: 63 | Time: 3.5428e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 583 | Active_nodes: 63 | Time: 3.5451e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 618 | Active_nodes: 63 | Time: 3.5453e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 44 | Active_nodes: 63 | Time: 3.5456e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 574 | Active_nodes: 63 | Time: 3.5457e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 592 | Active_nodes: 63 | Time: 3.5459e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 694 | Active_nodes: 63 | Time: 3.5468e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 362 | Active_nodes: 63 | Time: 3.5481e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 409 | Active_nodes: 63 | Time: 3.5484e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 598 | Active_nodes: 63 | Time: 3.5488e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 216 | Active_nodes: 63 | Time: 3.5498e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 624 | Active_nodes: 63 | Time: 3.5511e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 289 | Active_nodes: 63 | Time: 3.5532e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 319 | Active_nodes: 63 | Time: 3.5535e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 168 | Active_nodes: 63 | Time: 3.5558e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 58 | Active_nodes: 63 | Time: 3.5560e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 436 | Active_nodes: 63 | Time: 3.5580e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 50 | Active_nodes: 63 | Time: 3.5594e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 384 | Active_nodes: 63 | Time: 3.5596e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 511 | Active_nodes: 63 | Time: 3.5598e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 151 | Active_nodes: 63 | Time: 3.5622e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 388 | Active_nodes: 63 | Time: 3.5633e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 556 | Active_nodes: 63 | Time: 3.5640e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 60 | Active_nodes: 63 | Time: 3.5642e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 535 | Active_nodes: 63 | Time: 3.5647e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 310 | Active_nodes: 63 | Time: 3.5650e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 460 | Active_nodes: 63 | Time: 3.5655e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 252 | Active_nodes: 63 | Time: 3.5662e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 676 | Active_nodes: 63 | Time: 3.5682e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 606 | Active_nodes: 63 | Time: 3.5693e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 218 | Active_nodes: 63 | Time: 3.5704e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 366 | Active_nodes: 63 | Time: 3.5711e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 175 | Active_nodes: 63 | Time: 3.5714e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 250 | Active_nodes: 63 | Time: 3.5723e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 472 | Active_nodes: 63 | Time: 3.5730e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 184 | Active_nodes: 63 | Time: 3.5735e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 190 | Active_nodes: 63 | Time: 3.5768e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 500 | Active_nodes: 63 | Time: 3.5780e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 378 | Active_nodes: 63 | Time: 3.5804e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 482 | Active_nodes: 63 | Time: 3.5819e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 238 | Active_nodes: 63 | Time: 3.5848e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 192 | Active_nodes: 63 | Time: 3.5868e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 700 | Active_nodes: 63 | Time: 3.5870e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 610 | Active_nodes: 63 | Time: 3.5874e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 712 | Active_nodes: 63 | Time: 3.5890e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 214 | Active_nodes: 63 | Time: 3.5918e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 490 | Active_nodes: 63 | Time: 3.5922e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 580 | Active_nodes: 63 | Time: 3.5937e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 32 | Active_nodes: 63 | Time: 3.5946e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 271 | Active_nodes: 63 | Time: 3.5969e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 260 | Active_nodes: 63 | Time: 3.5982e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 110 | Active_nodes: 63 | Time: 3.5985e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 631 | Active_nodes: 63 | Time: 3.5995e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 104 | Active_nodes: 63 | Time: 3.6006e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 84 | Active_nodes: 63 | Time: 3.6008e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 208 | Active_nodes: 63 | Time: 3.6015e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 626 | Active_nodes: 63 | Time: 3.6024e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 38 | Active_nodes: 63 | Time: 3.6039e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 486 | Active_nodes: 63 | Time: 3.6097e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 391 | Active_nodes: 63 | Time: 3.6104e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 620 | Active_nodes: 63 | Time: 3.6134e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 696 | Active_nodes: 63 | Time: 3.6139e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 415 | Active_nodes: 63 | Time: 3.6145e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 172 | Active_nodes: 63 | Time: 3.6149e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 474 | Active_nodes: 63 | Time: 3.6166e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 336 | Active_nodes: 63 | Time: 3.6186e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 576 | Active_nodes: 63 | Time: 3.6205e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 343 | Active_nodes: 63 | Time: 3.6236e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 370 | Active_nodes: 63 | Time: 3.6237e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 162 | Active_nodes: 63 | Time: 3.6242e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 450 | Active_nodes: 63 | Time: 3.6247e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 210 | Active_nodes: 63 | Time: 3.6261e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 232 | Active_nodes: 63 | Time: 3.6263e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 648 | Active_nodes: 63 | Time: 3.6277e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 570 | Active_nodes: 63 | Time: 3.6279e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 612 | Active_nodes: 63 | Time: 3.6283e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 288 | Active_nodes: 63 | Time: 3.6292e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 655 | Active_nodes: 63 | Time: 3.6309e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 594 | Active_nodes: 63 | Time: 3.6324e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 714 | Active_nodes: 63 | Time: 3.6359e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 56 | Active_nodes: 63 | Time: 3.6380e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 400 | Active_nodes: 63 | Time: 3.6391e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 295 | Active_nodes: 63 | Time: 3.6404e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 406 | Active_nodes: 63 | Time: 3.6405e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 62 | Active_nodes: 63 | Time: 3.6414e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 690 | Active_nodes: 63 | Time: 3.6426e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 68 | Active_nodes: 63 | Time: 3.6436e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 504 | Active_nodes: 63 | Time: 3.6467e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 170 | Active_nodes: 63 | Time: 3.6473e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 386 | Active_nodes: 63 | Time: 3.6487e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 506 | Active_nodes: 63 | Time: 3.6496e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 86 | Active_nodes: 63 | Time: 3.6518e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 254 | Active_nodes: 63 | Time: 3.6541e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 234 | Active_nodes: 63 | Time: 3.6552e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 380 | Active_nodes: 63 | Time: 3.6590e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 150 | Active_nodes: 63 | Time: 3.6591e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 640 | Active_nodes: 63 | Time: 3.6599e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 526 | Active_nodes: 63 | Time: 3.6607e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 646 | Active_nodes: 63 | Time: 3.6626e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 316 | Active_nodes: 63 | Time: 3.6632e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 372 | Active_nodes: 63 | Time: 3.6640e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 80 | Active_nodes: 63 | Time: 3.6655e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 282 | Active_nodes: 63 | Time: 3.6691e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 222 | Active_nodes: 63 | Time: 3.6694e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 532 | Active_nodes: 63 | Time: 3.6726e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 408 | Active_nodes: 63 | Time: 3.6736e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 520 | Active_nodes: 63 | Time: 3.6780e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 166 | Active_nodes: 63 | Time: 3.6781e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 652 | Active_nodes: 63 | Time: 3.6812e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 312 | Active_nodes: 63 | Time: 3.6827e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 492 | Active_nodes: 63 | Time: 3.6832e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 248 | Active_nodes: 63 | Time: 3.6833e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 528 | Active_nodes: 63 | Time: 3.6841e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 522 | Active_nodes: 63 | Time: 3.6842e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 456 | Active_nodes: 63 | Time: 3.6857e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 160 | Active_nodes: 63 | Time: 3.6890e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 174 | Active_nodes: 63 | Time: 3.6904e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 614 | Active_nodes: 63 | Time: 3.6916e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 270 | Active_nodes: 63 | Time: 3.6927e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 582 | Active_nodes: 63 | Time: 3.6929e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 156 | Active_nodes: 63 | Time: 3.6951e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 608 | Active_nodes: 63 | Time: 3.6955e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 476 | Active_nodes: 63 | Time: 3.6976e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 452 | Active_nodes: 63 | Time: 3.6982e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 630 | Active_nodes: 63 | Time: 3.6984e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 672 | Active_nodes: 63 | Time: 3.6992e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 342 | Active_nodes: 63 | Time: 3.6998e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 642 | Active_nodes: 63 | Time: 3.7001e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 702 | Active_nodes: 63 | Time: 3.7023e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 330 | Active_nodes: 63 | Time: 3.7025e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 186 | Active_nodes: 63 | Time: 3.7042e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 340 | Active_nodes: 63 | Time: 3.7054e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 654 | Active_nodes: 63 | Time: 3.7066e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 368 | Active_nodes: 63 | Time: 3.7083e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 390 | Active_nodes: 63 | Time: 3.7098e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 294 | Active_nodes: 63 | Time: 3.7100e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 578 | Active_nodes: 63 | Time: 3.7101e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 286 | Active_nodes: 63 | Time: 3.7104e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 596 | Active_nodes: 63 | Time: 3.7126e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 228 | Active_nodes: 63 | Time: 3.7134e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 414 | Active_nodes: 63 | Time: 3.7183e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 698 | Active_nodes: 63 | Time: 3.7202e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 562 | Active_nodes: 63 | Time: 3.7213e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 354 | Active_nodes: 63 | Time: 3.7221e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 716 | Active_nodes: 63 | Time: 3.7233e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 466 | Active_nodes: 63 | Time: 3.7239e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 488 | Active_nodes: 63 | Time: 3.7240e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 276 | Active_nodes: 63 | Time: 3.7245e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 374 | Active_nodes: 63 | Time: 3.7263e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 280 | Active_nodes: 63 | Time: 3.7277e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 572 | Active_nodes: 63 | Time: 3.7282e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 682 | Active_nodes: 63 | Time: 3.7293e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 692 | Active_nodes: 63 | Time: 3.7303e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 292 | Active_nodes: 63 | Time: 3.7318e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 494 | Active_nodes: 63 | Time: 3.7390e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 402 | Active_nodes: 63 | Time: 3.7391e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 212 | Active_nodes: 63 | Time: 3.7401e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 236 | Active_nodes: 63 | Time: 3.7406e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 442 | Active_nodes: 63 | Time: 3.7424e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 318 | Active_nodes: 63 | Time: 3.7495e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 226 | Active_nodes: 63 | Time: 3.7505e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 586 | Active_nodes: 63 | Time: 3.7518e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 510 | Active_nodes: 63 | Time: 3.7520e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 462 | Active_nodes: 63 | Time: 3.7550e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 338 | Active_nodes: 63 | Time: 3.7554e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 202 | Active_nodes: 63 | Time: 3.7572e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 534 | Active_nodes: 63 | Time: 3.7607e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 154 | Active_nodes: 63 | Time: 3.7620e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 412 | Active_nodes: 63 | Time: 3.7664e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 546 | Active_nodes: 63 | Time: 3.7684e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 650 | Active_nodes: 63 | Time: 3.7691e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 552 | Active_nodes: 63 | Time: 3.7708e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 666 | Active_nodes: 63 | Time: 3.7722e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 180 | Active_nodes: 63 | Time: 3.7732e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 706 | Active_nodes: 63 | Time: 3.7742e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 458 | Active_nodes: 63 | Time: 3.7747e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 164 | Active_nodes: 63 | Time: 3.7755e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 636 | Active_nodes: 63 | Time: 3.7782e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 198 | Active_nodes: 63 | Time: 3.7850e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 306 | Active_nodes: 63 | Time: 3.7877e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 332 | Active_nodes: 63 | Time: 3.7896e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 678 | Active_nodes: 63 | Time: 3.7905e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 514 | Active_nodes: 63 | Time: 3.7908e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 356 | Active_nodes: 63 | Time: 3.7939e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 588 | Active_nodes: 63 | Time: 3.7954e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 194 | Active_nodes: 63 | Time: 3.7990e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 634 | Active_nodes: 63 | Time: 3.8005e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 290 | Active_nodes: 63 | Time: 3.8021e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 674 | Active_nodes: 63 | Time: 3.8027e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 346 | Active_nodes: 63 | Time: 3.8071e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 524 | Active_nodes: 63 | Time: 3.8077e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 410 | Active_nodes: 63 | Time: 3.8103e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 432 | Active_nodes: 63 | Time: 3.8109e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 274 | Active_nodes: 63 | Time: 3.8119e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 322 | Active_nodes: 63 | Time: 3.8127e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 348 | Active_nodes: 63 | Time: 3.8168e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 426 | Active_nodes: 63 | Time: 3.8190e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 396 | Active_nodes: 63 | Time: 3.8211e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 538 | Active_nodes: 63 | Time: 3.8217e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 644 | Active_nodes: 63 | Time: 3.8221e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 548 | Active_nodes: 63 | Time: 3.8339e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 152 | Active_nodes: 63 | Time: 3.8341e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 188 | Active_nodes: 63 | Time: 3.8354e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 438 | Active_nodes: 63 | Time: 3.8388e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 558 | Active_nodes: 63 | Time: 3.8402e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 394 | Active_nodes: 63 | Time: 3.8429e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 516 | Active_nodes: 63 | Time: 3.8440e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 434 | Active_nodes: 63 | Time: 3.8448e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 530 | Active_nodes: 63 | Time: 3.8460e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 314 | Active_nodes: 63 | Time: 3.8470e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 658 | Active_nodes: 63 | Time: 3.8485e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 284 | Active_nodes: 63 | Time: 3.8497e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 554 | Active_nodes: 63 | Time: 3.8510e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 158 | Active_nodes: 63 | Time: 3.8517e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 178 | Active_nodes: 63 | Time: 3.8519e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 668 | Active_nodes: 63 | Time: 3.8541e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 224 | Active_nodes: 63 | Time: 3.8555e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 230 | Active_nodes: 63 | Time: 3.8568e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 660 | Active_nodes: 63 | Time: 3.8575e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 204 | Active_nodes: 63 | Time: 3.8592e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 710 | Active_nodes: 63 | Time: 3.8609e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 704 | Active_nodes: 63 | Time: 3.8637e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 590 | Active_nodes: 63 | Time: 3.8638e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 684 | Active_nodes: 63 | Time: 3.8723e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 308 | Active_nodes: 63 | Time: 3.8733e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 300 | Active_nodes: 63 | Time: 3.8741e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 404 | Active_nodes: 63 | Time: 3.8745e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 278 | Active_nodes: 63 | Time: 3.8751e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 584 | Active_nodes: 63 | Time: 3.8763e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 324 | Active_nodes: 63 | Time: 3.8796e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 176 | Active_nodes: 63 | Time: 3.8819e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 272 | Active_nodes: 63 | Time: 3.8837e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 632 | Active_nodes: 63 | Time: 3.8847e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 298 | Active_nodes: 63 | Time: 3.8848e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 708 | Active_nodes: 63 | Time: 3.8892e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 418 | Active_nodes: 63 | Time: 3.8901e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 428 | Active_nodes: 63 | Time: 3.8917e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 350 | Active_nodes: 63 | Time: 3.8956e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 420 | Active_nodes: 63 | Time: 3.8996e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 540 | Active_nodes: 63 | Time: 3.9088e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 344 | Active_nodes: 63 | Time: 3.9105e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 182 | Active_nodes: 63 | Time: 3.9141e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 564 | Active_nodes: 63 | Time: 3.9142e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 638 | Active_nodes: 63 | Time: 3.9143e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 656 | Active_nodes: 63 | Time: 3.9231e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 444 | Active_nodes: 63 | Time: 3.9239e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 470 | Active_nodes: 63 | Time: 3.9248e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 468 | Active_nodes: 63 | Time: 3.9248e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 464 | Active_nodes: 63 | Time: 3.9323e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 392 | Active_nodes: 63 | Time: 3.9337e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 662 | Active_nodes: 63 | Time: 3.9347e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 206 | Active_nodes: 63 | Time: 3.9465e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 512 | Active_nodes: 63 | Time: 3.9492e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 416 | Active_nodes: 63 | Time: 3.9506e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 686 | Active_nodes: 63 | Time: 3.9516e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 200 | Active_nodes: 63 | Time: 3.9541e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 398 | Active_nodes: 63 | Time: 3.9547e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 302 | Active_nodes: 63 | Time: 3.9600e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 518 | Active_nodes: 63 | Time: 3.9607e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 326 | Active_nodes: 63 | Time: 3.9678e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 320 | Active_nodes: 63 | Time: 3.9715e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 422 | Active_nodes: 63 | Time: 3.9745e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 296 | Active_nodes: 63 | Time: 3.9797e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 680 | Active_nodes: 63 | Time: 3.9811e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 446 | Active_nodes: 63 | Time: 3.9871e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 536 | Active_nodes: 63 | Time: 3.9906e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 542 | Active_nodes: 63 | Time: 3.9916e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 566 | Active_nodes: 63 | Time: 3.9972e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 560 | Active_nodes: 63 | Time: 4.0100e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 440 | Active_nodes: 63 | Time: 4.0113e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| - -........................... -Average time: 3.4313e-04s - -________________________________________________________________________________________________ - -execution time of: 2.9043e-04s: Index: 155 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| - -execution time of: 2.9051e-04s: Index: 159 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| - -execution time of: 2.9113e-04s: Index: 177 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| - -execution time of: 2.9124e-04s: Index: 165 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| - -execution time of: 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-> 4|5 -> 0| - -execution time of: 2.9502e-04s: Index: 513 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| - -execution time of: 2.9527e-04s: Index: 227 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| - -execution time of: 2.9529e-04s: Index: 153 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| - -execution time of: 2.9552e-04s: Index: 297 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| - -execution time of: 2.9609e-04s: Index: 419 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| - -execution time of: 2.9634e-04s: Index: 399 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| - -execution time of: 2.9642e-04s: Index: 191 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| - -execution time of: 2.9670e-04s: Index: 237 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 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| 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| - -execution time of: 2.9835e-04s: Index: 215 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| - -execution time of: 2.9852e-04s: Index: 537 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| - -execution time of: 2.9867e-04s: Index: 35 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| - -execution time of: 2.9870e-04s: Index: 33 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| - -execution time of: 2.9873e-04s: Index: 635 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| - -execution time of: 2.9931e-04s: Index: 515 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0| - -execution time of: 2.9946e-04s: Index: 47 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| - -execution time of: 2.9949e-04s: Index: 639 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| - -execution time of: 2.9959e-04s: Index: 407 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| - -execution time of: 2.9959e-04s: Index: 209 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| - -execution time of: 2.9971e-04s: Index: 405 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| - -execution time of: 2.9971e-04s: Index: 233 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| - -execution time of: 2.9994e-04s: Index: 633 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| - -execution time of: 2.9997e-04s: Index: 323 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| - -execution time of: 3.0005e-04s: Index: 57 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| - -execution time of: 3.0012e-04s: Index: 539 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| - -execution time of: 3.0015e-04s: Index: 45 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| - -execution time of: 3.0021e-04s: Index: 347 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| - -execution time of: 3.0045e-04s: Index: 345 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| - -execution time of: 3.0051e-04s: Index: 59 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| - -execution time of: 3.0063e-04s: Index: 561 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| - -execution time of: 3.0067e-04s: Index: 441 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| - -execution time of: 3.0068e-04s: Index: 285 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| - -execution time of: 3.0085e-04s: 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-> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| - -execution time of: 3.2469e-04s: Index: 291 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| - -execution time of: 3.2491e-04s: Index: 315 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| - -execution time of: 3.2496e-04s: Index: 22 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| - -execution time of: 3.2504e-04s: Index: 653 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| - -execution time of: 3.2510e-04s: Index: 109 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| - -execution time of: 3.2522e-04s: Index: 245 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| - -execution time of: 3.2527e-04s: Index: 435 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| - -execution time of: 3.2537e-04s: Index: 459 | Max_nodes: 126 | Active_nodes: 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| Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| - -execution time of: 3.2790e-04s: Index: 341 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| - -execution time of: 3.2803e-04s: Index: 16 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| - -execution time of: 3.2862e-04s: Index: 603 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2| - -execution time of: 3.2880e-04s: Index: 699 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| - -execution time of: 3.2896e-04s: Index: 73 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| - -execution time of: 3.2905e-04s: Index: 4 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| - -execution time of: 3.2921e-04s: Index: 387 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 2| - -execution time of: 3.2929e-04s: Index: 91 | 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-> 5|5 -> 4| - -execution time of: 3.3958e-04s: Index: 547 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| - -execution time of: 3.3992e-04s: Index: 126 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| - -execution time of: 3.4002e-04s: Index: 76 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| - -execution time of: 3.4006e-04s: Index: 31 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| - -execution time of: 3.4006e-04s: Index: 122 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| - -execution time of: 3.4022e-04s: Index: 193 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| - -execution time of: 3.4043e-04s: Index: 667 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| - -execution time of: 3.4054e-04s: Index: 661 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 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-> 2|5 -> 1| - -execution time of: 3.4559e-04s: Index: 553 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2| - -execution time of: 3.4570e-04s: Index: 697 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| - -execution time of: 3.4583e-04s: Index: 48 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| - -execution time of: 3.4591e-04s: Index: 622 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| - -execution time of: 3.4607e-04s: Index: 577 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| - -execution time of: 3.4608e-04s: Index: 52 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| - -execution time of: 3.4608e-04s: Index: 607 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3| - -execution time of: 3.4611e-04s: Index: 169 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 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-> 0|5 -> 1| - -execution time of: 3.5655e-04s: Index: 460 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 2| - -execution time of: 3.5662e-04s: Index: 252 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| - -execution time of: 3.5682e-04s: Index: 676 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| - -execution time of: 3.5693e-04s: Index: 606 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4| - -execution time of: 3.5704e-04s: Index: 218 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| - -execution time of: 3.5711e-04s: Index: 366 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| - -execution time of: 3.5714e-04s: Index: 175 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| - -execution time of: 3.5723e-04s: Index: 250 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 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-> 1|5 -> 5| - -execution time of: 3.9248e-04s: Index: 470 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| - -execution time of: 3.9248e-04s: Index: 468 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| - -execution time of: 3.9323e-04s: Index: 464 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| - -execution time of: 3.9337e-04s: Index: 392 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| - -execution time of: 3.9347e-04s: Index: 662 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| - -execution time of: 3.9465e-04s: Index: 206 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| - -execution time of: 3.9492e-04s: Index: 512 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| - -execution time of: 3.9506e-04s: Index: 416 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| - -execution time of: 3.9516e-04s: Index: 686 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| - -execution time of: 3.9541e-04s: Index: 200 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| - -execution time of: 3.9547e-04s: Index: 398 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| - -execution time of: 3.9600e-04s: Index: 302 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| - -execution time of: 3.9607e-04s: Index: 518 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| - -execution time of: 3.9678e-04s: Index: 326 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| - -execution time of: 3.9715e-04s: Index: 320 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| - -execution time of: 3.9745e-04s: Index: 422 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| - -execution time of: 3.9797e-04s: Index: 296 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| - -execution time of: 3.9811e-04s: Index: 680 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| - -execution time of: 3.9871e-04s: Index: 446 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| - -execution time of: 3.9906e-04s: Index: 536 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| - -execution time of: 3.9916e-04s: Index: 542 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| - -execution time of: 3.9972e-04s: Index: 566 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| - -execution time of: 4.0100e-04s: Index: 560 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| - -execution time of: 4.0113e-04s: Index: 440 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| - -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/ae_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/ae_indep_qiskit_controls.txt deleted file mode 100644 index 121a3301..00000000 --- a/test/BenchmarkQuasm/results/ae_indep_qiskit_controls.txt +++ /dev/null @@ -1,210 +0,0 @@ -Start Simulation of ae_indep_qiskit_2__________________________________________________ - - i: 0 1 - 1: h | - 2: | ry p: (0.927295) - 3: c x - 4: | ry p: (-0.927295) - 5: c x - 6: h | - 7: | ry p: (0.927295) - 8:======== - 9: 0 | -10: | 1 - o: 0 1 -Computed Permutation: ................0 -> 1|1 -> 0| -Original Permutation: ................0 -> 0|1 -> 1| -Identity Duration: 2.9864e-05s............................. -Permuted Duration: 2.5533e-05s............................. -Identity active_nodes: 3 ...................................... -Permuted active_nodes: 3 ...................................... -Identity max_nodes: 6 ...................................... -Permuted max_nodes: 6 ...................................... -________________________________________________________________________________________________ - -Start Simulation of ae_indep_qiskit_3__________________________________________________ - -.i:...0...1...2 -.1:...h...|...| -.2:...|...h...| -.3:...|...|..ry p: (9.2730e-01) -.4:...c...|...x -.5:...|...|..ry p: (-9.2730e-01) -.6:...c...|...x -.7:...|...|..ry p: (9.2730e-01) -.8:...|...c...x -.9:...|...|..ry p: (-1.8546e+00) -10:...|...c...x -11:...|...h...| -12:...c.sdg...| -13:...h...|...| -14:...|...|..ry p: (1.8546e+00) -15:============ -16:...0...|...| -17:...|...1...| -18:...|...|...2 -.o:...0...1...2 -Computed Permutation: .........0 -> 2|1 -> 1|2 -> 0| -Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 6.3287e-05s............................. -Permuted Duration: 5.4900e-05s............................. -Identity active_nodes: 7 ...................................... -Permuted active_nodes: 7 ...................................... -Identity max_nodes: 14 ...................................... -Permuted max_nodes: 14 ...................................... -________________________________________________________________________________________________ - -Start Simulation of ae_indep_qiskit_4__________________________________________________ - -.i:...0...1...2...3 -.1:...h...|...|...| -.2:...|...h...|...| -.3:...|...|...h...| -.4:...|...|...|..ry p: (9.2730e-01) -.5:...c...|...|...x -.6:...|...|...|..ry p: (-9.2730e-01) -.7:...c...|...|...x -.8:...|...|...|..ry p: (9.2730e-01) -.9:...|...c...|...x -10:...|...|...|..ry p: (-1.8546e+00) -11:...|...c...|...x -12:...|...|...|..ry p: (1.8546e+00) -13:...|...|...c...x -14:...|...|...|..ry p: (-3.7092e+00) -15:...|...|...c...x -16:...|...|...h...| -17:...|...c.sdg...| -18:...c...|.tdg...| -19:...|...h...|...| -20:...c.sdg...|...| -21:...h...|...|...| -22:...|...|...|..ry p: (3.7092e+00) -23:================ -24:...0...|...|...| -25:...|...1...|...| -26:...|...|...2...| -27:...|...|...|...3 -.o:...0...1...2...3 -Computed Permutation: ..0 -> 3|1 -> 2|2 -> 1|3 -> 0| -Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Identity Duration: 1.1332e-04s............................. -Permuted Duration: 9.8813e-05s............................. -Identity active_nodes: 15 ...................................... -Permuted active_nodes: 15 ...................................... -Identity max_nodes: 30 ...................................... -Permuted max_nodes: 30 ...................................... -________________________________________________________________________________________________ - -Start Simulation of ae_indep_qiskit_5__________________________________________________ - -.i:...0...1...2...3...4 -.1:...h...|...|...|...| -.2:...|...h...|...|...| -.3:...|...|...h...|...| -.4:...|...|...|...h...| -.5:...|...|...|...|..ry p: (9.2730e-01) -.6:...c...|...|...|...x -.7:...|...|...|...|..ry p: (-9.2730e-01) -.8:...c...|...|...|...x -.9:...|...|...|...|..ry p: (9.2730e-01) -10:...|...c...|...|...x -11:...|...|...|...|..ry p: (-1.8546e+00) -12:...|...c...|...|...x -13:...|...|...|...|..ry p: (1.8546e+00) -14:...|...|...c...|...x -15:...|...|...|...|..ry p: (-3.7092e+00) -16:...|...|...c...|...x -17:...|...|...|...|...u p: (2.5740e+00) (-3.1416e+00) (-3.1416e+00) -18:...|...|...|...c...x -19:...|...|...|...|..ry p: (-7.4184e+00) -20:...|...|...|...c...x -21:...|...|...|...h...| -22:...|...|...c.sdg...| -23:...|...c...|.tdg...| -24:...c...|...|...p...| p: (-3.9270e-01) -25:...|...|...h...|...| -26:...|...c.sdg...|...| -27:...c...|.tdg...|...| -28:...|...h...|...|...| -29:...c.sdg...|...|...| -30:...h...|...|...|...| -31:...|...|...|...|..ry p: (7.4184e+00) -32:==================== -33:...0...|...|...|...| -34:...|...1...|...|...| -35:...|...|...2...|...| -36:...|...|...|...3...| -37:...|...|...|...|...4 -.o:...0...1...2...3...4 -Computed Permutation: 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: 1.9200e-04s............................. -Permuted Duration: 1.7266e-04s............................. -Identity active_nodes: 31 ...................................... -Permuted active_nodes: 31 ...................................... -Identity max_nodes: 62 ...................................... -Permuted max_nodes: 62 ...................................... -________________________________________________________________________________________________ - -Start Simulation of ae_indep_qiskit_6__________________________________________________ - -.i:...0...1...2...3...4...5 -.1:...h...|...|...|...|...| -.2:...|...h...|...|...|...| -.3:...|...|...h...|...|...| -.4:...|...|...|...h...|...| -.5:...|...|...|...|...h...| -.6:...|...|...|...|...|..ry p: (9.2730e-01) -.7:...c...|...|...|...|...x -.8:...|...|...|...|...|..ry p: (-9.2730e-01) -.9:...c...|...|...|...|...x -10:...|...|...|...|...|..ry p: (9.2730e-01) -11:...|...c...|...|...|...x -12:...|...|...|...|...|..ry p: (-1.8546e+00) -13:...|...c...|...|...|...x -14:...|...|...|...|...|..ry p: (1.8546e+00) -15:...|...|...c...|...|...x -16:...|...|...|...|...|..ry p: (-3.7092e+00) -17:...|...|...c...|...|...x -18:...|...|...|...|...|...u p: (2.5740e+00) (-3.1416e+00) (-3.1416e+00) -19:...|...|...|...c...|...x -20:...|...|...|...|...|..ry p: (-7.4184e+00) -21:...|...|...|...c...|...x -22:...|...|...|...|...|..ry p: (1.1352e+00) -23:...|...|...|...|...c...x -24:...|...|...|...|...|..ry p: (-1.4837e+01) -25:...|...|...|...|...c...x -26:...|...|...|...|...h...| -27:...|...|...|...c.sdg...| -28:...|...|...c...|.tdg...| -29:...|...c...|...|...p...| p: (-3.9270e-01) -30:...c...|...|...|...p...| p: (-1.9635e-01) -31:...|...|...|...h...|...| -32:...|...|...c.sdg...|...| -33:...|...c...|.tdg...|...| -34:...c...|...|...p...|...| p: (-3.9270e-01) -35:...|...|...h...|...|...| -36:...|...c.sdg...|...|...| -37:...c...|.tdg...|...|...| -38:...|...h...|...|...|...| -39:...c.sdg...|...|...|...| -40:...h...|...|...|...|...| -41:...|...|...|...|...|..ry p: (1.4837e+01) -42:======================== -43:...0...|...|...|...|...| -44:...|...1...|...|...|...| -45:...|...|...2...|...|...| -46:...|...|...|...3...|...| -47:...|...|...|...|...4...| -48:...|...|...|...|...|...5 -.o:...0...1...2...3...4...5 -Computed Permutation: 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Identity Duration: 3.3127e-04s............................. -Permuted Duration: 3.1632e-04s............................. -Identity active_nodes: 63 ...................................... -Permuted active_nodes: 63 ...................................... -Identity max_nodes: 126...................................... -Permuted max_nodes: 126...................................... -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/dj_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/dj_indep_qiskit_all.txt deleted file mode 100644 index 26dc226d..00000000 --- a/test/BenchmarkQuasm/results/dj_indep_qiskit_all.txt +++ /dev/null @@ -1,3703 +0,0 @@ -Start Simulation of dj_indep_qiskit_2__________________________________________________ - -i: 0 1 -1: ry | p: (1.5708) -2: | u2 p: (-3.14159) (-3.14159) -3: c x -4: u2 | p: (-3.14159) (-3.14159) -5:======== -6: 0 | -o: 0 | -Total Permutations: 2 -Min time: 1.5043e-05s................. Permutation 1 : 0 -> 1|1 -> 0| -Max time: 1.7333e-05s................. Permutation 0 : 0 -> 0|1 -> 1| -Min active nodes: 2 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Min max nodes: 4 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Max active nodes: 2 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Max max nodes: 4 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -________________________________________________________________________________________________ - -2 permutations have 2 active nodes. -Index: 1 | Max_nodes: 4 | Time: 1.5043e-05s | 0 -> 1|1 -> 0| -Index: 0 | Max_nodes: 4 | Time: 1.7333e-05s | 0 -> 0|1 -> 1| - -........................... -Average time: 1.6188e-05s - -________________________________________________________________________________________________ - -2 permutations have 4 max nodes. -Index: 1 | Active_nodes: 2 | Time: 1.5043e-05s | 0 -> 1|1 -> 0| -Index: 0 | Active_nodes: 2 | Time: 1.7333e-05s | 0 -> 0|1 -> 1| - -........................... -Average time: 1.6188e-05s - -________________________________________________________________________________________________ - -execution time of: 1.5043e-05s: Index: 1 | Max_nodes: 4 | Active_nodes: 2 | 0 -> 1|1 -> 0| - -execution time of: 1.7333e-05s: Index: 0 | Max_nodes: 4 | Active_nodes: 2 | 0 -> 0|1 -> 1| - -________________________________________________________________________________________________ - -Start Simulation of dj_indep_qiskit_3__________________________________________________ - -.i:...0...1...2 -.1:..ry...|...| p: (1.5708e+00) -.2:...|..ry...| p: (1.5708e+00) -.3:...|...|..u2 p: (-3.1416e+00) (-3.1416e+00) -.4:...c...|...x -.5:..u2...|...| p: (-3.1416e+00) (-3.1416e+00) -.6:...|...c...x -.7:...|..u2...| p: (-3.1416e+00) (-3.1416e+00) -.8:============ -.9:...0...|...| -10:...|...1...| -.o:...0...1...| -Total Permutations: 6 -Min time: 2.5003e-05s................. Permutation 3 : 0 -> 1|1 -> 2|2 -> 0| -Max time: 2.9384e-05s................. Permutation 2 : 0 -> 1|1 -> 0|2 -> 2| -Min active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Min max nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max max nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -________________________________________________________________________________________________ - -6 permutations have 3 active nodes. -Index: 3 | Max_nodes: 6 | Time: 2.5003e-05s | 0 -> 1|1 -> 2|2 -> 0| -Index: 5 | Max_nodes: 6 | Time: 2.5007e-05s | 0 -> 2|1 -> 1|2 -> 0| -Index: 4 | Max_nodes: 6 | Time: 2.7183e-05s | 0 -> 2|1 -> 0|2 -> 1| -Index: 1 | Max_nodes: 6 | Time: 2.7231e-05s | 0 -> 0|1 -> 2|2 -> 1| -Index: 0 | Max_nodes: 6 | Time: 2.9131e-05s | 0 -> 0|1 -> 1|2 -> 2| -Index: 2 | Max_nodes: 6 | Time: 2.9384e-05s | 0 -> 1|1 -> 0|2 -> 2| - -........................... -Average time: 2.7156e-05s - -________________________________________________________________________________________________ - -6 permutations have 6 max nodes. -Index: 3 | Active_nodes: 3 | Time: 2.5003e-05s | 0 -> 1|1 -> 2|2 -> 0| -Index: 5 | Active_nodes: 3 | Time: 2.5007e-05s | 0 -> 2|1 -> 1|2 -> 0| -Index: 4 | Active_nodes: 3 | Time: 2.7183e-05s | 0 -> 2|1 -> 0|2 -> 1| -Index: 1 | Active_nodes: 3 | Time: 2.7231e-05s | 0 -> 0|1 -> 2|2 -> 1| -Index: 0 | Active_nodes: 3 | Time: 2.9131e-05s | 0 -> 0|1 -> 1|2 -> 2| -Index: 2 | Active_nodes: 3 | Time: 2.9384e-05s | 0 -> 1|1 -> 0|2 -> 2| - -........................... -Average time: 2.7156e-05s - -________________________________________________________________________________________________ - -execution time of: 2.5003e-05s: Index: 3 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 1|1 -> 2|2 -> 0| - -execution time of: 2.5007e-05s: Index: 5 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 2|1 -> 1|2 -> 0| - -execution time of: 2.7183e-05s: Index: 4 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 2|1 -> 0|2 -> 1| - -execution time of: 2.7231e-05s: Index: 1 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 0|1 -> 2|2 -> 1| - -execution time of: 2.9131e-05s: Index: 0 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 0|1 -> 1|2 -> 2| - -execution time of: 2.9384e-05s: Index: 2 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 1|1 -> 0|2 -> 2| - -________________________________________________________________________________________________ - -Start Simulation of dj_indep_qiskit_4__________________________________________________ - -.i:...0...1...2...3 -.1:..ry...|...|...| p: (1.5708e+00) -.2:...|..ry...|...| p: (1.5708e+00) -.3:...|...|...h...| -.4:...|...|...|..u2 p: (-3.1416e+00) (-3.1416e+00) -.5:...c...|...|...x -.6:..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) -.7:...|...c...|...x -.8:...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) -.9:...|...|...c...x -10:...|...|...h...| -11:================ -12:...0...|...|...| -13:...|...1...|...| -14:...|...|...2...| -.o:...0...1...2...| -Total Permutations: 24 -Min time: 3.5453e-05s................. Permutation 9 : 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -Max time: 4.2113e-05s................. Permutation 12 : 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -Min active nodes: 4 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Min max nodes: 8 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Max active nodes: 4 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Max max nodes: 8 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -________________________________________________________________________________________________ - -24 permutations have 4 active nodes. -Index: 9 | Max_nodes: 8 | Time: 3.5453e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -Index: 23 | Max_nodes: 8 | Time: 3.5552e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -Index: 15 | Max_nodes: 8 | Time: 3.5557e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -Index: 21 | Max_nodes: 8 | Time: 3.5560e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| -Index: 11 | Max_nodes: 8 | Time: 3.5582e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -Index: 17 | Max_nodes: 8 | Time: 3.5639e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -Index: 3 | Max_nodes: 8 | Time: 3.7668e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -Index: 22 | Max_nodes: 8 | Time: 3.7785e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| -Index: 16 | Max_nodes: 8 | Time: 3.7803e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| -Index: 5 | Max_nodes: 8 | Time: 3.7808e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| -Index: 19 | Max_nodes: 8 | Time: 3.7813e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| -Index: 13 | Max_nodes: 8 | Time: 3.8064e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| -Index: 1 | Max_nodes: 8 | Time: 3.9770e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -Index: 7 | Max_nodes: 8 | Time: 3.9810e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -Index: 4 | Max_nodes: 8 | Time: 3.9840e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -Index: 10 | Max_nodes: 8 | Time: 3.9882e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| -Index: 20 | Max_nodes: 8 | Time: 3.9888e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -Index: 18 | Max_nodes: 8 | Time: 4.0071e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| -Index: 0 | Max_nodes: 8 | Time: 4.1844e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Index: 2 | Max_nodes: 8 | Time: 4.1847e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -Index: 14 | Max_nodes: 8 | Time: 4.1899e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -Index: 6 | Max_nodes: 8 | Time: 4.1961e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -Index: 8 | Max_nodes: 8 | Time: 4.1975e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| -Index: 12 | Max_nodes: 8 | Time: 4.2113e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| - -........................... -Average time: 3.8799e-05s - -________________________________________________________________________________________________ - -24 permutations have 8 max nodes. -Index: 9 | Active_nodes: 4 | Time: 3.5453e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -Index: 23 | Active_nodes: 4 | Time: 3.5552e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -Index: 15 | Active_nodes: 4 | Time: 3.5557e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -Index: 21 | Active_nodes: 4 | Time: 3.5560e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| -Index: 11 | Active_nodes: 4 | Time: 3.5582e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -Index: 17 | Active_nodes: 4 | Time: 3.5639e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -Index: 3 | Active_nodes: 4 | Time: 3.7668e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -Index: 22 | Active_nodes: 4 | Time: 3.7785e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| -Index: 16 | Active_nodes: 4 | Time: 3.7803e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| -Index: 5 | Active_nodes: 4 | Time: 3.7808e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| -Index: 19 | Active_nodes: 4 | Time: 3.7813e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| -Index: 13 | Active_nodes: 4 | Time: 3.8064e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| -Index: 1 | Active_nodes: 4 | Time: 3.9770e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -Index: 7 | Active_nodes: 4 | Time: 3.9810e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -Index: 4 | Active_nodes: 4 | Time: 3.9840e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -Index: 10 | Active_nodes: 4 | Time: 3.9882e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| -Index: 20 | Active_nodes: 4 | Time: 3.9888e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -Index: 18 | Active_nodes: 4 | Time: 4.0071e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| -Index: 0 | Active_nodes: 4 | Time: 4.1844e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Index: 2 | Active_nodes: 4 | Time: 4.1847e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -Index: 14 | Active_nodes: 4 | Time: 4.1899e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -Index: 6 | Active_nodes: 4 | Time: 4.1961e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -Index: 8 | Active_nodes: 4 | Time: 4.1975e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| -Index: 12 | Active_nodes: 4 | Time: 4.2113e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| - -........................... -Average time: 3.8799e-05s - -________________________________________________________________________________________________ - -execution time of: 3.5453e-05s: Index: 9 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| - -execution time of: 3.5552e-05s: Index: 23 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| - -execution time of: 3.5557e-05s: Index: 15 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| - -execution time of: 3.5560e-05s: Index: 21 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| - -execution time of: 3.5582e-05s: Index: 11 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| - -execution time of: 3.5639e-05s: Index: 17 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| - -execution time of: 3.7668e-05s: Index: 3 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| - -execution time of: 3.7785e-05s: Index: 22 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| - -execution time of: 3.7803e-05s: Index: 16 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| - -execution time of: 3.7808e-05s: Index: 5 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| - -execution time of: 3.7813e-05s: Index: 19 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| - -execution time of: 3.8064e-05s: Index: 13 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| - -execution time of: 3.9770e-05s: Index: 1 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| - -execution time of: 3.9810e-05s: Index: 7 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| - -execution time of: 3.9840e-05s: Index: 4 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| - -execution time of: 3.9882e-05s: Index: 10 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| - -execution time of: 3.9888e-05s: Index: 20 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| - -execution time of: 4.0071e-05s: Index: 18 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| - -execution time of: 4.1844e-05s: Index: 0 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| - -execution time of: 4.1847e-05s: Index: 2 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| - -execution time of: 4.1899e-05s: Index: 14 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| - -execution time of: 4.1961e-05s: Index: 6 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| - -execution time of: 4.1975e-05s: Index: 8 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| - -execution time of: 4.2113e-05s: Index: 12 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| - -________________________________________________________________________________________________ - -Start Simulation of dj_indep_qiskit_5__________________________________________________ - -.i:...0...1...2...3...4 -.1:..ry...|...|...|...| p: (1.5708e+00) -.2:...|..ry...|...|...| p: (1.5708e+00) -.3:...|...|...h...|...| -.4:...|...|...|..ry...| p: (1.5708e+00) -.5:...|...|...|...|..u2 p: (-3.1416e+00) (-3.1416e+00) -.6:...c...|...|...|...x -.7:..u2...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) -.8:...|...c...|...|...x -.9:...|..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) -10:...|...|...c...|...x -11:...|...|...h...|...| -12:...|...|...|...c...x -13:...|...|...|..u2...| p: (-3.1416e+00) (-3.1416e+00) -14:==================== -15:...0...|...|...|...| -16:...|...1...|...|...| -17:...|...|...2...|...| -18:...|...|...|...3...| -.o:...0...1...2...3...| -Total Permutations: 120 -Min time: 4.7182e-05s................. Permutation 93 : 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -Max time: 5.6745e-05s................. Permutation 38 : 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -Min active nodes: 5 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Min max nodes: 10 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Max active nodes: 5 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Max max nodes: 10 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -________________________________________________________________________________________________ - -120 permutations have 5 active nodes. -Index: 93 | Max_nodes: 10 | Time: 4.7182e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -Index: 33 | Max_nodes: 10 | Time: 4.7195e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -Index: 71 | Max_nodes: 10 | Time: 4.7270e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -Index: 41 | Max_nodes: 10 | Time: 4.7297e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -Index: 69 | Max_nodes: 10 | Time: 4.7311e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -Index: 95 | Max_nodes: 10 | Time: 4.7314e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -Index: 35 | Max_nodes: 10 | Time: 4.7314e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -Index: 119 | Max_nodes: 10 | Time: 4.7320e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -Index: 63 | Max_nodes: 10 | Time: 4.7325e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -Index: 47 | Max_nodes: 10 | Time: 4.7357e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -Index: 57 | Max_nodes: 10 | Time: 4.7376e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -Index: 59 | Max_nodes: 10 | Time: 4.7380e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -Index: 117 | Max_nodes: 10 | Time: 4.7388e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -Index: 113 | Max_nodes: 10 | Time: 4.7407e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -Index: 65 | Max_nodes: 10 | Time: 4.7408e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -Index: 83 | Max_nodes: 10 | Time: 4.7422e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -Index: 87 | Max_nodes: 10 | Time: 4.7444e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -Index: 39 | Max_nodes: 10 | Time: 4.7476e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -Index: 105 | Max_nodes: 10 | Time: 4.7522e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -Index: 81 | Max_nodes: 10 | Time: 4.7539e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -Index: 45 | Max_nodes: 10 | Time: 4.7659e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -Index: 111 | Max_nodes: 10 | Time: 4.7680e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -Index: 89 | Max_nodes: 10 | Time: 4.7929e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -Index: 107 | Max_nodes: 10 | Time: 4.8109e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -Index: 9 | Max_nodes: 10 | Time: 4.9385e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -Index: 94 | Max_nodes: 10 | Time: 4.9417e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -Index: 51 | Max_nodes: 10 | Time: 4.9480e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -Index: 11 | Max_nodes: 10 | Time: 4.9483e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -Index: 17 | Max_nodes: 10 | Time: 4.9493e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -Index: 64 | Max_nodes: 10 | Time: 4.9513e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -Index: 91 | Max_nodes: 10 | Time: 4.9527e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -Index: 70 | Max_nodes: 10 | Time: 4.9535e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -Index: 88 | Max_nodes: 10 | Time: 4.9536e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -Index: 67 | Max_nodes: 10 | Time: 4.9554e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -Index: 53 | Max_nodes: 10 | Time: 4.9568e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -Index: 21 | Max_nodes: 10 | Time: 4.9583e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -Index: 112 | Max_nodes: 10 | Time: 4.9584e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -Index: 109 | Max_nodes: 10 | Time: 4.9603e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -Index: 101 | Max_nodes: 10 | Time: 4.9622e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -Index: 85 | Max_nodes: 10 | Time: 4.9687e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -Index: 115 | Max_nodes: 10 | Time: 4.9692e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -Index: 99 | Max_nodes: 10 | Time: 4.9738e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -Index: 118 | Max_nodes: 10 | Time: 4.9791e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -Index: 77 | Max_nodes: 10 | Time: 4.9829e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -Index: 75 | Max_nodes: 10 | Time: 4.9844e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -Index: 61 | Max_nodes: 10 | Time: 4.9855e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -Index: 23 | Max_nodes: 10 | Time: 4.9887e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -Index: 15 | Max_nodes: 10 | Time: 5.0296e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -Index: 3 | Max_nodes: 10 | Time: 5.0998e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -Index: 5 | Max_nodes: 10 | Time: 5.1121e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -Index: 27 | Max_nodes: 10 | Time: 5.1474e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -Index: 116 | Max_nodes: 10 | Time: 5.1584e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -Index: 16 | Max_nodes: 10 | Time: 5.1584e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -Index: 90 | Max_nodes: 10 | Time: 5.1599e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -Index: 13 | Max_nodes: 10 | Time: 5.1606e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -Index: 22 | Max_nodes: 10 | Time: 5.1609e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -Index: 82 | Max_nodes: 10 | Time: 5.1613e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -Index: 92 | Max_nodes: 10 | Time: 5.1633e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -Index: 19 | Max_nodes: 10 | Time: 5.1703e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -Index: 106 | Max_nodes: 10 | Time: 5.1711e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -Index: 43 | Max_nodes: 10 | Time: 5.1729e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -Index: 40 | Max_nodes: 10 | Time: 5.1752e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -Index: 76 | Max_nodes: 10 | Time: 5.1773e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -Index: 37 | Max_nodes: 10 | Time: 5.1854e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -Index: 73 | Max_nodes: 10 | Time: 5.1866e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -Index: 97 | Max_nodes: 10 | Time: 5.1895e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -Index: 29 | Max_nodes: 10 | Time: 5.1954e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -Index: 46 | Max_nodes: 10 | Time: 5.1989e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -Index: 100 | Max_nodes: 10 | Time: 5.1996e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -Index: 114 | Max_nodes: 10 | Time: 5.2072e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -Index: 103 | Max_nodes: 10 | Time: 5.2108e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -Index: 79 | Max_nodes: 10 | Time: 5.2124e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -Index: 4 | Max_nodes: 10 | Time: 5.3150e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -Index: 1 | Max_nodes: 10 | Time: 5.3376e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -Index: 25 | Max_nodes: 10 | Time: 5.3520e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -Index: 31 | Max_nodes: 10 | Time: 5.3632e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -Index: 58 | Max_nodes: 10 | Time: 5.3683e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -Index: 7 | Max_nodes: 10 | Time: 5.3686e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -Index: 108 | Max_nodes: 10 | Time: 5.3767e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -Index: 10 | Max_nodes: 10 | Time: 5.3781e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -Index: 20 | Max_nodes: 10 | Time: 5.3789e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -Index: 68 | Max_nodes: 10 | Time: 5.3791e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -Index: 49 | Max_nodes: 10 | Time: 5.3793e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -Index: 102 | Max_nodes: 10 | Time: 5.3811e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -Index: 42 | Max_nodes: 10 | Time: 5.3812e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -Index: 44 | Max_nodes: 10 | Time: 5.3814e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -Index: 18 | Max_nodes: 10 | Time: 5.3820e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -Index: 66 | Max_nodes: 10 | Time: 5.3834e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -Index: 55 | Max_nodes: 10 | Time: 5.3841e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -Index: 104 | Max_nodes: 10 | Time: 5.3842e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -Index: 28 | Max_nodes: 10 | Time: 5.3900e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -Index: 98 | Max_nodes: 10 | Time: 5.3949e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -Index: 96 | Max_nodes: 10 | Time: 5.3955e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -Index: 110 | Max_nodes: 10 | Time: 5.4153e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -Index: 52 | Max_nodes: 10 | Time: 5.4251e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -Index: 34 | Max_nodes: 10 | Time: 5.4293e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -Index: 2 | Max_nodes: 10 | Time: 5.5146e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -Index: 0 | Max_nodes: 10 | Time: 5.5367e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Index: 24 | Max_nodes: 10 | Time: 5.5553e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -Index: 56 | Max_nodes: 10 | Time: 5.5682e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -Index: 30 | Max_nodes: 10 | Time: 5.5686e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -Index: 8 | Max_nodes: 10 | Time: 5.5754e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -Index: 32 | Max_nodes: 10 | Time: 5.5758e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -Index: 26 | Max_nodes: 10 | Time: 5.5767e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -Index: 14 | Max_nodes: 10 | Time: 5.5768e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -Index: 78 | Max_nodes: 10 | Time: 5.5777e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -Index: 86 | Max_nodes: 10 | Time: 5.5813e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -Index: 12 | Max_nodes: 10 | Time: 5.5837e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -Index: 62 | Max_nodes: 10 | Time: 5.5840e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -Index: 60 | Max_nodes: 10 | Time: 5.5867e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -Index: 50 | Max_nodes: 10 | Time: 5.5900e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -Index: 74 | Max_nodes: 10 | Time: 5.5924e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -Index: 36 | Max_nodes: 10 | Time: 5.5930e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -Index: 54 | Max_nodes: 10 | Time: 5.5984e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -Index: 48 | Max_nodes: 10 | Time: 5.6000e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -Index: 6 | Max_nodes: 10 | Time: 5.6104e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -Index: 72 | Max_nodes: 10 | Time: 5.6136e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -Index: 84 | Max_nodes: 10 | Time: 5.6641e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -Index: 80 | Max_nodes: 10 | Time: 5.6693e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -Index: 38 | Max_nodes: 10 | Time: 5.6745e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| - -........................... -Average time: 5.1703e-05s - -________________________________________________________________________________________________ - -120 permutations have 10 max nodes. -Index: 93 | Active_nodes: 5 | Time: 4.7182e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -Index: 33 | Active_nodes: 5 | Time: 4.7195e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -Index: 71 | Active_nodes: 5 | Time: 4.7270e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -Index: 41 | Active_nodes: 5 | Time: 4.7297e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -Index: 69 | Active_nodes: 5 | Time: 4.7311e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -Index: 95 | Active_nodes: 5 | Time: 4.7314e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -Index: 35 | Active_nodes: 5 | Time: 4.7314e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -Index: 119 | Active_nodes: 5 | Time: 4.7320e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -Index: 63 | Active_nodes: 5 | Time: 4.7325e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -Index: 47 | Active_nodes: 5 | Time: 4.7357e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -Index: 57 | Active_nodes: 5 | Time: 4.7376e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -Index: 59 | Active_nodes: 5 | Time: 4.7380e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -Index: 117 | Active_nodes: 5 | Time: 4.7388e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -Index: 113 | Active_nodes: 5 | Time: 4.7407e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -Index: 65 | Active_nodes: 5 | Time: 4.7408e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -Index: 83 | Active_nodes: 5 | Time: 4.7422e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -Index: 87 | Active_nodes: 5 | Time: 4.7444e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -Index: 39 | Active_nodes: 5 | Time: 4.7476e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -Index: 105 | Active_nodes: 5 | Time: 4.7522e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -Index: 81 | Active_nodes: 5 | Time: 4.7539e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -Index: 45 | Active_nodes: 5 | Time: 4.7659e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -Index: 111 | Active_nodes: 5 | Time: 4.7680e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -Index: 89 | Active_nodes: 5 | Time: 4.7929e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -Index: 107 | Active_nodes: 5 | Time: 4.8109e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -Index: 9 | Active_nodes: 5 | Time: 4.9385e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -Index: 94 | Active_nodes: 5 | Time: 4.9417e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -Index: 51 | Active_nodes: 5 | Time: 4.9480e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -Index: 11 | Active_nodes: 5 | Time: 4.9483e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -Index: 17 | Active_nodes: 5 | Time: 4.9493e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -Index: 64 | Active_nodes: 5 | Time: 4.9513e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -Index: 91 | Active_nodes: 5 | Time: 4.9527e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -Index: 70 | Active_nodes: 5 | Time: 4.9535e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -Index: 88 | Active_nodes: 5 | Time: 4.9536e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -Index: 67 | Active_nodes: 5 | Time: 4.9554e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -Index: 53 | Active_nodes: 5 | Time: 4.9568e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -Index: 21 | Active_nodes: 5 | Time: 4.9583e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -Index: 112 | Active_nodes: 5 | Time: 4.9584e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -Index: 109 | Active_nodes: 5 | Time: 4.9603e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -Index: 101 | Active_nodes: 5 | Time: 4.9622e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -Index: 85 | Active_nodes: 5 | Time: 4.9687e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -Index: 115 | Active_nodes: 5 | Time: 4.9692e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -Index: 99 | Active_nodes: 5 | Time: 4.9738e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -Index: 118 | Active_nodes: 5 | Time: 4.9791e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -Index: 77 | Active_nodes: 5 | Time: 4.9829e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -Index: 75 | Active_nodes: 5 | Time: 4.9844e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -Index: 61 | Active_nodes: 5 | Time: 4.9855e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -Index: 23 | Active_nodes: 5 | Time: 4.9887e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -Index: 15 | Active_nodes: 5 | Time: 5.0296e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -Index: 3 | Active_nodes: 5 | Time: 5.0998e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -Index: 5 | Active_nodes: 5 | Time: 5.1121e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -Index: 27 | Active_nodes: 5 | Time: 5.1474e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -Index: 116 | Active_nodes: 5 | Time: 5.1584e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -Index: 16 | Active_nodes: 5 | Time: 5.1584e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -Index: 90 | Active_nodes: 5 | Time: 5.1599e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -Index: 13 | Active_nodes: 5 | Time: 5.1606e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -Index: 22 | Active_nodes: 5 | Time: 5.1609e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -Index: 82 | Active_nodes: 5 | Time: 5.1613e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -Index: 92 | Active_nodes: 5 | Time: 5.1633e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -Index: 19 | Active_nodes: 5 | Time: 5.1703e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -Index: 106 | Active_nodes: 5 | Time: 5.1711e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -Index: 43 | Active_nodes: 5 | Time: 5.1729e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -Index: 40 | Active_nodes: 5 | Time: 5.1752e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -Index: 76 | Active_nodes: 5 | Time: 5.1773e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -Index: 37 | Active_nodes: 5 | Time: 5.1854e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -Index: 73 | Active_nodes: 5 | Time: 5.1866e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -Index: 97 | Active_nodes: 5 | Time: 5.1895e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -Index: 29 | Active_nodes: 5 | Time: 5.1954e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -Index: 46 | Active_nodes: 5 | Time: 5.1989e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -Index: 100 | Active_nodes: 5 | Time: 5.1996e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -Index: 114 | Active_nodes: 5 | Time: 5.2072e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -Index: 103 | Active_nodes: 5 | Time: 5.2108e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -Index: 79 | Active_nodes: 5 | Time: 5.2124e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -Index: 4 | Active_nodes: 5 | Time: 5.3150e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -Index: 1 | Active_nodes: 5 | Time: 5.3376e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -Index: 25 | Active_nodes: 5 | Time: 5.3520e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -Index: 31 | Active_nodes: 5 | Time: 5.3632e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -Index: 58 | Active_nodes: 5 | Time: 5.3683e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -Index: 7 | Active_nodes: 5 | Time: 5.3686e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -Index: 108 | Active_nodes: 5 | Time: 5.3767e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -Index: 10 | Active_nodes: 5 | Time: 5.3781e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -Index: 20 | Active_nodes: 5 | Time: 5.3789e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -Index: 68 | Active_nodes: 5 | Time: 5.3791e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -Index: 49 | Active_nodes: 5 | Time: 5.3793e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -Index: 102 | Active_nodes: 5 | Time: 5.3811e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -Index: 42 | Active_nodes: 5 | Time: 5.3812e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -Index: 44 | Active_nodes: 5 | Time: 5.3814e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -Index: 18 | Active_nodes: 5 | Time: 5.3820e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -Index: 66 | Active_nodes: 5 | Time: 5.3834e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -Index: 55 | Active_nodes: 5 | Time: 5.3841e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -Index: 104 | Active_nodes: 5 | Time: 5.3842e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -Index: 28 | Active_nodes: 5 | Time: 5.3900e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -Index: 98 | Active_nodes: 5 | Time: 5.3949e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -Index: 96 | Active_nodes: 5 | Time: 5.3955e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -Index: 110 | Active_nodes: 5 | Time: 5.4153e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -Index: 52 | Active_nodes: 5 | Time: 5.4251e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -Index: 34 | Active_nodes: 5 | Time: 5.4293e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -Index: 2 | Active_nodes: 5 | Time: 5.5146e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -Index: 0 | Active_nodes: 5 | Time: 5.5367e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Index: 24 | Active_nodes: 5 | Time: 5.5553e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -Index: 56 | Active_nodes: 5 | Time: 5.5682e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -Index: 30 | Active_nodes: 5 | Time: 5.5686e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -Index: 8 | Active_nodes: 5 | Time: 5.5754e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -Index: 32 | Active_nodes: 5 | Time: 5.5758e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -Index: 26 | Active_nodes: 5 | Time: 5.5767e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -Index: 14 | Active_nodes: 5 | Time: 5.5768e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -Index: 78 | Active_nodes: 5 | Time: 5.5777e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -Index: 86 | Active_nodes: 5 | Time: 5.5813e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -Index: 12 | Active_nodes: 5 | Time: 5.5837e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -Index: 62 | Active_nodes: 5 | Time: 5.5840e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -Index: 60 | Active_nodes: 5 | Time: 5.5867e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -Index: 50 | Active_nodes: 5 | Time: 5.5900e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -Index: 74 | Active_nodes: 5 | Time: 5.5924e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -Index: 36 | Active_nodes: 5 | Time: 5.5930e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -Index: 54 | Active_nodes: 5 | Time: 5.5984e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -Index: 48 | Active_nodes: 5 | Time: 5.6000e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -Index: 6 | Active_nodes: 5 | Time: 5.6104e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -Index: 72 | Active_nodes: 5 | Time: 5.6136e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -Index: 84 | Active_nodes: 5 | Time: 5.6641e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -Index: 80 | Active_nodes: 5 | Time: 5.6693e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -Index: 38 | Active_nodes: 5 | Time: 5.6745e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| - -........................... -Average time: 5.1703e-05s - -________________________________________________________________________________________________ - -execution time of: 4.7182e-05s: Index: 93 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| - -execution time of: 4.7195e-05s: Index: 33 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| - -execution time of: 4.7270e-05s: Index: 71 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| - -execution time of: 4.7297e-05s: Index: 41 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| - -execution time of: 4.7311e-05s: Index: 69 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| - -execution time of: 4.7314e-05s: Index: 95 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| - -execution time of: 4.7314e-05s: Index: 35 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| - -execution time of: 4.7320e-05s: Index: 119 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| - -execution time of: 4.7325e-05s: Index: 63 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| - -execution time of: 4.7357e-05s: Index: 47 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| - -execution time of: 4.7376e-05s: Index: 57 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| - -execution time of: 4.7380e-05s: Index: 59 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| - -execution time of: 4.7388e-05s: Index: 117 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| - -execution time of: 4.7407e-05s: Index: 113 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| - -execution time of: 4.7408e-05s: Index: 65 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| - -execution time of: 4.7422e-05s: Index: 83 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| - -execution time of: 4.7444e-05s: Index: 87 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| - -execution time of: 4.7476e-05s: Index: 39 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| - -execution time of: 4.7522e-05s: Index: 105 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| - -execution time of: 4.7539e-05s: Index: 81 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| - -execution time of: 4.7659e-05s: Index: 45 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| - -execution time of: 4.7680e-05s: Index: 111 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| - -execution time of: 4.7929e-05s: Index: 89 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| - -execution time of: 4.8109e-05s: Index: 107 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| - -execution time of: 4.9385e-05s: Index: 9 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| - -execution time of: 4.9417e-05s: Index: 94 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| - -execution time of: 4.9480e-05s: Index: 51 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| - -execution time of: 4.9483e-05s: Index: 11 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| - -execution time of: 4.9493e-05s: Index: 17 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| - -execution time of: 4.9513e-05s: Index: 64 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| - -execution time of: 4.9527e-05s: Index: 91 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| - -execution time of: 4.9535e-05s: Index: 70 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| - -execution time of: 4.9536e-05s: Index: 88 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| - -execution time of: 4.9554e-05s: Index: 67 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| - -execution time of: 4.9568e-05s: Index: 53 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| - -execution time of: 4.9583e-05s: Index: 21 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| - -execution time of: 4.9584e-05s: Index: 112 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| - -execution time of: 4.9603e-05s: Index: 109 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| - -execution time of: 4.9622e-05s: Index: 101 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| - -execution time of: 4.9687e-05s: Index: 85 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| - -execution time of: 4.9692e-05s: Index: 115 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| - -execution time of: 4.9738e-05s: Index: 99 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| - -execution time of: 4.9791e-05s: Index: 118 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| - -execution time of: 4.9829e-05s: Index: 77 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| - -execution time of: 4.9844e-05s: Index: 75 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| - -execution time of: 4.9855e-05s: Index: 61 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| - -execution time of: 4.9887e-05s: Index: 23 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| - -execution time of: 5.0296e-05s: Index: 15 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| - -execution time of: 5.0998e-05s: Index: 3 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| - -execution time of: 5.1121e-05s: Index: 5 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| - -execution time of: 5.1474e-05s: Index: 27 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| - -execution time of: 5.1584e-05s: Index: 116 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| - -execution time of: 5.1584e-05s: Index: 16 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| - -execution time of: 5.1599e-05s: Index: 90 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| - -execution time of: 5.1606e-05s: Index: 13 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| - -execution time of: 5.1609e-05s: Index: 22 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| - -execution time of: 5.1613e-05s: Index: 82 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| - -execution time of: 5.1633e-05s: Index: 92 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| - -execution time of: 5.1703e-05s: Index: 19 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| - -execution time of: 5.1711e-05s: Index: 106 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| - -execution time of: 5.1729e-05s: Index: 43 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| - -execution time of: 5.1752e-05s: Index: 40 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| - -execution time of: 5.1773e-05s: Index: 76 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| - -execution time of: 5.1854e-05s: Index: 37 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| - -execution time of: 5.1866e-05s: Index: 73 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| - -execution time of: 5.1895e-05s: Index: 97 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| - -execution time of: 5.1954e-05s: Index: 29 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| - -execution time of: 5.1989e-05s: Index: 46 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| - -execution time of: 5.1996e-05s: Index: 100 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| - -execution time of: 5.2072e-05s: Index: 114 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| - -execution time of: 5.2108e-05s: Index: 103 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| - -execution time of: 5.2124e-05s: Index: 79 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| - -execution time of: 5.3150e-05s: Index: 4 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| - -execution time of: 5.3376e-05s: Index: 1 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| - -execution time of: 5.3520e-05s: Index: 25 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| - -execution time of: 5.3632e-05s: Index: 31 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| - -execution time of: 5.3683e-05s: Index: 58 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| - -execution time of: 5.3686e-05s: Index: 7 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| - -execution time of: 5.3767e-05s: Index: 108 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| - -execution time of: 5.3781e-05s: Index: 10 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| - -execution time of: 5.3789e-05s: Index: 20 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| - -execution time of: 5.3791e-05s: Index: 68 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| - -execution time of: 5.3793e-05s: Index: 49 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| - -execution time of: 5.3811e-05s: Index: 102 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| - -execution time of: 5.3812e-05s: Index: 42 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| - -execution time of: 5.3814e-05s: Index: 44 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| - -execution time of: 5.3820e-05s: Index: 18 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| - -execution time of: 5.3834e-05s: Index: 66 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| - -execution time of: 5.3841e-05s: Index: 55 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| - -execution time of: 5.3842e-05s: Index: 104 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| - -execution time of: 5.3900e-05s: Index: 28 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| - -execution time of: 5.3949e-05s: Index: 98 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| - -execution time of: 5.3955e-05s: Index: 96 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| - -execution time of: 5.4153e-05s: Index: 110 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| - -execution time of: 5.4251e-05s: Index: 52 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| - -execution time of: 5.4293e-05s: Index: 34 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| - -execution time of: 5.5146e-05s: Index: 2 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| - -execution time of: 5.5367e-05s: Index: 0 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| - -execution time of: 5.5553e-05s: Index: 24 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| - -execution time of: 5.5682e-05s: Index: 56 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| - -execution time of: 5.5686e-05s: Index: 30 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| - -execution time of: 5.5754e-05s: Index: 8 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| - -execution time of: 5.5758e-05s: Index: 32 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| - -execution time of: 5.5767e-05s: Index: 26 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| - -execution time of: 5.5768e-05s: Index: 14 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| - -execution time of: 5.5777e-05s: Index: 78 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| - -execution time of: 5.5813e-05s: Index: 86 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| - -execution time of: 5.5837e-05s: Index: 12 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| - -execution time of: 5.5840e-05s: Index: 62 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| - -execution time of: 5.5867e-05s: Index: 60 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| - -execution time of: 5.5900e-05s: Index: 50 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| - -execution time of: 5.5924e-05s: Index: 74 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| - -execution time of: 5.5930e-05s: Index: 36 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| - -execution time of: 5.5984e-05s: Index: 54 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| - -execution time of: 5.6000e-05s: Index: 48 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| - -execution time of: 5.6104e-05s: Index: 6 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| - -execution time of: 5.6136e-05s: Index: 72 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| - -execution time of: 5.6641e-05s: Index: 84 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| - -execution time of: 5.6693e-05s: Index: 80 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| - -execution time of: 5.6745e-05s: Index: 38 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| - -________________________________________________________________________________________________ - -Start Simulation of dj_indep_qiskit_6__________________________________________________ - -.i:...0...1...2...3...4...5 -.1:..ry...|...|...|...|...| p: (1.5708e+00) -.2:...|..ry...|...|...|...| p: (1.5708e+00) -.3:...|...|...h...|...|...| -.4:...|...|...|..ry...|...| p: (1.5708e+00) -.5:...|...|...|...|...h...| -.6:...|...|...|...|...|..u2 p: (-3.1416e+00) (-3.1416e+00) -.7:...c...|...|...|...|...x -.8:..u2...|...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) -.9:...|...c...|...|...|...x -10:...|..u2...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) -11:...|...|...c...|...|...x -12:...|...|...h...|...|...| -13:...|...|...|...c...|...x -14:...|...|...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) -15:...|...|...|...|...c...x -16:...|...|...|...|...h...| -17:======================== -18:...0...|...|...|...|...| -19:...|...1...|...|...|...| -20:...|...|...2...|...|...| -21:...|...|...|...3...|...| -22:...|...|...|...|...4...| -.o:...0...1...2...3...4...| -Total Permutations: 720 -Min time: 5.8613e-05s................. Permutation 153: 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Max time: 7.2698e-05s................. Permutation 158: 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Min active nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Min max nodes: 12 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Max active nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Max max nodes: 12 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -________________________________________________________________________________________________ - -720 permutations have 6 active nodes. -Index: 153 | Max_nodes: 12 | Time: 5.8613e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 599 | Max_nodes: 12 | Time: 5.8772e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 585 | Max_nodes: 12 | Time: 5.8843e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 719 | Max_nodes: 12 | Time: 5.8853e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 273 | Max_nodes: 12 | Time: 5.8857e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 275 | Max_nodes: 12 | Time: 5.8879e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 279 | Max_nodes: 12 | Time: 5.8893e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 587 | Max_nodes: 12 | Time: 5.8931e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 335 | Max_nodes: 12 | Time: 5.8940e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 597 | Max_nodes: 12 | Time: 5.8948e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 225 | Max_nodes: 12 | Time: 5.8948e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 659 | Max_nodes: 12 | Time: 5.8952e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 593 | Max_nodes: 12 | Time: 5.8954e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 551 | Max_nodes: 12 | Time: 5.8964e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 161 | Max_nodes: 12 | Time: 5.8964e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 453 | Max_nodes: 12 | Time: 5.8974e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 299 | Max_nodes: 12 | Time: 5.8978e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 185 | Max_nodes: 12 | Time: 5.8987e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 479 | Max_nodes: 12 | Time: 5.8995e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 471 | Max_nodes: 12 | Time: 5.9001e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 467 | Max_nodes: 12 | Time: 5.9002e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 179 | Max_nodes: 12 | Time: 5.9018e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 207 | Max_nodes: 12 | Time: 5.9025e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 303 | Max_nodes: 12 | Time: 5.9028e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 357 | Max_nodes: 12 | Time: 5.9030e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 215 | Max_nodes: 12 | Time: 5.9038e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 231 | Max_nodes: 12 | Time: 5.9059e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 311 | Max_nodes: 12 | Time: 5.9060e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 405 | Max_nodes: 12 | Time: 5.9071e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 539 | Max_nodes: 12 | Time: 5.9080e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 239 | Max_nodes: 12 | Time: 5.9090e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 443 | Max_nodes: 12 | Time: 5.9093e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 515 | Max_nodes: 12 | Time: 5.9099e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 549 | Max_nodes: 12 | Time: 5.9100e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 399 | Max_nodes: 12 | Time: 5.9102e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 423 | Max_nodes: 12 | Time: 5.9104e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 297 | Max_nodes: 12 | Time: 5.9105e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 213 | Max_nodes: 12 | Time: 5.9108e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 419 | Max_nodes: 12 | Time: 5.9108e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 309 | Max_nodes: 12 | Time: 5.9110e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 165 | Max_nodes: 12 | Time: 5.9110e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 447 | Max_nodes: 12 | Time: 5.9120e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 477 | Max_nodes: 12 | Time: 5.9120e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 683 | Max_nodes: 12 | Time: 5.9124e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 429 | Max_nodes: 12 | Time: 5.9127e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 201 | Max_nodes: 12 | Time: 5.9127e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 537 | Max_nodes: 12 | Time: 5.9128e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 425 | Max_nodes: 12 | Time: 5.9129e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 167 | Max_nodes: 12 | Time: 5.9131e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 155 | Max_nodes: 12 | Time: 5.9132e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 671 | Max_nodes: 12 | Time: 5.9132e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 647 | Max_nodes: 12 | Time: 5.9136e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 717 | Max_nodes: 12 | Time: 5.9139e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 347 | Max_nodes: 12 | Time: 5.9142e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 713 | Max_nodes: 12 | Time: 5.9144e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 591 | Max_nodes: 12 | Time: 5.9146e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 705 | Max_nodes: 12 | Time: 5.9153e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 333 | Max_nodes: 12 | Time: 5.9168e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 233 | Max_nodes: 12 | Time: 5.9173e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 285 | Max_nodes: 12 | Time: 5.9173e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 345 | Max_nodes: 12 | Time: 5.9174e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 227 | Max_nodes: 12 | Time: 5.9179e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 563 | Max_nodes: 12 | Time: 5.9180e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 353 | Max_nodes: 12 | Time: 5.9181e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 569 | Max_nodes: 12 | Time: 5.9182e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 159 | Max_nodes: 12 | Time: 5.9187e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 321 | Max_nodes: 12 | Time: 5.9193e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 351 | Max_nodes: 12 | Time: 5.9205e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 287 | Max_nodes: 12 | Time: 5.9207e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 567 | Max_nodes: 12 | Time: 5.9209e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 527 | Max_nodes: 12 | Time: 5.9214e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 203 | Max_nodes: 12 | Time: 5.9224e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 521 | Max_nodes: 12 | Time: 5.9237e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 323 | Max_nodes: 12 | Time: 5.9246e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 663 | Max_nodes: 12 | Time: 5.9250e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 669 | Max_nodes: 12 | Time: 5.9253e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 635 | Max_nodes: 12 | Time: 5.9254e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 633 | Max_nodes: 12 | Time: 5.9269e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 687 | Max_nodes: 12 | Time: 5.9280e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 695 | Max_nodes: 12 | Time: 5.9280e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 657 | Max_nodes: 12 | Time: 5.9285e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 327 | Max_nodes: 12 | Time: 5.9293e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 711 | Max_nodes: 12 | Time: 5.9299e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 395 | Max_nodes: 12 | Time: 5.9300e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 449 | Max_nodes: 12 | Time: 5.9308e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 359 | Max_nodes: 12 | Time: 5.9331e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 237 | Max_nodes: 12 | Time: 5.9369e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 573 | Max_nodes: 12 | Time: 5.9399e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 545 | Max_nodes: 12 | Time: 5.9407e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 681 | Max_nodes: 12 | Time: 5.9421e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 519 | Max_nodes: 12 | Time: 5.9423e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 525 | Max_nodes: 12 | Time: 5.9428e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 401 | Max_nodes: 12 | Time: 5.9441e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 645 | Max_nodes: 12 | Time: 5.9482e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 543 | Max_nodes: 12 | Time: 5.9503e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 407 | Max_nodes: 12 | Time: 5.9515e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 393 | Max_nodes: 12 | Time: 5.9521e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 473 | Max_nodes: 12 | Time: 5.9588e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 305 | Max_nodes: 12 | Time: 5.9602e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 455 | Max_nodes: 12 | Time: 5.9616e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 575 | Max_nodes: 12 | Time: 5.9623e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 561 | Max_nodes: 12 | Time: 5.9638e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 441 | Max_nodes: 12 | Time: 5.9654e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 189 | Max_nodes: 12 | Time: 5.9673e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 191 | Max_nodes: 12 | Time: 5.9695e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 639 | Max_nodes: 12 | Time: 5.9704e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 177 | Max_nodes: 12 | Time: 5.9712e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 417 | Max_nodes: 12 | Time: 5.9712e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 209 | Max_nodes: 12 | Time: 5.9732e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 707 | Max_nodes: 12 | Time: 5.9738e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 281 | Max_nodes: 12 | Time: 5.9739e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 693 | Max_nodes: 12 | Time: 5.9752e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 183 | Max_nodes: 12 | Time: 5.9825e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 689 | Max_nodes: 12 | Time: 5.9843e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 329 | Max_nodes: 12 | Time: 6.0006e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 665 | Max_nodes: 12 | Time: 6.0022e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 513 | Max_nodes: 12 | Time: 6.0219e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 641 | Max_nodes: 12 | Time: 6.0307e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 33 | Max_nodes: 12 | Time: 6.0985e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 35 | Max_nodes: 12 | Time: 6.1004e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 677 | Max_nodes: 12 | Time: 6.1007e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 261 | Max_nodes: 12 | Time: 6.1055e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 291 | Max_nodes: 12 | Time: 6.1065e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 581 | Max_nodes: 12 | Time: 6.1113e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 595 | Max_nodes: 12 | Time: 6.1131e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 69 | Max_nodes: 12 | Time: 6.1136e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 430 | Max_nodes: 12 | Time: 6.1141e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 93 | Max_nodes: 12 | Time: 6.1148e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 475 | Max_nodes: 12 | Time: 6.1150e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 592 | Max_nodes: 12 | Time: 6.1152e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 255 | Max_nodes: 12 | Time: 6.1157e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 451 | Max_nodes: 12 | Time: 6.1162e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 95 | Max_nodes: 12 | Time: 6.1167e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 307 | Max_nodes: 12 | Time: 6.1170e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 59 | Max_nodes: 12 | Time: 6.1174e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 65 | Max_nodes: 12 | Time: 6.1188e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 454 | Max_nodes: 12 | Time: 6.1194e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 712 | Max_nodes: 12 | Time: 6.1201e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 304 | Max_nodes: 12 | Time: 6.1208e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 117 | Max_nodes: 12 | Time: 6.1214e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 383 | Max_nodes: 12 | Time: 6.1215e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 341 | Max_nodes: 12 | Time: 6.1218e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 718 | Max_nodes: 12 | Time: 6.1222e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 293 | Max_nodes: 12 | Time: 6.1225e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 574 | Max_nodes: 12 | Time: 6.1235e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 57 | Max_nodes: 12 | Time: 6.1243e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 41 | Max_nodes: 12 | Time: 6.1249e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 478 | Max_nodes: 12 | Time: 6.1253e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 377 | Max_nodes: 12 | Time: 6.1261e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 445 | Max_nodes: 12 | Time: 6.1263e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 317 | Max_nodes: 12 | Time: 6.1265e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 111 | Max_nodes: 12 | Time: 6.1266e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 355 | Max_nodes: 12 | Time: 6.1267e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 39 | Max_nodes: 12 | Time: 6.1269e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 71 | Max_nodes: 12 | Time: 6.1278e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 694 | Max_nodes: 12 | Time: 6.1284e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 315 | Max_nodes: 12 | Time: 6.1287e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 555 | Max_nodes: 12 | Time: 6.1292e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 571 | Max_nodes: 12 | Time: 6.1293e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 63 | Max_nodes: 12 | Time: 6.1294e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 83 | Max_nodes: 12 | Time: 6.1296e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 349 | Max_nodes: 12 | Time: 6.1302e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 547 | Max_nodes: 12 | Time: 6.1307e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 670 | Max_nodes: 12 | Time: 6.1307e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 541 | Max_nodes: 12 | Time: 6.1322e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 81 | Max_nodes: 12 | Time: 6.1329e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 579 | Max_nodes: 12 | Time: 6.1333e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 459 | Max_nodes: 12 | Time: 6.1336e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 611 | Max_nodes: 12 | Time: 6.1337e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 89 | Max_nodes: 12 | Time: 6.1340e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 461 | Max_nodes: 12 | Time: 6.1340e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 427 | Max_nodes: 12 | Time: 6.1347e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 675 | Max_nodes: 12 | Time: 6.1348e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 709 | Max_nodes: 12 | Time: 6.1351e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 411 | Max_nodes: 12 | Time: 6.1358e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 331 | Max_nodes: 12 | Time: 6.1362e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 257 | Max_nodes: 12 | Time: 6.1370e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 328 | Max_nodes: 12 | Time: 6.1382e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 325 | Max_nodes: 12 | Time: 6.1382e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 557 | Max_nodes: 12 | Time: 6.1391e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 497 | Max_nodes: 12 | Time: 6.1392e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 47 | Max_nodes: 12 | Time: 6.1393e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 565 | Max_nodes: 12 | Time: 6.1393e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 369 | Max_nodes: 12 | Time: 6.1394e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 413 | Max_nodes: 12 | Time: 6.1407e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 715 | Max_nodes: 12 | Time: 6.1409e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 334 | Max_nodes: 12 | Time: 6.1415e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 310 | Max_nodes: 12 | Time: 6.1418e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 623 | Max_nodes: 12 | Time: 6.1434e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 495 | Max_nodes: 12 | Time: 6.1436e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 609 | Max_nodes: 12 | Time: 6.1436e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 339 | Max_nodes: 12 | Time: 6.1440e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 544 | Max_nodes: 12 | Time: 6.1442e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 371 | Max_nodes: 12 | Time: 6.1447e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 465 | Max_nodes: 12 | Time: 6.1456e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 701 | Max_nodes: 12 | Time: 6.1461e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 113 | Max_nodes: 12 | Time: 6.1463e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 421 | Max_nodes: 12 | Time: 6.1474e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 531 | Max_nodes: 12 | Time: 6.1493e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 381 | Max_nodes: 12 | Time: 6.1493e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 119 | Max_nodes: 12 | Time: 6.1496e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 489 | Max_nodes: 12 | Time: 6.1504e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 653 | Max_nodes: 12 | Time: 6.1519e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 431 | Max_nodes: 12 | Time: 6.1522e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 437 | Max_nodes: 12 | Time: 6.1523e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 651 | Max_nodes: 12 | Time: 6.1527e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 661 | Max_nodes: 12 | Time: 6.1541e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 621 | Max_nodes: 12 | Time: 6.1544e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 107 | Max_nodes: 12 | Time: 6.1548e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 352 | Max_nodes: 12 | Time: 6.1557e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 491 | Max_nodes: 12 | Time: 6.1559e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 617 | Max_nodes: 12 | Time: 6.1559e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 699 | Max_nodes: 12 | Time: 6.1563e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 688 | Max_nodes: 12 | Time: 6.1579e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 469 | Max_nodes: 12 | Time: 6.1607e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 685 | Max_nodes: 12 | Time: 6.1608e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 550 | Max_nodes: 12 | Time: 6.1616e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 45 | Max_nodes: 12 | Time: 6.1646e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 251 | Max_nodes: 12 | Time: 6.1652e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 664 | Max_nodes: 12 | Time: 6.1680e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 375 | Max_nodes: 12 | Time: 6.1682e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 249 | Max_nodes: 12 | Time: 6.1721e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 435 | Max_nodes: 12 | Time: 6.1727e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 263 | Max_nodes: 12 | Time: 6.1746e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 472 | Max_nodes: 12 | Time: 6.1750e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 615 | Max_nodes: 12 | Time: 6.1769e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 589 | Max_nodes: 12 | Time: 6.1790e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 667 | Max_nodes: 12 | Time: 6.1796e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 105 | Max_nodes: 12 | Time: 6.1799e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 598 | Max_nodes: 12 | Time: 6.1832e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 87 | Max_nodes: 12 | Time: 6.1858e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 424 | Max_nodes: 12 | Time: 6.1878e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 691 | Max_nodes: 12 | Time: 6.1889e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 301 | Max_nodes: 12 | Time: 6.1989e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 533 | Max_nodes: 12 | Time: 6.1996e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 501 | Max_nodes: 12 | Time: 6.2010e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 568 | Max_nodes: 12 | Time: 6.2057e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 448 | Max_nodes: 12 | Time: 6.2071e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 503 | Max_nodes: 12 | Time: 6.2138e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 358 | Max_nodes: 12 | Time: 6.2927e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 9 | Max_nodes: 12 | Time: 6.3032e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 15 | Max_nodes: 12 | Time: 6.3035e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 129 | Max_nodes: 12 | Time: 6.3112e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 583 | Max_nodes: 12 | Time: 6.3193e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 67 | Max_nodes: 12 | Time: 6.3218e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 676 | Max_nodes: 12 | Time: 6.3231e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 517 | Max_nodes: 12 | Time: 6.3256e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 135 | Max_nodes: 12 | Time: 6.3259e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 387 | Max_nodes: 12 | Time: 6.3272e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 173 | Max_nodes: 12 | Time: 6.3288e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 235 | Max_nodes: 12 | Time: 6.3300e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 586 | Max_nodes: 12 | Time: 6.3314e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 682 | Max_nodes: 12 | Time: 6.3332e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 184 | Max_nodes: 12 | Time: 6.3333e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 232 | Max_nodes: 12 | Time: 6.3338e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 577 | Max_nodes: 12 | Time: 6.3344e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 64 | Max_nodes: 12 | Time: 6.3354e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 238 | Max_nodes: 12 | Time: 6.3359e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 452 | Max_nodes: 12 | Time: 6.3370e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 553 | Max_nodes: 12 | Time: 6.3380e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 214 | Max_nodes: 12 | Time: 6.3385e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 442 | Max_nodes: 12 | Time: 6.3397e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 187 | Max_nodes: 12 | Time: 6.3398e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 141 | Max_nodes: 12 | Time: 6.3400e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 706 | Max_nodes: 12 | Time: 6.3409e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 88 | Max_nodes: 12 | Time: 6.3410e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 703 | Max_nodes: 12 | Time: 6.3412e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 673 | Max_nodes: 12 | Time: 6.3415e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 197 | Max_nodes: 12 | Time: 6.3428e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 77 | Max_nodes: 12 | Time: 6.3433e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 208 | Max_nodes: 12 | Time: 6.3441e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 21 | Max_nodes: 12 | Time: 6.3443e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 580 | Max_nodes: 12 | Time: 6.3447e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 436 | Max_nodes: 12 | Time: 6.3447e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 629 | Max_nodes: 12 | Time: 6.3451e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 85 | Max_nodes: 12 | Time: 6.3456e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 406 | Max_nodes: 12 | Time: 6.3456e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 439 | Max_nodes: 12 | Time: 6.3458e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 137 | Max_nodes: 12 | Time: 6.3459e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 195 | Max_nodes: 12 | Time: 6.3466e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 91 | Max_nodes: 12 | Time: 6.3467e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 171 | Max_nodes: 12 | Time: 6.3470e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 70 | Max_nodes: 12 | Time: 6.3476e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 211 | Max_nodes: 12 | Time: 6.3477e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 562 | Max_nodes: 12 | Time: 6.3481e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 101 | Max_nodes: 12 | Time: 6.3484e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 556 | Max_nodes: 12 | Time: 6.3484e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 181 | Max_nodes: 12 | Time: 6.3488e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 99 | Max_nodes: 12 | Time: 6.3501e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 692 | Max_nodes: 12 | Time: 6.3523e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 365 | Max_nodes: 12 | Time: 6.3524e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 221 | Max_nodes: 12 | Time: 6.3528e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 433 | Max_nodes: 12 | Time: 6.3537e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 219 | Max_nodes: 12 | Time: 6.3541e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 17 | Max_nodes: 12 | Time: 6.3543e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 570 | Max_nodes: 12 | Time: 6.3543e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 457 | Max_nodes: 12 | Time: 6.3554e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 616 | Max_nodes: 12 | Time: 6.3554e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 474 | Max_nodes: 12 | Time: 6.3555e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 507 | Max_nodes: 12 | Time: 6.3558e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 485 | Max_nodes: 12 | Time: 6.3567e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 509 | Max_nodes: 12 | Time: 6.3577e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 523 | Max_nodes: 12 | Time: 6.3581e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 379 | Max_nodes: 12 | Time: 6.3583e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 115 | Max_nodes: 12 | Time: 6.3587e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 403 | Max_nodes: 12 | Time: 6.3589e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 526 | Max_nodes: 12 | Time: 6.3604e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 640 | Max_nodes: 12 | Time: 6.3604e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 646 | Max_nodes: 12 | Time: 6.3615e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 460 | Max_nodes: 12 | Time: 6.3631e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 502 | Max_nodes: 12 | Time: 6.3638e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 643 | Max_nodes: 12 | Time: 6.3674e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 499 | Max_nodes: 12 | Time: 6.3674e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 376 | Max_nodes: 12 | Time: 6.3680e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 594 | Max_nodes: 12 | Time: 6.3681e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 605 | Max_nodes: 12 | Time: 6.3688e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 622 | Max_nodes: 12 | Time: 6.3689e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 229 | Max_nodes: 12 | Time: 6.3692e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 700 | Max_nodes: 12 | Time: 6.3697e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 11 | Max_nodes: 12 | Time: 6.3698e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 75 | Max_nodes: 12 | Time: 6.3698e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 466 | Max_nodes: 12 | Time: 6.3700e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 382 | Max_nodes: 12 | Time: 6.3712e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 23 | Max_nodes: 12 | Time: 6.3713e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 450 | Max_nodes: 12 | Time: 6.3716e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 53 | Max_nodes: 12 | Time: 6.3747e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 61 | Max_nodes: 12 | Time: 6.3765e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 716 | Max_nodes: 12 | Time: 6.3791e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 109 | Max_nodes: 12 | Time: 6.3800e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 690 | Max_nodes: 12 | Time: 6.3803e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 619 | Max_nodes: 12 | Time: 6.3826e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 118 | Max_nodes: 12 | Time: 6.3861e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 613 | Max_nodes: 12 | Time: 6.3864e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 389 | Max_nodes: 12 | Time: 6.3890e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 112 | Max_nodes: 12 | Time: 6.3908e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 483 | Max_nodes: 12 | Time: 6.3920e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 190 | Max_nodes: 12 | Time: 6.3930e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 51 | Max_nodes: 12 | Time: 6.3943e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 400 | Max_nodes: 12 | Time: 6.4019e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 572 | Max_nodes: 12 | Time: 6.4033e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 94 | Max_nodes: 12 | Time: 6.4043e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 679 | Max_nodes: 12 | Time: 6.4046e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 714 | Max_nodes: 12 | Time: 6.4066e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 373 | Max_nodes: 12 | Time: 6.4071e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 697 | Max_nodes: 12 | Time: 6.4105e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 463 | Max_nodes: 12 | Time: 6.4151e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 496 | Max_nodes: 12 | Time: 6.4177e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 603 | Max_nodes: 12 | Time: 6.4197e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 627 | Max_nodes: 12 | Time: 6.4223e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 205 | Max_nodes: 12 | Time: 6.4223e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 143 | Max_nodes: 12 | Time: 6.4249e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 637 | Max_nodes: 12 | Time: 6.4255e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 397 | Max_nodes: 12 | Time: 6.4277e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 363 | Max_nodes: 12 | Time: 6.4309e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 476 | Max_nodes: 12 | Time: 6.4325e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 559 | Max_nodes: 12 | Time: 6.4378e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 131 | Max_nodes: 12 | Time: 6.4381e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 596 | Max_nodes: 12 | Time: 6.4656e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 520 | Max_nodes: 12 | Time: 6.4983e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 493 | Max_nodes: 12 | Time: 6.5141e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 3 | Max_nodes: 12 | Time: 6.5147e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 133 | Max_nodes: 12 | Time: 6.5159e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 262 | Max_nodes: 12 | Time: 6.5203e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 29 | Max_nodes: 12 | Time: 6.5208e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 584 | Max_nodes: 12 | Time: 6.5289e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 704 | Max_nodes: 12 | Time: 6.5304e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 5 | Max_nodes: 12 | Time: 6.5325e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 259 | Max_nodes: 12 | Time: 6.5339e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 27 | Max_nodes: 12 | Time: 6.5352e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 535 | Max_nodes: 12 | Time: 6.5379e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 340 | Max_nodes: 12 | Time: 6.5386e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 234 | Max_nodes: 12 | Time: 6.5395e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 125 | Max_nodes: 12 | Time: 6.5407e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 46 | Max_nodes: 12 | Time: 6.5426e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 16 | Max_nodes: 12 | Time: 6.5430e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 236 | Max_nodes: 12 | Time: 6.5438e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 149 | Max_nodes: 12 | Time: 6.5440e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 253 | Max_nodes: 12 | Time: 6.5450e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 82 | Max_nodes: 12 | Time: 6.5456e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 243 | Max_nodes: 12 | Time: 6.5460e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 322 | Max_nodes: 12 | Time: 6.5479e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 139 | Max_nodes: 12 | Time: 6.5480e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 256 | Max_nodes: 12 | Time: 6.5485e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 166 | Max_nodes: 12 | Time: 6.5487e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 147 | Max_nodes: 12 | Time: 6.5487e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 343 | Max_nodes: 12 | Time: 6.5488e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 590 | Max_nodes: 12 | Time: 6.5488e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 106 | Max_nodes: 12 | Time: 6.5488e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 103 | Max_nodes: 12 | Time: 6.5490e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 202 | Max_nodes: 12 | Time: 6.5504e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 73 | Max_nodes: 12 | Time: 6.5509e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 283 | Max_nodes: 12 | Time: 6.5512e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 356 | Max_nodes: 12 | Time: 6.5519e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 548 | Max_nodes: 12 | Time: 6.5524e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 193 | Max_nodes: 12 | Time: 6.5530e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 652 | Max_nodes: 12 | Time: 6.5531e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 514 | Max_nodes: 12 | Time: 6.5533e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 277 | Max_nodes: 12 | Time: 6.5538e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 163 | Max_nodes: 12 | Time: 6.5545e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 22 | Max_nodes: 12 | Time: 6.5548e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 286 | Max_nodes: 12 | Time: 6.5548e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 588 | Max_nodes: 12 | Time: 6.5550e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 269 | Max_nodes: 12 | Time: 6.5567e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 212 | Max_nodes: 12 | Time: 6.5572e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 157 | Max_nodes: 12 | Time: 6.5574e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 578 | Max_nodes: 12 | Time: 6.5577e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 13 | Max_nodes: 12 | Time: 6.5580e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 576 | Max_nodes: 12 | Time: 6.5580e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 76 | Max_nodes: 12 | Time: 6.5583e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 79 | Max_nodes: 12 | Time: 6.5583e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 710 | Max_nodes: 12 | Time: 6.5598e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 43 | Max_nodes: 12 | Time: 6.5599e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 123 | Max_nodes: 12 | Time: 6.5602e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 532 | Max_nodes: 12 | Time: 6.5602e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 546 | Max_nodes: 12 | Time: 6.5603e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 511 | Max_nodes: 12 | Time: 6.5603e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 319 | Max_nodes: 12 | Time: 6.5604e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 498 | Max_nodes: 12 | Time: 6.5606e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 607 | Max_nodes: 12 | Time: 6.5609e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 490 | Max_nodes: 12 | Time: 6.5615e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 280 | Max_nodes: 12 | Time: 6.5618e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 508 | Max_nodes: 12 | Time: 6.5625e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 267 | Max_nodes: 12 | Time: 6.5625e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 538 | Max_nodes: 12 | Time: 6.5627e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 100 | Max_nodes: 12 | Time: 6.5631e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 666 | Max_nodes: 12 | Time: 6.5632e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 332 | Max_nodes: 12 | Time: 6.5646e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 217 | Max_nodes: 12 | Time: 6.5646e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 330 | Max_nodes: 12 | Time: 6.5646e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 337 | Max_nodes: 12 | Time: 6.5651e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 696 | Max_nodes: 12 | Time: 6.5654e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 210 | Max_nodes: 12 | Time: 6.5658e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 655 | Max_nodes: 12 | Time: 6.5675e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 245 | Max_nodes: 12 | Time: 6.5678e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 97 | Max_nodes: 12 | Time: 6.5679e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 604 | Max_nodes: 12 | Time: 6.5686e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 316 | Max_nodes: 12 | Time: 6.5695e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 199 | Max_nodes: 12 | Time: 6.5699e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 628 | Max_nodes: 12 | Time: 6.5699e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 226 | Max_nodes: 12 | Time: 6.5704e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 702 | Max_nodes: 12 | Time: 6.5710e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 708 | Max_nodes: 12 | Time: 6.5716e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 524 | Max_nodes: 12 | Time: 6.5726e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 136 | Max_nodes: 12 | Time: 6.5729e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 40 | Max_nodes: 12 | Time: 6.5729e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 642 | Max_nodes: 12 | Time: 6.5736e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 505 | Max_nodes: 12 | Time: 6.5737e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 625 | Max_nodes: 12 | Time: 6.5740e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 644 | Max_nodes: 12 | Time: 6.5752e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 481 | Max_nodes: 12 | Time: 6.5757e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 649 | Max_nodes: 12 | Time: 6.5768e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 116 | Max_nodes: 12 | Time: 6.5781e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 142 | Max_nodes: 12 | Time: 6.5791e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 601 | Max_nodes: 12 | Time: 6.5799e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 19 | Max_nodes: 12 | Time: 6.5804e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 484 | Max_nodes: 12 | Time: 6.5813e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 220 | Max_nodes: 12 | Time: 6.5851e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 313 | Max_nodes: 12 | Time: 6.5878e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 160 | Max_nodes: 12 | Time: 6.5906e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 90 | Max_nodes: 12 | Time: 6.5932e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 698 | Max_nodes: 12 | Time: 6.5981e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 582 | Max_nodes: 12 | Time: 6.6019e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 610 | Max_nodes: 12 | Time: 6.6025e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 522 | Max_nodes: 12 | Time: 6.6034e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 529 | Max_nodes: 12 | Time: 6.6044e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 37 | Max_nodes: 12 | Time: 6.6133e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 196 | Max_nodes: 12 | Time: 6.6195e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 223 | Max_nodes: 12 | Time: 6.6219e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 346 | Max_nodes: 12 | Time: 6.6239e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 631 | Max_nodes: 12 | Time: 6.6246e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 92 | Max_nodes: 12 | Time: 6.6252e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 500 | Max_nodes: 12 | Time: 6.6317e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 668 | Max_nodes: 12 | Time: 6.6355e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 634 | Max_nodes: 12 | Time: 6.6355e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 620 | Max_nodes: 12 | Time: 6.6364e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 354 | Max_nodes: 12 | Time: 6.6372e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 114 | Max_nodes: 12 | Time: 6.6423e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 618 | Max_nodes: 12 | Time: 6.6424e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 658 | Max_nodes: 12 | Time: 6.6488e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 487 | Max_nodes: 12 | Time: 6.6655e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 1 | Max_nodes: 12 | Time: 6.7102e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 121 | Max_nodes: 12 | Time: 6.7207e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 31 | Max_nodes: 12 | Time: 6.7210e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 151 | Max_nodes: 12 | Time: 6.7299e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 224 | Max_nodes: 12 | Time: 6.7321e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 630 | Max_nodes: 12 | Time: 6.7358e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 656 | Max_nodes: 12 | Time: 6.7376e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 678 | Max_nodes: 12 | Time: 6.7400e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 260 | Max_nodes: 12 | Time: 6.7417e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 20 | Max_nodes: 12 | Time: 6.7422e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 4 | Max_nodes: 12 | Time: 6.7428e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 338 | Max_nodes: 12 | Time: 6.7440e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 25 | Max_nodes: 12 | Time: 6.7442e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 680 | Max_nodes: 12 | Time: 6.7459e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 342 | Max_nodes: 12 | Time: 6.7460e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 632 | Max_nodes: 12 | Time: 6.7471e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 169 | Max_nodes: 12 | Time: 6.7475e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 145 | Max_nodes: 12 | Time: 6.7476e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 606 | Max_nodes: 12 | Time: 6.7477e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 49 | Max_nodes: 12 | Time: 6.7480e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 271 | Max_nodes: 12 | Time: 6.7497e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 188 | Max_nodes: 12 | Time: 6.7509e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 127 | Max_nodes: 12 | Time: 6.7530e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 124 | Max_nodes: 12 | Time: 6.7533e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 361 | Max_nodes: 12 | Time: 6.7533e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 34 | Max_nodes: 12 | Time: 6.7533e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 284 | Max_nodes: 12 | Time: 6.7542e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 42 | Max_nodes: 12 | Time: 6.7552e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 104 | Max_nodes: 12 | Time: 6.7558e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 7 | Max_nodes: 12 | Time: 6.7560e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 364 | Max_nodes: 12 | Time: 6.7561e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 154 | Max_nodes: 12 | Time: 6.7561e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 55 | Max_nodes: 12 | Time: 6.7574e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 178 | Max_nodes: 12 | Time: 6.7574e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 186 | Max_nodes: 12 | Time: 6.7579e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 18 | Max_nodes: 12 | Time: 6.7585e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 162 | Max_nodes: 12 | Time: 6.7589e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 98 | Max_nodes: 12 | Time: 6.7593e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 684 | Max_nodes: 12 | Time: 6.7600e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 265 | Max_nodes: 12 | Time: 6.7603e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 44 | Max_nodes: 12 | Time: 6.7603e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 10 | Max_nodes: 12 | Time: 6.7604e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 241 | Max_nodes: 12 | Time: 6.7608e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 228 | Max_nodes: 12 | Time: 6.7622e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 66 | Max_nodes: 12 | Time: 6.7627e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 409 | Max_nodes: 12 | Time: 6.7635e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 292 | Max_nodes: 12 | Time: 6.7649e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 391 | Max_nodes: 12 | Time: 6.7654e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 428 | Max_nodes: 12 | Time: 6.7656e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 404 | Max_nodes: 12 | Time: 6.7657e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 140 | Max_nodes: 12 | Time: 6.7664e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 250 | Max_nodes: 12 | Time: 6.7671e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 110 | Max_nodes: 12 | Time: 6.7675e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 468 | Max_nodes: 12 | Time: 6.7676e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 394 | Max_nodes: 12 | Time: 6.7680e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 164 | Max_nodes: 12 | Time: 6.7687e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 654 | Max_nodes: 12 | Time: 6.7696e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 282 | Max_nodes: 12 | Time: 6.7698e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 58 | Max_nodes: 12 | Time: 6.7701e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 470 | Max_nodes: 12 | Time: 6.7702e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 28 | Max_nodes: 12 | Time: 6.7703e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 402 | Max_nodes: 12 | Time: 6.7713e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 258 | Max_nodes: 12 | Time: 6.7713e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 385 | Max_nodes: 12 | Time: 6.7714e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 367 | Max_nodes: 12 | Time: 6.7736e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 108 | Max_nodes: 12 | Time: 6.7738e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 370 | Max_nodes: 12 | Time: 6.7748e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 626 | Max_nodes: 12 | Time: 6.7749e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 348 | Max_nodes: 12 | Time: 6.7750e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 308 | Max_nodes: 12 | Time: 6.7759e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 462 | Max_nodes: 12 | Time: 6.7760e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 222 | Max_nodes: 12 | Time: 6.7765e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 52 | Max_nodes: 12 | Time: 6.7765e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 648 | Max_nodes: 12 | Time: 6.7776e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 344 | Max_nodes: 12 | Time: 6.7776e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 612 | Max_nodes: 12 | Time: 6.7780e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 378 | Max_nodes: 12 | Time: 6.7784e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 418 | Max_nodes: 12 | Time: 6.7786e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 636 | Max_nodes: 12 | Time: 6.7795e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 336 | Max_nodes: 12 | Time: 6.7807e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 662 | Max_nodes: 12 | Time: 6.7809e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 412 | Max_nodes: 12 | Time: 6.7820e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 268 | Max_nodes: 12 | Time: 6.7824e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 650 | Max_nodes: 12 | Time: 6.7835e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 295 | Max_nodes: 12 | Time: 6.7847e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 456 | Max_nodes: 12 | Time: 6.7849e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 602 | Max_nodes: 12 | Time: 6.7865e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 244 | Max_nodes: 12 | Time: 6.7878e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 350 | Max_nodes: 12 | Time: 6.7885e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 464 | Max_nodes: 12 | Time: 6.7907e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 306 | Max_nodes: 12 | Time: 6.7917e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 388 | Max_nodes: 12 | Time: 6.7921e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 624 | Max_nodes: 12 | Time: 6.7931e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 600 | Max_nodes: 12 | Time: 6.7934e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 230 | Max_nodes: 12 | Time: 6.7951e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 172 | Max_nodes: 12 | Time: 6.7966e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 614 | Max_nodes: 12 | Time: 6.7972e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 175 | Max_nodes: 12 | Time: 6.7986e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 298 | Max_nodes: 12 | Time: 6.8004e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 608 | Max_nodes: 12 | Time: 6.8008e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 660 | Max_nodes: 12 | Time: 6.8019e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 674 | Max_nodes: 12 | Time: 6.8052e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 274 | Max_nodes: 12 | Time: 6.8087e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 130 | Max_nodes: 12 | Time: 6.8087e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 638 | Max_nodes: 12 | Time: 6.8102e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 289 | Max_nodes: 12 | Time: 6.8139e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 68 | Max_nodes: 12 | Time: 6.8197e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 686 | Max_nodes: 12 | Time: 6.8218e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 458 | Max_nodes: 12 | Time: 6.8285e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 218 | Max_nodes: 12 | Time: 6.8333e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 426 | Max_nodes: 12 | Time: 6.8339e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 102 | Max_nodes: 12 | Time: 6.8352e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 672 | Max_nodes: 12 | Time: 6.8363e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 148 | Max_nodes: 12 | Time: 6.8398e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 415 | Max_nodes: 12 | Time: 6.8443e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 96 | Max_nodes: 12 | Time: 6.8444e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 138 | Max_nodes: 12 | Time: 6.8452e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 247 | Max_nodes: 12 | Time: 6.8538e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 380 | Max_nodes: 12 | Time: 6.8542e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 216 | Max_nodes: 12 | Time: 6.8803e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 0 | Max_nodes: 12 | Time: 6.8927e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 26 | Max_nodes: 12 | Time: 6.9188e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 446 | Max_nodes: 12 | Time: 6.9270e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 2 | Max_nodes: 12 | Time: 6.9310e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 24 | Max_nodes: 12 | Time: 6.9401e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 14 | Max_nodes: 12 | Time: 6.9405e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 122 | Max_nodes: 12 | Time: 6.9408e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 8 | Max_nodes: 12 | Time: 6.9409e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 170 | Max_nodes: 12 | Time: 6.9418e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 12 | Max_nodes: 12 | Time: 6.9457e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 318 | Max_nodes: 12 | Time: 6.9464e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 126 | Max_nodes: 12 | Time: 6.9475e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 152 | Max_nodes: 12 | Time: 6.9504e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 144 | Max_nodes: 12 | Time: 6.9525e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 56 | Max_nodes: 12 | Time: 6.9527e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 38 | Max_nodes: 12 | Time: 6.9530e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 386 | Max_nodes: 12 | Time: 6.9545e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 134 | Max_nodes: 12 | Time: 6.9548e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 182 | Max_nodes: 12 | Time: 6.9549e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 48 | Max_nodes: 12 | Time: 6.9551e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 440 | Max_nodes: 12 | Time: 6.9567e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 254 | Max_nodes: 12 | Time: 6.9583e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 296 | Max_nodes: 12 | Time: 6.9604e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 30 | Max_nodes: 12 | Time: 6.9605e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 560 | Max_nodes: 12 | Time: 6.9609e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 422 | Max_nodes: 12 | Time: 6.9614e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 50 | Max_nodes: 12 | Time: 6.9619e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 276 | Max_nodes: 12 | Time: 6.9619e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 290 | Max_nodes: 12 | Time: 6.9625e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 512 | Max_nodes: 12 | Time: 6.9627e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 294 | Max_nodes: 12 | Time: 6.9630e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 384 | Max_nodes: 12 | Time: 6.9630e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 288 | Max_nodes: 12 | Time: 6.9632e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 372 | Max_nodes: 12 | Time: 6.9635e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 242 | Max_nodes: 12 | Time: 6.9642e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 272 | Max_nodes: 12 | Time: 6.9653e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 302 | Max_nodes: 12 | Time: 6.9654e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 416 | Max_nodes: 12 | Time: 6.9663e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 278 | Max_nodes: 12 | Time: 6.9677e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 320 | Max_nodes: 12 | Time: 6.9679e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 252 | Max_nodes: 12 | Time: 6.9685e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 80 | Max_nodes: 12 | Time: 6.9686e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 270 | Max_nodes: 12 | Time: 6.9689e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 180 | Max_nodes: 12 | Time: 6.9694e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 542 | Max_nodes: 12 | Time: 6.9694e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 146 | Max_nodes: 12 | Time: 6.9703e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 518 | Max_nodes: 12 | Time: 6.9706e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 360 | Max_nodes: 12 | Time: 6.9707e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 248 | Max_nodes: 12 | Time: 6.9710e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 204 | Max_nodes: 12 | Time: 6.9715e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 398 | Max_nodes: 12 | Time: 6.9718e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 194 | Max_nodes: 12 | Time: 6.9720e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 366 | Max_nodes: 12 | Time: 6.9731e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 434 | Max_nodes: 12 | Time: 6.9735e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 266 | Max_nodes: 12 | Time: 6.9737e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 408 | Max_nodes: 12 | Time: 6.9753e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 168 | Max_nodes: 12 | Time: 6.9757e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 566 | Max_nodes: 12 | Time: 6.9761e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 132 | Max_nodes: 12 | Time: 6.9766e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 414 | Max_nodes: 12 | Time: 6.9773e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 534 | Max_nodes: 12 | Time: 6.9776e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 86 | Max_nodes: 12 | Time: 6.9778e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 74 | Max_nodes: 12 | Time: 6.9785e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 176 | Max_nodes: 12 | Time: 6.9788e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 240 | Max_nodes: 12 | Time: 6.9812e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 432 | Max_nodes: 12 | Time: 6.9812e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 438 | Max_nodes: 12 | Time: 6.9812e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 554 | Max_nodes: 12 | Time: 6.9816e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 392 | Max_nodes: 12 | Time: 6.9821e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 528 | Max_nodes: 12 | Time: 6.9825e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 486 | Max_nodes: 12 | Time: 6.9829e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 192 | Max_nodes: 12 | Time: 6.9831e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 506 | Max_nodes: 12 | Time: 6.9836e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 558 | Max_nodes: 12 | Time: 6.9837e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 324 | Max_nodes: 12 | Time: 6.9841e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 54 | Max_nodes: 12 | Time: 6.9848e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 410 | Max_nodes: 12 | Time: 6.9852e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 488 | Max_nodes: 12 | Time: 6.9857e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 78 | Max_nodes: 12 | Time: 6.9880e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 396 | Max_nodes: 12 | Time: 6.9882e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 72 | Max_nodes: 12 | Time: 6.9897e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 492 | Max_nodes: 12 | Time: 6.9905e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 300 | Max_nodes: 12 | Time: 6.9917e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 540 | Max_nodes: 12 | Time: 6.9937e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 504 | Max_nodes: 12 | Time: 6.9953e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 198 | Max_nodes: 12 | Time: 6.9957e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 32 | Max_nodes: 12 | Time: 6.9958e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 368 | Max_nodes: 12 | Time: 6.9960e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 536 | Max_nodes: 12 | Time: 6.9980e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 326 | Max_nodes: 12 | Time: 6.9992e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 206 | Max_nodes: 12 | Time: 6.9993e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 120 | Max_nodes: 12 | Time: 7.0003e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 482 | Max_nodes: 12 | Time: 7.0008e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 246 | Max_nodes: 12 | Time: 7.0022e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 552 | Max_nodes: 12 | Time: 7.0043e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 312 | Max_nodes: 12 | Time: 7.0048e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 362 | Max_nodes: 12 | Time: 7.0051e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 6 | Max_nodes: 12 | Time: 7.0061e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 374 | Max_nodes: 12 | Time: 7.0078e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 314 | Max_nodes: 12 | Time: 7.0084e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 174 | Max_nodes: 12 | Time: 7.0100e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 494 | Max_nodes: 12 | Time: 7.0111e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 510 | Max_nodes: 12 | Time: 7.0126e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 128 | Max_nodes: 12 | Time: 7.0135e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 150 | Max_nodes: 12 | Time: 7.0224e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 156 | Max_nodes: 12 | Time: 7.0233e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 390 | Max_nodes: 12 | Time: 7.0260e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 84 | Max_nodes: 12 | Time: 7.0352e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 516 | Max_nodes: 12 | Time: 7.0364e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 444 | Max_nodes: 12 | Time: 7.0365e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 564 | Max_nodes: 12 | Time: 7.0368e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 200 | Max_nodes: 12 | Time: 7.0381e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 62 | Max_nodes: 12 | Time: 7.0409e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 36 | Max_nodes: 12 | Time: 7.0416e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 420 | Max_nodes: 12 | Time: 7.0422e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 264 | Max_nodes: 12 | Time: 7.0623e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 60 | Max_nodes: 12 | Time: 7.0696e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 480 | Max_nodes: 12 | Time: 7.0756e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 530 | Max_nodes: 12 | Time: 7.2113e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 158 | Max_nodes: 12 | Time: 7.2698e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| - -........................... -Average time: 6.4617e-05s - -________________________________________________________________________________________________ - -720 permutations have 12 max nodes. -Index: 153 | Active_nodes: 6 | Time: 5.8613e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 599 | Active_nodes: 6 | Time: 5.8772e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 585 | Active_nodes: 6 | Time: 5.8843e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 719 | Active_nodes: 6 | Time: 5.8853e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 273 | Active_nodes: 6 | Time: 5.8857e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 275 | Active_nodes: 6 | Time: 5.8879e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 279 | Active_nodes: 6 | Time: 5.8893e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 587 | Active_nodes: 6 | Time: 5.8931e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 335 | Active_nodes: 6 | Time: 5.8940e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 597 | Active_nodes: 6 | Time: 5.8948e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 225 | Active_nodes: 6 | Time: 5.8948e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 659 | Active_nodes: 6 | Time: 5.8952e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 593 | Active_nodes: 6 | Time: 5.8954e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 551 | Active_nodes: 6 | Time: 5.8964e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 161 | Active_nodes: 6 | Time: 5.8964e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 453 | Active_nodes: 6 | Time: 5.8974e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 299 | Active_nodes: 6 | Time: 5.8978e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 185 | Active_nodes: 6 | Time: 5.8987e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 479 | Active_nodes: 6 | Time: 5.8995e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 471 | Active_nodes: 6 | Time: 5.9001e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 467 | Active_nodes: 6 | Time: 5.9002e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 179 | Active_nodes: 6 | Time: 5.9018e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 207 | Active_nodes: 6 | Time: 5.9025e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 303 | Active_nodes: 6 | Time: 5.9028e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 357 | Active_nodes: 6 | Time: 5.9030e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 215 | Active_nodes: 6 | Time: 5.9038e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 231 | Active_nodes: 6 | Time: 5.9059e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 311 | Active_nodes: 6 | Time: 5.9060e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 405 | Active_nodes: 6 | Time: 5.9071e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 539 | Active_nodes: 6 | Time: 5.9080e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 239 | Active_nodes: 6 | Time: 5.9090e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 443 | Active_nodes: 6 | Time: 5.9093e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 515 | Active_nodes: 6 | Time: 5.9099e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 549 | Active_nodes: 6 | Time: 5.9100e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 399 | Active_nodes: 6 | Time: 5.9102e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 423 | Active_nodes: 6 | Time: 5.9104e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 297 | Active_nodes: 6 | Time: 5.9105e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 213 | Active_nodes: 6 | Time: 5.9108e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 419 | Active_nodes: 6 | Time: 5.9108e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 309 | Active_nodes: 6 | Time: 5.9110e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 165 | Active_nodes: 6 | Time: 5.9110e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 447 | Active_nodes: 6 | Time: 5.9120e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 477 | Active_nodes: 6 | Time: 5.9120e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 683 | Active_nodes: 6 | Time: 5.9124e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 429 | Active_nodes: 6 | Time: 5.9127e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 201 | Active_nodes: 6 | Time: 5.9127e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 537 | Active_nodes: 6 | Time: 5.9128e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 425 | Active_nodes: 6 | Time: 5.9129e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 167 | Active_nodes: 6 | Time: 5.9131e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 155 | Active_nodes: 6 | Time: 5.9132e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 671 | Active_nodes: 6 | Time: 5.9132e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 647 | Active_nodes: 6 | Time: 5.9136e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 717 | Active_nodes: 6 | Time: 5.9139e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 347 | Active_nodes: 6 | Time: 5.9142e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 713 | Active_nodes: 6 | Time: 5.9144e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 591 | Active_nodes: 6 | Time: 5.9146e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 705 | Active_nodes: 6 | Time: 5.9153e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 333 | Active_nodes: 6 | Time: 5.9168e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 233 | Active_nodes: 6 | Time: 5.9173e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 285 | Active_nodes: 6 | Time: 5.9173e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 345 | Active_nodes: 6 | Time: 5.9174e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 227 | Active_nodes: 6 | Time: 5.9179e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 563 | Active_nodes: 6 | Time: 5.9180e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 353 | Active_nodes: 6 | Time: 5.9181e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 569 | Active_nodes: 6 | Time: 5.9182e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 159 | Active_nodes: 6 | Time: 5.9187e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 321 | Active_nodes: 6 | Time: 5.9193e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 351 | Active_nodes: 6 | Time: 5.9205e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 287 | Active_nodes: 6 | Time: 5.9207e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 567 | Active_nodes: 6 | Time: 5.9209e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 527 | Active_nodes: 6 | Time: 5.9214e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 203 | Active_nodes: 6 | Time: 5.9224e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 521 | Active_nodes: 6 | Time: 5.9237e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 323 | Active_nodes: 6 | Time: 5.9246e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 663 | Active_nodes: 6 | Time: 5.9250e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 669 | Active_nodes: 6 | Time: 5.9253e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 635 | Active_nodes: 6 | Time: 5.9254e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 633 | Active_nodes: 6 | Time: 5.9269e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 687 | Active_nodes: 6 | Time: 5.9280e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 695 | Active_nodes: 6 | Time: 5.9280e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 657 | Active_nodes: 6 | Time: 5.9285e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 327 | Active_nodes: 6 | Time: 5.9293e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 711 | Active_nodes: 6 | Time: 5.9299e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 395 | Active_nodes: 6 | Time: 5.9300e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 449 | Active_nodes: 6 | Time: 5.9308e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 359 | Active_nodes: 6 | Time: 5.9331e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 237 | Active_nodes: 6 | Time: 5.9369e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 573 | Active_nodes: 6 | Time: 5.9399e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 545 | Active_nodes: 6 | Time: 5.9407e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 681 | Active_nodes: 6 | Time: 5.9421e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 519 | Active_nodes: 6 | Time: 5.9423e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 525 | Active_nodes: 6 | Time: 5.9428e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 401 | Active_nodes: 6 | Time: 5.9441e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 645 | Active_nodes: 6 | Time: 5.9482e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 543 | Active_nodes: 6 | Time: 5.9503e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 407 | Active_nodes: 6 | Time: 5.9515e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 393 | Active_nodes: 6 | Time: 5.9521e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 473 | Active_nodes: 6 | Time: 5.9588e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 305 | Active_nodes: 6 | Time: 5.9602e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 455 | Active_nodes: 6 | Time: 5.9616e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 575 | Active_nodes: 6 | Time: 5.9623e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 561 | Active_nodes: 6 | Time: 5.9638e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 441 | Active_nodes: 6 | Time: 5.9654e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 189 | Active_nodes: 6 | Time: 5.9673e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 191 | Active_nodes: 6 | Time: 5.9695e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 639 | Active_nodes: 6 | Time: 5.9704e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 177 | Active_nodes: 6 | Time: 5.9712e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 417 | Active_nodes: 6 | Time: 5.9712e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 209 | Active_nodes: 6 | Time: 5.9732e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 707 | Active_nodes: 6 | Time: 5.9738e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 281 | Active_nodes: 6 | Time: 5.9739e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 693 | Active_nodes: 6 | Time: 5.9752e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 183 | Active_nodes: 6 | Time: 5.9825e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 689 | Active_nodes: 6 | Time: 5.9843e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 329 | Active_nodes: 6 | Time: 6.0006e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 665 | Active_nodes: 6 | Time: 6.0022e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 513 | Active_nodes: 6 | Time: 6.0219e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 641 | Active_nodes: 6 | Time: 6.0307e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 33 | Active_nodes: 6 | Time: 6.0985e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 35 | Active_nodes: 6 | Time: 6.1004e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 677 | Active_nodes: 6 | Time: 6.1007e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 261 | Active_nodes: 6 | Time: 6.1055e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 291 | Active_nodes: 6 | Time: 6.1065e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 581 | Active_nodes: 6 | Time: 6.1113e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 595 | Active_nodes: 6 | Time: 6.1131e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 69 | Active_nodes: 6 | Time: 6.1136e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 430 | Active_nodes: 6 | Time: 6.1141e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 93 | Active_nodes: 6 | Time: 6.1148e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 475 | Active_nodes: 6 | Time: 6.1150e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 592 | Active_nodes: 6 | Time: 6.1152e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 255 | Active_nodes: 6 | Time: 6.1157e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 451 | Active_nodes: 6 | Time: 6.1162e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 95 | Active_nodes: 6 | Time: 6.1167e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 307 | Active_nodes: 6 | Time: 6.1170e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 59 | Active_nodes: 6 | Time: 6.1174e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 65 | Active_nodes: 6 | Time: 6.1188e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 454 | Active_nodes: 6 | Time: 6.1194e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 712 | Active_nodes: 6 | Time: 6.1201e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 304 | Active_nodes: 6 | Time: 6.1208e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 117 | Active_nodes: 6 | Time: 6.1214e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 383 | Active_nodes: 6 | Time: 6.1215e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 341 | Active_nodes: 6 | Time: 6.1218e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 718 | Active_nodes: 6 | Time: 6.1222e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 293 | Active_nodes: 6 | Time: 6.1225e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 574 | Active_nodes: 6 | Time: 6.1235e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 57 | Active_nodes: 6 | Time: 6.1243e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 41 | Active_nodes: 6 | Time: 6.1249e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 478 | Active_nodes: 6 | Time: 6.1253e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 377 | Active_nodes: 6 | Time: 6.1261e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 445 | Active_nodes: 6 | Time: 6.1263e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 317 | Active_nodes: 6 | Time: 6.1265e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 111 | Active_nodes: 6 | Time: 6.1266e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 355 | Active_nodes: 6 | Time: 6.1267e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 39 | Active_nodes: 6 | Time: 6.1269e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 71 | Active_nodes: 6 | Time: 6.1278e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 694 | Active_nodes: 6 | Time: 6.1284e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 315 | Active_nodes: 6 | Time: 6.1287e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 555 | Active_nodes: 6 | Time: 6.1292e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 571 | Active_nodes: 6 | Time: 6.1293e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 63 | Active_nodes: 6 | Time: 6.1294e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 83 | Active_nodes: 6 | Time: 6.1296e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 349 | Active_nodes: 6 | Time: 6.1302e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 547 | Active_nodes: 6 | Time: 6.1307e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 670 | Active_nodes: 6 | Time: 6.1307e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 541 | Active_nodes: 6 | Time: 6.1322e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 81 | Active_nodes: 6 | Time: 6.1329e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 579 | Active_nodes: 6 | Time: 6.1333e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 459 | Active_nodes: 6 | Time: 6.1336e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 611 | Active_nodes: 6 | Time: 6.1337e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 89 | Active_nodes: 6 | Time: 6.1340e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 461 | Active_nodes: 6 | Time: 6.1340e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 427 | Active_nodes: 6 | Time: 6.1347e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 675 | Active_nodes: 6 | Time: 6.1348e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 709 | Active_nodes: 6 | Time: 6.1351e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 411 | Active_nodes: 6 | Time: 6.1358e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 331 | Active_nodes: 6 | Time: 6.1362e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 257 | Active_nodes: 6 | Time: 6.1370e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 328 | Active_nodes: 6 | Time: 6.1382e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 325 | Active_nodes: 6 | Time: 6.1382e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 557 | Active_nodes: 6 | Time: 6.1391e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 497 | Active_nodes: 6 | Time: 6.1392e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 47 | Active_nodes: 6 | Time: 6.1393e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 565 | Active_nodes: 6 | Time: 6.1393e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 369 | Active_nodes: 6 | Time: 6.1394e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 413 | Active_nodes: 6 | Time: 6.1407e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 715 | Active_nodes: 6 | Time: 6.1409e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 334 | Active_nodes: 6 | Time: 6.1415e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 310 | Active_nodes: 6 | Time: 6.1418e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 623 | Active_nodes: 6 | Time: 6.1434e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 495 | Active_nodes: 6 | Time: 6.1436e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 609 | Active_nodes: 6 | Time: 6.1436e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 339 | Active_nodes: 6 | Time: 6.1440e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 544 | Active_nodes: 6 | Time: 6.1442e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 371 | Active_nodes: 6 | Time: 6.1447e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 465 | Active_nodes: 6 | Time: 6.1456e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 701 | Active_nodes: 6 | Time: 6.1461e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 113 | Active_nodes: 6 | Time: 6.1463e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 421 | Active_nodes: 6 | Time: 6.1474e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 531 | Active_nodes: 6 | Time: 6.1493e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 381 | Active_nodes: 6 | Time: 6.1493e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 119 | Active_nodes: 6 | Time: 6.1496e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 489 | Active_nodes: 6 | Time: 6.1504e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 653 | Active_nodes: 6 | Time: 6.1519e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 431 | Active_nodes: 6 | Time: 6.1522e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 437 | Active_nodes: 6 | Time: 6.1523e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 651 | Active_nodes: 6 | Time: 6.1527e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 661 | Active_nodes: 6 | Time: 6.1541e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 621 | Active_nodes: 6 | Time: 6.1544e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 107 | Active_nodes: 6 | Time: 6.1548e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 352 | Active_nodes: 6 | Time: 6.1557e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 491 | Active_nodes: 6 | Time: 6.1559e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 617 | Active_nodes: 6 | Time: 6.1559e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 699 | Active_nodes: 6 | Time: 6.1563e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 688 | Active_nodes: 6 | Time: 6.1579e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 469 | Active_nodes: 6 | Time: 6.1607e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 685 | Active_nodes: 6 | Time: 6.1608e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 550 | Active_nodes: 6 | Time: 6.1616e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 45 | Active_nodes: 6 | Time: 6.1646e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 251 | Active_nodes: 6 | Time: 6.1652e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 664 | Active_nodes: 6 | Time: 6.1680e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 375 | Active_nodes: 6 | Time: 6.1682e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 249 | Active_nodes: 6 | Time: 6.1721e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 435 | Active_nodes: 6 | Time: 6.1727e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 263 | Active_nodes: 6 | Time: 6.1746e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 472 | Active_nodes: 6 | Time: 6.1750e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 615 | Active_nodes: 6 | Time: 6.1769e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 589 | Active_nodes: 6 | Time: 6.1790e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 667 | Active_nodes: 6 | Time: 6.1796e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 105 | Active_nodes: 6 | Time: 6.1799e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 598 | Active_nodes: 6 | Time: 6.1832e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 87 | Active_nodes: 6 | Time: 6.1858e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 424 | Active_nodes: 6 | Time: 6.1878e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 691 | Active_nodes: 6 | Time: 6.1889e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 301 | Active_nodes: 6 | Time: 6.1989e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 533 | Active_nodes: 6 | Time: 6.1996e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 501 | Active_nodes: 6 | Time: 6.2010e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 568 | Active_nodes: 6 | Time: 6.2057e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 448 | Active_nodes: 6 | Time: 6.2071e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 503 | Active_nodes: 6 | Time: 6.2138e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 358 | Active_nodes: 6 | Time: 6.2927e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 9 | Active_nodes: 6 | Time: 6.3032e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 15 | Active_nodes: 6 | Time: 6.3035e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 129 | Active_nodes: 6 | Time: 6.3112e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 583 | Active_nodes: 6 | Time: 6.3193e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 67 | Active_nodes: 6 | Time: 6.3218e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 676 | Active_nodes: 6 | Time: 6.3231e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 517 | Active_nodes: 6 | Time: 6.3256e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 135 | Active_nodes: 6 | Time: 6.3259e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 387 | Active_nodes: 6 | Time: 6.3272e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 173 | Active_nodes: 6 | Time: 6.3288e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 235 | Active_nodes: 6 | Time: 6.3300e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 586 | Active_nodes: 6 | Time: 6.3314e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 682 | Active_nodes: 6 | Time: 6.3332e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 184 | Active_nodes: 6 | Time: 6.3333e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 232 | Active_nodes: 6 | Time: 6.3338e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 577 | Active_nodes: 6 | Time: 6.3344e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 64 | Active_nodes: 6 | Time: 6.3354e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 238 | Active_nodes: 6 | Time: 6.3359e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 452 | Active_nodes: 6 | Time: 6.3370e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 553 | Active_nodes: 6 | Time: 6.3380e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 214 | Active_nodes: 6 | Time: 6.3385e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 442 | Active_nodes: 6 | Time: 6.3397e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 187 | Active_nodes: 6 | Time: 6.3398e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 141 | Active_nodes: 6 | Time: 6.3400e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 706 | Active_nodes: 6 | Time: 6.3409e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 88 | Active_nodes: 6 | Time: 6.3410e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 703 | Active_nodes: 6 | Time: 6.3412e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 673 | Active_nodes: 6 | Time: 6.3415e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 197 | Active_nodes: 6 | Time: 6.3428e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 77 | Active_nodes: 6 | Time: 6.3433e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 208 | Active_nodes: 6 | Time: 6.3441e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 21 | Active_nodes: 6 | Time: 6.3443e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 580 | Active_nodes: 6 | Time: 6.3447e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 436 | Active_nodes: 6 | Time: 6.3447e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 629 | Active_nodes: 6 | Time: 6.3451e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 85 | Active_nodes: 6 | Time: 6.3456e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 406 | Active_nodes: 6 | Time: 6.3456e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 439 | Active_nodes: 6 | Time: 6.3458e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 137 | Active_nodes: 6 | Time: 6.3459e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 195 | Active_nodes: 6 | Time: 6.3466e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 91 | Active_nodes: 6 | Time: 6.3467e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 171 | Active_nodes: 6 | Time: 6.3470e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 70 | Active_nodes: 6 | Time: 6.3476e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 211 | Active_nodes: 6 | Time: 6.3477e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 562 | Active_nodes: 6 | Time: 6.3481e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 101 | Active_nodes: 6 | Time: 6.3484e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 556 | Active_nodes: 6 | Time: 6.3484e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 181 | Active_nodes: 6 | Time: 6.3488e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 99 | Active_nodes: 6 | Time: 6.3501e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 692 | Active_nodes: 6 | Time: 6.3523e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 365 | Active_nodes: 6 | Time: 6.3524e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 221 | Active_nodes: 6 | Time: 6.3528e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 433 | Active_nodes: 6 | Time: 6.3537e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 219 | Active_nodes: 6 | Time: 6.3541e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 17 | Active_nodes: 6 | Time: 6.3543e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 570 | Active_nodes: 6 | Time: 6.3543e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 457 | Active_nodes: 6 | Time: 6.3554e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 616 | Active_nodes: 6 | Time: 6.3554e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 474 | Active_nodes: 6 | Time: 6.3555e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 507 | Active_nodes: 6 | Time: 6.3558e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 485 | Active_nodes: 6 | Time: 6.3567e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 509 | Active_nodes: 6 | Time: 6.3577e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 523 | Active_nodes: 6 | Time: 6.3581e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 379 | Active_nodes: 6 | Time: 6.3583e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 115 | Active_nodes: 6 | Time: 6.3587e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 403 | Active_nodes: 6 | Time: 6.3589e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 526 | Active_nodes: 6 | Time: 6.3604e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 640 | Active_nodes: 6 | Time: 6.3604e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 646 | Active_nodes: 6 | Time: 6.3615e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 460 | Active_nodes: 6 | Time: 6.3631e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 502 | Active_nodes: 6 | Time: 6.3638e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 643 | Active_nodes: 6 | Time: 6.3674e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 499 | Active_nodes: 6 | Time: 6.3674e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 376 | Active_nodes: 6 | Time: 6.3680e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 594 | Active_nodes: 6 | Time: 6.3681e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 605 | Active_nodes: 6 | Time: 6.3688e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 622 | Active_nodes: 6 | Time: 6.3689e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 229 | Active_nodes: 6 | Time: 6.3692e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 700 | Active_nodes: 6 | Time: 6.3697e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 11 | Active_nodes: 6 | Time: 6.3698e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 75 | Active_nodes: 6 | Time: 6.3698e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 466 | Active_nodes: 6 | Time: 6.3700e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 382 | Active_nodes: 6 | Time: 6.3712e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 23 | Active_nodes: 6 | Time: 6.3713e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 450 | Active_nodes: 6 | Time: 6.3716e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 53 | Active_nodes: 6 | Time: 6.3747e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 61 | Active_nodes: 6 | Time: 6.3765e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 716 | Active_nodes: 6 | Time: 6.3791e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 109 | Active_nodes: 6 | Time: 6.3800e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 690 | Active_nodes: 6 | Time: 6.3803e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 619 | Active_nodes: 6 | Time: 6.3826e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 118 | Active_nodes: 6 | Time: 6.3861e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 613 | Active_nodes: 6 | Time: 6.3864e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 389 | Active_nodes: 6 | Time: 6.3890e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 112 | Active_nodes: 6 | Time: 6.3908e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 483 | Active_nodes: 6 | Time: 6.3920e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 190 | Active_nodes: 6 | Time: 6.3930e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 51 | Active_nodes: 6 | Time: 6.3943e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 400 | Active_nodes: 6 | Time: 6.4019e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 572 | Active_nodes: 6 | Time: 6.4033e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 94 | Active_nodes: 6 | Time: 6.4043e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 679 | Active_nodes: 6 | Time: 6.4046e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 714 | Active_nodes: 6 | Time: 6.4066e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 373 | Active_nodes: 6 | Time: 6.4071e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 697 | Active_nodes: 6 | Time: 6.4105e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 463 | Active_nodes: 6 | Time: 6.4151e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 496 | Active_nodes: 6 | Time: 6.4177e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 603 | Active_nodes: 6 | Time: 6.4197e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 627 | Active_nodes: 6 | Time: 6.4223e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 205 | Active_nodes: 6 | Time: 6.4223e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 143 | Active_nodes: 6 | Time: 6.4249e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 637 | Active_nodes: 6 | Time: 6.4255e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 397 | Active_nodes: 6 | Time: 6.4277e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 363 | Active_nodes: 6 | Time: 6.4309e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 476 | Active_nodes: 6 | Time: 6.4325e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 559 | Active_nodes: 6 | Time: 6.4378e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 131 | Active_nodes: 6 | Time: 6.4381e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 596 | Active_nodes: 6 | Time: 6.4656e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 520 | Active_nodes: 6 | Time: 6.4983e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 493 | Active_nodes: 6 | Time: 6.5141e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 3 | Active_nodes: 6 | Time: 6.5147e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 133 | Active_nodes: 6 | Time: 6.5159e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 262 | Active_nodes: 6 | Time: 6.5203e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 29 | Active_nodes: 6 | Time: 6.5208e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 584 | Active_nodes: 6 | Time: 6.5289e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 704 | Active_nodes: 6 | Time: 6.5304e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 5 | Active_nodes: 6 | Time: 6.5325e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 259 | Active_nodes: 6 | Time: 6.5339e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 27 | Active_nodes: 6 | Time: 6.5352e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 535 | Active_nodes: 6 | Time: 6.5379e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 340 | Active_nodes: 6 | Time: 6.5386e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 234 | Active_nodes: 6 | Time: 6.5395e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 125 | Active_nodes: 6 | Time: 6.5407e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 46 | Active_nodes: 6 | Time: 6.5426e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 16 | Active_nodes: 6 | Time: 6.5430e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 236 | Active_nodes: 6 | Time: 6.5438e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 149 | Active_nodes: 6 | Time: 6.5440e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 253 | Active_nodes: 6 | Time: 6.5450e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 82 | Active_nodes: 6 | Time: 6.5456e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 243 | Active_nodes: 6 | Time: 6.5460e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 322 | Active_nodes: 6 | Time: 6.5479e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 139 | Active_nodes: 6 | Time: 6.5480e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 256 | Active_nodes: 6 | Time: 6.5485e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 166 | Active_nodes: 6 | Time: 6.5487e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 147 | Active_nodes: 6 | Time: 6.5487e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 343 | Active_nodes: 6 | Time: 6.5488e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 590 | Active_nodes: 6 | Time: 6.5488e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 106 | Active_nodes: 6 | Time: 6.5488e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 103 | Active_nodes: 6 | Time: 6.5490e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 202 | Active_nodes: 6 | Time: 6.5504e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 73 | Active_nodes: 6 | Time: 6.5509e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 283 | Active_nodes: 6 | Time: 6.5512e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 356 | Active_nodes: 6 | Time: 6.5519e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 548 | Active_nodes: 6 | Time: 6.5524e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 193 | Active_nodes: 6 | Time: 6.5530e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 652 | Active_nodes: 6 | Time: 6.5531e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 514 | Active_nodes: 6 | Time: 6.5533e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 277 | Active_nodes: 6 | Time: 6.5538e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 163 | Active_nodes: 6 | Time: 6.5545e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 22 | Active_nodes: 6 | Time: 6.5548e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 286 | Active_nodes: 6 | Time: 6.5548e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 588 | Active_nodes: 6 | Time: 6.5550e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 269 | Active_nodes: 6 | Time: 6.5567e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 212 | Active_nodes: 6 | Time: 6.5572e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 157 | Active_nodes: 6 | Time: 6.5574e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 578 | Active_nodes: 6 | Time: 6.5577e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 13 | Active_nodes: 6 | Time: 6.5580e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 576 | Active_nodes: 6 | Time: 6.5580e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 76 | Active_nodes: 6 | Time: 6.5583e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 79 | Active_nodes: 6 | Time: 6.5583e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 710 | Active_nodes: 6 | Time: 6.5598e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 43 | Active_nodes: 6 | Time: 6.5599e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 123 | Active_nodes: 6 | Time: 6.5602e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 532 | Active_nodes: 6 | Time: 6.5602e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 546 | Active_nodes: 6 | Time: 6.5603e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 511 | Active_nodes: 6 | Time: 6.5603e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 319 | Active_nodes: 6 | Time: 6.5604e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 498 | Active_nodes: 6 | Time: 6.5606e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 607 | Active_nodes: 6 | Time: 6.5609e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 490 | Active_nodes: 6 | Time: 6.5615e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 280 | Active_nodes: 6 | Time: 6.5618e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 508 | Active_nodes: 6 | Time: 6.5625e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 267 | Active_nodes: 6 | Time: 6.5625e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 538 | Active_nodes: 6 | Time: 6.5627e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 100 | Active_nodes: 6 | Time: 6.5631e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 666 | Active_nodes: 6 | Time: 6.5632e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 332 | Active_nodes: 6 | Time: 6.5646e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 217 | Active_nodes: 6 | Time: 6.5646e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 330 | Active_nodes: 6 | Time: 6.5646e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 337 | Active_nodes: 6 | Time: 6.5651e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 696 | Active_nodes: 6 | Time: 6.5654e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 210 | Active_nodes: 6 | Time: 6.5658e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 655 | Active_nodes: 6 | Time: 6.5675e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 245 | Active_nodes: 6 | Time: 6.5678e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 97 | Active_nodes: 6 | Time: 6.5679e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 604 | Active_nodes: 6 | Time: 6.5686e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 316 | Active_nodes: 6 | Time: 6.5695e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 199 | Active_nodes: 6 | Time: 6.5699e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 628 | Active_nodes: 6 | Time: 6.5699e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 226 | Active_nodes: 6 | Time: 6.5704e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 702 | Active_nodes: 6 | Time: 6.5710e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 708 | Active_nodes: 6 | Time: 6.5716e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 524 | Active_nodes: 6 | Time: 6.5726e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 136 | Active_nodes: 6 | Time: 6.5729e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 40 | Active_nodes: 6 | Time: 6.5729e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 642 | Active_nodes: 6 | Time: 6.5736e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 505 | Active_nodes: 6 | Time: 6.5737e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 625 | Active_nodes: 6 | Time: 6.5740e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 644 | Active_nodes: 6 | Time: 6.5752e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 481 | Active_nodes: 6 | Time: 6.5757e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 649 | Active_nodes: 6 | Time: 6.5768e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 116 | Active_nodes: 6 | Time: 6.5781e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 142 | Active_nodes: 6 | Time: 6.5791e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 601 | Active_nodes: 6 | Time: 6.5799e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 19 | Active_nodes: 6 | Time: 6.5804e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 484 | Active_nodes: 6 | Time: 6.5813e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 220 | Active_nodes: 6 | Time: 6.5851e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 313 | Active_nodes: 6 | Time: 6.5878e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 160 | Active_nodes: 6 | Time: 6.5906e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 90 | Active_nodes: 6 | Time: 6.5932e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 698 | Active_nodes: 6 | Time: 6.5981e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 582 | Active_nodes: 6 | Time: 6.6019e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 610 | Active_nodes: 6 | Time: 6.6025e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 522 | Active_nodes: 6 | Time: 6.6034e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 529 | Active_nodes: 6 | Time: 6.6044e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 37 | Active_nodes: 6 | Time: 6.6133e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 196 | Active_nodes: 6 | Time: 6.6195e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 223 | Active_nodes: 6 | Time: 6.6219e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 346 | Active_nodes: 6 | Time: 6.6239e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 631 | Active_nodes: 6 | Time: 6.6246e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 92 | Active_nodes: 6 | Time: 6.6252e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 500 | Active_nodes: 6 | Time: 6.6317e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 668 | Active_nodes: 6 | Time: 6.6355e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 634 | Active_nodes: 6 | Time: 6.6355e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 620 | Active_nodes: 6 | Time: 6.6364e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 354 | Active_nodes: 6 | Time: 6.6372e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 114 | Active_nodes: 6 | Time: 6.6423e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 618 | Active_nodes: 6 | Time: 6.6424e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 658 | Active_nodes: 6 | Time: 6.6488e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 487 | Active_nodes: 6 | Time: 6.6655e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 1 | Active_nodes: 6 | Time: 6.7102e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 121 | Active_nodes: 6 | Time: 6.7207e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 31 | Active_nodes: 6 | Time: 6.7210e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 151 | Active_nodes: 6 | Time: 6.7299e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 224 | Active_nodes: 6 | Time: 6.7321e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 630 | Active_nodes: 6 | Time: 6.7358e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 656 | Active_nodes: 6 | Time: 6.7376e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 678 | Active_nodes: 6 | Time: 6.7400e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 260 | Active_nodes: 6 | Time: 6.7417e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 20 | Active_nodes: 6 | Time: 6.7422e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 4 | Active_nodes: 6 | Time: 6.7428e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 338 | Active_nodes: 6 | Time: 6.7440e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 25 | Active_nodes: 6 | Time: 6.7442e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 680 | Active_nodes: 6 | Time: 6.7459e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 342 | Active_nodes: 6 | Time: 6.7460e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 632 | Active_nodes: 6 | Time: 6.7471e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 169 | Active_nodes: 6 | Time: 6.7475e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 145 | Active_nodes: 6 | Time: 6.7476e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 606 | Active_nodes: 6 | Time: 6.7477e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 49 | Active_nodes: 6 | Time: 6.7480e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 271 | Active_nodes: 6 | Time: 6.7497e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 188 | Active_nodes: 6 | Time: 6.7509e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 127 | Active_nodes: 6 | Time: 6.7530e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 124 | Active_nodes: 6 | Time: 6.7533e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 361 | Active_nodes: 6 | Time: 6.7533e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 34 | Active_nodes: 6 | Time: 6.7533e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 284 | Active_nodes: 6 | Time: 6.7542e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 42 | Active_nodes: 6 | Time: 6.7552e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 104 | Active_nodes: 6 | Time: 6.7558e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 7 | Active_nodes: 6 | Time: 6.7560e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 364 | Active_nodes: 6 | Time: 6.7561e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 154 | Active_nodes: 6 | Time: 6.7561e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 55 | Active_nodes: 6 | Time: 6.7574e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 178 | Active_nodes: 6 | Time: 6.7574e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 186 | Active_nodes: 6 | Time: 6.7579e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 18 | Active_nodes: 6 | Time: 6.7585e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 162 | Active_nodes: 6 | Time: 6.7589e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 98 | Active_nodes: 6 | Time: 6.7593e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 684 | Active_nodes: 6 | Time: 6.7600e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 265 | Active_nodes: 6 | Time: 6.7603e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 44 | Active_nodes: 6 | Time: 6.7603e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 10 | Active_nodes: 6 | Time: 6.7604e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 241 | Active_nodes: 6 | Time: 6.7608e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 228 | Active_nodes: 6 | Time: 6.7622e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 66 | Active_nodes: 6 | Time: 6.7627e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 409 | Active_nodes: 6 | Time: 6.7635e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 292 | Active_nodes: 6 | Time: 6.7649e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 391 | Active_nodes: 6 | Time: 6.7654e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 428 | Active_nodes: 6 | Time: 6.7656e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 404 | Active_nodes: 6 | Time: 6.7657e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 140 | Active_nodes: 6 | Time: 6.7664e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 250 | Active_nodes: 6 | Time: 6.7671e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 110 | Active_nodes: 6 | Time: 6.7675e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 468 | Active_nodes: 6 | Time: 6.7676e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 394 | Active_nodes: 6 | Time: 6.7680e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 164 | Active_nodes: 6 | Time: 6.7687e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 654 | Active_nodes: 6 | Time: 6.7696e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 282 | Active_nodes: 6 | Time: 6.7698e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 58 | Active_nodes: 6 | Time: 6.7701e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 470 | Active_nodes: 6 | Time: 6.7702e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 28 | Active_nodes: 6 | Time: 6.7703e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 402 | Active_nodes: 6 | Time: 6.7713e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 258 | Active_nodes: 6 | Time: 6.7713e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 385 | Active_nodes: 6 | Time: 6.7714e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 367 | Active_nodes: 6 | Time: 6.7736e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 108 | Active_nodes: 6 | Time: 6.7738e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 370 | Active_nodes: 6 | Time: 6.7748e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 626 | Active_nodes: 6 | Time: 6.7749e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 348 | Active_nodes: 6 | Time: 6.7750e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 308 | Active_nodes: 6 | Time: 6.7759e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 462 | Active_nodes: 6 | Time: 6.7760e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 222 | Active_nodes: 6 | Time: 6.7765e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 52 | Active_nodes: 6 | Time: 6.7765e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 648 | Active_nodes: 6 | Time: 6.7776e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 344 | Active_nodes: 6 | Time: 6.7776e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 612 | Active_nodes: 6 | Time: 6.7780e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 378 | Active_nodes: 6 | Time: 6.7784e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 418 | Active_nodes: 6 | Time: 6.7786e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 636 | Active_nodes: 6 | Time: 6.7795e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 336 | Active_nodes: 6 | Time: 6.7807e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 662 | Active_nodes: 6 | Time: 6.7809e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 412 | Active_nodes: 6 | Time: 6.7820e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 268 | Active_nodes: 6 | Time: 6.7824e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 650 | Active_nodes: 6 | Time: 6.7835e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 295 | Active_nodes: 6 | Time: 6.7847e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 456 | Active_nodes: 6 | Time: 6.7849e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 602 | Active_nodes: 6 | Time: 6.7865e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 244 | Active_nodes: 6 | Time: 6.7878e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 350 | Active_nodes: 6 | Time: 6.7885e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 464 | Active_nodes: 6 | Time: 6.7907e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 306 | Active_nodes: 6 | Time: 6.7917e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 388 | Active_nodes: 6 | Time: 6.7921e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 624 | Active_nodes: 6 | Time: 6.7931e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 600 | Active_nodes: 6 | Time: 6.7934e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 230 | Active_nodes: 6 | Time: 6.7951e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 172 | Active_nodes: 6 | Time: 6.7966e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 614 | Active_nodes: 6 | Time: 6.7972e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 175 | Active_nodes: 6 | Time: 6.7986e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 298 | Active_nodes: 6 | Time: 6.8004e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 608 | Active_nodes: 6 | Time: 6.8008e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 660 | Active_nodes: 6 | Time: 6.8019e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 674 | Active_nodes: 6 | Time: 6.8052e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 274 | Active_nodes: 6 | Time: 6.8087e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 130 | Active_nodes: 6 | Time: 6.8087e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 638 | Active_nodes: 6 | Time: 6.8102e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 289 | Active_nodes: 6 | Time: 6.8139e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 68 | Active_nodes: 6 | Time: 6.8197e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 686 | Active_nodes: 6 | Time: 6.8218e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 458 | Active_nodes: 6 | Time: 6.8285e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 218 | Active_nodes: 6 | Time: 6.8333e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 426 | Active_nodes: 6 | Time: 6.8339e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 102 | Active_nodes: 6 | Time: 6.8352e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 672 | Active_nodes: 6 | Time: 6.8363e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 148 | Active_nodes: 6 | Time: 6.8398e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 415 | Active_nodes: 6 | Time: 6.8443e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 96 | Active_nodes: 6 | Time: 6.8444e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 138 | Active_nodes: 6 | Time: 6.8452e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 247 | Active_nodes: 6 | Time: 6.8538e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 380 | Active_nodes: 6 | Time: 6.8542e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 216 | Active_nodes: 6 | Time: 6.8803e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 0 | Active_nodes: 6 | Time: 6.8927e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 26 | Active_nodes: 6 | Time: 6.9188e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 446 | Active_nodes: 6 | Time: 6.9270e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 2 | Active_nodes: 6 | Time: 6.9310e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 24 | Active_nodes: 6 | Time: 6.9401e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 14 | Active_nodes: 6 | Time: 6.9405e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 122 | Active_nodes: 6 | Time: 6.9408e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 8 | Active_nodes: 6 | Time: 6.9409e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 170 | Active_nodes: 6 | Time: 6.9418e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 12 | Active_nodes: 6 | Time: 6.9457e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 318 | Active_nodes: 6 | Time: 6.9464e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 126 | Active_nodes: 6 | Time: 6.9475e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 152 | Active_nodes: 6 | Time: 6.9504e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 144 | Active_nodes: 6 | Time: 6.9525e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 56 | Active_nodes: 6 | Time: 6.9527e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 38 | Active_nodes: 6 | Time: 6.9530e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 386 | Active_nodes: 6 | Time: 6.9545e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 134 | Active_nodes: 6 | Time: 6.9548e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 182 | Active_nodes: 6 | Time: 6.9549e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 48 | Active_nodes: 6 | Time: 6.9551e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 440 | Active_nodes: 6 | Time: 6.9567e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 254 | Active_nodes: 6 | Time: 6.9583e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 296 | Active_nodes: 6 | Time: 6.9604e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 30 | Active_nodes: 6 | Time: 6.9605e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 560 | Active_nodes: 6 | Time: 6.9609e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 422 | Active_nodes: 6 | Time: 6.9614e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 50 | Active_nodes: 6 | Time: 6.9619e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 276 | Active_nodes: 6 | Time: 6.9619e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 290 | Active_nodes: 6 | Time: 6.9625e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 512 | Active_nodes: 6 | Time: 6.9627e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 294 | Active_nodes: 6 | Time: 6.9630e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 384 | Active_nodes: 6 | Time: 6.9630e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 288 | Active_nodes: 6 | Time: 6.9632e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 372 | Active_nodes: 6 | Time: 6.9635e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 242 | Active_nodes: 6 | Time: 6.9642e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 272 | Active_nodes: 6 | Time: 6.9653e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 302 | Active_nodes: 6 | Time: 6.9654e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 416 | Active_nodes: 6 | Time: 6.9663e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 278 | Active_nodes: 6 | Time: 6.9677e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 320 | Active_nodes: 6 | Time: 6.9679e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 252 | Active_nodes: 6 | Time: 6.9685e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 80 | Active_nodes: 6 | Time: 6.9686e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 270 | Active_nodes: 6 | Time: 6.9689e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 180 | Active_nodes: 6 | Time: 6.9694e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 542 | Active_nodes: 6 | Time: 6.9694e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 146 | Active_nodes: 6 | Time: 6.9703e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 518 | Active_nodes: 6 | Time: 6.9706e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 360 | Active_nodes: 6 | Time: 6.9707e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 248 | Active_nodes: 6 | Time: 6.9710e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 204 | Active_nodes: 6 | Time: 6.9715e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 398 | Active_nodes: 6 | Time: 6.9718e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 194 | Active_nodes: 6 | Time: 6.9720e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 366 | Active_nodes: 6 | Time: 6.9731e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 434 | Active_nodes: 6 | Time: 6.9735e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 266 | Active_nodes: 6 | Time: 6.9737e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 408 | Active_nodes: 6 | Time: 6.9753e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 168 | Active_nodes: 6 | Time: 6.9757e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 566 | Active_nodes: 6 | Time: 6.9761e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 132 | Active_nodes: 6 | Time: 6.9766e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 414 | Active_nodes: 6 | Time: 6.9773e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 534 | Active_nodes: 6 | Time: 6.9776e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 86 | Active_nodes: 6 | Time: 6.9778e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 74 | Active_nodes: 6 | Time: 6.9785e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 176 | Active_nodes: 6 | Time: 6.9788e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 240 | Active_nodes: 6 | Time: 6.9812e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 432 | Active_nodes: 6 | Time: 6.9812e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 438 | Active_nodes: 6 | Time: 6.9812e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 554 | Active_nodes: 6 | Time: 6.9816e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 392 | Active_nodes: 6 | Time: 6.9821e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 528 | Active_nodes: 6 | Time: 6.9825e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 486 | Active_nodes: 6 | Time: 6.9829e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 192 | Active_nodes: 6 | Time: 6.9831e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 506 | Active_nodes: 6 | Time: 6.9836e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 558 | Active_nodes: 6 | Time: 6.9837e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 324 | Active_nodes: 6 | Time: 6.9841e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 54 | Active_nodes: 6 | Time: 6.9848e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 410 | Active_nodes: 6 | Time: 6.9852e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 488 | Active_nodes: 6 | Time: 6.9857e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 78 | Active_nodes: 6 | Time: 6.9880e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 396 | Active_nodes: 6 | Time: 6.9882e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 72 | Active_nodes: 6 | Time: 6.9897e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 492 | Active_nodes: 6 | Time: 6.9905e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 300 | Active_nodes: 6 | Time: 6.9917e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 540 | Active_nodes: 6 | Time: 6.9937e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 504 | Active_nodes: 6 | Time: 6.9953e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 198 | Active_nodes: 6 | Time: 6.9957e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 32 | Active_nodes: 6 | Time: 6.9958e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 368 | Active_nodes: 6 | Time: 6.9960e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 536 | Active_nodes: 6 | Time: 6.9980e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 326 | Active_nodes: 6 | Time: 6.9992e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 206 | Active_nodes: 6 | Time: 6.9993e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 120 | Active_nodes: 6 | Time: 7.0003e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 482 | Active_nodes: 6 | Time: 7.0008e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 246 | Active_nodes: 6 | Time: 7.0022e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 552 | Active_nodes: 6 | Time: 7.0043e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 312 | Active_nodes: 6 | Time: 7.0048e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 362 | Active_nodes: 6 | Time: 7.0051e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 6 | Active_nodes: 6 | Time: 7.0061e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 374 | Active_nodes: 6 | Time: 7.0078e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 314 | Active_nodes: 6 | Time: 7.0084e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 174 | Active_nodes: 6 | Time: 7.0100e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 494 | Active_nodes: 6 | Time: 7.0111e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 510 | Active_nodes: 6 | Time: 7.0126e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 128 | Active_nodes: 6 | Time: 7.0135e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 150 | Active_nodes: 6 | Time: 7.0224e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 156 | Active_nodes: 6 | Time: 7.0233e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 390 | Active_nodes: 6 | Time: 7.0260e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 84 | Active_nodes: 6 | Time: 7.0352e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 516 | Active_nodes: 6 | Time: 7.0364e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 444 | Active_nodes: 6 | Time: 7.0365e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 564 | Active_nodes: 6 | Time: 7.0368e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 200 | Active_nodes: 6 | Time: 7.0381e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 62 | Active_nodes: 6 | Time: 7.0409e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 36 | Active_nodes: 6 | Time: 7.0416e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 420 | Active_nodes: 6 | Time: 7.0422e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 264 | Active_nodes: 6 | Time: 7.0623e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 60 | Active_nodes: 6 | Time: 7.0696e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 480 | Active_nodes: 6 | Time: 7.0756e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 530 | Active_nodes: 6 | Time: 7.2113e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 158 | Active_nodes: 6 | Time: 7.2698e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| - -........................... -Average time: 6.4617e-05s - -________________________________________________________________________________________________ - -execution time of: 5.8613e-05s: Index: 153 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| - -execution time of: 5.8772e-05s: Index: 599 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| - -execution time of: 5.8843e-05s: Index: 585 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| - -execution time of: 5.8853e-05s: Index: 719 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| - -execution time of: 5.8857e-05s: Index: 273 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| - -execution time of: 5.8879e-05s: Index: 275 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| - -execution time of: 5.8893e-05s: Index: 279 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| - -execution time of: 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6.9960e-05s: Index: 368 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| - -execution time of: 6.9980e-05s: Index: 536 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| - -execution time of: 6.9992e-05s: Index: 326 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| - -execution time of: 6.9993e-05s: Index: 206 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| - -execution time of: 7.0003e-05s: Index: 120 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| - -execution time of: 7.0008e-05s: Index: 482 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| - -execution time of: 7.0022e-05s: Index: 246 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| - -execution time of: 7.0043e-05s: Index: 552 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| - -execution time of: 7.0048e-05s: Index: 312 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| - -execution time of: 7.0051e-05s: Index: 362 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| - -execution time of: 7.0061e-05s: Index: 6 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| - -execution time of: 7.0078e-05s: Index: 374 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 5| - -execution time of: 7.0084e-05s: Index: 314 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| - -execution time of: 7.0100e-05s: Index: 174 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| - -execution time of: 7.0111e-05s: Index: 494 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| - -execution time of: 7.0126e-05s: Index: 510 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| - -execution time of: 7.0135e-05s: Index: 128 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| - -execution time of: 7.0224e-05s: Index: 150 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| - -execution time of: 7.0233e-05s: Index: 156 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| - -execution time of: 7.0260e-05s: Index: 390 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| - -execution time of: 7.0352e-05s: Index: 84 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| - -execution time of: 7.0364e-05s: Index: 516 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| - -execution time of: 7.0365e-05s: Index: 444 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| - -execution time of: 7.0368e-05s: Index: 564 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| - -execution time of: 7.0381e-05s: Index: 200 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| - -execution time of: 7.0409e-05s: Index: 62 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| - -execution time of: 7.0416e-05s: Index: 36 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| - -execution time of: 7.0422e-05s: Index: 420 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| - -execution time of: 7.0623e-05s: Index: 264 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| - -execution time of: 7.0696e-05s: Index: 60 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| - -execution time of: 7.0756e-05s: Index: 480 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| - -execution time of: 7.2113e-05s: Index: 530 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| - -execution time of: 7.2698e-05s: Index: 158 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| - -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/dj_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/dj_indep_qiskit_controls.txt deleted file mode 100644 index 69bc4667..00000000 --- a/test/BenchmarkQuasm/results/dj_indep_qiskit_controls.txt +++ /dev/null @@ -1,140 +0,0 @@ -Start Simulation of dj_indep_qiskit_2__________________________________________________ - -i: 0 1 -1: ry | p: (1.5708) -2: | u2 p: (-3.14159) (-3.14159) -3: c x -4: u2 | p: (-3.14159) (-3.14159) -5:======== -6: 0 | -o: 0 | -Computed Permutation: ................0 -> 1|1 -> 0| -Original Permutation: ................0 -> 0|1 -> 1| -Identity Duration: 1.7333e-05s............................. -Permuted Duration: 1.5190e-05s............................. -Identity active_nodes: 2 ...................................... -Permuted active_nodes: 2 ...................................... -Identity max_nodes: 4 ...................................... -Permuted max_nodes: 4 ...................................... -________________________________________________________________________________________________ - -Start Simulation of dj_indep_qiskit_3__________________________________________________ - -.i:...0...1...2 -.1:..ry...|...| p: (1.5708e+00) -.2:...|..ry...| p: (1.5708e+00) -.3:...|...|..u2 p: (-3.1416e+00) (-3.1416e+00) -.4:...c...|...x -.5:..u2...|...| p: (-3.1416e+00) (-3.1416e+00) -.6:...|...c...x -.7:...|..u2...| p: (-3.1416e+00) (-3.1416e+00) -.8:============ -.9:...0...|...| -10:...|...1...| -.o:...0...1...| -Computed Permutation: .........0 -> 2|1 -> 0|2 -> 1| -Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 2.9131e-05s............................. -Permuted Duration: 2.7238e-05s............................. -Identity active_nodes: 3 ...................................... -Permuted active_nodes: 3 ...................................... -Identity max_nodes: 6 ...................................... -Permuted max_nodes: 6 ...................................... -________________________________________________________________________________________________ - -Start Simulation of dj_indep_qiskit_4__________________________________________________ - -.i:...0...1...2...3 -.1:..ry...|...|...| p: (1.5708e+00) -.2:...|..ry...|...| p: (1.5708e+00) -.3:...|...|...h...| -.4:...|...|...|..u2 p: (-3.1416e+00) (-3.1416e+00) -.5:...c...|...|...x -.6:..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) -.7:...|...c...|...x -.8:...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) -.9:...|...|...c...x -10:...|...|...h...| -11:================ -12:...0...|...|...| -13:...|...1...|...| -14:...|...|...2...| -.o:...0...1...2...| -Computed Permutation: ..0 -> 3|1 -> 0|2 -> 1|3 -> 2| -Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Identity Duration: 4.1844e-05s............................. -Permuted Duration: 4.0088e-05s............................. -Identity active_nodes: 4 ...................................... -Permuted active_nodes: 4 ...................................... -Identity max_nodes: 8 ...................................... -Permuted max_nodes: 8 ...................................... -________________________________________________________________________________________________ - -Start Simulation of dj_indep_qiskit_5__________________________________________________ - -.i:...0...1...2...3...4 -.1:..ry...|...|...|...| p: (1.5708e+00) -.2:...|..ry...|...|...| p: (1.5708e+00) -.3:...|...|...h...|...| -.4:...|...|...|..ry...| p: (1.5708e+00) -.5:...|...|...|...|..u2 p: (-3.1416e+00) (-3.1416e+00) -.6:...c...|...|...|...x -.7:..u2...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) -.8:...|...c...|...|...x -.9:...|..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) -10:...|...|...c...|...x -11:...|...|...h...|...| -12:...|...|...|...c...x -13:...|...|...|..u2...| p: (-3.1416e+00) (-3.1416e+00) -14:==================== -15:...0...|...|...|...| -16:...|...1...|...|...| -17:...|...|...2...|...| -18:...|...|...|...3...| -.o:...0...1...2...3...| -Computed Permutation: 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: 5.5367e-05s............................. -Permuted Duration: 5.3687e-05s............................. -Identity active_nodes: 5 ...................................... -Permuted active_nodes: 5 ...................................... -Identity max_nodes: 10 ...................................... -Permuted max_nodes: 10 ...................................... -________________________________________________________________________________________________ - -Start Simulation of dj_indep_qiskit_6__________________________________________________ - -.i:...0...1...2...3...4...5 -.1:..ry...|...|...|...|...| p: (1.5708e+00) -.2:...|..ry...|...|...|...| p: (1.5708e+00) -.3:...|...|...h...|...|...| -.4:...|...|...|..ry...|...| p: (1.5708e+00) -.5:...|...|...|...|...h...| -.6:...|...|...|...|...|..u2 p: (-3.1416e+00) (-3.1416e+00) -.7:...c...|...|...|...|...x -.8:..u2...|...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) -.9:...|...c...|...|...|...x -10:...|..u2...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) -11:...|...|...c...|...|...x -12:...|...|...h...|...|...| -13:...|...|...|...c...|...x -14:...|...|...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) -15:...|...|...|...|...c...x -16:...|...|...|...|...h...| -17:======================== -18:...0...|...|...|...|...| -19:...|...1...|...|...|...| -20:...|...|...2...|...|...| -21:...|...|...|...3...|...| -22:...|...|...|...|...4...| -.o:...0...1...2...3...4...| -Computed Permutation: 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Identity Duration: 6.8927e-05s............................. -Permuted Duration: 7.0135e-05s............................. -Identity active_nodes: 6 ...................................... -Permuted active_nodes: 6 ...................................... -Identity max_nodes: 12 ...................................... -Permuted max_nodes: 12 ...................................... -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/ghz_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/ghz_indep_qiskit_all.txt deleted file mode 100644 index b97a7c55..00000000 --- a/test/BenchmarkQuasm/results/ghz_indep_qiskit_all.txt +++ /dev/null @@ -1,3703 +0,0 @@ -Start Simulation of ghz_indep_qiskit_2__________________________________________________ - -i: 0 1 -1: | h -2: x c -3:======== -4: 0 | -5: | 1 -o: 0 1 -Total Permutations: 2 -Min time: 1.0136e-05s................. Permutation 0 : 0 -> 0|1 -> 1| -Max time: 1.2114e-05s................. Permutation 1 : 0 -> 1|1 -> 0| -Min active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Min max nodes: 4 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Max active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Max max nodes: 5 nodes.................... Permutation 1 : 0 -> 1|1 -> 0| -________________________________________________________________________________________________ - -2 permutations have 3 active nodes. -Index: 0 | Max_nodes: 4 | Time: 1.0136e-05s | 0 -> 0|1 -> 1| -Index: 1 | Max_nodes: 5 | Time: 1.2114e-05s | 0 -> 1|1 -> 0| - -........................... -Average time: 1.1125e-05s - -________________________________________________________________________________________________ - -1 permutations have 4 max nodes. -Index: 0 | Active_nodes: 3 | Time: 1.0136e-05s | 0 -> 0|1 -> 1| - -........................... -Average time: 1.0136e-05s - -1 permutations have 5 max nodes. -Index: 1 | Active_nodes: 3 | Time: 1.2114e-05s | 0 -> 1|1 -> 0| - -........................... -Average time: 1.2114e-05s - -________________________________________________________________________________________________ - -execution time of: 1.0136e-05s: Index: 0 | Max_nodes: 4 | Active_nodes: 3 | 0 -> 0|1 -> 1| - -execution time of: 1.2114e-05s: Index: 1 | Max_nodes: 5 | Active_nodes: 3 | 0 -> 1|1 -> 0| - -________________________________________________________________________________________________ - -Start Simulation of ghz_indep_qiskit_3__________________________________________________ - -i:...0...1...2 -1:...|...|...h -2:...|...x...c -3:...x...c...| -4:============ -5:...0...|...| -6:...|...1...| -7:...|...|...2 -o:...0...1...2 -Total Permutations: 6 -Min time: 1.4887e-05s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max time: 1.8254e-05s................. Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| -Min active nodes: 5 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Min max nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max active nodes: 5 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max max nodes: 8 nodes.................... Permutation 3 : 0 -> 1|1 -> 2|2 -> 0| -________________________________________________________________________________________________ - -6 permutations have 5 active nodes. -Index: 0 | Max_nodes: 7 | Time: 1.4887e-05s | 0 -> 0|1 -> 1|2 -> 2| -Index: 4 | Max_nodes: 7 | Time: 1.6497e-05s | 0 -> 2|1 -> 0|2 -> 1| -Index: 1 | Max_nodes: 7 | Time: 1.6510e-05s | 0 -> 0|1 -> 2|2 -> 1| -Index: 2 | Max_nodes: 7 | Time: 1.7008e-05s | 0 -> 1|1 -> 0|2 -> 2| -Index: 3 | Max_nodes: 8 | Time: 1.6602e-05s | 0 -> 1|1 -> 2|2 -> 0| -Index: 5 | Max_nodes: 8 | Time: 1.8254e-05s | 0 -> 2|1 -> 1|2 -> 0| - -........................... -Average time: 1.6626e-05s - -________________________________________________________________________________________________ - -4 permutations have 7 max nodes. -Index: 0 | Active_nodes: 5 | Time: 1.4887e-05s | 0 -> 0|1 -> 1|2 -> 2| -Index: 4 | Active_nodes: 5 | Time: 1.6497e-05s | 0 -> 2|1 -> 0|2 -> 1| -Index: 1 | Active_nodes: 5 | Time: 1.6510e-05s | 0 -> 0|1 -> 2|2 -> 1| -Index: 2 | Active_nodes: 5 | Time: 1.7008e-05s | 0 -> 1|1 -> 0|2 -> 2| - -........................... -Average time: 1.6226e-05s - -2 permutations have 8 max nodes. -Index: 3 | Active_nodes: 5 | Time: 1.6602e-05s | 0 -> 1|1 -> 2|2 -> 0| -Index: 5 | Active_nodes: 5 | Time: 1.8254e-05s | 0 -> 2|1 -> 1|2 -> 0| - -........................... -Average time: 1.7428e-05s - -________________________________________________________________________________________________ - -execution time of: 1.4887e-05s: Index: 0 | Max_nodes: 7 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 2| - -execution time of: 1.6497e-05s: Index: 4 | Max_nodes: 7 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 1| - -execution time of: 1.6510e-05s: Index: 1 | Max_nodes: 7 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 1| - -execution time of: 1.6602e-05s: Index: 3 | Max_nodes: 8 | Active_nodes: 5 | 0 -> 1|1 -> 2|2 -> 0| - -execution time of: 1.7008e-05s: Index: 2 | Max_nodes: 7 | Active_nodes: 5 | 0 -> 1|1 -> 0|2 -> 2| - -execution time of: 1.8254e-05s: Index: 5 | Max_nodes: 8 | Active_nodes: 5 | 0 -> 2|1 -> 1|2 -> 0| - -________________________________________________________________________________________________ - -Start Simulation of ghz_indep_qiskit_4__________________________________________________ - -i:...0...1...2...3 -1:...|...|...|...h -2:...|...|...x...c -3:...|...x...c...| -4:...x...c...|...| -5:================ -6:...0...|...|...| -7:...|...1...|...| -8:...|...|...2...| -9:...|...|...|...3 -o:...0...1...2...3 -Total Permutations: 24 -Min time: 1.9067e-05s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Max time: 2.4641e-05s................. Permutation 23 : 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -Min active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Min max nodes: 10 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Max active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Max max nodes: 11 nodes.................... Permutation 9 : 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -________________________________________________________________________________________________ - -24 permutations have 7 active nodes. -Index: 0 | Max_nodes: 10 | Time: 1.9067e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Index: 6 | Max_nodes: 10 | Time: 2.0724e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -Index: 8 | Max_nodes: 10 | Time: 2.0767e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| -Index: 2 | Max_nodes: 10 | Time: 2.0876e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -Index: 12 | Max_nodes: 10 | Time: 2.0984e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -Index: 10 | Max_nodes: 10 | Time: 2.1034e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| -Index: 4 | Max_nodes: 10 | Time: 2.1089e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -Index: 1 | Max_nodes: 10 | Time: 2.1123e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -Index: 16 | Max_nodes: 10 | Time: 2.1197e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| -Index: 3 | Max_nodes: 10 | Time: 2.1308e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -Index: 18 | Max_nodes: 10 | Time: 2.1454e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| -Index: 14 | Max_nodes: 10 | Time: 2.2511e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -Index: 7 | Max_nodes: 10 | Time: 2.2677e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -Index: 20 | Max_nodes: 10 | Time: 2.2687e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -Index: 22 | Max_nodes: 10 | Time: 2.2795e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| -Index: 19 | Max_nodes: 10 | Time: 2.2918e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| -Index: 13 | Max_nodes: 10 | Time: 2.3343e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| -Index: 5 | Max_nodes: 10 | Time: 2.3932e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| -Index: 9 | Max_nodes: 11 | Time: 2.1465e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -Index: 17 | Max_nodes: 11 | Time: 2.3010e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -Index: 15 | Max_nodes: 11 | Time: 2.3040e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -Index: 21 | Max_nodes: 11 | Time: 2.3080e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| -Index: 11 | Max_nodes: 11 | Time: 2.3095e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -Index: 23 | Max_nodes: 11 | Time: 2.4641e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| - -........................... -Average time: 2.2034e-05s - -________________________________________________________________________________________________ - -18 permutations have 10 max nodes. -Index: 0 | Active_nodes: 7 | Time: 1.9067e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Index: 6 | Active_nodes: 7 | Time: 2.0724e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -Index: 8 | Active_nodes: 7 | Time: 2.0767e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| -Index: 2 | Active_nodes: 7 | Time: 2.0876e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -Index: 12 | Active_nodes: 7 | Time: 2.0984e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -Index: 10 | Active_nodes: 7 | Time: 2.1034e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| -Index: 4 | Active_nodes: 7 | Time: 2.1089e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -Index: 1 | Active_nodes: 7 | Time: 2.1123e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -Index: 16 | Active_nodes: 7 | Time: 2.1197e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| -Index: 3 | Active_nodes: 7 | Time: 2.1308e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -Index: 18 | Active_nodes: 7 | Time: 2.1454e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| -Index: 14 | Active_nodes: 7 | Time: 2.2511e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -Index: 7 | Active_nodes: 7 | Time: 2.2677e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -Index: 20 | Active_nodes: 7 | Time: 2.2687e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -Index: 22 | Active_nodes: 7 | Time: 2.2795e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| -Index: 19 | Active_nodes: 7 | Time: 2.2918e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| -Index: 13 | Active_nodes: 7 | Time: 2.3343e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| -Index: 5 | Active_nodes: 7 | Time: 2.3932e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| - -........................... -Average time: 2.1694e-05s - -6 permutations have 11 max nodes. -Index: 9 | Active_nodes: 7 | Time: 2.1465e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -Index: 17 | Active_nodes: 7 | Time: 2.3010e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -Index: 15 | Active_nodes: 7 | Time: 2.3040e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -Index: 21 | Active_nodes: 7 | Time: 2.3080e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| -Index: 11 | Active_nodes: 7 | Time: 2.3095e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -Index: 23 | Active_nodes: 7 | Time: 2.4641e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| - -........................... -Average time: 2.3055e-05s - -________________________________________________________________________________________________ - -execution time of: 1.9067e-05s: Index: 0 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| - -execution time of: 2.0724e-05s: Index: 6 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| - -execution time of: 2.0767e-05s: Index: 8 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| - -execution time of: 2.0876e-05s: Index: 2 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| - -execution time of: 2.0984e-05s: Index: 12 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| - -execution time of: 2.1034e-05s: Index: 10 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| - -execution time of: 2.1089e-05s: Index: 4 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| - -execution time of: 2.1123e-05s: Index: 1 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| - -execution time of: 2.1197e-05s: Index: 16 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| - -execution time of: 2.1308e-05s: Index: 3 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| - -execution time of: 2.1454e-05s: Index: 18 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| - -execution time of: 2.1465e-05s: Index: 9 | Max_nodes: 11 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| - -execution time of: 2.2511e-05s: Index: 14 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| - -execution time of: 2.2677e-05s: Index: 7 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| - -execution time of: 2.2687e-05s: Index: 20 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| - -execution time of: 2.2795e-05s: Index: 22 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| - -execution time of: 2.2918e-05s: Index: 19 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| - -execution time of: 2.3010e-05s: Index: 17 | Max_nodes: 11 | Active_nodes: 7 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| - -execution time of: 2.3040e-05s: Index: 15 | Max_nodes: 11 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| - -execution time of: 2.3080e-05s: Index: 21 | Max_nodes: 11 | Active_nodes: 7 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| - -execution time of: 2.3095e-05s: Index: 11 | Max_nodes: 11 | Active_nodes: 7 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| - -execution time of: 2.3343e-05s: Index: 13 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| - -execution time of: 2.3932e-05s: Index: 5 | Max_nodes: 10 | Active_nodes: 7 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| - -execution time of: 2.4641e-05s: Index: 23 | Max_nodes: 11 | Active_nodes: 7 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| - -________________________________________________________________________________________________ - -Start Simulation of ghz_indep_qiskit_5__________________________________________________ - -.i:...0...1...2...3...4 -.1:...|...|...|...|...h -.2:...|...|...|...x...c -.3:...|...|...x...c...| -.4:...|...x...c...|...| -.5:...x...c...|...|...| -.6:==================== -.7:...0...|...|...|...| -.8:...|...1...|...|...| -.9:...|...|...2...|...| -10:...|...|...|...3...| -11:...|...|...|...|...4 -.o:...0...1...2...3...4 -Total Permutations: 120 -Min time: 2.3848e-05s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Max time: 3.1577e-05s................. Permutation 119: 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -Min active nodes: 9 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Min max nodes: 13 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Max active nodes: 9 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Max max nodes: 14 nodes.................... Permutation 33 : 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -________________________________________________________________________________________________ - -120 permutations have 9 active nodes. -Index: 0 | Max_nodes: 13 | Time: 2.3848e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Index: 2 | Max_nodes: 13 | Time: 2.5584e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -Index: 30 | Max_nodes: 13 | Time: 2.5725e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -Index: 6 | Max_nodes: 13 | Time: 2.5799e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -Index: 36 | Max_nodes: 13 | Time: 2.5807e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -Index: 32 | Max_nodes: 13 | Time: 2.5823e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -Index: 8 | Max_nodes: 13 | Time: 2.5838e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -Index: 1 | Max_nodes: 13 | Time: 2.5858e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -Index: 60 | Max_nodes: 13 | Time: 2.5875e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -Index: 12 | Max_nodes: 13 | Time: 2.5913e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -Index: 4 | Max_nodes: 13 | Time: 2.5919e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -Index: 24 | Max_nodes: 13 | Time: 2.5959e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -Index: 48 | Max_nodes: 13 | Time: 2.6047e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -Index: 66 | Max_nodes: 13 | Time: 2.6053e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -Index: 3 | Max_nodes: 13 | Time: 2.6090e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -Index: 10 | Max_nodes: 13 | Time: 2.6133e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -Index: 34 | Max_nodes: 13 | Time: 2.6138e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -Index: 18 | Max_nodes: 13 | Time: 2.6152e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -Index: 72 | Max_nodes: 13 | Time: 2.6156e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -Index: 42 | Max_nodes: 13 | Time: 2.6219e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -Index: 90 | Max_nodes: 13 | Time: 2.6223e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -Index: 16 | Max_nodes: 13 | Time: 2.6407e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -Index: 9 | Max_nodes: 13 | Time: 2.6450e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -Index: 64 | Max_nodes: 13 | Time: 2.6643e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -Index: 40 | Max_nodes: 13 | Time: 2.6732e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -Index: 96 | Max_nodes: 13 | Time: 2.7096e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -Index: 56 | Max_nodes: 13 | Time: 2.7467e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -Index: 62 | Max_nodes: 13 | Time: 2.7484e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -Index: 26 | Max_nodes: 13 | Time: 2.7505e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -Index: 78 | Max_nodes: 13 | Time: 2.7545e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -Index: 54 | Max_nodes: 13 | Time: 2.7562e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -Index: 14 | Max_nodes: 13 | Time: 2.7569e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -Index: 38 | Max_nodes: 13 | Time: 2.7621e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -Index: 80 | Max_nodes: 13 | Time: 2.7629e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -Index: 74 | Max_nodes: 13 | Time: 2.7650e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -Index: 84 | Max_nodes: 13 | Time: 2.7694e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -Index: 98 | Max_nodes: 13 | Time: 2.7725e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -Index: 31 | Max_nodes: 13 | Time: 2.7754e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -Index: 58 | Max_nodes: 13 | Time: 2.7775e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -Index: 68 | Max_nodes: 13 | Time: 2.7778e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -Index: 44 | Max_nodes: 13 | Time: 2.7792e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -Index: 108 | Max_nodes: 13 | Time: 2.7813e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -Index: 104 | Max_nodes: 13 | Time: 2.7832e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -Index: 5 | Max_nodes: 13 | Time: 2.7839e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -Index: 20 | Max_nodes: 13 | Time: 2.7858e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -Index: 28 | Max_nodes: 13 | Time: 2.7868e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -Index: 102 | Max_nodes: 13 | Time: 2.7881e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -Index: 92 | Max_nodes: 13 | Time: 2.7912e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -Index: 52 | Max_nodes: 13 | Time: 2.7931e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -Index: 25 | Max_nodes: 13 | Time: 2.7933e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -Index: 43 | Max_nodes: 13 | Time: 2.7936e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -Index: 106 | Max_nodes: 13 | Time: 2.7950e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -Index: 114 | Max_nodes: 13 | Time: 2.7954e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -Index: 22 | Max_nodes: 13 | Time: 2.7970e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -Index: 49 | Max_nodes: 13 | Time: 2.7972e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -Index: 100 | Max_nodes: 13 | Time: 2.7973e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -Index: 46 | Max_nodes: 13 | Time: 2.7996e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -Index: 50 | Max_nodes: 13 | Time: 2.8025e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -Index: 76 | Max_nodes: 13 | Time: 2.8027e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -Index: 37 | Max_nodes: 13 | Time: 2.8030e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -Index: 7 | Max_nodes: 13 | Time: 2.8042e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -Index: 27 | Max_nodes: 13 | Time: 2.8045e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -Index: 19 | Max_nodes: 13 | Time: 2.8057e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -Index: 97 | Max_nodes: 13 | Time: 2.8080e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -Index: 13 | Max_nodes: 13 | Time: 2.8082e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -Index: 88 | Max_nodes: 13 | Time: 2.8130e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -Index: 73 | Max_nodes: 13 | Time: 2.8139e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -Index: 70 | Max_nodes: 13 | Time: 2.8162e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -Index: 15 | Max_nodes: 13 | Time: 2.8169e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -Index: 11 | Max_nodes: 13 | Time: 2.8195e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -Index: 91 | Max_nodes: 13 | Time: 2.8201e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -Index: 112 | Max_nodes: 13 | Time: 2.8210e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -Index: 51 | Max_nodes: 13 | Time: 2.8216e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -Index: 21 | Max_nodes: 13 | Time: 2.8220e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -Index: 17 | Max_nodes: 13 | Time: 2.8250e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -Index: 61 | Max_nodes: 13 | Time: 2.8256e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -Index: 99 | Max_nodes: 13 | Time: 2.8296e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -Index: 67 | Max_nodes: 13 | Time: 2.8308e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -Index: 94 | Max_nodes: 13 | Time: 2.8331e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -Index: 75 | Max_nodes: 13 | Time: 2.8373e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -Index: 82 | Max_nodes: 13 | Time: 2.8412e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -Index: 86 | Max_nodes: 13 | Time: 2.9373e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -Index: 55 | Max_nodes: 13 | Time: 2.9511e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -Index: 116 | Max_nodes: 13 | Time: 2.9574e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -Index: 103 | Max_nodes: 13 | Time: 2.9611e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -Index: 115 | Max_nodes: 13 | Time: 2.9659e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -Index: 79 | Max_nodes: 13 | Time: 2.9708e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -Index: 118 | Max_nodes: 13 | Time: 2.9710e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -Index: 109 | Max_nodes: 13 | Time: 2.9713e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -Index: 29 | Max_nodes: 13 | Time: 2.9752e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -Index: 110 | Max_nodes: 13 | Time: 2.9789e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -Index: 23 | Max_nodes: 13 | Time: 2.9827e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -Index: 101 | Max_nodes: 13 | Time: 2.9836e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -Index: 85 | Max_nodes: 13 | Time: 2.9849e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -Index: 77 | Max_nodes: 13 | Time: 2.9859e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -Index: 53 | Max_nodes: 13 | Time: 2.9906e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -Index: 33 | Max_nodes: 14 | Time: 2.6548e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -Index: 93 | Max_nodes: 14 | Time: 2.8241e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -Index: 35 | Max_nodes: 14 | Time: 2.8285e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -Index: 57 | Max_nodes: 14 | Time: 2.8288e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -Index: 63 | Max_nodes: 14 | Time: 2.8296e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -Index: 69 | Max_nodes: 14 | Time: 2.8306e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -Index: 65 | Max_nodes: 14 | Time: 2.8326e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -Index: 39 | Max_nodes: 14 | Time: 2.8371e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -Index: 45 | Max_nodes: 14 | Time: 2.8379e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -Index: 41 | Max_nodes: 14 | Time: 2.8384e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -Index: 81 | Max_nodes: 14 | Time: 2.8388e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -Index: 105 | Max_nodes: 14 | Time: 2.9133e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -Index: 117 | Max_nodes: 14 | Time: 2.9875e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -Index: 89 | Max_nodes: 14 | Time: 2.9893e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -Index: 111 | Max_nodes: 14 | Time: 2.9904e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -Index: 113 | Max_nodes: 14 | Time: 2.9936e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -Index: 95 | Max_nodes: 14 | Time: 2.9948e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -Index: 47 | Max_nodes: 14 | Time: 2.9949e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -Index: 83 | Max_nodes: 14 | Time: 2.9979e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -Index: 107 | Max_nodes: 14 | Time: 2.9983e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -Index: 87 | Max_nodes: 14 | Time: 3.0014e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -Index: 59 | Max_nodes: 14 | Time: 3.0016e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -Index: 71 | Max_nodes: 14 | Time: 3.0113e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -Index: 119 | Max_nodes: 14 | Time: 3.1577e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| - -........................... -Average time: 2.7998e-05s - -________________________________________________________________________________________________ - -96 permutations have 13 max nodes. -Index: 0 | Active_nodes: 9 | Time: 2.3848e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Index: 2 | Active_nodes: 9 | Time: 2.5584e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -Index: 30 | Active_nodes: 9 | Time: 2.5725e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -Index: 6 | Active_nodes: 9 | Time: 2.5799e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -Index: 36 | Active_nodes: 9 | Time: 2.5807e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -Index: 32 | Active_nodes: 9 | Time: 2.5823e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -Index: 8 | Active_nodes: 9 | Time: 2.5838e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -Index: 1 | Active_nodes: 9 | Time: 2.5858e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -Index: 60 | Active_nodes: 9 | Time: 2.5875e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -Index: 12 | Active_nodes: 9 | Time: 2.5913e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -Index: 4 | Active_nodes: 9 | Time: 2.5919e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -Index: 24 | Active_nodes: 9 | Time: 2.5959e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -Index: 48 | Active_nodes: 9 | Time: 2.6047e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -Index: 66 | Active_nodes: 9 | Time: 2.6053e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -Index: 3 | Active_nodes: 9 | Time: 2.6090e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -Index: 10 | Active_nodes: 9 | Time: 2.6133e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -Index: 34 | Active_nodes: 9 | Time: 2.6138e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -Index: 18 | Active_nodes: 9 | Time: 2.6152e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -Index: 72 | Active_nodes: 9 | Time: 2.6156e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -Index: 42 | Active_nodes: 9 | Time: 2.6219e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -Index: 90 | Active_nodes: 9 | Time: 2.6223e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -Index: 16 | Active_nodes: 9 | Time: 2.6407e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -Index: 9 | Active_nodes: 9 | Time: 2.6450e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -Index: 64 | Active_nodes: 9 | Time: 2.6643e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -Index: 40 | Active_nodes: 9 | Time: 2.6732e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -Index: 96 | Active_nodes: 9 | Time: 2.7096e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -Index: 56 | Active_nodes: 9 | Time: 2.7467e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -Index: 62 | Active_nodes: 9 | Time: 2.7484e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -Index: 26 | Active_nodes: 9 | Time: 2.7505e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -Index: 78 | Active_nodes: 9 | Time: 2.7545e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -Index: 54 | Active_nodes: 9 | Time: 2.7562e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -Index: 14 | Active_nodes: 9 | Time: 2.7569e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -Index: 38 | Active_nodes: 9 | Time: 2.7621e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -Index: 80 | Active_nodes: 9 | Time: 2.7629e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -Index: 74 | Active_nodes: 9 | Time: 2.7650e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -Index: 84 | Active_nodes: 9 | Time: 2.7694e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -Index: 98 | Active_nodes: 9 | Time: 2.7725e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -Index: 31 | Active_nodes: 9 | Time: 2.7754e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -Index: 58 | Active_nodes: 9 | Time: 2.7775e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -Index: 68 | Active_nodes: 9 | Time: 2.7778e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -Index: 44 | Active_nodes: 9 | Time: 2.7792e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -Index: 108 | Active_nodes: 9 | Time: 2.7813e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -Index: 104 | Active_nodes: 9 | Time: 2.7832e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -Index: 5 | Active_nodes: 9 | Time: 2.7839e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -Index: 20 | Active_nodes: 9 | Time: 2.7858e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -Index: 28 | Active_nodes: 9 | Time: 2.7868e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -Index: 102 | Active_nodes: 9 | Time: 2.7881e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -Index: 92 | Active_nodes: 9 | Time: 2.7912e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -Index: 52 | Active_nodes: 9 | Time: 2.7931e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -Index: 25 | Active_nodes: 9 | Time: 2.7933e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -Index: 43 | Active_nodes: 9 | Time: 2.7936e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -Index: 106 | Active_nodes: 9 | Time: 2.7950e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -Index: 114 | Active_nodes: 9 | Time: 2.7954e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -Index: 22 | Active_nodes: 9 | Time: 2.7970e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -Index: 49 | Active_nodes: 9 | Time: 2.7972e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -Index: 100 | Active_nodes: 9 | Time: 2.7973e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -Index: 46 | Active_nodes: 9 | Time: 2.7996e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -Index: 50 | Active_nodes: 9 | Time: 2.8025e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -Index: 76 | Active_nodes: 9 | Time: 2.8027e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -Index: 37 | Active_nodes: 9 | Time: 2.8030e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -Index: 7 | Active_nodes: 9 | Time: 2.8042e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -Index: 27 | Active_nodes: 9 | Time: 2.8045e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -Index: 19 | Active_nodes: 9 | Time: 2.8057e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -Index: 97 | Active_nodes: 9 | Time: 2.8080e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -Index: 13 | Active_nodes: 9 | Time: 2.8082e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -Index: 88 | Active_nodes: 9 | Time: 2.8130e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -Index: 73 | Active_nodes: 9 | Time: 2.8139e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -Index: 70 | Active_nodes: 9 | Time: 2.8162e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -Index: 15 | Active_nodes: 9 | Time: 2.8169e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -Index: 11 | Active_nodes: 9 | Time: 2.8195e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -Index: 91 | Active_nodes: 9 | Time: 2.8201e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -Index: 112 | Active_nodes: 9 | Time: 2.8210e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -Index: 51 | Active_nodes: 9 | Time: 2.8216e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -Index: 21 | Active_nodes: 9 | Time: 2.8220e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -Index: 17 | Active_nodes: 9 | Time: 2.8250e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -Index: 61 | Active_nodes: 9 | Time: 2.8256e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -Index: 99 | Active_nodes: 9 | Time: 2.8296e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -Index: 67 | Active_nodes: 9 | Time: 2.8308e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -Index: 94 | Active_nodes: 9 | Time: 2.8331e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -Index: 75 | Active_nodes: 9 | Time: 2.8373e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -Index: 82 | Active_nodes: 9 | Time: 2.8412e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -Index: 86 | Active_nodes: 9 | Time: 2.9373e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -Index: 55 | Active_nodes: 9 | Time: 2.9511e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -Index: 116 | Active_nodes: 9 | Time: 2.9574e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -Index: 103 | Active_nodes: 9 | Time: 2.9611e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -Index: 115 | Active_nodes: 9 | Time: 2.9659e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -Index: 79 | Active_nodes: 9 | Time: 2.9708e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -Index: 118 | Active_nodes: 9 | Time: 2.9710e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -Index: 109 | Active_nodes: 9 | Time: 2.9713e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -Index: 29 | Active_nodes: 9 | Time: 2.9752e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -Index: 110 | Active_nodes: 9 | Time: 2.9789e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -Index: 23 | Active_nodes: 9 | Time: 2.9827e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -Index: 101 | Active_nodes: 9 | Time: 2.9836e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -Index: 85 | Active_nodes: 9 | Time: 2.9849e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -Index: 77 | Active_nodes: 9 | Time: 2.9859e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -Index: 53 | Active_nodes: 9 | Time: 2.9906e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| - -........................... -Average time: 2.7704e-05s - -24 permutations have 14 max nodes. -Index: 33 | Active_nodes: 9 | Time: 2.6548e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -Index: 93 | Active_nodes: 9 | Time: 2.8241e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -Index: 35 | Active_nodes: 9 | Time: 2.8285e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -Index: 57 | Active_nodes: 9 | Time: 2.8288e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -Index: 63 | Active_nodes: 9 | Time: 2.8296e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -Index: 69 | Active_nodes: 9 | Time: 2.8306e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -Index: 65 | Active_nodes: 9 | Time: 2.8326e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -Index: 39 | Active_nodes: 9 | Time: 2.8371e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -Index: 45 | Active_nodes: 9 | Time: 2.8379e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -Index: 41 | Active_nodes: 9 | Time: 2.8384e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -Index: 81 | Active_nodes: 9 | Time: 2.8388e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -Index: 105 | Active_nodes: 9 | Time: 2.9133e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -Index: 117 | Active_nodes: 9 | Time: 2.9875e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -Index: 89 | Active_nodes: 9 | Time: 2.9893e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -Index: 111 | Active_nodes: 9 | Time: 2.9904e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -Index: 113 | Active_nodes: 9 | Time: 2.9936e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -Index: 95 | Active_nodes: 9 | Time: 2.9948e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -Index: 47 | Active_nodes: 9 | Time: 2.9949e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -Index: 83 | Active_nodes: 9 | Time: 2.9979e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -Index: 107 | Active_nodes: 9 | Time: 2.9983e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -Index: 87 | Active_nodes: 9 | Time: 3.0014e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -Index: 59 | Active_nodes: 9 | Time: 3.0016e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -Index: 71 | Active_nodes: 9 | Time: 3.0113e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -Index: 119 | Active_nodes: 9 | Time: 3.1577e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| - -........................... -Average time: 2.9172e-05s - -________________________________________________________________________________________________ - -execution time of: 2.3848e-05s: Index: 0 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| - -execution time of: 2.5584e-05s: Index: 2 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| - -execution time of: 2.5725e-05s: Index: 30 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| - -execution time of: 2.5799e-05s: Index: 6 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| - -execution time of: 2.5807e-05s: Index: 36 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| - -execution time of: 2.5823e-05s: Index: 32 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| - -execution time of: 2.5838e-05s: Index: 8 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| - -execution time of: 2.5858e-05s: Index: 1 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| - -execution time of: 2.5875e-05s: Index: 60 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| - -execution time of: 2.5913e-05s: Index: 12 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| - -execution time of: 2.5919e-05s: Index: 4 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| - -execution time of: 2.5959e-05s: Index: 24 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| - -execution time of: 2.6047e-05s: Index: 48 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| - -execution time of: 2.6053e-05s: Index: 66 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| - -execution time of: 2.6090e-05s: Index: 3 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| - -execution time of: 2.6133e-05s: Index: 10 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| - -execution time of: 2.6138e-05s: Index: 34 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| - -execution time of: 2.6152e-05s: Index: 18 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| - -execution time of: 2.6156e-05s: Index: 72 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| - -execution time of: 2.6219e-05s: Index: 42 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| - -execution time of: 2.6223e-05s: Index: 90 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| - -execution time of: 2.6407e-05s: Index: 16 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| - -execution time of: 2.6450e-05s: Index: 9 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| - -execution time of: 2.6548e-05s: Index: 33 | Max_nodes: 14 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| - -execution time of: 2.6643e-05s: Index: 64 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| - -execution time of: 2.6732e-05s: Index: 40 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| - -execution time of: 2.7096e-05s: Index: 96 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| - -execution time of: 2.7467e-05s: Index: 56 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| - -execution time of: 2.7484e-05s: Index: 62 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| - -execution time of: 2.7505e-05s: Index: 26 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| - -execution time of: 2.7545e-05s: Index: 78 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| - -execution time of: 2.7562e-05s: Index: 54 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| - -execution time of: 2.7569e-05s: Index: 14 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| - -execution time of: 2.7621e-05s: Index: 38 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| - -execution time of: 2.7629e-05s: Index: 80 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| - -execution time of: 2.7650e-05s: Index: 74 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| - -execution time of: 2.7694e-05s: Index: 84 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| - -execution time of: 2.7725e-05s: Index: 98 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| - -execution time of: 2.7754e-05s: Index: 31 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| - -execution time of: 2.7775e-05s: Index: 58 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| - -execution time of: 2.7778e-05s: Index: 68 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| - -execution time of: 2.7792e-05s: Index: 44 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| - -execution time of: 2.7813e-05s: Index: 108 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| - -execution time of: 2.7832e-05s: Index: 104 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| - -execution time of: 2.7839e-05s: Index: 5 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| - -execution time of: 2.7858e-05s: Index: 20 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| - -execution time of: 2.7868e-05s: Index: 28 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| - -execution time of: 2.7881e-05s: Index: 102 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| - -execution time of: 2.7912e-05s: Index: 92 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| - -execution time of: 2.7931e-05s: Index: 52 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| - -execution time of: 2.7933e-05s: Index: 25 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| - -execution time of: 2.7936e-05s: Index: 43 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| - -execution time of: 2.7950e-05s: Index: 106 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| - -execution time of: 2.7954e-05s: Index: 114 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| - -execution time of: 2.7970e-05s: Index: 22 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| - -execution time of: 2.7972e-05s: Index: 49 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| - -execution time of: 2.7973e-05s: Index: 100 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| - -execution time of: 2.7996e-05s: Index: 46 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| - -execution time of: 2.8025e-05s: Index: 50 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| - -execution time of: 2.8027e-05s: Index: 76 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| - -execution time of: 2.8030e-05s: Index: 37 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| - -execution time of: 2.8042e-05s: Index: 7 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| - -execution time of: 2.8045e-05s: Index: 27 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| - -execution time of: 2.8057e-05s: Index: 19 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| - -execution time of: 2.8080e-05s: Index: 97 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| - -execution time of: 2.8082e-05s: Index: 13 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| - -execution time of: 2.8130e-05s: Index: 88 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| - -execution time of: 2.8139e-05s: Index: 73 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| - -execution time of: 2.8162e-05s: Index: 70 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| - -execution time of: 2.8169e-05s: Index: 15 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| - -execution time of: 2.8195e-05s: Index: 11 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| - -execution time of: 2.8201e-05s: Index: 91 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| - -execution time of: 2.8210e-05s: Index: 112 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| - -execution time of: 2.8216e-05s: Index: 51 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| - -execution time of: 2.8220e-05s: Index: 21 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| - -execution time of: 2.8241e-05s: Index: 93 | Max_nodes: 14 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| - -execution time of: 2.8250e-05s: Index: 17 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| - -execution time of: 2.8256e-05s: Index: 61 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| - -execution time of: 2.8285e-05s: Index: 35 | Max_nodes: 14 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| - -execution time of: 2.8288e-05s: Index: 57 | Max_nodes: 14 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| - -execution time of: 2.8296e-05s: Index: 63 | Max_nodes: 14 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| - -execution time of: 2.8296e-05s: Index: 99 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| - -execution time of: 2.8306e-05s: Index: 69 | Max_nodes: 14 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| - -execution time of: 2.8308e-05s: Index: 67 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| - -execution time of: 2.8326e-05s: Index: 65 | Max_nodes: 14 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| - -execution time of: 2.8331e-05s: Index: 94 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| - -execution time of: 2.8371e-05s: Index: 39 | Max_nodes: 14 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| - -execution time of: 2.8373e-05s: Index: 75 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| - -execution time of: 2.8379e-05s: Index: 45 | Max_nodes: 14 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| - -execution time of: 2.8384e-05s: Index: 41 | Max_nodes: 14 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| - -execution time of: 2.8388e-05s: Index: 81 | Max_nodes: 14 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| - -execution time of: 2.8412e-05s: Index: 82 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| - -execution time of: 2.9133e-05s: Index: 105 | Max_nodes: 14 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| - -execution time of: 2.9373e-05s: Index: 86 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| - -execution time of: 2.9511e-05s: Index: 55 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| - -execution time of: 2.9574e-05s: Index: 116 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| - -execution time of: 2.9611e-05s: Index: 103 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| - -execution time of: 2.9659e-05s: Index: 115 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| - -execution time of: 2.9708e-05s: Index: 79 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| - -execution time of: 2.9710e-05s: Index: 118 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| - -execution time of: 2.9713e-05s: Index: 109 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| - -execution time of: 2.9752e-05s: Index: 29 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| - -execution time of: 2.9789e-05s: Index: 110 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| - -execution time of: 2.9827e-05s: Index: 23 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| - -execution time of: 2.9836e-05s: Index: 101 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| - -execution time of: 2.9849e-05s: Index: 85 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| - -execution time of: 2.9859e-05s: Index: 77 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| - -execution time of: 2.9875e-05s: Index: 117 | Max_nodes: 14 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| - -execution time of: 2.9893e-05s: Index: 89 | Max_nodes: 14 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| - -execution time of: 2.9904e-05s: Index: 111 | Max_nodes: 14 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| - -execution time of: 2.9906e-05s: Index: 53 | Max_nodes: 13 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| - -execution time of: 2.9936e-05s: Index: 113 | Max_nodes: 14 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| - -execution time of: 2.9948e-05s: Index: 95 | Max_nodes: 14 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| - -execution time of: 2.9949e-05s: Index: 47 | Max_nodes: 14 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| - -execution time of: 2.9979e-05s: Index: 83 | Max_nodes: 14 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| - -execution time of: 2.9983e-05s: Index: 107 | Max_nodes: 14 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| - -execution time of: 3.0014e-05s: Index: 87 | Max_nodes: 14 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| - -execution time of: 3.0016e-05s: Index: 59 | Max_nodes: 14 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| - -execution time of: 3.0113e-05s: Index: 71 | Max_nodes: 14 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| - -execution time of: 3.1577e-05s: Index: 119 | Max_nodes: 14 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| - -________________________________________________________________________________________________ - -Start Simulation of ghz_indep_qiskit_6__________________________________________________ - -.i:...0...1...2...3...4...5 -.1:...|...|...|...|...|...h -.2:...|...|...|...|...x...c -.3:...|...|...|...x...c...| -.4:...|...|...x...c...|...| -.5:...|...x...c...|...|...| -.6:...x...c...|...|...|...| -.7:======================== -.8:...0...|...|...|...|...| -.9:...|...1...|...|...|...| -10:...|...|...2...|...|...| -11:...|...|...|...3...|...| -12:...|...|...|...|...4...| -13:...|...|...|...|...|...5 -.o:...0...1...2...3...4...5 -Total Permutations: 720 -Min time: 2.8796e-05s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Max time: 3.8107e-05s................. Permutation 719: 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Min active nodes: 11 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Min max nodes: 16 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Max active nodes: 11 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Max max nodes: 17 nodes.................... Permutation 153: 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -________________________________________________________________________________________________ - -720 permutations have 11 active nodes. -Index: 0 | Max_nodes: 16 | Time: 2.8796e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 144 | Max_nodes: 16 | Time: 3.0496e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 120 | Max_nodes: 16 | Time: 3.0520e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 150 | Max_nodes: 16 | Time: 3.0532e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 152 | Max_nodes: 16 | Time: 3.0563e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 32 | Max_nodes: 16 | Time: 3.0571e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 8 | Max_nodes: 16 | Time: 3.0578e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 312 | Max_nodes: 16 | Time: 3.0584e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 24 | Max_nodes: 16 | Time: 3.0592e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 30 | Max_nodes: 16 | Time: 3.0597e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 48 | Max_nodes: 16 | Time: 3.0603e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 156 | Max_nodes: 16 | Time: 3.0609e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 2 | Max_nodes: 16 | Time: 3.0610e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 360 | Max_nodes: 16 | Time: 3.0613e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 180 | Max_nodes: 16 | Time: 3.0615e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 6 | Max_nodes: 16 | Time: 3.0623e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 300 | Max_nodes: 16 | Time: 3.0650e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 240 | Max_nodes: 16 | Time: 3.0705e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 432 | Max_nodes: 16 | Time: 3.0719e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 72 | Max_nodes: 16 | Time: 3.0722e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 1 | Max_nodes: 16 | Time: 3.0724e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 288 | Max_nodes: 16 | Time: 3.0736e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 12 | Max_nodes: 16 | Time: 3.0765e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 154 | Max_nodes: 16 | Time: 3.0801e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 168 | Max_nodes: 16 | Time: 3.0807e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 192 | Max_nodes: 16 | Time: 3.0813e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 60 | Max_nodes: 16 | Time: 3.0832e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 336 | Max_nodes: 16 | Time: 3.0845e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 34 | Max_nodes: 16 | Time: 3.0851e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 162 | Max_nodes: 16 | Time: 3.0876e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 306 | Max_nodes: 16 | Time: 3.0877e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 66 | Max_nodes: 16 | Time: 3.0891e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 96 | Max_nodes: 16 | Time: 3.0899e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 186 | Max_nodes: 16 | Time: 3.0937e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 160 | Max_nodes: 16 | Time: 3.0943e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 4 | Max_nodes: 16 | Time: 3.0963e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 18 | Max_nodes: 16 | Time: 3.0971e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 456 | Max_nodes: 16 | Time: 3.0977e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 576 | Max_nodes: 16 | Time: 3.0979e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 40 | Max_nodes: 16 | Time: 3.1013e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 480 | Max_nodes: 16 | Time: 3.1031e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 330 | Max_nodes: 16 | Time: 3.1044e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 16 | Max_nodes: 16 | Time: 3.1066e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 600 | Max_nodes: 16 | Time: 3.1067e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 42 | Max_nodes: 16 | Time: 3.1092e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 90 | Max_nodes: 16 | Time: 3.1095e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 36 | Max_nodes: 16 | Time: 3.1218e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 450 | Max_nodes: 16 | Time: 3.1239e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 3 | Max_nodes: 16 | Time: 3.1274e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 210 | Max_nodes: 16 | Time: 3.1293e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 216 | Max_nodes: 16 | Time: 3.1305e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 9 | Max_nodes: 16 | Time: 3.1348e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 10 | Max_nodes: 16 | Time: 3.1356e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 304 | Max_nodes: 16 | Time: 3.1428e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 33 | Max_nodes: 16 | Time: 3.1479e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 64 | Max_nodes: 16 | Time: 3.1811e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 184 | Max_nodes: 16 | Time: 3.2003e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 176 | Max_nodes: 16 | Time: 3.2191e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 320 | Max_nodes: 16 | Time: 3.2223e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 444 | Max_nodes: 16 | Time: 3.2254e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 126 | Max_nodes: 16 | Time: 3.2259e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 26 | Max_nodes: 16 | Time: 3.2265e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 272 | Max_nodes: 16 | Time: 3.2283e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 296 | Max_nodes: 16 | Time: 3.2290e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 122 | Max_nodes: 16 | Time: 3.2291e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 198 | Max_nodes: 16 | Time: 3.2296e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 54 | Max_nodes: 16 | Time: 3.2304e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 78 | Max_nodes: 16 | Time: 3.2313e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 438 | Max_nodes: 16 | Time: 3.2315e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 294 | Max_nodes: 16 | Time: 3.2316e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 38 | Max_nodes: 16 | Time: 3.2322e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 510 | Max_nodes: 16 | Time: 3.2324e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 200 | Max_nodes: 16 | Time: 3.2331e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 434 | Max_nodes: 16 | Time: 3.2334e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 298 | Max_nodes: 16 | Time: 3.2336e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 50 | Max_nodes: 16 | Time: 3.2337e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 302 | Max_nodes: 16 | Time: 3.2343e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 420 | Max_nodes: 16 | Time: 3.2347e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 56 | Max_nodes: 16 | Time: 3.2348e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 174 | Max_nodes: 16 | Time: 3.2349e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 270 | Max_nodes: 16 | Time: 3.2350e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 74 | Max_nodes: 16 | Time: 3.2354e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 290 | Max_nodes: 16 | Time: 3.2362e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 62 | Max_nodes: 16 | Time: 3.2371e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 182 | Max_nodes: 16 | Time: 3.2385e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 146 | Max_nodes: 16 | Time: 3.2392e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 276 | Max_nodes: 16 | Time: 3.2393e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 204 | Max_nodes: 16 | Time: 3.2394e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 248 | Max_nodes: 16 | Time: 3.2396e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 314 | Max_nodes: 16 | Time: 3.2399e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 516 | Max_nodes: 16 | Time: 3.2401e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 504 | Max_nodes: 16 | Time: 3.2407e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 170 | Max_nodes: 16 | Time: 3.2412e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 338 | Max_nodes: 16 | Time: 3.2421e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 194 | Max_nodes: 16 | Time: 3.2428e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 392 | Max_nodes: 16 | Time: 3.2428e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 252 | Max_nodes: 16 | Time: 3.2431e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 178 | Max_nodes: 16 | Time: 3.2436e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 408 | Max_nodes: 16 | Time: 3.2437e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 132 | Max_nodes: 16 | Time: 3.2444e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 246 | Max_nodes: 16 | Time: 3.2446e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 264 | Max_nodes: 16 | Time: 3.2446e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 528 | Max_nodes: 16 | Time: 3.2448e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 402 | Max_nodes: 16 | Time: 3.2451e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 512 | Max_nodes: 16 | Time: 3.2451e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 390 | Max_nodes: 16 | Time: 3.2451e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 242 | Max_nodes: 16 | Time: 3.2454e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 552 | Max_nodes: 16 | Time: 3.2457e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 486 | Max_nodes: 16 | Time: 3.2461e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 492 | Max_nodes: 16 | Time: 3.2473e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 324 | Max_nodes: 16 | Time: 3.2475e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 362 | Max_nodes: 16 | Time: 3.2480e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 292 | Max_nodes: 16 | Time: 3.2492e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 128 | Max_nodes: 16 | Time: 3.2492e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 372 | Max_nodes: 16 | Time: 3.2492e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 308 | Max_nodes: 16 | Time: 3.2494e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 632 | Max_nodes: 16 | Time: 3.2507e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 540 | Max_nodes: 16 | Time: 3.2508e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 121 | Max_nodes: 16 | Time: 3.2512e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 145 | Max_nodes: 16 | Time: 3.2514e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 482 | Max_nodes: 16 | Time: 3.2519e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 130 | Max_nodes: 16 | Time: 3.2523e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 488 | Max_nodes: 16 | Time: 3.2530e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 7 | Max_nodes: 16 | Time: 3.2535e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 220 | Max_nodes: 16 | Time: 3.2539e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 188 | Max_nodes: 16 | Time: 3.2544e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 378 | Max_nodes: 16 | Time: 3.2550e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 282 | Max_nodes: 16 | Time: 3.2550e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 458 | Max_nodes: 16 | Time: 3.2557e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 344 | Max_nodes: 16 | Time: 3.2557e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 218 | Max_nodes: 16 | Time: 3.2562e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 228 | Max_nodes: 16 | Time: 3.2563e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 151 | Max_nodes: 16 | Time: 3.2566e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 636 | Max_nodes: 16 | Time: 3.2567e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 68 | Max_nodes: 16 | Time: 3.2568e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 25 | Max_nodes: 16 | Time: 3.2569e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 582 | Max_nodes: 16 | Time: 3.2571e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 258 | Max_nodes: 16 | Time: 3.2575e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 104 | Max_nodes: 16 | Time: 3.2577e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 124 | Max_nodes: 16 | Time: 3.2581e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 108 | Max_nodes: 16 | Time: 3.2581e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 468 | Max_nodes: 16 | Time: 3.2582e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 148 | Max_nodes: 16 | Time: 3.2588e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 169 | Max_nodes: 16 | Time: 3.2590e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 342 | Max_nodes: 16 | Time: 3.2595e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 172 | Max_nodes: 16 | Time: 3.2595e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 440 | Max_nodes: 16 | Time: 3.2598e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 164 | Max_nodes: 16 | Time: 3.2608e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 384 | Max_nodes: 16 | Time: 3.2614e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 584 | Max_nodes: 16 | Time: 3.2615e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 464 | Max_nodes: 16 | Time: 3.2624e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 222 | Max_nodes: 16 | Time: 3.2635e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 289 | Max_nodes: 16 | Time: 3.2637e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 49 | Max_nodes: 16 | Time: 3.2638e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 426 | Max_nodes: 16 | Time: 3.2639e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 224 | Max_nodes: 16 | Time: 3.2640e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 672 | Max_nodes: 16 | Time: 3.2648e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 274 | Max_nodes: 16 | Time: 3.2650e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 106 | Max_nodes: 16 | Time: 3.2651e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 52 | Max_nodes: 16 | Time: 3.2655e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 241 | Max_nodes: 16 | Time: 3.2661e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 226 | Max_nodes: 16 | Time: 3.2663e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 250 | Max_nodes: 16 | Time: 3.2664e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 466 | Max_nodes: 16 | Time: 3.2668e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 337 | Max_nodes: 16 | Time: 3.2671e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 354 | Max_nodes: 16 | Time: 3.2671e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 612 | Max_nodes: 16 | Time: 3.2672e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 348 | Max_nodes: 16 | Time: 3.2682e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 630 | Max_nodes: 16 | Time: 3.2682e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 244 | Max_nodes: 16 | Time: 3.2690e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 394 | Max_nodes: 16 | Time: 3.2691e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 114 | Max_nodes: 16 | Time: 3.2693e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 316 | Max_nodes: 16 | Time: 3.2693e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 634 | Max_nodes: 16 | Time: 3.2705e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 92 | Max_nodes: 16 | Time: 3.2708e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 196 | Max_nodes: 16 | Time: 3.2713e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 202 | Max_nodes: 16 | Time: 3.2714e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 578 | Max_nodes: 16 | Time: 3.2721e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 660 | Max_nodes: 16 | Time: 3.2722e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 166 | Max_nodes: 16 | Time: 3.2723e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 217 | Max_nodes: 16 | Time: 3.2726e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 361 | Max_nodes: 16 | Time: 3.2728e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 80 | Max_nodes: 16 | Time: 3.2728e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 624 | Max_nodes: 16 | Time: 3.2728e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 212 | Max_nodes: 16 | Time: 3.2729e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 256 | Max_nodes: 16 | Time: 3.2736e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 31 | Max_nodes: 16 | Time: 3.2737e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 608 | Max_nodes: 16 | Time: 3.2737e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 610 | Max_nodes: 16 | Time: 3.2744e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 602 | Max_nodes: 16 | Time: 3.2744e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 136 | Max_nodes: 16 | Time: 3.2753e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 588 | Max_nodes: 16 | Time: 3.2756e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 498 | Max_nodes: 16 | Time: 3.2757e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 234 | Max_nodes: 16 | Time: 3.2757e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 606 | Max_nodes: 16 | Time: 3.2759e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 97 | Max_nodes: 16 | Time: 3.2759e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 642 | Max_nodes: 16 | Time: 3.2759e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 147 | Max_nodes: 16 | Time: 3.2764e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 364 | Max_nodes: 16 | Time: 3.2767e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 98 | Max_nodes: 16 | Time: 3.2774e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 46 | Max_nodes: 16 | Time: 3.2776e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 546 | Max_nodes: 16 | Time: 3.2784e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 346 | Max_nodes: 16 | Time: 3.2786e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 313 | Max_nodes: 16 | Time: 3.2787e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 193 | Max_nodes: 16 | Time: 3.2791e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 618 | Max_nodes: 16 | Time: 3.2797e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 522 | Max_nodes: 16 | Time: 3.2800e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 100 | Max_nodes: 16 | Time: 3.2802e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 22 | Max_nodes: 16 | Time: 3.2806e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 163 | Max_nodes: 16 | Time: 3.2808e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 322 | Max_nodes: 16 | Time: 3.2817e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 462 | Max_nodes: 16 | Time: 3.2820e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 73 | Max_nodes: 16 | Time: 3.2823e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 332 | Max_nodes: 16 | Time: 3.2825e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 82 | Max_nodes: 16 | Time: 3.2830e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 70 | Max_nodes: 16 | Time: 3.2831e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 586 | Max_nodes: 16 | Time: 3.2832e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 594 | Max_nodes: 16 | Time: 3.2834e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 400 | Max_nodes: 16 | Time: 3.2835e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 318 | Max_nodes: 16 | Time: 3.2835e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 280 | Max_nodes: 16 | Time: 3.2837e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 514 | Max_nodes: 16 | Time: 3.2838e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 696 | Max_nodes: 16 | Time: 3.2843e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 28 | Max_nodes: 16 | Time: 3.2846e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 19 | Max_nodes: 16 | Time: 3.2871e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 112 | Max_nodes: 16 | Time: 3.2877e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 460 | Max_nodes: 16 | Time: 3.2879e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 232 | Max_nodes: 16 | Time: 3.2879e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 20 | Max_nodes: 16 | Time: 3.2881e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 37 | Max_nodes: 16 | Time: 3.2883e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 490 | Max_nodes: 16 | Time: 3.2885e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 666 | Max_nodes: 16 | Time: 3.2889e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 604 | Max_nodes: 16 | Time: 3.2896e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 94 | Max_nodes: 16 | Time: 3.2898e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 158 | Max_nodes: 16 | Time: 3.2902e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 648 | Max_nodes: 16 | Time: 3.2906e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 13 | Max_nodes: 16 | Time: 3.2906e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 190 | Max_nodes: 16 | Time: 3.2911e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 27 | Max_nodes: 16 | Time: 3.2917e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 88 | Max_nodes: 16 | Time: 3.2920e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 5 | Max_nodes: 16 | Time: 3.2926e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 208 | Max_nodes: 16 | Time: 3.2927e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 376 | Max_nodes: 16 | Time: 3.2929e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 17 | Max_nodes: 16 | Time: 3.2930e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 577 | Max_nodes: 16 | Time: 3.2932e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 187 | Max_nodes: 16 | Time: 3.2932e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 214 | Max_nodes: 16 | Time: 3.2933e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 484 | Max_nodes: 16 | Time: 3.2934e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 102 | Max_nodes: 16 | Time: 3.2936e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 580 | Max_nodes: 16 | Time: 3.2937e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 67 | Max_nodes: 16 | Time: 3.2939e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 219 | Max_nodes: 16 | Time: 3.2939e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 496 | Max_nodes: 16 | Time: 3.2960e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 243 | Max_nodes: 16 | Time: 3.2967e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 601 | Max_nodes: 16 | Time: 3.2973e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 474 | Max_nodes: 16 | Time: 3.2976e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 570 | Max_nodes: 16 | Time: 3.2980e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 211 | Max_nodes: 16 | Time: 3.2982e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 436 | Max_nodes: 16 | Time: 3.2989e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 452 | Max_nodes: 16 | Time: 3.2991e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 370 | Max_nodes: 16 | Time: 3.2994e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 91 | Max_nodes: 16 | Time: 3.2997e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 11 | Max_nodes: 16 | Time: 3.3009e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 21 | Max_nodes: 16 | Time: 3.3010e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 520 | Max_nodes: 16 | Time: 3.3011e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 640 | Max_nodes: 16 | Time: 3.3012e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 616 | Max_nodes: 16 | Time: 3.3012e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 433 | Max_nodes: 16 | Time: 3.3012e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 15 | Max_nodes: 16 | Time: 3.3021e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 592 | Max_nodes: 16 | Time: 3.3028e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 58 | Max_nodes: 16 | Time: 3.3029e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 448 | Max_nodes: 16 | Time: 3.3032e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 481 | Max_nodes: 16 | Time: 3.3035e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 195 | Max_nodes: 16 | Time: 3.3038e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 472 | Max_nodes: 16 | Time: 3.3041e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 171 | Max_nodes: 16 | Time: 3.3049e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 61 | Max_nodes: 16 | Time: 3.3051e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 43 | Max_nodes: 16 | Time: 3.3054e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 129 | Max_nodes: 16 | Time: 3.3057e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 310 | Max_nodes: 16 | Time: 3.3060e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 457 | Max_nodes: 16 | Time: 3.3061e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 44 | Max_nodes: 16 | Time: 3.3061e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 328 | Max_nodes: 16 | Time: 3.3066e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 75 | Max_nodes: 16 | Time: 3.3067e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 63 | Max_nodes: 16 | Time: 3.3069e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 14 | Max_nodes: 16 | Time: 3.3074e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 51 | Max_nodes: 16 | Time: 3.3076e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 363 | Max_nodes: 16 | Time: 3.3080e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 454 | Max_nodes: 16 | Time: 3.3090e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 315 | Max_nodes: 16 | Time: 3.3102e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 424 | Max_nodes: 16 | Time: 3.3106e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 352 | Max_nodes: 16 | Time: 3.3112e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 442 | Max_nodes: 16 | Time: 3.3114e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 65 | Max_nodes: 16 | Time: 3.3119e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 84 | Max_nodes: 16 | Time: 3.3120e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 105 | Max_nodes: 16 | Time: 3.3126e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 334 | Max_nodes: 16 | Time: 3.3129e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 35 | Max_nodes: 16 | Time: 3.3136e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 57 | Max_nodes: 16 | Time: 3.3141e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 339 | Max_nodes: 16 | Time: 3.3143e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 435 | Max_nodes: 16 | Time: 3.3149e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 39 | Max_nodes: 16 | Time: 3.3153e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 307 | Max_nodes: 16 | Time: 3.3154e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 291 | Max_nodes: 16 | Time: 3.3162e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 544 | Max_nodes: 16 | Time: 3.3167e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 366 | Max_nodes: 16 | Time: 3.3170e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 489 | Max_nodes: 16 | Time: 3.3171e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 579 | Max_nodes: 16 | Time: 3.3174e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 609 | Max_nodes: 16 | Time: 3.3186e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 69 | Max_nodes: 16 | Time: 3.3188e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 331 | Max_nodes: 16 | Time: 3.3193e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 99 | Max_nodes: 16 | Time: 3.3205e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 459 | Max_nodes: 16 | Time: 3.3210e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 81 | Max_nodes: 16 | Time: 3.3211e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 483 | Max_nodes: 16 | Time: 3.3217e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 181 | Max_nodes: 16 | Time: 3.3220e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 451 | Max_nodes: 16 | Time: 3.3252e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 690 | Max_nodes: 16 | Time: 3.3286e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 369 | Max_nodes: 16 | Time: 3.3287e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 340 | Max_nodes: 16 | Time: 3.3316e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 157 | Max_nodes: 16 | Time: 3.3326e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 138 | Max_nodes: 16 | Time: 3.3331e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 76 | Max_nodes: 16 | Time: 3.3379e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 603 | Max_nodes: 16 | Time: 3.3434e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 93 | Max_nodes: 16 | Time: 3.3497e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 123 | Max_nodes: 16 | Time: 3.3508e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 301 | Max_nodes: 16 | Time: 3.3684e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 45 | Max_nodes: 16 | Time: 3.3707e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 396 | Max_nodes: 16 | Time: 3.3712e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 664 | Max_nodes: 16 | Time: 3.3714e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 249 | Max_nodes: 16 | Time: 3.3857e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 41 | Max_nodes: 16 | Time: 3.3874e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 422 | Max_nodes: 16 | Time: 3.3927e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 416 | Max_nodes: 16 | Time: 3.3942e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 560 | Max_nodes: 16 | Time: 3.4001e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 398 | Max_nodes: 16 | Time: 3.4014e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 530 | Max_nodes: 16 | Time: 3.4024e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 86 | Max_nodes: 16 | Time: 3.4027e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 206 | Max_nodes: 16 | Time: 3.4028e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 278 | Max_nodes: 16 | Time: 3.4038e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 134 | Max_nodes: 16 | Time: 3.4051e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 564 | Max_nodes: 16 | Time: 3.4051e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 326 | Max_nodes: 16 | Time: 3.4062e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 536 | Max_nodes: 16 | Time: 3.4096e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 558 | Max_nodes: 16 | Time: 3.4099e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 414 | Max_nodes: 16 | Time: 3.4101e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 295 | Max_nodes: 16 | Time: 3.4110e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 368 | Max_nodes: 16 | Time: 3.4114e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 534 | Max_nodes: 16 | Time: 3.4127e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 470 | Max_nodes: 16 | Time: 3.4140e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 678 | Max_nodes: 16 | Time: 3.4141e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 680 | Max_nodes: 16 | Time: 3.4156e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 380 | Max_nodes: 16 | Time: 3.4157e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 410 | Max_nodes: 16 | Time: 3.4165e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 386 | Max_nodes: 16 | Time: 3.4169e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 428 | Max_nodes: 16 | Time: 3.4172e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 374 | Max_nodes: 16 | Time: 3.4182e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 254 | Max_nodes: 16 | Time: 3.4183e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 110 | Max_nodes: 16 | Time: 3.4186e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 404 | Max_nodes: 16 | Time: 3.4186e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 350 | Max_nodes: 16 | Time: 3.4189e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 638 | Max_nodes: 16 | Time: 3.4202e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 506 | Max_nodes: 16 | Time: 3.4206e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 518 | Max_nodes: 16 | Time: 3.4227e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 684 | Max_nodes: 16 | Time: 3.4252e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 271 | Max_nodes: 16 | Time: 3.4260e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 418 | Max_nodes: 16 | Time: 3.4278e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 175 | Max_nodes: 16 | Time: 3.4279e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 356 | Max_nodes: 16 | Time: 3.4292e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 284 | Max_nodes: 16 | Time: 3.4295e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 614 | Max_nodes: 16 | Time: 3.4301e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 554 | Max_nodes: 16 | Time: 3.4308e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 654 | Max_nodes: 16 | Time: 3.4311e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 446 | Max_nodes: 16 | Time: 3.4312e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 412 | Max_nodes: 16 | Time: 3.4316e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 391 | Max_nodes: 16 | Time: 3.4316e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 142 | Max_nodes: 16 | Time: 3.4316e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 230 | Max_nodes: 16 | Time: 3.4317e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 388 | Max_nodes: 16 | Time: 3.4318e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 626 | Max_nodes: 16 | Time: 3.4325e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 140 | Max_nodes: 16 | Time: 3.4326e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 103 | Max_nodes: 16 | Time: 3.4332e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 127 | Max_nodes: 16 | Time: 3.4333e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 247 | Max_nodes: 16 | Time: 3.4343e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 656 | Max_nodes: 16 | Time: 3.4344e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 494 | Max_nodes: 16 | Time: 3.4346e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 55 | Max_nodes: 16 | Time: 3.4348e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 265 | Max_nodes: 16 | Time: 3.4355e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 260 | Max_nodes: 16 | Time: 3.4363e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 367 | Max_nodes: 16 | Time: 3.4367e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 650 | Max_nodes: 16 | Time: 3.4381e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 286 | Max_nodes: 16 | Time: 3.4383e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 590 | Max_nodes: 16 | Time: 3.4386e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 500 | Max_nodes: 16 | Time: 3.4389e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 548 | Max_nodes: 16 | Time: 3.4389e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 702 | Max_nodes: 16 | Time: 3.4391e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 668 | Max_nodes: 16 | Time: 3.4396e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 658 | Max_nodes: 16 | Time: 3.4398e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 704 | Max_nodes: 16 | Time: 3.4399e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 409 | Max_nodes: 16 | Time: 3.4402e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 631 | Max_nodes: 16 | Time: 3.4407e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 708 | Max_nodes: 16 | Time: 3.4408e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 524 | Max_nodes: 16 | Time: 3.4413e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 644 | Max_nodes: 16 | Time: 3.4424e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 596 | Max_nodes: 16 | Time: 3.4430e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 542 | Max_nodes: 16 | Time: 3.4434e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 511 | Max_nodes: 16 | Time: 3.4438e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 79 | Max_nodes: 16 | Time: 3.4449e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 277 | Max_nodes: 16 | Time: 3.4452e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 620 | Max_nodes: 16 | Time: 3.4457e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 259 | Max_nodes: 16 | Time: 3.4457e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 607 | Max_nodes: 16 | Time: 3.4467e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 532 | Max_nodes: 16 | Time: 3.4469e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 118 | Max_nodes: 16 | Time: 3.4472e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 652 | Max_nodes: 16 | Time: 3.4473e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 526 | Max_nodes: 16 | Time: 3.4474e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 199 | Max_nodes: 16 | Time: 3.4477e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 116 | Max_nodes: 16 | Time: 3.4478e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 238 | Max_nodes: 16 | Time: 3.4478e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 698 | Max_nodes: 16 | Time: 3.4482e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 149 | Max_nodes: 16 | Time: 3.4491e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 643 | Max_nodes: 16 | Time: 3.4491e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 622 | Max_nodes: 16 | Time: 3.4497e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 712 | Max_nodes: 16 | Time: 3.4498e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 706 | Max_nodes: 16 | Time: 3.4509e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 714 | Max_nodes: 16 | Time: 3.4511e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 487 | Max_nodes: 16 | Time: 3.4514e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 343 | Max_nodes: 16 | Time: 3.4515e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 508 | Max_nodes: 16 | Time: 3.4516e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 139 | Max_nodes: 16 | Time: 3.4518e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 266 | Max_nodes: 16 | Time: 3.4518e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 682 | Max_nodes: 16 | Time: 3.4523e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 205 | Max_nodes: 16 | Time: 3.4524e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 583 | Max_nodes: 16 | Time: 3.4525e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 283 | Max_nodes: 16 | Time: 3.4531e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 141 | Max_nodes: 16 | Time: 3.4543e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 109 | Max_nodes: 16 | Time: 3.4544e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 379 | Max_nodes: 16 | Time: 3.4548e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 692 | Max_nodes: 16 | Time: 3.4553e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 253 | Max_nodes: 16 | Time: 3.4554e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 476 | Max_nodes: 16 | Time: 3.4555e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 133 | Max_nodes: 16 | Time: 3.4565e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 223 | Max_nodes: 16 | Time: 3.4579e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 403 | Max_nodes: 16 | Time: 3.4579e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 385 | Max_nodes: 16 | Time: 3.4581e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 125 | Max_nodes: 16 | Time: 3.4583e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 700 | Max_nodes: 16 | Time: 3.4586e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 421 | Max_nodes: 16 | Time: 3.4591e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 319 | Max_nodes: 16 | Time: 3.4593e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 517 | Max_nodes: 16 | Time: 3.4597e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 268 | Max_nodes: 16 | Time: 3.4600e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 397 | Max_nodes: 16 | Time: 3.4600e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 101 | Max_nodes: 16 | Time: 3.4605e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 29 | Max_nodes: 16 | Time: 3.4605e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 625 | Max_nodes: 16 | Time: 3.4618e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 523 | Max_nodes: 16 | Time: 3.4619e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 619 | Max_nodes: 16 | Time: 3.4623e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 572 | Max_nodes: 16 | Time: 3.4623e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 235 | Max_nodes: 16 | Time: 3.4625e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 439 | Max_nodes: 16 | Time: 3.4627e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 598 | Max_nodes: 16 | Time: 3.4628e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 637 | Max_nodes: 16 | Time: 3.4628e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 23 | Max_nodes: 16 | Time: 3.4630e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 697 | Max_nodes: 16 | Time: 3.4631e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 267 | Max_nodes: 16 | Time: 3.4635e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 553 | Max_nodes: 16 | Time: 3.4637e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 406 | Max_nodes: 16 | Time: 3.4638e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 463 | Max_nodes: 16 | Time: 3.4641e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 499 | Max_nodes: 16 | Time: 3.4643e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 85 | Max_nodes: 16 | Time: 3.4644e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 221 | Max_nodes: 16 | Time: 3.4650e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 646 | Max_nodes: 16 | Time: 3.4651e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 137 | Max_nodes: 16 | Time: 3.4657e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 245 | Max_nodes: 16 | Time: 3.4658e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 507 | Max_nodes: 16 | Time: 3.4658e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 605 | Max_nodes: 16 | Time: 3.4658e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 131 | Max_nodes: 16 | Time: 3.4660e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 77 | Max_nodes: 16 | Time: 3.4666e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 373 | Max_nodes: 16 | Time: 3.4666e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 649 | Max_nodes: 16 | Time: 3.4668e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 613 | Max_nodes: 16 | Time: 3.4669e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 505 | Max_nodes: 16 | Time: 3.4671e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 111 | Max_nodes: 16 | Time: 3.4676e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 229 | Max_nodes: 16 | Time: 3.4676e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 445 | Max_nodes: 16 | Time: 3.4685e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 173 | Max_nodes: 16 | Time: 3.4689e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 550 | Max_nodes: 16 | Time: 3.4691e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 562 | Max_nodes: 16 | Time: 3.4699e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 556 | Max_nodes: 16 | Time: 3.4700e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 595 | Max_nodes: 16 | Time: 3.4713e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 377 | Max_nodes: 16 | Time: 3.4717e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 673 | Max_nodes: 16 | Time: 3.4720e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 493 | Max_nodes: 16 | Time: 3.4730e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 107 | Max_nodes: 16 | Time: 3.4732e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 621 | Max_nodes: 16 | Time: 3.4735e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 531 | Max_nodes: 16 | Time: 3.4744e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 375 | Max_nodes: 16 | Time: 3.4751e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 694 | Max_nodes: 16 | Time: 3.4762e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 691 | Max_nodes: 16 | Time: 3.4763e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 485 | Max_nodes: 16 | Time: 3.4767e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 478 | Max_nodes: 16 | Time: 3.4768e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 365 | Max_nodes: 16 | Time: 3.4774e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 135 | Max_nodes: 16 | Time: 3.4774e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 355 | Max_nodes: 16 | Time: 3.4775e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 676 | Max_nodes: 16 | Time: 3.4777e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 670 | Max_nodes: 16 | Time: 3.4782e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 615 | Max_nodes: 16 | Time: 3.4785e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 95 | Max_nodes: 16 | Time: 3.4785e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 617 | Max_nodes: 16 | Time: 3.4786e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 430 | Max_nodes: 16 | Time: 3.4790e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 53 | Max_nodes: 16 | Time: 3.4792e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 667 | Max_nodes: 16 | Time: 3.4798e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 661 | Max_nodes: 16 | Time: 3.4798e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 529 | Max_nodes: 16 | Time: 3.4802e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 547 | Max_nodes: 16 | Time: 3.4805e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 589 | Max_nodes: 16 | Time: 3.4805e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 437 | Max_nodes: 16 | Time: 3.4808e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 341 | Max_nodes: 16 | Time: 3.4812e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 257 | Max_nodes: 16 | Time: 3.4815e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 349 | Max_nodes: 16 | Time: 3.4824e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 325 | Max_nodes: 16 | Time: 3.4828e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 699 | Max_nodes: 16 | Time: 3.4829e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 627 | Max_nodes: 16 | Time: 3.4831e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 87 | Max_nodes: 16 | Time: 3.4833e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 574 | Max_nodes: 16 | Time: 3.4846e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 502 | Max_nodes: 16 | Time: 3.4854e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 461 | Max_nodes: 16 | Time: 3.4856e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 117 | Max_nodes: 16 | Time: 3.4856e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 541 | Max_nodes: 16 | Time: 3.4860e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 293 | Max_nodes: 16 | Time: 3.4865e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 651 | Max_nodes: 16 | Time: 3.4876e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 662 | Max_nodes: 16 | Time: 3.4879e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 255 | Max_nodes: 16 | Time: 3.4879e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 491 | Max_nodes: 16 | Time: 3.4879e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 497 | Max_nodes: 16 | Time: 3.4905e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 47 | Max_nodes: 16 | Time: 3.4908e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 261 | Max_nodes: 16 | Time: 3.4909e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 571 | Max_nodes: 16 | Time: 3.4920e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 382 | Max_nodes: 16 | Time: 3.4940e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 83 | Max_nodes: 16 | Time: 3.4973e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 236 | Max_nodes: 16 | Time: 3.4978e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 411 | Max_nodes: 16 | Time: 3.4989e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 475 | Max_nodes: 16 | Time: 3.4990e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 688 | Max_nodes: 16 | Time: 3.5010e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 115 | Max_nodes: 16 | Time: 3.5012e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 381 | Max_nodes: 16 | Time: 3.5070e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 262 | Max_nodes: 16 | Time: 3.5071e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 674 | Max_nodes: 16 | Time: 3.5078e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 501 | Max_nodes: 16 | Time: 3.5102e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 427 | Max_nodes: 16 | Time: 3.5122e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 59 | Max_nodes: 16 | Time: 3.5126e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 371 | Max_nodes: 16 | Time: 3.5146e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 675 | Max_nodes: 16 | Time: 3.5159e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 581 | Max_nodes: 16 | Time: 3.5168e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 628 | Max_nodes: 16 | Time: 3.5198e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 251 | Max_nodes: 16 | Time: 3.5209e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 358 | Max_nodes: 16 | Time: 3.5233e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 538 | Max_nodes: 16 | Time: 3.5245e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 71 | Max_nodes: 16 | Time: 3.5303e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 89 | Max_nodes: 16 | Time: 3.5306e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 197 | Max_nodes: 16 | Time: 3.5309e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 113 | Max_nodes: 16 | Time: 3.5345e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 387 | Max_nodes: 16 | Time: 3.5410e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 317 | Max_nodes: 16 | Time: 3.5472e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 555 | Max_nodes: 16 | Time: 3.5483e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 495 | Max_nodes: 16 | Time: 3.5551e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 469 | Max_nodes: 16 | Time: 3.5583e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 611 | Max_nodes: 16 | Time: 3.5592e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 568 | Max_nodes: 16 | Time: 3.5726e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 566 | Max_nodes: 16 | Time: 3.5739e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 686 | Max_nodes: 16 | Time: 3.5918e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 710 | Max_nodes: 16 | Time: 3.5928e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 655 | Max_nodes: 16 | Time: 3.6063e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 415 | Max_nodes: 16 | Time: 3.6081e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 715 | Max_nodes: 16 | Time: 3.6168e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 269 | Max_nodes: 16 | Time: 3.6178e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 535 | Max_nodes: 16 | Time: 3.6207e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 509 | Max_nodes: 16 | Time: 3.6320e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 716 | Max_nodes: 16 | Time: 3.6322e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 679 | Max_nodes: 16 | Time: 3.6324e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 119 | Max_nodes: 16 | Time: 3.6355e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 389 | Max_nodes: 16 | Time: 3.6374e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 143 | Max_nodes: 16 | Time: 3.6385e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 559 | Max_nodes: 16 | Time: 3.6424e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 701 | Max_nodes: 16 | Time: 3.6432e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 533 | Max_nodes: 16 | Time: 3.6432e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 623 | Max_nodes: 16 | Time: 3.6441e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 653 | Max_nodes: 16 | Time: 3.6461e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 263 | Max_nodes: 16 | Time: 3.6464e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 718 | Max_nodes: 16 | Time: 3.6478e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 703 | Max_nodes: 16 | Time: 3.6503e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 413 | Max_nodes: 16 | Time: 3.6522e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 685 | Max_nodes: 16 | Time: 3.6553e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 565 | Max_nodes: 16 | Time: 3.6560e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 629 | Max_nodes: 16 | Time: 3.6577e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 677 | Max_nodes: 16 | Time: 3.6669e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 503 | Max_nodes: 16 | Time: 3.6770e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 709 | Max_nodes: 16 | Time: 3.7113e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 557 | Max_nodes: 16 | Time: 3.7125e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 383 | Max_nodes: 16 | Time: 3.7128e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 153 | Max_nodes: 17 | Time: 3.1468e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 321 | Max_nodes: 17 | Time: 3.3136e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 465 | Max_nodes: 17 | Time: 3.3139e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 441 | Max_nodes: 17 | Time: 3.3157e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 201 | Max_nodes: 17 | Time: 3.3195e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 333 | Max_nodes: 17 | Time: 3.3213e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 161 | Max_nodes: 17 | Time: 3.3214e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 305 | Max_nodes: 17 | Time: 3.3230e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 185 | Max_nodes: 17 | Time: 3.3237e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 453 | Max_nodes: 17 | Time: 3.3238e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 189 | Max_nodes: 17 | Time: 3.3238e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 585 | Max_nodes: 17 | Time: 3.3245e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 225 | Max_nodes: 17 | Time: 3.3257e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 303 | Max_nodes: 17 | Time: 3.3258e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 155 | Max_nodes: 17 | Time: 3.3265e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 633 | Max_nodes: 17 | Time: 3.3300e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 213 | Max_nodes: 17 | Time: 3.3301e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 309 | Max_nodes: 17 | Time: 3.3307e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 297 | Max_nodes: 17 | Time: 3.3308e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 273 | Max_nodes: 17 | Time: 3.3323e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 393 | Max_nodes: 17 | Time: 3.3337e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 165 | Max_nodes: 17 | Time: 3.3348e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 177 | Max_nodes: 17 | Time: 3.3363e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 159 | Max_nodes: 17 | Time: 3.3376e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 513 | Max_nodes: 17 | Time: 3.3382e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 183 | Max_nodes: 17 | Time: 3.3392e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 345 | Max_nodes: 17 | Time: 3.3481e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 357 | Max_nodes: 17 | Time: 3.4726e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 467 | Max_nodes: 17 | Time: 3.4729e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 423 | Max_nodes: 17 | Time: 3.4748e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 665 | Max_nodes: 17 | Time: 3.4756e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 471 | Max_nodes: 17 | Time: 3.4780e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 399 | Max_nodes: 17 | Time: 3.4787e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 597 | Max_nodes: 17 | Time: 3.4801e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 429 | Max_nodes: 17 | Time: 3.4810e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 311 | Max_nodes: 17 | Time: 3.4815e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 449 | Max_nodes: 17 | Time: 3.4817e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 351 | Max_nodes: 17 | Time: 3.4820e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 237 | Max_nodes: 17 | Time: 3.4825e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 401 | Max_nodes: 17 | Time: 3.4833e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 455 | Max_nodes: 17 | Time: 3.4846e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 669 | Max_nodes: 17 | Time: 3.4854e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 693 | Max_nodes: 17 | Time: 3.4854e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 179 | Max_nodes: 17 | Time: 3.4863e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 657 | Max_nodes: 17 | Time: 3.4866e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 473 | Max_nodes: 17 | Time: 3.4867e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 425 | Max_nodes: 17 | Time: 3.4871e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 705 | Max_nodes: 17 | Time: 3.4873e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 641 | Max_nodes: 17 | Time: 3.4873e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 209 | Max_nodes: 17 | Time: 3.4883e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 347 | Max_nodes: 17 | Time: 3.4896e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 635 | Max_nodes: 17 | Time: 3.4899e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 405 | Max_nodes: 17 | Time: 3.4899e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 525 | Max_nodes: 17 | Time: 3.4901e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 573 | Max_nodes: 17 | Time: 3.4909e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 231 | Max_nodes: 17 | Time: 3.4910e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 447 | Max_nodes: 17 | Time: 3.4914e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 639 | Max_nodes: 17 | Time: 3.4914e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 681 | Max_nodes: 17 | Time: 3.4920e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 233 | Max_nodes: 17 | Time: 3.4927e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 545 | Max_nodes: 17 | Time: 3.4931e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 395 | Max_nodes: 17 | Time: 3.4933e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 191 | Max_nodes: 17 | Time: 3.4941e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 477 | Max_nodes: 17 | Time: 3.4946e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 593 | Max_nodes: 17 | Time: 3.4947e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 299 | Max_nodes: 17 | Time: 3.4948e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 285 | Max_nodes: 17 | Time: 3.4948e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 207 | Max_nodes: 17 | Time: 3.4950e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 543 | Max_nodes: 17 | Time: 3.4952e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 663 | Max_nodes: 17 | Time: 3.4958e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 549 | Max_nodes: 17 | Time: 3.4965e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 167 | Max_nodes: 17 | Time: 3.4965e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 279 | Max_nodes: 17 | Time: 3.4966e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 215 | Max_nodes: 17 | Time: 3.4988e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 519 | Max_nodes: 17 | Time: 3.4988e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 281 | Max_nodes: 17 | Time: 3.4998e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 323 | Max_nodes: 17 | Time: 3.5013e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 521 | Max_nodes: 17 | Time: 3.5016e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 515 | Max_nodes: 17 | Time: 3.5040e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 537 | Max_nodes: 17 | Time: 3.5076e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 561 | Max_nodes: 17 | Time: 3.5085e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 417 | Max_nodes: 17 | Time: 3.5091e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 591 | Max_nodes: 17 | Time: 3.5111e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 329 | Max_nodes: 17 | Time: 3.5198e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 227 | Max_nodes: 17 | Time: 3.5283e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 335 | Max_nodes: 17 | Time: 3.5292e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 587 | Max_nodes: 17 | Time: 3.5345e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 353 | Max_nodes: 17 | Time: 3.5384e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 327 | Max_nodes: 17 | Time: 3.5470e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 275 | Max_nodes: 17 | Time: 3.5491e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 443 | Max_nodes: 17 | Time: 3.5535e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 645 | Max_nodes: 17 | Time: 3.5598e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 359 | Max_nodes: 17 | Time: 3.6319e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 713 | Max_nodes: 17 | Time: 3.6342e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 551 | Max_nodes: 17 | Time: 3.6372e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 479 | Max_nodes: 17 | Time: 3.6442e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 575 | Max_nodes: 17 | Time: 3.6488e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 419 | Max_nodes: 17 | Time: 3.6521e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 689 | Max_nodes: 17 | Time: 3.6525e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 711 | Max_nodes: 17 | Time: 3.6531e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 695 | Max_nodes: 17 | Time: 3.6538e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 671 | Max_nodes: 17 | Time: 3.6545e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 717 | Max_nodes: 17 | Time: 3.6548e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 707 | Max_nodes: 17 | Time: 3.6549e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 683 | Max_nodes: 17 | Time: 3.6556e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 527 | Max_nodes: 17 | Time: 3.6556e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 569 | Max_nodes: 17 | Time: 3.6558e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 287 | Max_nodes: 17 | Time: 3.6558e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 431 | Max_nodes: 17 | Time: 3.6582e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 647 | Max_nodes: 17 | Time: 3.6589e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 563 | Max_nodes: 17 | Time: 3.6619e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 539 | Max_nodes: 17 | Time: 3.6620e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 659 | Max_nodes: 17 | Time: 3.6621e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 203 | Max_nodes: 17 | Time: 3.6627e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 687 | Max_nodes: 17 | Time: 3.6680e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 239 | Max_nodes: 17 | Time: 3.6826e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 567 | Max_nodes: 17 | Time: 3.6893e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 599 | Max_nodes: 17 | Time: 3.7020e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 407 | Max_nodes: 17 | Time: 3.7131e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 719 | Max_nodes: 17 | Time: 3.8107e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| - -........................... -Average time: 3.3753e-05s - -________________________________________________________________________________________________ - -600 permutations have 16 max nodes. -Index: 0 | Active_nodes: 11 | Time: 2.8796e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 144 | Active_nodes: 11 | Time: 3.0496e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 120 | Active_nodes: 11 | Time: 3.0520e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 150 | Active_nodes: 11 | Time: 3.0532e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 152 | Active_nodes: 11 | Time: 3.0563e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 32 | Active_nodes: 11 | Time: 3.0571e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 8 | Active_nodes: 11 | Time: 3.0578e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 312 | Active_nodes: 11 | Time: 3.0584e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 24 | Active_nodes: 11 | Time: 3.0592e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 30 | Active_nodes: 11 | Time: 3.0597e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 48 | Active_nodes: 11 | Time: 3.0603e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 156 | Active_nodes: 11 | Time: 3.0609e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 2 | Active_nodes: 11 | Time: 3.0610e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 360 | Active_nodes: 11 | Time: 3.0613e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 180 | Active_nodes: 11 | Time: 3.0615e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 6 | Active_nodes: 11 | Time: 3.0623e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 300 | Active_nodes: 11 | Time: 3.0650e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 240 | Active_nodes: 11 | Time: 3.0705e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 432 | Active_nodes: 11 | Time: 3.0719e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 72 | Active_nodes: 11 | Time: 3.0722e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 1 | Active_nodes: 11 | Time: 3.0724e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 288 | Active_nodes: 11 | Time: 3.0736e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 12 | Active_nodes: 11 | Time: 3.0765e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 154 | Active_nodes: 11 | Time: 3.0801e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 168 | Active_nodes: 11 | Time: 3.0807e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 192 | Active_nodes: 11 | Time: 3.0813e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 60 | Active_nodes: 11 | Time: 3.0832e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 336 | Active_nodes: 11 | Time: 3.0845e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 34 | Active_nodes: 11 | Time: 3.0851e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 162 | Active_nodes: 11 | Time: 3.0876e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 306 | Active_nodes: 11 | Time: 3.0877e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 66 | Active_nodes: 11 | Time: 3.0891e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 96 | Active_nodes: 11 | Time: 3.0899e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 186 | Active_nodes: 11 | Time: 3.0937e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 160 | Active_nodes: 11 | Time: 3.0943e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 4 | Active_nodes: 11 | Time: 3.0963e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 18 | Active_nodes: 11 | Time: 3.0971e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 456 | Active_nodes: 11 | Time: 3.0977e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 576 | Active_nodes: 11 | Time: 3.0979e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 40 | Active_nodes: 11 | Time: 3.1013e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 480 | Active_nodes: 11 | Time: 3.1031e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 330 | Active_nodes: 11 | Time: 3.1044e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 16 | Active_nodes: 11 | Time: 3.1066e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 600 | Active_nodes: 11 | Time: 3.1067e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 42 | Active_nodes: 11 | Time: 3.1092e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 90 | Active_nodes: 11 | Time: 3.1095e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 36 | Active_nodes: 11 | Time: 3.1218e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 450 | Active_nodes: 11 | Time: 3.1239e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 3 | Active_nodes: 11 | Time: 3.1274e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 210 | Active_nodes: 11 | Time: 3.1293e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 216 | Active_nodes: 11 | Time: 3.1305e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 9 | Active_nodes: 11 | Time: 3.1348e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 10 | Active_nodes: 11 | Time: 3.1356e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 304 | Active_nodes: 11 | Time: 3.1428e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 33 | Active_nodes: 11 | Time: 3.1479e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 64 | Active_nodes: 11 | Time: 3.1811e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 184 | Active_nodes: 11 | Time: 3.2003e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 176 | Active_nodes: 11 | Time: 3.2191e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 320 | Active_nodes: 11 | Time: 3.2223e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 444 | Active_nodes: 11 | Time: 3.2254e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 126 | Active_nodes: 11 | Time: 3.2259e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 26 | Active_nodes: 11 | Time: 3.2265e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 272 | Active_nodes: 11 | Time: 3.2283e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 296 | Active_nodes: 11 | Time: 3.2290e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 122 | Active_nodes: 11 | Time: 3.2291e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 198 | Active_nodes: 11 | Time: 3.2296e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 54 | Active_nodes: 11 | Time: 3.2304e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 78 | Active_nodes: 11 | Time: 3.2313e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 438 | Active_nodes: 11 | Time: 3.2315e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 294 | Active_nodes: 11 | Time: 3.2316e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 38 | Active_nodes: 11 | Time: 3.2322e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 510 | Active_nodes: 11 | Time: 3.2324e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 200 | Active_nodes: 11 | Time: 3.2331e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 434 | Active_nodes: 11 | Time: 3.2334e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 298 | Active_nodes: 11 | Time: 3.2336e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 50 | Active_nodes: 11 | Time: 3.2337e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 302 | Active_nodes: 11 | Time: 3.2343e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 420 | Active_nodes: 11 | Time: 3.2347e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 56 | Active_nodes: 11 | Time: 3.2348e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 174 | Active_nodes: 11 | Time: 3.2349e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 270 | Active_nodes: 11 | Time: 3.2350e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 74 | Active_nodes: 11 | Time: 3.2354e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 290 | Active_nodes: 11 | Time: 3.2362e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 62 | Active_nodes: 11 | Time: 3.2371e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 182 | Active_nodes: 11 | Time: 3.2385e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 146 | Active_nodes: 11 | Time: 3.2392e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 276 | Active_nodes: 11 | Time: 3.2393e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 204 | Active_nodes: 11 | Time: 3.2394e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 248 | Active_nodes: 11 | Time: 3.2396e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 314 | Active_nodes: 11 | Time: 3.2399e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 516 | Active_nodes: 11 | Time: 3.2401e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 504 | Active_nodes: 11 | Time: 3.2407e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 170 | Active_nodes: 11 | Time: 3.2412e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 338 | Active_nodes: 11 | Time: 3.2421e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 194 | Active_nodes: 11 | Time: 3.2428e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 392 | Active_nodes: 11 | Time: 3.2428e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 252 | Active_nodes: 11 | Time: 3.2431e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 178 | Active_nodes: 11 | Time: 3.2436e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 408 | Active_nodes: 11 | Time: 3.2437e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 132 | Active_nodes: 11 | Time: 3.2444e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 246 | Active_nodes: 11 | Time: 3.2446e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 264 | Active_nodes: 11 | Time: 3.2446e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 528 | Active_nodes: 11 | Time: 3.2448e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 402 | Active_nodes: 11 | Time: 3.2451e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 512 | Active_nodes: 11 | Time: 3.2451e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 390 | Active_nodes: 11 | Time: 3.2451e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 242 | Active_nodes: 11 | Time: 3.2454e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 552 | Active_nodes: 11 | Time: 3.2457e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 486 | Active_nodes: 11 | Time: 3.2461e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 492 | Active_nodes: 11 | Time: 3.2473e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 324 | Active_nodes: 11 | Time: 3.2475e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 362 | Active_nodes: 11 | Time: 3.2480e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 292 | Active_nodes: 11 | Time: 3.2492e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 128 | Active_nodes: 11 | Time: 3.2492e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 372 | Active_nodes: 11 | Time: 3.2492e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 308 | Active_nodes: 11 | Time: 3.2494e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 632 | Active_nodes: 11 | Time: 3.2507e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 540 | Active_nodes: 11 | Time: 3.2508e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 121 | Active_nodes: 11 | Time: 3.2512e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 145 | Active_nodes: 11 | Time: 3.2514e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 482 | Active_nodes: 11 | Time: 3.2519e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 130 | Active_nodes: 11 | Time: 3.2523e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 488 | Active_nodes: 11 | Time: 3.2530e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 7 | Active_nodes: 11 | Time: 3.2535e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 220 | Active_nodes: 11 | Time: 3.2539e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 188 | Active_nodes: 11 | Time: 3.2544e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 378 | Active_nodes: 11 | Time: 3.2550e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 282 | Active_nodes: 11 | Time: 3.2550e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 458 | Active_nodes: 11 | Time: 3.2557e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 344 | Active_nodes: 11 | Time: 3.2557e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 218 | Active_nodes: 11 | Time: 3.2562e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 228 | Active_nodes: 11 | Time: 3.2563e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 151 | Active_nodes: 11 | Time: 3.2566e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 636 | Active_nodes: 11 | Time: 3.2567e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 68 | Active_nodes: 11 | Time: 3.2568e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 25 | Active_nodes: 11 | Time: 3.2569e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 582 | Active_nodes: 11 | Time: 3.2571e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 258 | Active_nodes: 11 | Time: 3.2575e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 104 | Active_nodes: 11 | Time: 3.2577e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 124 | Active_nodes: 11 | Time: 3.2581e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 108 | Active_nodes: 11 | Time: 3.2581e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 468 | Active_nodes: 11 | Time: 3.2582e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 148 | Active_nodes: 11 | Time: 3.2588e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 169 | Active_nodes: 11 | Time: 3.2590e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 342 | Active_nodes: 11 | Time: 3.2595e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 172 | Active_nodes: 11 | Time: 3.2595e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 440 | Active_nodes: 11 | Time: 3.2598e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 164 | Active_nodes: 11 | Time: 3.2608e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 384 | Active_nodes: 11 | Time: 3.2614e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 584 | Active_nodes: 11 | Time: 3.2615e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 464 | Active_nodes: 11 | Time: 3.2624e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 222 | Active_nodes: 11 | Time: 3.2635e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 289 | Active_nodes: 11 | Time: 3.2637e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 49 | Active_nodes: 11 | Time: 3.2638e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 426 | Active_nodes: 11 | Time: 3.2639e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 224 | Active_nodes: 11 | Time: 3.2640e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 672 | Active_nodes: 11 | Time: 3.2648e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 274 | Active_nodes: 11 | Time: 3.2650e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 106 | Active_nodes: 11 | Time: 3.2651e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 52 | Active_nodes: 11 | Time: 3.2655e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 241 | Active_nodes: 11 | Time: 3.2661e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 226 | Active_nodes: 11 | Time: 3.2663e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 250 | Active_nodes: 11 | Time: 3.2664e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 466 | Active_nodes: 11 | Time: 3.2668e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 337 | Active_nodes: 11 | Time: 3.2671e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 354 | Active_nodes: 11 | Time: 3.2671e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 612 | Active_nodes: 11 | Time: 3.2672e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 348 | Active_nodes: 11 | Time: 3.2682e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 630 | Active_nodes: 11 | Time: 3.2682e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 244 | Active_nodes: 11 | Time: 3.2690e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 394 | Active_nodes: 11 | Time: 3.2691e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 114 | Active_nodes: 11 | Time: 3.2693e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 316 | Active_nodes: 11 | Time: 3.2693e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 634 | Active_nodes: 11 | Time: 3.2705e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 92 | Active_nodes: 11 | Time: 3.2708e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 196 | Active_nodes: 11 | Time: 3.2713e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 202 | Active_nodes: 11 | Time: 3.2714e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 578 | Active_nodes: 11 | Time: 3.2721e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 660 | Active_nodes: 11 | Time: 3.2722e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 166 | Active_nodes: 11 | Time: 3.2723e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 217 | Active_nodes: 11 | Time: 3.2726e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 361 | Active_nodes: 11 | Time: 3.2728e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 80 | Active_nodes: 11 | Time: 3.2728e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 624 | Active_nodes: 11 | Time: 3.2728e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 212 | Active_nodes: 11 | Time: 3.2729e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 256 | Active_nodes: 11 | Time: 3.2736e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 31 | Active_nodes: 11 | Time: 3.2737e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 608 | Active_nodes: 11 | Time: 3.2737e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 610 | Active_nodes: 11 | Time: 3.2744e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 602 | Active_nodes: 11 | Time: 3.2744e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 136 | Active_nodes: 11 | Time: 3.2753e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 588 | Active_nodes: 11 | Time: 3.2756e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 498 | Active_nodes: 11 | Time: 3.2757e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 234 | Active_nodes: 11 | Time: 3.2757e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 606 | Active_nodes: 11 | Time: 3.2759e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 97 | Active_nodes: 11 | Time: 3.2759e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 642 | Active_nodes: 11 | Time: 3.2759e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 147 | Active_nodes: 11 | Time: 3.2764e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 364 | Active_nodes: 11 | Time: 3.2767e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 98 | Active_nodes: 11 | Time: 3.2774e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 46 | Active_nodes: 11 | Time: 3.2776e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 546 | Active_nodes: 11 | Time: 3.2784e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 346 | Active_nodes: 11 | Time: 3.2786e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 313 | Active_nodes: 11 | Time: 3.2787e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 193 | Active_nodes: 11 | Time: 3.2791e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 618 | Active_nodes: 11 | Time: 3.2797e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 522 | Active_nodes: 11 | Time: 3.2800e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 100 | Active_nodes: 11 | Time: 3.2802e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 22 | Active_nodes: 11 | Time: 3.2806e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 163 | Active_nodes: 11 | Time: 3.2808e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 322 | Active_nodes: 11 | Time: 3.2817e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 462 | Active_nodes: 11 | Time: 3.2820e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 73 | Active_nodes: 11 | Time: 3.2823e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 332 | Active_nodes: 11 | Time: 3.2825e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 82 | Active_nodes: 11 | Time: 3.2830e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 70 | Active_nodes: 11 | Time: 3.2831e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 586 | Active_nodes: 11 | Time: 3.2832e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 594 | Active_nodes: 11 | Time: 3.2834e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 400 | Active_nodes: 11 | Time: 3.2835e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 318 | Active_nodes: 11 | Time: 3.2835e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 280 | Active_nodes: 11 | Time: 3.2837e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 514 | Active_nodes: 11 | Time: 3.2838e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 696 | Active_nodes: 11 | Time: 3.2843e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 28 | Active_nodes: 11 | Time: 3.2846e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 19 | Active_nodes: 11 | Time: 3.2871e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 112 | Active_nodes: 11 | Time: 3.2877e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 460 | Active_nodes: 11 | Time: 3.2879e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 232 | Active_nodes: 11 | Time: 3.2879e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 20 | Active_nodes: 11 | Time: 3.2881e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 37 | Active_nodes: 11 | Time: 3.2883e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 490 | Active_nodes: 11 | Time: 3.2885e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 666 | Active_nodes: 11 | Time: 3.2889e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 604 | Active_nodes: 11 | Time: 3.2896e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 94 | Active_nodes: 11 | Time: 3.2898e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 158 | Active_nodes: 11 | Time: 3.2902e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 648 | Active_nodes: 11 | Time: 3.2906e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 13 | Active_nodes: 11 | Time: 3.2906e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 190 | Active_nodes: 11 | Time: 3.2911e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 27 | Active_nodes: 11 | Time: 3.2917e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 88 | Active_nodes: 11 | Time: 3.2920e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 5 | Active_nodes: 11 | Time: 3.2926e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 208 | Active_nodes: 11 | Time: 3.2927e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 376 | Active_nodes: 11 | Time: 3.2929e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 17 | Active_nodes: 11 | Time: 3.2930e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 577 | Active_nodes: 11 | Time: 3.2932e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 187 | Active_nodes: 11 | Time: 3.2932e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 214 | Active_nodes: 11 | Time: 3.2933e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 484 | Active_nodes: 11 | Time: 3.2934e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 102 | Active_nodes: 11 | Time: 3.2936e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 580 | Active_nodes: 11 | Time: 3.2937e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 67 | Active_nodes: 11 | Time: 3.2939e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 219 | Active_nodes: 11 | Time: 3.2939e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 496 | Active_nodes: 11 | Time: 3.2960e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 243 | Active_nodes: 11 | Time: 3.2967e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 601 | Active_nodes: 11 | Time: 3.2973e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 474 | Active_nodes: 11 | Time: 3.2976e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 570 | Active_nodes: 11 | Time: 3.2980e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 211 | Active_nodes: 11 | Time: 3.2982e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 436 | Active_nodes: 11 | Time: 3.2989e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 452 | Active_nodes: 11 | Time: 3.2991e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 370 | Active_nodes: 11 | Time: 3.2994e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 91 | Active_nodes: 11 | Time: 3.2997e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 11 | Active_nodes: 11 | Time: 3.3009e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 21 | Active_nodes: 11 | Time: 3.3010e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 520 | Active_nodes: 11 | Time: 3.3011e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 640 | Active_nodes: 11 | Time: 3.3012e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 616 | Active_nodes: 11 | Time: 3.3012e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 433 | Active_nodes: 11 | Time: 3.3012e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 15 | Active_nodes: 11 | Time: 3.3021e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 592 | Active_nodes: 11 | Time: 3.3028e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 58 | Active_nodes: 11 | Time: 3.3029e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 448 | Active_nodes: 11 | Time: 3.3032e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 481 | Active_nodes: 11 | Time: 3.3035e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 195 | Active_nodes: 11 | Time: 3.3038e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 472 | Active_nodes: 11 | Time: 3.3041e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 171 | Active_nodes: 11 | Time: 3.3049e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 61 | Active_nodes: 11 | Time: 3.3051e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 43 | Active_nodes: 11 | Time: 3.3054e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 129 | Active_nodes: 11 | Time: 3.3057e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 310 | Active_nodes: 11 | Time: 3.3060e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 457 | Active_nodes: 11 | Time: 3.3061e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 44 | Active_nodes: 11 | Time: 3.3061e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 328 | Active_nodes: 11 | Time: 3.3066e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 75 | Active_nodes: 11 | Time: 3.3067e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 63 | Active_nodes: 11 | Time: 3.3069e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 14 | Active_nodes: 11 | Time: 3.3074e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 51 | Active_nodes: 11 | Time: 3.3076e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 363 | Active_nodes: 11 | Time: 3.3080e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 454 | Active_nodes: 11 | Time: 3.3090e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 315 | Active_nodes: 11 | Time: 3.3102e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 424 | Active_nodes: 11 | Time: 3.3106e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 352 | Active_nodes: 11 | Time: 3.3112e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 442 | Active_nodes: 11 | Time: 3.3114e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 65 | Active_nodes: 11 | Time: 3.3119e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 84 | Active_nodes: 11 | Time: 3.3120e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 105 | Active_nodes: 11 | Time: 3.3126e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 334 | Active_nodes: 11 | Time: 3.3129e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 35 | Active_nodes: 11 | Time: 3.3136e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 57 | Active_nodes: 11 | Time: 3.3141e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 339 | Active_nodes: 11 | Time: 3.3143e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 435 | Active_nodes: 11 | Time: 3.3149e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 39 | Active_nodes: 11 | Time: 3.3153e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 307 | Active_nodes: 11 | Time: 3.3154e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 291 | Active_nodes: 11 | Time: 3.3162e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 544 | Active_nodes: 11 | Time: 3.3167e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 366 | Active_nodes: 11 | Time: 3.3170e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 489 | Active_nodes: 11 | Time: 3.3171e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 579 | Active_nodes: 11 | Time: 3.3174e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 609 | Active_nodes: 11 | Time: 3.3186e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 69 | Active_nodes: 11 | Time: 3.3188e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 331 | Active_nodes: 11 | Time: 3.3193e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 99 | Active_nodes: 11 | Time: 3.3205e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 459 | Active_nodes: 11 | Time: 3.3210e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 81 | Active_nodes: 11 | Time: 3.3211e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 483 | Active_nodes: 11 | Time: 3.3217e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 181 | Active_nodes: 11 | Time: 3.3220e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 451 | Active_nodes: 11 | Time: 3.3252e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 690 | Active_nodes: 11 | Time: 3.3286e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 369 | Active_nodes: 11 | Time: 3.3287e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 340 | Active_nodes: 11 | Time: 3.3316e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 157 | Active_nodes: 11 | Time: 3.3326e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 138 | Active_nodes: 11 | Time: 3.3331e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 76 | Active_nodes: 11 | Time: 3.3379e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 603 | Active_nodes: 11 | Time: 3.3434e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 93 | Active_nodes: 11 | Time: 3.3497e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 123 | Active_nodes: 11 | Time: 3.3508e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 301 | Active_nodes: 11 | Time: 3.3684e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 45 | Active_nodes: 11 | Time: 3.3707e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 396 | Active_nodes: 11 | Time: 3.3712e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 664 | Active_nodes: 11 | Time: 3.3714e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 249 | Active_nodes: 11 | Time: 3.3857e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 41 | Active_nodes: 11 | Time: 3.3874e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 422 | Active_nodes: 11 | Time: 3.3927e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 416 | Active_nodes: 11 | Time: 3.3942e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 560 | Active_nodes: 11 | Time: 3.4001e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 398 | Active_nodes: 11 | Time: 3.4014e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 530 | Active_nodes: 11 | Time: 3.4024e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 86 | Active_nodes: 11 | Time: 3.4027e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 206 | Active_nodes: 11 | Time: 3.4028e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 278 | Active_nodes: 11 | Time: 3.4038e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 134 | Active_nodes: 11 | Time: 3.4051e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 564 | Active_nodes: 11 | Time: 3.4051e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 326 | Active_nodes: 11 | Time: 3.4062e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 536 | Active_nodes: 11 | Time: 3.4096e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 558 | Active_nodes: 11 | Time: 3.4099e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 414 | Active_nodes: 11 | Time: 3.4101e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 295 | Active_nodes: 11 | Time: 3.4110e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 368 | Active_nodes: 11 | Time: 3.4114e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 534 | Active_nodes: 11 | Time: 3.4127e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 470 | Active_nodes: 11 | Time: 3.4140e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 678 | Active_nodes: 11 | Time: 3.4141e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 680 | Active_nodes: 11 | Time: 3.4156e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 380 | Active_nodes: 11 | Time: 3.4157e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 410 | Active_nodes: 11 | Time: 3.4165e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 386 | Active_nodes: 11 | Time: 3.4169e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 428 | Active_nodes: 11 | Time: 3.4172e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 374 | Active_nodes: 11 | Time: 3.4182e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 254 | Active_nodes: 11 | Time: 3.4183e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 110 | Active_nodes: 11 | Time: 3.4186e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 404 | Active_nodes: 11 | Time: 3.4186e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 350 | Active_nodes: 11 | Time: 3.4189e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 638 | Active_nodes: 11 | Time: 3.4202e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 506 | Active_nodes: 11 | Time: 3.4206e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 518 | Active_nodes: 11 | Time: 3.4227e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 684 | Active_nodes: 11 | Time: 3.4252e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 271 | Active_nodes: 11 | Time: 3.4260e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 418 | Active_nodes: 11 | Time: 3.4278e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 175 | Active_nodes: 11 | Time: 3.4279e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 356 | Active_nodes: 11 | Time: 3.4292e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 284 | Active_nodes: 11 | Time: 3.4295e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 614 | Active_nodes: 11 | Time: 3.4301e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 554 | Active_nodes: 11 | Time: 3.4308e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 654 | Active_nodes: 11 | Time: 3.4311e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 446 | Active_nodes: 11 | Time: 3.4312e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 412 | Active_nodes: 11 | Time: 3.4316e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 391 | Active_nodes: 11 | Time: 3.4316e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 142 | Active_nodes: 11 | Time: 3.4316e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 230 | Active_nodes: 11 | Time: 3.4317e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 388 | Active_nodes: 11 | Time: 3.4318e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 626 | Active_nodes: 11 | Time: 3.4325e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 140 | Active_nodes: 11 | Time: 3.4326e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 103 | Active_nodes: 11 | Time: 3.4332e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 127 | Active_nodes: 11 | Time: 3.4333e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 247 | Active_nodes: 11 | Time: 3.4343e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 656 | Active_nodes: 11 | Time: 3.4344e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 494 | Active_nodes: 11 | Time: 3.4346e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 55 | Active_nodes: 11 | Time: 3.4348e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 265 | Active_nodes: 11 | Time: 3.4355e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 260 | Active_nodes: 11 | Time: 3.4363e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 367 | Active_nodes: 11 | Time: 3.4367e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 650 | Active_nodes: 11 | Time: 3.4381e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 286 | Active_nodes: 11 | Time: 3.4383e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 590 | Active_nodes: 11 | Time: 3.4386e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 500 | Active_nodes: 11 | Time: 3.4389e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 548 | Active_nodes: 11 | Time: 3.4389e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 702 | Active_nodes: 11 | Time: 3.4391e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 668 | Active_nodes: 11 | Time: 3.4396e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 658 | Active_nodes: 11 | Time: 3.4398e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 704 | Active_nodes: 11 | Time: 3.4399e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 409 | Active_nodes: 11 | Time: 3.4402e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 631 | Active_nodes: 11 | Time: 3.4407e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 708 | Active_nodes: 11 | Time: 3.4408e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 524 | Active_nodes: 11 | Time: 3.4413e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 644 | Active_nodes: 11 | Time: 3.4424e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 596 | Active_nodes: 11 | Time: 3.4430e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 542 | Active_nodes: 11 | Time: 3.4434e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 511 | Active_nodes: 11 | Time: 3.4438e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 79 | Active_nodes: 11 | Time: 3.4449e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 277 | Active_nodes: 11 | Time: 3.4452e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 620 | Active_nodes: 11 | Time: 3.4457e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 259 | Active_nodes: 11 | Time: 3.4457e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 607 | Active_nodes: 11 | Time: 3.4467e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 532 | Active_nodes: 11 | Time: 3.4469e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 118 | Active_nodes: 11 | Time: 3.4472e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 652 | Active_nodes: 11 | Time: 3.4473e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 526 | Active_nodes: 11 | Time: 3.4474e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 199 | Active_nodes: 11 | Time: 3.4477e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 116 | Active_nodes: 11 | Time: 3.4478e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 238 | Active_nodes: 11 | Time: 3.4478e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 698 | Active_nodes: 11 | Time: 3.4482e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 149 | Active_nodes: 11 | Time: 3.4491e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 643 | Active_nodes: 11 | Time: 3.4491e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 622 | Active_nodes: 11 | Time: 3.4497e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 712 | Active_nodes: 11 | Time: 3.4498e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 706 | Active_nodes: 11 | Time: 3.4509e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 714 | Active_nodes: 11 | Time: 3.4511e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 487 | Active_nodes: 11 | Time: 3.4514e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 343 | Active_nodes: 11 | Time: 3.4515e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 508 | Active_nodes: 11 | Time: 3.4516e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 139 | Active_nodes: 11 | Time: 3.4518e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 266 | Active_nodes: 11 | Time: 3.4518e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 682 | Active_nodes: 11 | Time: 3.4523e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 205 | Active_nodes: 11 | Time: 3.4524e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 583 | Active_nodes: 11 | Time: 3.4525e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 283 | Active_nodes: 11 | Time: 3.4531e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 141 | Active_nodes: 11 | Time: 3.4543e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 109 | Active_nodes: 11 | Time: 3.4544e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 379 | Active_nodes: 11 | Time: 3.4548e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 692 | Active_nodes: 11 | Time: 3.4553e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 253 | Active_nodes: 11 | Time: 3.4554e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 476 | Active_nodes: 11 | Time: 3.4555e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 133 | Active_nodes: 11 | Time: 3.4565e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 223 | Active_nodes: 11 | Time: 3.4579e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 403 | Active_nodes: 11 | Time: 3.4579e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 385 | Active_nodes: 11 | Time: 3.4581e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 125 | Active_nodes: 11 | Time: 3.4583e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 700 | Active_nodes: 11 | Time: 3.4586e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 421 | Active_nodes: 11 | Time: 3.4591e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 319 | Active_nodes: 11 | Time: 3.4593e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 517 | Active_nodes: 11 | Time: 3.4597e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 268 | Active_nodes: 11 | Time: 3.4600e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 397 | Active_nodes: 11 | Time: 3.4600e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 101 | Active_nodes: 11 | Time: 3.4605e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 29 | Active_nodes: 11 | Time: 3.4605e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 625 | Active_nodes: 11 | Time: 3.4618e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 523 | Active_nodes: 11 | Time: 3.4619e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 619 | Active_nodes: 11 | Time: 3.4623e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 572 | Active_nodes: 11 | Time: 3.4623e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 235 | Active_nodes: 11 | Time: 3.4625e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 439 | Active_nodes: 11 | Time: 3.4627e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 598 | Active_nodes: 11 | Time: 3.4628e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 637 | Active_nodes: 11 | Time: 3.4628e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 23 | Active_nodes: 11 | Time: 3.4630e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 697 | Active_nodes: 11 | Time: 3.4631e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 267 | Active_nodes: 11 | Time: 3.4635e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 553 | Active_nodes: 11 | Time: 3.4637e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 406 | Active_nodes: 11 | Time: 3.4638e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 463 | Active_nodes: 11 | Time: 3.4641e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 499 | Active_nodes: 11 | Time: 3.4643e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 85 | Active_nodes: 11 | Time: 3.4644e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 221 | Active_nodes: 11 | Time: 3.4650e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 646 | Active_nodes: 11 | Time: 3.4651e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 137 | Active_nodes: 11 | Time: 3.4657e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 245 | Active_nodes: 11 | Time: 3.4658e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 507 | Active_nodes: 11 | Time: 3.4658e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 605 | Active_nodes: 11 | Time: 3.4658e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 131 | Active_nodes: 11 | Time: 3.4660e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 77 | Active_nodes: 11 | Time: 3.4666e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 373 | Active_nodes: 11 | Time: 3.4666e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 649 | Active_nodes: 11 | Time: 3.4668e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 613 | Active_nodes: 11 | Time: 3.4669e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 505 | Active_nodes: 11 | Time: 3.4671e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 111 | Active_nodes: 11 | Time: 3.4676e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 229 | Active_nodes: 11 | Time: 3.4676e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 445 | Active_nodes: 11 | Time: 3.4685e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 173 | Active_nodes: 11 | Time: 3.4689e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 550 | Active_nodes: 11 | Time: 3.4691e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 562 | Active_nodes: 11 | Time: 3.4699e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 556 | Active_nodes: 11 | Time: 3.4700e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 595 | Active_nodes: 11 | Time: 3.4713e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 377 | Active_nodes: 11 | Time: 3.4717e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 673 | Active_nodes: 11 | Time: 3.4720e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 493 | Active_nodes: 11 | Time: 3.4730e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 107 | Active_nodes: 11 | Time: 3.4732e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 621 | Active_nodes: 11 | Time: 3.4735e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 531 | Active_nodes: 11 | Time: 3.4744e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 375 | Active_nodes: 11 | Time: 3.4751e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 694 | Active_nodes: 11 | Time: 3.4762e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 691 | Active_nodes: 11 | Time: 3.4763e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 485 | Active_nodes: 11 | Time: 3.4767e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 478 | Active_nodes: 11 | Time: 3.4768e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 365 | Active_nodes: 11 | Time: 3.4774e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 135 | Active_nodes: 11 | Time: 3.4774e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 355 | Active_nodes: 11 | Time: 3.4775e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 676 | Active_nodes: 11 | Time: 3.4777e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 670 | Active_nodes: 11 | Time: 3.4782e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 615 | Active_nodes: 11 | Time: 3.4785e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 95 | Active_nodes: 11 | Time: 3.4785e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 617 | Active_nodes: 11 | Time: 3.4786e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 430 | Active_nodes: 11 | Time: 3.4790e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 53 | Active_nodes: 11 | Time: 3.4792e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 667 | Active_nodes: 11 | Time: 3.4798e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 661 | Active_nodes: 11 | Time: 3.4798e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 529 | Active_nodes: 11 | Time: 3.4802e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 547 | Active_nodes: 11 | Time: 3.4805e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 589 | Active_nodes: 11 | Time: 3.4805e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 437 | Active_nodes: 11 | Time: 3.4808e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 341 | Active_nodes: 11 | Time: 3.4812e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 257 | Active_nodes: 11 | Time: 3.4815e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 349 | Active_nodes: 11 | Time: 3.4824e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 325 | Active_nodes: 11 | Time: 3.4828e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 699 | Active_nodes: 11 | Time: 3.4829e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 627 | Active_nodes: 11 | Time: 3.4831e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 87 | Active_nodes: 11 | Time: 3.4833e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 574 | Active_nodes: 11 | Time: 3.4846e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 502 | Active_nodes: 11 | Time: 3.4854e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 461 | Active_nodes: 11 | Time: 3.4856e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 117 | Active_nodes: 11 | Time: 3.4856e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 541 | Active_nodes: 11 | Time: 3.4860e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 293 | Active_nodes: 11 | Time: 3.4865e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 651 | Active_nodes: 11 | Time: 3.4876e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 662 | Active_nodes: 11 | Time: 3.4879e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 255 | Active_nodes: 11 | Time: 3.4879e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 491 | Active_nodes: 11 | Time: 3.4879e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 497 | Active_nodes: 11 | Time: 3.4905e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 47 | Active_nodes: 11 | Time: 3.4908e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 261 | Active_nodes: 11 | Time: 3.4909e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 571 | Active_nodes: 11 | Time: 3.4920e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 382 | Active_nodes: 11 | Time: 3.4940e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 83 | Active_nodes: 11 | Time: 3.4973e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 236 | Active_nodes: 11 | Time: 3.4978e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 411 | Active_nodes: 11 | Time: 3.4989e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 475 | Active_nodes: 11 | Time: 3.4990e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 688 | Active_nodes: 11 | Time: 3.5010e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 115 | Active_nodes: 11 | Time: 3.5012e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 381 | Active_nodes: 11 | Time: 3.5070e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 262 | Active_nodes: 11 | Time: 3.5071e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 674 | Active_nodes: 11 | Time: 3.5078e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 501 | Active_nodes: 11 | Time: 3.5102e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 427 | Active_nodes: 11 | Time: 3.5122e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 59 | Active_nodes: 11 | Time: 3.5126e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 371 | Active_nodes: 11 | Time: 3.5146e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 675 | Active_nodes: 11 | Time: 3.5159e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 581 | Active_nodes: 11 | Time: 3.5168e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 628 | Active_nodes: 11 | Time: 3.5198e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 251 | Active_nodes: 11 | Time: 3.5209e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 358 | Active_nodes: 11 | Time: 3.5233e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 538 | Active_nodes: 11 | Time: 3.5245e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 71 | Active_nodes: 11 | Time: 3.5303e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 89 | Active_nodes: 11 | Time: 3.5306e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 197 | Active_nodes: 11 | Time: 3.5309e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 113 | Active_nodes: 11 | Time: 3.5345e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 387 | Active_nodes: 11 | Time: 3.5410e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 317 | Active_nodes: 11 | Time: 3.5472e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 555 | Active_nodes: 11 | Time: 3.5483e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 495 | Active_nodes: 11 | Time: 3.5551e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 469 | Active_nodes: 11 | Time: 3.5583e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 611 | Active_nodes: 11 | Time: 3.5592e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 568 | Active_nodes: 11 | Time: 3.5726e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 566 | Active_nodes: 11 | Time: 3.5739e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 686 | Active_nodes: 11 | Time: 3.5918e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 710 | Active_nodes: 11 | Time: 3.5928e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 655 | Active_nodes: 11 | Time: 3.6063e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 415 | Active_nodes: 11 | Time: 3.6081e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 715 | Active_nodes: 11 | Time: 3.6168e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 269 | Active_nodes: 11 | Time: 3.6178e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 535 | Active_nodes: 11 | Time: 3.6207e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 509 | Active_nodes: 11 | Time: 3.6320e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 716 | Active_nodes: 11 | Time: 3.6322e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 679 | Active_nodes: 11 | Time: 3.6324e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 119 | Active_nodes: 11 | Time: 3.6355e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 389 | Active_nodes: 11 | Time: 3.6374e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 143 | Active_nodes: 11 | Time: 3.6385e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 559 | Active_nodes: 11 | Time: 3.6424e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 701 | Active_nodes: 11 | Time: 3.6432e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 533 | Active_nodes: 11 | Time: 3.6432e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 623 | Active_nodes: 11 | Time: 3.6441e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 653 | Active_nodes: 11 | Time: 3.6461e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 263 | Active_nodes: 11 | Time: 3.6464e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 718 | Active_nodes: 11 | Time: 3.6478e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 703 | Active_nodes: 11 | Time: 3.6503e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 413 | Active_nodes: 11 | Time: 3.6522e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 685 | Active_nodes: 11 | Time: 3.6553e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 565 | Active_nodes: 11 | Time: 3.6560e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 629 | Active_nodes: 11 | Time: 3.6577e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 677 | Active_nodes: 11 | Time: 3.6669e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 503 | Active_nodes: 11 | Time: 3.6770e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 709 | Active_nodes: 11 | Time: 3.7113e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 557 | Active_nodes: 11 | Time: 3.7125e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 383 | Active_nodes: 11 | Time: 3.7128e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| - -........................... -Average time: 3.3510e-05s - -120 permutations have 17 max nodes. -Index: 153 | Active_nodes: 11 | Time: 3.1468e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 321 | Active_nodes: 11 | Time: 3.3136e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 465 | Active_nodes: 11 | Time: 3.3139e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 441 | Active_nodes: 11 | Time: 3.3157e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 201 | Active_nodes: 11 | Time: 3.3195e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 333 | Active_nodes: 11 | Time: 3.3213e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 161 | Active_nodes: 11 | Time: 3.3214e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 305 | Active_nodes: 11 | Time: 3.3230e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 185 | Active_nodes: 11 | Time: 3.3237e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 453 | Active_nodes: 11 | Time: 3.3238e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 189 | Active_nodes: 11 | Time: 3.3238e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 585 | Active_nodes: 11 | Time: 3.3245e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 225 | Active_nodes: 11 | Time: 3.3257e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 303 | Active_nodes: 11 | Time: 3.3258e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 155 | Active_nodes: 11 | Time: 3.3265e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 633 | Active_nodes: 11 | Time: 3.3300e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 213 | Active_nodes: 11 | Time: 3.3301e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 309 | Active_nodes: 11 | Time: 3.3307e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 297 | Active_nodes: 11 | Time: 3.3308e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 273 | Active_nodes: 11 | Time: 3.3323e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 393 | Active_nodes: 11 | Time: 3.3337e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 165 | Active_nodes: 11 | Time: 3.3348e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 177 | Active_nodes: 11 | Time: 3.3363e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 159 | Active_nodes: 11 | Time: 3.3376e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 513 | Active_nodes: 11 | Time: 3.3382e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 183 | Active_nodes: 11 | Time: 3.3392e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 345 | Active_nodes: 11 | Time: 3.3481e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 357 | Active_nodes: 11 | Time: 3.4726e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 467 | Active_nodes: 11 | Time: 3.4729e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 423 | Active_nodes: 11 | Time: 3.4748e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 665 | Active_nodes: 11 | Time: 3.4756e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 471 | Active_nodes: 11 | Time: 3.4780e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 399 | Active_nodes: 11 | Time: 3.4787e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 597 | Active_nodes: 11 | Time: 3.4801e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 429 | Active_nodes: 11 | Time: 3.4810e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 311 | Active_nodes: 11 | Time: 3.4815e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 449 | Active_nodes: 11 | Time: 3.4817e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 351 | Active_nodes: 11 | Time: 3.4820e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 237 | Active_nodes: 11 | Time: 3.4825e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 401 | Active_nodes: 11 | Time: 3.4833e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 455 | Active_nodes: 11 | Time: 3.4846e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 669 | Active_nodes: 11 | Time: 3.4854e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 693 | Active_nodes: 11 | Time: 3.4854e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 179 | Active_nodes: 11 | Time: 3.4863e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 657 | Active_nodes: 11 | Time: 3.4866e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 473 | Active_nodes: 11 | Time: 3.4867e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 425 | Active_nodes: 11 | Time: 3.4871e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 705 | Active_nodes: 11 | Time: 3.4873e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 641 | Active_nodes: 11 | Time: 3.4873e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 209 | Active_nodes: 11 | Time: 3.4883e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 347 | Active_nodes: 11 | Time: 3.4896e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 635 | Active_nodes: 11 | Time: 3.4899e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 405 | Active_nodes: 11 | Time: 3.4899e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 525 | Active_nodes: 11 | Time: 3.4901e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 573 | Active_nodes: 11 | Time: 3.4909e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 231 | Active_nodes: 11 | Time: 3.4910e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 447 | Active_nodes: 11 | Time: 3.4914e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 639 | Active_nodes: 11 | Time: 3.4914e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 681 | Active_nodes: 11 | Time: 3.4920e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 233 | Active_nodes: 11 | Time: 3.4927e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 545 | Active_nodes: 11 | Time: 3.4931e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 395 | Active_nodes: 11 | Time: 3.4933e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 191 | Active_nodes: 11 | Time: 3.4941e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 477 | Active_nodes: 11 | Time: 3.4946e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 593 | Active_nodes: 11 | Time: 3.4947e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 299 | Active_nodes: 11 | Time: 3.4948e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 285 | Active_nodes: 11 | Time: 3.4948e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 207 | Active_nodes: 11 | Time: 3.4950e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 543 | Active_nodes: 11 | Time: 3.4952e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 663 | Active_nodes: 11 | Time: 3.4958e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 549 | Active_nodes: 11 | Time: 3.4965e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 167 | Active_nodes: 11 | Time: 3.4965e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 279 | Active_nodes: 11 | Time: 3.4966e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 215 | Active_nodes: 11 | Time: 3.4988e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 519 | Active_nodes: 11 | Time: 3.4988e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 281 | Active_nodes: 11 | Time: 3.4998e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 323 | Active_nodes: 11 | Time: 3.5013e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 521 | Active_nodes: 11 | Time: 3.5016e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 515 | Active_nodes: 11 | Time: 3.5040e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 537 | Active_nodes: 11 | Time: 3.5076e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 561 | Active_nodes: 11 | Time: 3.5085e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 417 | Active_nodes: 11 | Time: 3.5091e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 591 | Active_nodes: 11 | Time: 3.5111e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 329 | Active_nodes: 11 | Time: 3.5198e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 227 | Active_nodes: 11 | Time: 3.5283e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 335 | Active_nodes: 11 | Time: 3.5292e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 587 | Active_nodes: 11 | Time: 3.5345e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 353 | Active_nodes: 11 | Time: 3.5384e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 327 | Active_nodes: 11 | Time: 3.5470e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 275 | Active_nodes: 11 | Time: 3.5491e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 443 | Active_nodes: 11 | Time: 3.5535e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 645 | Active_nodes: 11 | Time: 3.5598e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 359 | Active_nodes: 11 | Time: 3.6319e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 713 | Active_nodes: 11 | Time: 3.6342e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 551 | Active_nodes: 11 | Time: 3.6372e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 479 | Active_nodes: 11 | Time: 3.6442e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 575 | Active_nodes: 11 | Time: 3.6488e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 419 | Active_nodes: 11 | Time: 3.6521e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 689 | Active_nodes: 11 | Time: 3.6525e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 711 | Active_nodes: 11 | Time: 3.6531e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 695 | Active_nodes: 11 | Time: 3.6538e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 671 | Active_nodes: 11 | Time: 3.6545e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 717 | Active_nodes: 11 | Time: 3.6548e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 707 | Active_nodes: 11 | Time: 3.6549e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 683 | Active_nodes: 11 | Time: 3.6556e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 527 | Active_nodes: 11 | Time: 3.6556e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 569 | Active_nodes: 11 | Time: 3.6558e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 287 | Active_nodes: 11 | Time: 3.6558e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 431 | Active_nodes: 11 | Time: 3.6582e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 647 | Active_nodes: 11 | Time: 3.6589e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 563 | Active_nodes: 11 | Time: 3.6619e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 539 | Active_nodes: 11 | Time: 3.6620e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 659 | Active_nodes: 11 | Time: 3.6621e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 203 | Active_nodes: 11 | Time: 3.6627e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 687 | Active_nodes: 11 | Time: 3.6680e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 239 | Active_nodes: 11 | Time: 3.6826e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 567 | Active_nodes: 11 | Time: 3.6893e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 599 | Active_nodes: 11 | Time: 3.7020e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 407 | Active_nodes: 11 | Time: 3.7131e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 719 | Active_nodes: 11 | Time: 3.8107e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| - -........................... -Average time: 3.4969e-05s - -________________________________________________________________________________________________ - -execution time of: 2.8796e-05s: Index: 0 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| - -execution time of: 3.0496e-05s: Index: 144 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| - -execution time of: 3.0520e-05s: Index: 120 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| - -execution time of: 3.0532e-05s: Index: 150 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| - -execution time of: 3.0563e-05s: Index: 152 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| - -execution time of: 3.0571e-05s: Index: 32 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| - -execution time of: 3.0578e-05s: Index: 8 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| - -execution time of: 3.0584e-05s: Index: 312 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| - -execution time of: 3.0592e-05s: Index: 24 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| - -execution time of: 3.0597e-05s: Index: 30 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| - -execution time of: 3.0603e-05s: Index: 48 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| - -execution time of: 3.0609e-05s: Index: 156 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| - -execution time of: 3.0610e-05s: Index: 2 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| - -execution time of: 3.0613e-05s: Index: 360 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| - -execution time of: 3.0615e-05s: Index: 180 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| - -execution time of: 3.0623e-05s: Index: 6 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| - -execution time of: 3.0650e-05s: Index: 300 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| - -execution time of: 3.0705e-05s: Index: 240 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| - -execution time of: 3.0719e-05s: Index: 432 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| - -execution time of: 3.0722e-05s: Index: 72 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| - -execution time of: 3.0724e-05s: Index: 1 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| - -execution time of: 3.0736e-05s: Index: 288 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| - -execution time of: 3.0765e-05s: Index: 12 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| - -execution time of: 3.0801e-05s: Index: 154 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| - -execution time of: 3.0807e-05s: Index: 168 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| - -execution time of: 3.0813e-05s: Index: 192 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| - -execution time of: 3.0832e-05s: Index: 60 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| - -execution time of: 3.0845e-05s: Index: 336 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| - -execution time of: 3.0851e-05s: Index: 34 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| - -execution time of: 3.0876e-05s: Index: 162 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| - -execution time of: 3.0877e-05s: Index: 306 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| - -execution time of: 3.0891e-05s: Index: 66 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| - -execution time of: 3.0899e-05s: Index: 96 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| - -execution time of: 3.0937e-05s: Index: 186 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| - -execution time of: 3.0943e-05s: Index: 160 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| - -execution time of: 3.0963e-05s: Index: 4 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| - -execution time of: 3.0971e-05s: Index: 18 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| - -execution time of: 3.0977e-05s: Index: 456 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| - -execution time of: 3.0979e-05s: Index: 576 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| - -execution time of: 3.1013e-05s: Index: 40 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| - -execution time of: 3.1031e-05s: Index: 480 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| - -execution time of: 3.1044e-05s: Index: 330 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| - -execution time of: 3.1066e-05s: Index: 16 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| - -execution time of: 3.1067e-05s: Index: 600 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| - -execution time of: 3.1092e-05s: Index: 42 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| - -execution time of: 3.1095e-05s: Index: 90 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| - -execution time of: 3.1218e-05s: Index: 36 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| - -execution time of: 3.1239e-05s: Index: 450 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| - -execution time of: 3.1274e-05s: Index: 3 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| - -execution time of: 3.1293e-05s: Index: 210 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| - -execution time of: 3.1305e-05s: Index: 216 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| - -execution time of: 3.1348e-05s: Index: 9 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| - -execution time of: 3.1356e-05s: Index: 10 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| - -execution time of: 3.1428e-05s: Index: 304 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| - -execution time of: 3.1468e-05s: Index: 153 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| - -execution time of: 3.1479e-05s: Index: 33 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| - -execution time of: 3.1811e-05s: Index: 64 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| - -execution time of: 3.2003e-05s: Index: 184 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| - -execution time of: 3.2191e-05s: Index: 176 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| - -execution time of: 3.2223e-05s: Index: 320 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| - -execution time of: 3.2254e-05s: Index: 444 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| - -execution time of: 3.2259e-05s: Index: 126 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| - -execution time of: 3.2265e-05s: Index: 26 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| - -execution time of: 3.2283e-05s: Index: 272 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| - -execution time of: 3.2290e-05s: Index: 296 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| - -execution time of: 3.2291e-05s: Index: 122 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 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-> 4| - -execution time of: 3.2595e-05s: Index: 342 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 4| - -execution time of: 3.2595e-05s: Index: 172 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| - -execution time of: 3.2598e-05s: Index: 440 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| - -execution time of: 3.2608e-05s: Index: 164 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| - -execution time of: 3.2614e-05s: Index: 384 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| - -execution time of: 3.2615e-05s: Index: 584 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| - -execution time of: 3.2624e-05s: Index: 464 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| - -execution time of: 3.2635e-05s: Index: 222 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| - -execution time of: 3.2637e-05s: Index: 289 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| - -execution time of: 3.2638e-05s: Index: 49 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| - -execution time of: 3.2639e-05s: Index: 426 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| - -execution time of: 3.2640e-05s: Index: 224 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| - -execution time of: 3.2648e-05s: Index: 672 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| - -execution time of: 3.2650e-05s: Index: 274 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| - -execution time of: 3.2651e-05s: Index: 106 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| - -execution time of: 3.2655e-05s: Index: 52 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 1|3 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-> 3|3 -> 0|4 -> 1|5 -> 4| - -execution time of: 3.2682e-05s: Index: 630 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| - -execution time of: 3.2690e-05s: Index: 244 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| - -execution time of: 3.2691e-05s: Index: 394 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| - -execution time of: 3.2693e-05s: Index: 114 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| - -execution time of: 3.2693e-05s: Index: 316 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| - -execution time of: 3.2705e-05s: Index: 634 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| - -execution time of: 3.2708e-05s: Index: 92 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3| - -execution time of: 3.2713e-05s: Index: 196 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 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-> 5| - -execution time of: 3.4127e-05s: Index: 534 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5| - -execution time of: 3.4140e-05s: Index: 470 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| - -execution time of: 3.4141e-05s: Index: 678 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| - -execution time of: 3.4156e-05s: Index: 680 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| - -execution time of: 3.4157e-05s: Index: 380 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 4| - -execution time of: 3.4165e-05s: Index: 410 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| - -execution time of: 3.4169e-05s: Index: 386 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| - -execution time of: 3.4172e-05s: Index: 428 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| - -execution time of: 3.4182e-05s: Index: 374 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 5| - -execution time of: 3.4183e-05s: Index: 254 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| - -execution time of: 3.4186e-05s: Index: 110 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 4| - -execution time of: 3.4186e-05s: Index: 404 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| - -execution time of: 3.4189e-05s: Index: 350 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| - -execution time of: 3.4202e-05s: Index: 638 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| - -execution time of: 3.4206e-05s: Index: 506 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| - -execution time of: 3.4227e-05s: Index: 518 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| - -execution time of: 3.4252e-05s: Index: 684 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| - -execution time of: 3.4260e-05s: Index: 271 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| - -execution time of: 3.4278e-05s: Index: 418 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| - -execution time of: 3.4279e-05s: Index: 175 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| - -execution time of: 3.4292e-05s: Index: 356 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| - -execution time of: 3.4295e-05s: Index: 284 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| - -execution time of: 3.4301e-05s: Index: 614 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4| - -execution time of: 3.4308e-05s: Index: 554 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| - -execution time of: 3.4311e-05s: Index: 654 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4| - -execution time of: 3.4312e-05s: Index: 446 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| - -execution time of: 3.4316e-05s: Index: 412 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4| - -execution time of: 3.4316e-05s: Index: 391 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| - -execution time of: 3.4316e-05s: Index: 142 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| - -execution time of: 3.4317e-05s: Index: 230 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| - -execution time of: 3.4318e-05s: Index: 388 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| - -execution time of: 3.4325e-05s: Index: 626 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| - -execution time of: 3.4326e-05s: Index: 140 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| - -execution time of: 3.4332e-05s: Index: 103 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| - -execution time of: 3.4333e-05s: Index: 127 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| - -execution time of: 3.4343e-05s: Index: 247 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| - -execution time of: 3.4344e-05s: Index: 656 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| - -execution time of: 3.4346e-05s: Index: 494 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| - -execution time of: 3.4348e-05s: Index: 55 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| - -execution time of: 3.4355e-05s: Index: 265 | Max_nodes: 16 | Active_nodes: 11 | 0 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-> 4| - -execution time of: 3.4600e-05s: Index: 397 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 2| - -execution time of: 3.4605e-05s: Index: 101 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| - -execution time of: 3.4605e-05s: Index: 29 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| - -execution time of: 3.4618e-05s: Index: 625 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3| - -execution time of: 3.4619e-05s: Index: 523 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| - -execution time of: 3.4623e-05s: Index: 619 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2| - -execution time of: 3.4623e-05s: Index: 572 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| - -execution time of: 3.4625e-05s: Index: 235 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| - -execution time of: 3.4627e-05s: Index: 439 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2| - -execution time of: 3.4628e-05s: Index: 598 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| - -execution time of: 3.4628e-05s: Index: 637 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 2| - -execution time of: 3.4630e-05s: Index: 23 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| - -execution time of: 3.4631e-05s: Index: 697 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| - -execution time of: 3.4635e-05s: Index: 267 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| - -execution time of: 3.4637e-05s: Index: 553 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2| - -execution time of: 3.4638e-05s: Index: 406 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| - -execution time of: 3.4641e-05s: Index: 463 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 2| - -execution time of: 3.4643e-05s: Index: 499 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| - -execution time of: 3.4644e-05s: Index: 85 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| - -execution time of: 3.4650e-05s: Index: 221 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| - -execution time of: 3.4651e-05s: Index: 646 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| - -execution time of: 3.4657e-05s: Index: 137 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| - -execution time of: 3.4658e-05s: Index: 245 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| - -execution time of: 3.4658e-05s: Index: 507 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 2| - -execution time of: 3.4658e-05s: Index: 605 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 2| - -execution time of: 3.4660e-05s: Index: 131 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| - -execution time of: 3.4666e-05s: Index: 77 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| - -execution time of: 3.4666e-05s: Index: 373 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 2| - -execution time of: 3.4668e-05s: Index: 649 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 3| - -execution time of: 3.4669e-05s: Index: 613 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| - -execution time of: 3.4671e-05s: Index: 505 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 3| - -execution time of: 3.4676e-05s: Index: 111 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| - -execution time of: 3.4676e-05s: Index: 229 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2| - -execution time of: 3.4685e-05s: Index: 445 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| - -execution time of: 3.4689e-05s: Index: 173 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| - -execution time of: 3.4691e-05s: Index: 550 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| - -execution time of: 3.4699e-05s: Index: 562 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| - -execution time of: 3.4700e-05s: Index: 556 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| - -execution time of: 3.4713e-05s: Index: 595 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| - -execution time of: 3.4717e-05s: Index: 377 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 1| - -execution time of: 3.4720e-05s: Index: 673 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| - -execution time of: 3.4726e-05s: Index: 357 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| - -execution time of: 3.4729e-05s: Index: 467 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| - -execution time of: 3.4730e-05s: Index: 493 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2| - -execution time of: 3.4732e-05s: Index: 107 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| - -execution time of: 3.4735e-05s: Index: 621 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| - -execution time of: 3.4744e-05s: Index: 531 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| - -execution time of: 3.4748e-05s: Index: 423 | Max_nodes: 17 | Active_nodes: 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-execution time of: 3.4879e-05s: Index: 255 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| - -execution time of: 3.4879e-05s: Index: 491 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| - -execution time of: 3.4883e-05s: Index: 209 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| - -execution time of: 3.4896e-05s: Index: 347 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| - -execution time of: 3.4899e-05s: Index: 635 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| - -execution time of: 3.4899e-05s: Index: 405 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| - -execution time of: 3.4901e-05s: Index: 525 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| - -execution time of: 3.4905e-05s: Index: 497 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 1| - -execution time of: 3.4908e-05s: Index: 47 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| - -execution time of: 3.4909e-05s: Index: 261 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| - -execution time of: 3.4909e-05s: Index: 573 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| - -execution time of: 3.4910e-05s: Index: 231 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| - -execution time of: 3.4914e-05s: Index: 447 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| - -execution time of: 3.4914e-05s: Index: 639 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| - -execution time of: 3.4920e-05s: Index: 681 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| - -execution time of: 3.4920e-05s: Index: 571 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| - -execution time of: 3.4927e-05s: Index: 233 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| - -execution time of: 3.4931e-05s: Index: 545 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| - -execution time of: 3.4933e-05s: Index: 395 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| - -execution time of: 3.4940e-05s: Index: 382 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2| - -execution time of: 3.4941e-05s: Index: 191 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| - -execution time of: 3.4946e-05s: Index: 477 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| - -execution time of: 3.4947e-05s: Index: 593 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| - -execution time of: 3.4948e-05s: Index: 299 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| - -execution time of: 3.4948e-05s: Index: 285 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| - -execution time of: 3.4950e-05s: Index: 207 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| - -execution time of: 3.4952e-05s: Index: 543 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| - -execution time of: 3.4958e-05s: Index: 663 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| - -execution time of: 3.4965e-05s: Index: 549 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| - -execution time of: 3.4965e-05s: Index: 167 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| - -execution time of: 3.4966e-05s: Index: 279 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| - -execution time of: 3.4973e-05s: Index: 83 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| - -execution time of: 3.4978e-05s: Index: 236 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| - -execution time of: 3.4988e-05s: Index: 215 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| - -execution time of: 3.4988e-05s: Index: 519 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| - -execution time of: 3.4989e-05s: Index: 411 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 1| - -execution time of: 3.4990e-05s: Index: 475 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| - -execution time of: 3.4998e-05s: Index: 281 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| - -execution time of: 3.5010e-05s: Index: 688 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| - -execution time of: 3.5012e-05s: Index: 115 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| - -execution time of: 3.5013e-05s: Index: 323 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| - -execution time of: 3.5016e-05s: Index: 521 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| - -execution time of: 3.5040e-05s: Index: 515 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0| - -execution time of: 3.5070e-05s: Index: 381 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1| - -execution time of: 3.5071e-05s: Index: 262 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| - -execution time of: 3.5076e-05s: Index: 537 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| - -execution time of: 3.5078e-05s: Index: 674 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| - -execution time of: 3.5085e-05s: Index: 561 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| - -execution time of: 3.5091e-05s: Index: 417 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| - -execution time of: 3.5102e-05s: Index: 501 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| - -execution time of: 3.5111e-05s: Index: 591 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| - -execution time of: 3.5122e-05s: Index: 427 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 1| - -execution time of: 3.5126e-05s: Index: 59 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| - -execution time of: 3.5146e-05s: Index: 371 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| - -execution time of: 3.5159e-05s: Index: 675 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1| - -execution time of: 3.5168e-05s: Index: 581 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| - -execution time of: 3.5198e-05s: Index: 329 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| - -execution time of: 3.5198e-05s: Index: 628 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 3| - -execution time of: 3.5209e-05s: Index: 251 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| - -execution time of: 3.5233e-05s: Index: 358 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| - -execution time of: 3.5245e-05s: Index: 538 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| - -execution time of: 3.5283e-05s: Index: 227 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| - -execution time of: 3.5292e-05s: Index: 335 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| - -execution time of: 3.5303e-05s: Index: 71 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| - -execution time of: 3.5306e-05s: Index: 89 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| - -execution time of: 3.5309e-05s: Index: 197 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| - -execution time of: 3.5345e-05s: Index: 113 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| - -execution time of: 3.5345e-05s: Index: 587 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| - -execution time of: 3.5384e-05s: Index: 353 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| - -execution time of: 3.5410e-05s: Index: 387 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 2| - -execution time of: 3.5470e-05s: Index: 327 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| - -execution time of: 3.5472e-05s: Index: 317 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 1| - -execution time of: 3.5483e-05s: Index: 555 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| - -execution time of: 3.5491e-05s: Index: 275 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| - -execution time of: 3.5535e-05s: Index: 443 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| - -execution time of: 3.5551e-05s: Index: 495 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 1| - -execution time of: 3.5583e-05s: Index: 469 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| - -execution time of: 3.5592e-05s: Index: 611 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 1| - -execution time of: 3.5598e-05s: Index: 645 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| - -execution time of: 3.5726e-05s: Index: 568 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| - -execution time of: 3.5739e-05s: Index: 566 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| - -execution time of: 3.5918e-05s: Index: 686 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| - -execution time of: 3.5928e-05s: Index: 710 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| - -execution time of: 3.6063e-05s: Index: 655 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 3| - -execution time of: 3.6081e-05s: Index: 415 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| - -execution time of: 3.6168e-05s: Index: 715 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| - -execution time of: 3.6178e-05s: Index: 269 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| - -execution time of: 3.6207e-05s: Index: 535 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 3| - -execution time of: 3.6319e-05s: Index: 359 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| - -execution time of: 3.6320e-05s: Index: 509 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 2| - -execution time of: 3.6322e-05s: Index: 716 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| - -execution time of: 3.6324e-05s: Index: 679 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| - -execution time of: 3.6342e-05s: Index: 713 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| - -execution time of: 3.6355e-05s: Index: 119 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| - -execution time of: 3.6372e-05s: Index: 551 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| - -execution time of: 3.6374e-05s: Index: 389 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| - -execution time of: 3.6385e-05s: Index: 143 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| - -execution time of: 3.6424e-05s: Index: 559 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 2| - -execution time of: 3.6432e-05s: Index: 701 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| - -execution time of: 3.6432e-05s: Index: 533 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 1| - -execution time of: 3.6441e-05s: Index: 623 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| - -execution time of: 3.6442e-05s: Index: 479 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| - -execution time of: 3.6461e-05s: Index: 653 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| - -execution time of: 3.6464e-05s: Index: 263 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| - -execution time of: 3.6478e-05s: Index: 718 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| - -execution time of: 3.6488e-05s: Index: 575 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| - -execution time of: 3.6503e-05s: Index: 703 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| - -execution time of: 3.6521e-05s: Index: 419 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| - -execution time of: 3.6522e-05s: Index: 413 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 1| - -execution time of: 3.6525e-05s: Index: 689 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| - -execution time of: 3.6531e-05s: Index: 711 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| - -execution time of: 3.6538e-05s: Index: 695 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| - -execution time of: 3.6545e-05s: Index: 671 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| - -execution time of: 3.6548e-05s: Index: 717 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| - -execution time of: 3.6549e-05s: Index: 707 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| - -execution time of: 3.6553e-05s: Index: 685 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| - -execution time of: 3.6556e-05s: Index: 683 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| - -execution time of: 3.6556e-05s: Index: 527 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| - -execution time of: 3.6558e-05s: Index: 569 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| - -execution time of: 3.6558e-05s: Index: 287 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| - -execution time of: 3.6560e-05s: Index: 565 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| - -execution time of: 3.6577e-05s: Index: 629 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| - -execution time of: 3.6582e-05s: Index: 431 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| - -execution time of: 3.6589e-05s: Index: 647 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 0| - -execution time of: 3.6619e-05s: Index: 563 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| - -execution time of: 3.6620e-05s: Index: 539 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| - -execution time of: 3.6621e-05s: Index: 659 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| - -execution time of: 3.6627e-05s: Index: 203 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| - -execution time of: 3.6669e-05s: Index: 677 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| - -execution time of: 3.6680e-05s: Index: 687 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| - -execution time of: 3.6770e-05s: Index: 503 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1| - -execution time of: 3.6826e-05s: Index: 239 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| - -execution time of: 3.6893e-05s: Index: 567 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| - -execution time of: 3.7020e-05s: Index: 599 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| - -execution time of: 3.7113e-05s: Index: 709 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| - -execution time of: 3.7125e-05s: Index: 557 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| - -execution time of: 3.7128e-05s: Index: 383 | Max_nodes: 16 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| - -execution time of: 3.7131e-05s: Index: 407 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| - -execution time of: 3.8107e-05s: Index: 719 | Max_nodes: 17 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| - -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/ghz_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/ghz_indep_qiskit_controls.txt deleted file mode 100644 index 8bbc7506..00000000 --- a/test/BenchmarkQuasm/results/ghz_indep_qiskit_controls.txt +++ /dev/null @@ -1,115 +0,0 @@ -Start Simulation of ghz_indep_qiskit_2__________________________________________________ - -i: 0 1 -1: | h -2: x c -3:======== -4: 0 | -5: | 1 -o: 0 1 -Computed Permutation: ................0 -> 0|1 -> 1| -Original Permutation: ................0 -> 0|1 -> 1| -Identity Duration: 1.0136e-05s............................. -Permuted Duration: 1.0256e-05s............................. -Identity active_nodes: 3 ...................................... -Permuted active_nodes: 3 ...................................... -Identity max_nodes: 4 ...................................... -Permuted max_nodes: 4 ...................................... -________________________________________________________________________________________________ - -Start Simulation of ghz_indep_qiskit_3__________________________________________________ - -i:...0...1...2 -1:...|...|...h -2:...|...x...c -3:...x...c...| -4:============ -5:...0...|...| -6:...|...1...| -7:...|...|...2 -o:...0...1...2 -Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 1.4887e-05s............................. -Permuted Duration: 1.4509e-05s............................. -Identity active_nodes: 5 ...................................... -Permuted active_nodes: 5 ...................................... -Identity max_nodes: 7 ...................................... -Permuted max_nodes: 7 ...................................... -________________________________________________________________________________________________ - -Start Simulation of ghz_indep_qiskit_4__________________________________________________ - -i:...0...1...2...3 -1:...|...|...|...h -2:...|...|...x...c -3:...|...x...c...| -4:...x...c...|...| -5:================ -6:...0...|...|...| -7:...|...1...|...| -8:...|...|...2...| -9:...|...|...|...3 -o:...0...1...2...3 -Computed Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Identity Duration: 1.9067e-05s............................. -Permuted Duration: 1.8970e-05s............................. -Identity active_nodes: 7 ...................................... -Permuted active_nodes: 7 ...................................... -Identity max_nodes: 10 ...................................... -Permuted max_nodes: 10 ...................................... -________________________________________________________________________________________________ - -Start Simulation of ghz_indep_qiskit_5__________________________________________________ - -.i:...0...1...2...3...4 -.1:...|...|...|...|...h -.2:...|...|...|...x...c -.3:...|...|...x...c...| -.4:...|...x...c...|...| -.5:...x...c...|...|...| -.6:==================== -.7:...0...|...|...|...| -.8:...|...1...|...|...| -.9:...|...|...2...|...| -10:...|...|...|...3...| -11:...|...|...|...|...4 -.o:...0...1...2...3...4 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: 2.3848e-05s............................. -Permuted Duration: 2.4021e-05s............................. -Identity active_nodes: 9 ...................................... -Permuted active_nodes: 9 ...................................... -Identity max_nodes: 13 ...................................... -Permuted max_nodes: 13 ...................................... -________________________________________________________________________________________________ - -Start Simulation of ghz_indep_qiskit_6__________________________________________________ - -.i:...0...1...2...3...4...5 -.1:...|...|...|...|...|...h -.2:...|...|...|...|...x...c -.3:...|...|...|...x...c...| -.4:...|...|...x...c...|...| -.5:...|...x...c...|...|...| -.6:...x...c...|...|...|...| -.7:======================== -.8:...0...|...|...|...|...| -.9:...|...1...|...|...|...| -10:...|...|...2...|...|...| -11:...|...|...|...3...|...| -12:...|...|...|...|...4...| -13:...|...|...|...|...|...5 -.o:...0...1...2...3...4...5 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Identity Duration: 2.8796e-05s............................. -Permuted Duration: 2.9003e-05s............................. -Identity active_nodes: 11 ...................................... -Permuted active_nodes: 11 ...................................... -Identity max_nodes: 16 ...................................... -Permuted max_nodes: 16 ...................................... -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/graphstate_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/graphstate_indep_qiskit_all.txt deleted file mode 100644 index 6cc667bb..00000000 --- a/test/BenchmarkQuasm/results/graphstate_indep_qiskit_all.txt +++ /dev/null @@ -1,771 +0,0 @@ -Start Simulation of graphstate_indep_qiskit_3__________________________________________________ - - i: 0 1 2 - 1: h | | - 2: | h | - 3: c z | - 4: | | h - 5: c | z - 6: | c z - 7:============ - 8: 0 | | - 9: | 1 | -10: | | 2 - o: 0 1 2 -Total Permutations: 6 -Min time: 2.3993e-05s................. Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| -Max time: 2.5962e-05s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Min active nodes: 5 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Min max nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max active nodes: 5 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max max nodes: 8 nodes.................... Permutation 1 : 0 -> 0|1 -> 2|2 -> 1| -________________________________________________________________________________________________ - -6 permutations have 5 active nodes. -Index: 2 | Max_nodes: 7 | Time: 2.5160e-05s | 0 -> 1|1 -> 0|2 -> 2| -Index: 0 | Max_nodes: 7 | Time: 2.5962e-05s | 0 -> 0|1 -> 1|2 -> 2| -Index: 5 | Max_nodes: 8 | Time: 2.3993e-05s | 0 -> 2|1 -> 1|2 -> 0| -Index: 3 | Max_nodes: 8 | Time: 2.4844e-05s | 0 -> 1|1 -> 2|2 -> 0| -Index: 4 | Max_nodes: 8 | Time: 2.4999e-05s | 0 -> 2|1 -> 0|2 -> 1| -Index: 1 | Max_nodes: 8 | Time: 2.5771e-05s | 0 -> 0|1 -> 2|2 -> 1| - -........................... -Average time: 2.5121e-05s - -________________________________________________________________________________________________ - -2 permutations have 7 max nodes. -Index: 2 | Active_nodes: 5 | Time: 2.5160e-05s | 0 -> 1|1 -> 0|2 -> 2| -Index: 0 | Active_nodes: 5 | Time: 2.5962e-05s | 0 -> 0|1 -> 1|2 -> 2| - -........................... -Average time: 2.5561e-05s - -4 permutations have 8 max nodes. -Index: 5 | Active_nodes: 5 | Time: 2.3993e-05s | 0 -> 2|1 -> 1|2 -> 0| -Index: 3 | Active_nodes: 5 | Time: 2.4844e-05s | 0 -> 1|1 -> 2|2 -> 0| -Index: 4 | Active_nodes: 5 | Time: 2.4999e-05s | 0 -> 2|1 -> 0|2 -> 1| -Index: 1 | Active_nodes: 5 | Time: 2.5771e-05s | 0 -> 0|1 -> 2|2 -> 1| - -........................... -Average time: 2.4902e-05s - -________________________________________________________________________________________________ - -execution time of: 2.3993e-05s: Index: 5 | Max_nodes: 8 | Active_nodes: 5 | 0 -> 2|1 -> 1|2 -> 0| - -execution time of: 2.4844e-05s: Index: 3 | Max_nodes: 8 | Active_nodes: 5 | 0 -> 1|1 -> 2|2 -> 0| - -execution time of: 2.4999e-05s: Index: 4 | Max_nodes: 8 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 1| - -execution time of: 2.5160e-05s: Index: 2 | Max_nodes: 7 | Active_nodes: 5 | 0 -> 1|1 -> 0|2 -> 2| - -execution time of: 2.5771e-05s: Index: 1 | Max_nodes: 8 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 1| - -execution time of: 2.5962e-05s: Index: 0 | Max_nodes: 7 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 2| - -________________________________________________________________________________________________ - -Start Simulation of graphstate_indep_qiskit_4__________________________________________________ - -.i:...0...1...2...3 -.1:...h...|...|...| -.2:...|...h...|...| -.3:...c...z...|...| -.4:...|...|...h...| -.5:...|...c...z...| -.6:...|...|...|...h -.7:...c...|...|...z -.8:...|...|...c...z -.9:================ -10:...0...|...|...| -11:...|...1...|...| -12:...|...|...2...| -13:...|...|...|...3 -.o:...0...1...2...3 -Total Permutations: 24 -Min time: 3.2975e-05s................. Permutation 15 : 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -Max time: 3.5553e-05s................. Permutation 4 : 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -Min active nodes: 7 nodes.................... Permutation 2 : 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -Min max nodes: 11 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Max active nodes: 9 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Max max nodes: 16 nodes.................... Permutation 16 : 0 -> 2|1 -> 3|2 -> 0|3 -> 1| -________________________________________________________________________________________________ - -8 permutations have 7 active nodes. -Index: 8 | Max_nodes: 11 | Time: 3.4269e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| -Index: 2 | Max_nodes: 11 | Time: 3.4427e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -Index: 15 | Max_nodes: 12 | Time: 3.2975e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -Index: 13 | Max_nodes: 12 | Time: 3.3037e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| -Index: 21 | Max_nodes: 12 | Time: 3.3457e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| -Index: 19 | Max_nodes: 12 | Time: 3.3846e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| -Index: 10 | Max_nodes: 12 | Time: 3.5484e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| -Index: 4 | Max_nodes: 12 | Time: 3.5553e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| - -........................... -Average time: 3.4131e-05s - -16 permutations have 9 active nodes. -Index: 6 | Max_nodes: 11 | Time: 3.3372e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -Index: 14 | Max_nodes: 11 | Time: 3.3430e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -Index: 12 | Max_nodes: 11 | Time: 3.4496e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -Index: 0 | Max_nodes: 11 | Time: 3.5011e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Index: 7 | Max_nodes: 12 | Time: 3.3319e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -Index: 20 | Max_nodes: 12 | Time: 3.3601e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -Index: 11 | Max_nodes: 12 | Time: 3.3645e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -Index: 9 | Max_nodes: 12 | Time: 3.4248e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -Index: 5 | Max_nodes: 12 | Time: 3.4306e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| -Index: 3 | Max_nodes: 12 | Time: 3.4528e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -Index: 1 | Max_nodes: 12 | Time: 3.4580e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -Index: 18 | Max_nodes: 12 | Time: 3.4854e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| -Index: 23 | Max_nodes: 16 | Time: 3.2988e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -Index: 22 | Max_nodes: 16 | Time: 3.3819e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| -Index: 17 | Max_nodes: 16 | Time: 3.3874e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -Index: 16 | Max_nodes: 16 | Time: 3.4814e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| - -........................... -Average time: 3.4055e-05s - -________________________________________________________________________________________________ - -6 permutations have 11 max nodes. -Index: 8 | Active_nodes: 7 | Time: 3.4269e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| -Index: 2 | Active_nodes: 7 | Time: 3.4427e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -Index: 6 | Active_nodes: 9 | Time: 3.3372e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -Index: 14 | Active_nodes: 9 | Time: 3.3430e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -Index: 12 | Active_nodes: 9 | Time: 3.4496e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -Index: 0 | Active_nodes: 9 | Time: 3.5011e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| - -........................... -Average time: 3.4168e-05s - -14 permutations have 12 max nodes. -Index: 15 | Active_nodes: 7 | Time: 3.2975e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -Index: 13 | Active_nodes: 7 | Time: 3.3037e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| -Index: 21 | Active_nodes: 7 | Time: 3.3457e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| -Index: 19 | Active_nodes: 7 | Time: 3.3846e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| -Index: 10 | Active_nodes: 7 | Time: 3.5484e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| -Index: 4 | Active_nodes: 7 | Time: 3.5553e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -Index: 7 | Active_nodes: 9 | Time: 3.3319e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -Index: 20 | Active_nodes: 9 | Time: 3.3601e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -Index: 11 | Active_nodes: 9 | Time: 3.3645e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -Index: 9 | Active_nodes: 9 | Time: 3.4248e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -Index: 5 | Active_nodes: 9 | Time: 3.4306e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| -Index: 3 | Active_nodes: 9 | Time: 3.4528e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -Index: 1 | Active_nodes: 9 | Time: 3.4580e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -Index: 18 | Active_nodes: 9 | Time: 3.4854e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| - -........................... -Average time: 3.4102e-05s - -4 permutations have 16 max nodes. -Index: 23 | Active_nodes: 9 | Time: 3.2988e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -Index: 22 | Active_nodes: 9 | Time: 3.3819e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| -Index: 17 | Active_nodes: 9 | Time: 3.3874e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -Index: 16 | Active_nodes: 9 | Time: 3.4814e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| - -........................... -Average time: 3.3874e-05s - -________________________________________________________________________________________________ - -execution time of: 3.2975e-05s: Index: 15 | Max_nodes: 12 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| - -execution time of: 3.2988e-05s: Index: 23 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| - -execution time of: 3.3037e-05s: Index: 13 | Max_nodes: 12 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| - -execution time of: 3.3319e-05s: Index: 7 | Max_nodes: 12 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| - -execution time of: 3.3372e-05s: Index: 6 | Max_nodes: 11 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| - -execution time of: 3.3430e-05s: Index: 14 | Max_nodes: 11 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| - -execution time of: 3.3457e-05s: Index: 21 | Max_nodes: 12 | Active_nodes: 7 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| - -execution time of: 3.3601e-05s: Index: 20 | Max_nodes: 12 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| - -execution time of: 3.3645e-05s: Index: 11 | Max_nodes: 12 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| - -execution time of: 3.3819e-05s: Index: 22 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| - -execution time of: 3.3846e-05s: Index: 19 | Max_nodes: 12 | Active_nodes: 7 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| - -execution time of: 3.3874e-05s: Index: 17 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| - -execution time of: 3.4248e-05s: Index: 9 | Max_nodes: 12 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| - -execution time of: 3.4269e-05s: Index: 8 | Max_nodes: 11 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| - -execution time of: 3.4306e-05s: Index: 5 | Max_nodes: 12 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| - -execution time of: 3.4427e-05s: Index: 2 | Max_nodes: 11 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| - -execution time of: 3.4496e-05s: Index: 12 | Max_nodes: 11 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| - -execution time of: 3.4528e-05s: Index: 3 | Max_nodes: 12 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| - -execution time of: 3.4580e-05s: Index: 1 | Max_nodes: 12 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| - -execution time of: 3.4814e-05s: Index: 16 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| - -execution time of: 3.4854e-05s: Index: 18 | Max_nodes: 12 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| - -execution time of: 3.5011e-05s: Index: 0 | Max_nodes: 11 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| - -execution time of: 3.5484e-05s: Index: 10 | Max_nodes: 12 | Active_nodes: 7 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| - -execution time of: 3.5553e-05s: Index: 4 | Max_nodes: 12 | Active_nodes: 7 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| - -________________________________________________________________________________________________ - -Start Simulation of graphstate_indep_qiskit_5__________________________________________________ - -.i:...0...1...2...3...4 -.1:...h...|...|...|...| -.2:...|...h...|...|...| -.3:...c...z...|...|...| -.4:...|...|...h...|...| -.5:...|...|...|...h...| -.6:...|...c...|...z...| -.7:...|...|...c...z...| -.8:...|...|...|...|...h -.9:...c...|...|...|...z -10:...|...|...c...|...z -11:==================== -12:...0...|...|...|...| -13:...|...1...|...|...| -14:...|...|...2...|...| -15:...|...|...|...3...| -16:...|...|...|...|...4 -.o:...0...1...2...3...4 -Total Permutations: 120 -Min time: 4.1519e-05s................. Permutation 53 : 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -Max time: 4.7569e-05s................. Permutation 43 : 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -Min active nodes: 13 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Min max nodes: 15 nodes.................... Permutation 2 : 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -Max active nodes: 13 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Max max nodes: 24 nodes.................... Permutation 61 : 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -________________________________________________________________________________________________ - -120 permutations have 13 active nodes. -Index: 56 | Max_nodes: 15 | Time: 4.1870e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -Index: 26 | Max_nodes: 15 | Time: 4.1891e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -Index: 32 | Max_nodes: 15 | Time: 4.2006e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -Index: 8 | Max_nodes: 15 | Time: 4.2093e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -Index: 50 | Max_nodes: 15 | Time: 4.2613e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -Index: 86 | Max_nodes: 15 | Time: 4.2731e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -Index: 80 | Max_nodes: 15 | Time: 4.2754e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -Index: 2 | Max_nodes: 15 | Time: 4.3271e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -Index: 84 | Max_nodes: 15 | Time: 4.3445e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -Index: 74 | Max_nodes: 15 | Time: 4.3746e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -Index: 78 | Max_nodes: 15 | Time: 4.4010e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -Index: 72 | Max_nodes: 15 | Time: 4.4047e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -Index: 53 | Max_nodes: 16 | Time: 4.1519e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -Index: 58 | Max_nodes: 16 | Time: 4.1610e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -Index: 59 | Max_nodes: 16 | Time: 4.1785e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -Index: 10 | Max_nodes: 16 | Time: 4.1856e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -Index: 34 | Max_nodes: 16 | Time: 4.1867e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -Index: 28 | Max_nodes: 16 | Time: 4.1905e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -Index: 29 | Max_nodes: 16 | Time: 4.2325e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -Index: 4 | Max_nodes: 16 | Time: 4.2335e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -Index: 52 | Max_nodes: 16 | Time: 4.2399e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -Index: 57 | Max_nodes: 16 | Time: 4.2592e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -Index: 5 | Max_nodes: 16 | Time: 4.2760e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -Index: 110 | Max_nodes: 16 | Time: 4.3085e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -Index: 51 | Max_nodes: 16 | Time: 4.3220e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -Index: 27 | Max_nodes: 16 | Time: 4.3345e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -Index: 104 | Max_nodes: 16 | Time: 4.3416e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -Index: 11 | Max_nodes: 16 | Time: 4.3464e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -Index: 35 | Max_nodes: 16 | Time: 4.3561e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -Index: 3 | Max_nodes: 16 | Time: 4.3754e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -Index: 33 | Max_nodes: 16 | Time: 4.3815e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -Index: 108 | Max_nodes: 16 | Time: 4.4051e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -Index: 98 | Max_nodes: 16 | Time: 4.4311e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -Index: 9 | Max_nodes: 16 | Time: 4.4628e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -Index: 96 | Max_nodes: 16 | Time: 4.4727e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -Index: 102 | Max_nodes: 16 | Time: 4.4748e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -Index: 24 | Max_nodes: 17 | Time: 4.3128e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -Index: 14 | Max_nodes: 17 | Time: 4.3293e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -Index: 0 | Max_nodes: 17 | Time: 4.3461e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Index: 54 | Max_nodes: 17 | Time: 4.3508e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -Index: 48 | Max_nodes: 17 | Time: 4.3524e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -Index: 62 | Max_nodes: 17 | Time: 4.3689e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -Index: 38 | Max_nodes: 17 | Time: 4.3727e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -Index: 12 | Max_nodes: 17 | Time: 4.3999e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -Index: 6 | Max_nodes: 17 | Time: 4.4057e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -Index: 30 | Max_nodes: 17 | Time: 4.4130e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -Index: 36 | Max_nodes: 17 | Time: 4.4185e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -Index: 60 | Max_nodes: 17 | Time: 4.4606e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -Index: 25 | Max_nodes: 18 | Time: 4.4169e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -Index: 49 | Max_nodes: 18 | Time: 4.4460e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -Index: 55 | Max_nodes: 18 | Time: 4.4473e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -Index: 1 | Max_nodes: 18 | Time: 4.4570e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -Index: 44 | Max_nodes: 18 | Time: 4.4785e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -Index: 20 | Max_nodes: 18 | Time: 4.4824e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -Index: 7 | Max_nodes: 18 | Time: 4.5045e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -Index: 68 | Max_nodes: 18 | Time: 4.5074e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -Index: 18 | Max_nodes: 18 | Time: 4.5516e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -Index: 31 | Max_nodes: 18 | Time: 4.5748e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -Index: 42 | Max_nodes: 18 | Time: 4.6031e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -Index: 66 | Max_nodes: 18 | Time: 4.6048e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -Index: 89 | Max_nodes: 20 | Time: 4.1783e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -Index: 88 | Max_nodes: 20 | Time: 4.2001e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -Index: 119 | Max_nodes: 20 | Time: 4.2246e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -Index: 118 | Max_nodes: 20 | Time: 4.2292e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -Index: 82 | Max_nodes: 20 | Time: 4.2386e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -Index: 77 | Max_nodes: 20 | Time: 4.2692e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -Index: 83 | Max_nodes: 20 | Time: 4.2812e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -Index: 112 | Max_nodes: 20 | Time: 4.2868e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -Index: 113 | Max_nodes: 20 | Time: 4.2952e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -Index: 65 | Max_nodes: 20 | Time: 4.3115e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -Index: 64 | Max_nodes: 20 | Time: 4.3191e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -Index: 94 | Max_nodes: 20 | Time: 4.3241e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -Index: 76 | Max_nodes: 20 | Time: 4.3370e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -Index: 95 | Max_nodes: 20 | Time: 4.3437e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -Index: 106 | Max_nodes: 20 | Time: 4.3491e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -Index: 116 | Max_nodes: 20 | Time: 4.3505e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -Index: 41 | Max_nodes: 20 | Time: 4.3562e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -Index: 101 | Max_nodes: 20 | Time: 4.3730e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -Index: 16 | Max_nodes: 20 | Time: 4.4047e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -Index: 81 | Max_nodes: 20 | Time: 4.4078e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -Index: 70 | Max_nodes: 20 | Time: 4.4156e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -Index: 71 | Max_nodes: 20 | Time: 4.4158e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -Index: 40 | Max_nodes: 20 | Time: 4.4215e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -Index: 92 | Max_nodes: 20 | Time: 4.4225e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -Index: 75 | Max_nodes: 20 | Time: 4.4283e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -Index: 107 | Max_nodes: 20 | Time: 4.4320e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -Index: 17 | Max_nodes: 20 | Time: 4.4374e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -Index: 100 | Max_nodes: 20 | Time: 4.4417e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -Index: 114 | Max_nodes: 20 | Time: 4.4432e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -Index: 105 | Max_nodes: 20 | Time: 4.4869e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -Index: 79 | Max_nodes: 20 | Time: 4.5018e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -Index: 22 | Max_nodes: 20 | Time: 4.5038e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -Index: 47 | Max_nodes: 20 | Time: 4.5049e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -Index: 73 | Max_nodes: 20 | Time: 4.5097e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -Index: 90 | Max_nodes: 20 | Time: 4.5108e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -Index: 99 | Max_nodes: 20 | Time: 4.5141e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -Index: 23 | Max_nodes: 20 | Time: 4.5382e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -Index: 46 | Max_nodes: 20 | Time: 4.5396e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -Index: 45 | Max_nodes: 20 | Time: 4.5560e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -Index: 97 | Max_nodes: 20 | Time: 4.5773e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -Index: 103 | Max_nodes: 20 | Time: 4.6140e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -Index: 39 | Max_nodes: 20 | Time: 4.6216e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -Index: 21 | Max_nodes: 20 | Time: 4.6355e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -Index: 15 | Max_nodes: 20 | Time: 4.6424e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -Index: 19 | Max_nodes: 20 | Time: 4.6875e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -Index: 13 | Max_nodes: 20 | Time: 4.7006e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -Index: 37 | Max_nodes: 20 | Time: 4.7067e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -Index: 43 | Max_nodes: 20 | Time: 4.7569e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -Index: 117 | Max_nodes: 24 | Time: 4.3933e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -Index: 93 | Max_nodes: 24 | Time: 4.4887e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -Index: 87 | Max_nodes: 24 | Time: 4.5062e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -Index: 115 | Max_nodes: 24 | Time: 4.5528e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -Index: 111 | Max_nodes: 24 | Time: 4.5923e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -Index: 85 | Max_nodes: 24 | Time: 4.5936e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -Index: 69 | Max_nodes: 24 | Time: 4.5980e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -Index: 91 | Max_nodes: 24 | Time: 4.6055e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -Index: 63 | Max_nodes: 24 | Time: 4.6114e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -Index: 109 | Max_nodes: 24 | Time: 4.6673e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -Index: 61 | Max_nodes: 24 | Time: 4.6959e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -Index: 67 | Max_nodes: 24 | Time: 4.7015e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| - -........................... -Average time: 4.4118e-05s - -________________________________________________________________________________________________ - -12 permutations have 15 max nodes. -Index: 56 | Active_nodes: 13 | Time: 4.1870e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -Index: 26 | Active_nodes: 13 | Time: 4.1891e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -Index: 32 | Active_nodes: 13 | Time: 4.2006e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -Index: 8 | Active_nodes: 13 | Time: 4.2093e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -Index: 50 | Active_nodes: 13 | Time: 4.2613e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -Index: 86 | Active_nodes: 13 | Time: 4.2731e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -Index: 80 | Active_nodes: 13 | Time: 4.2754e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -Index: 2 | Active_nodes: 13 | Time: 4.3271e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -Index: 84 | Active_nodes: 13 | Time: 4.3445e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -Index: 74 | Active_nodes: 13 | Time: 4.3746e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -Index: 78 | Active_nodes: 13 | Time: 4.4010e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -Index: 72 | Active_nodes: 13 | Time: 4.4047e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| - -........................... -Average time: 4.2873e-05s - -24 permutations have 16 max nodes. -Index: 53 | Active_nodes: 13 | Time: 4.1519e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -Index: 58 | Active_nodes: 13 | Time: 4.1610e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -Index: 59 | Active_nodes: 13 | Time: 4.1785e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -Index: 10 | Active_nodes: 13 | Time: 4.1856e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -Index: 34 | Active_nodes: 13 | Time: 4.1867e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -Index: 28 | Active_nodes: 13 | Time: 4.1905e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -Index: 29 | Active_nodes: 13 | Time: 4.2325e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -Index: 4 | Active_nodes: 13 | Time: 4.2335e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -Index: 52 | Active_nodes: 13 | Time: 4.2399e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -Index: 57 | Active_nodes: 13 | Time: 4.2592e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -Index: 5 | Active_nodes: 13 | Time: 4.2760e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -Index: 110 | Active_nodes: 13 | Time: 4.3085e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -Index: 51 | Active_nodes: 13 | Time: 4.3220e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -Index: 27 | Active_nodes: 13 | Time: 4.3345e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -Index: 104 | Active_nodes: 13 | Time: 4.3416e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -Index: 11 | Active_nodes: 13 | Time: 4.3464e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -Index: 35 | Active_nodes: 13 | Time: 4.3561e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -Index: 3 | Active_nodes: 13 | Time: 4.3754e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -Index: 33 | Active_nodes: 13 | Time: 4.3815e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -Index: 108 | Active_nodes: 13 | Time: 4.4051e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -Index: 98 | Active_nodes: 13 | Time: 4.4311e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -Index: 9 | Active_nodes: 13 | Time: 4.4628e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -Index: 96 | Active_nodes: 13 | Time: 4.4727e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -Index: 102 | Active_nodes: 13 | Time: 4.4748e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| - -........................... -Average time: 4.3045e-05s - -12 permutations have 17 max nodes. -Index: 24 | Active_nodes: 13 | Time: 4.3128e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -Index: 14 | Active_nodes: 13 | Time: 4.3293e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -Index: 0 | Active_nodes: 13 | Time: 4.3461e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Index: 54 | Active_nodes: 13 | Time: 4.3508e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -Index: 48 | Active_nodes: 13 | Time: 4.3524e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -Index: 62 | Active_nodes: 13 | Time: 4.3689e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -Index: 38 | Active_nodes: 13 | Time: 4.3727e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -Index: 12 | Active_nodes: 13 | Time: 4.3999e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -Index: 6 | Active_nodes: 13 | Time: 4.4057e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -Index: 30 | Active_nodes: 13 | Time: 4.4130e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -Index: 36 | Active_nodes: 13 | Time: 4.4185e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -Index: 60 | Active_nodes: 13 | Time: 4.4606e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| - -........................... -Average time: 4.3776e-05s - -12 permutations have 18 max nodes. -Index: 25 | Active_nodes: 13 | Time: 4.4169e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -Index: 49 | Active_nodes: 13 | Time: 4.4460e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -Index: 55 | Active_nodes: 13 | Time: 4.4473e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -Index: 1 | Active_nodes: 13 | Time: 4.4570e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -Index: 44 | Active_nodes: 13 | Time: 4.4785e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -Index: 20 | Active_nodes: 13 | Time: 4.4824e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -Index: 7 | Active_nodes: 13 | Time: 4.5045e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -Index: 68 | Active_nodes: 13 | Time: 4.5074e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -Index: 18 | Active_nodes: 13 | Time: 4.5516e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -Index: 31 | Active_nodes: 13 | Time: 4.5748e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -Index: 42 | Active_nodes: 13 | Time: 4.6031e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -Index: 66 | Active_nodes: 13 | Time: 4.6048e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| - -........................... -Average time: 4.5062e-05s - -48 permutations have 20 max nodes. -Index: 89 | Active_nodes: 13 | Time: 4.1783e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -Index: 88 | Active_nodes: 13 | Time: 4.2001e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -Index: 119 | Active_nodes: 13 | Time: 4.2246e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -Index: 118 | Active_nodes: 13 | Time: 4.2292e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -Index: 82 | Active_nodes: 13 | Time: 4.2386e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -Index: 77 | Active_nodes: 13 | Time: 4.2692e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -Index: 83 | Active_nodes: 13 | Time: 4.2812e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -Index: 112 | Active_nodes: 13 | Time: 4.2868e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -Index: 113 | Active_nodes: 13 | Time: 4.2952e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -Index: 65 | Active_nodes: 13 | Time: 4.3115e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -Index: 64 | Active_nodes: 13 | Time: 4.3191e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -Index: 94 | Active_nodes: 13 | Time: 4.3241e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -Index: 76 | Active_nodes: 13 | Time: 4.3370e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -Index: 95 | Active_nodes: 13 | Time: 4.3437e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -Index: 106 | Active_nodes: 13 | Time: 4.3491e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -Index: 116 | Active_nodes: 13 | Time: 4.3505e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -Index: 41 | Active_nodes: 13 | Time: 4.3562e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -Index: 101 | Active_nodes: 13 | Time: 4.3730e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -Index: 16 | Active_nodes: 13 | Time: 4.4047e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -Index: 81 | Active_nodes: 13 | Time: 4.4078e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -Index: 70 | Active_nodes: 13 | Time: 4.4156e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -Index: 71 | Active_nodes: 13 | Time: 4.4158e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -Index: 40 | Active_nodes: 13 | Time: 4.4215e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -Index: 92 | Active_nodes: 13 | Time: 4.4225e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -Index: 75 | Active_nodes: 13 | Time: 4.4283e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -Index: 107 | Active_nodes: 13 | Time: 4.4320e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -Index: 17 | Active_nodes: 13 | Time: 4.4374e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -Index: 100 | Active_nodes: 13 | Time: 4.4417e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -Index: 114 | Active_nodes: 13 | Time: 4.4432e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -Index: 105 | Active_nodes: 13 | Time: 4.4869e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -Index: 79 | Active_nodes: 13 | Time: 4.5018e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -Index: 22 | Active_nodes: 13 | Time: 4.5038e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -Index: 47 | Active_nodes: 13 | Time: 4.5049e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -Index: 73 | Active_nodes: 13 | Time: 4.5097e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -Index: 90 | Active_nodes: 13 | Time: 4.5108e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -Index: 99 | Active_nodes: 13 | Time: 4.5141e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -Index: 23 | Active_nodes: 13 | Time: 4.5382e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -Index: 46 | Active_nodes: 13 | Time: 4.5396e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -Index: 45 | Active_nodes: 13 | Time: 4.5560e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -Index: 97 | Active_nodes: 13 | Time: 4.5773e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -Index: 103 | Active_nodes: 13 | Time: 4.6140e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -Index: 39 | Active_nodes: 13 | Time: 4.6216e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -Index: 21 | Active_nodes: 13 | Time: 4.6355e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -Index: 15 | Active_nodes: 13 | Time: 4.6424e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -Index: 19 | Active_nodes: 13 | Time: 4.6875e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -Index: 13 | Active_nodes: 13 | Time: 4.7006e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -Index: 37 | Active_nodes: 13 | Time: 4.7067e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -Index: 43 | Active_nodes: 13 | Time: 4.7569e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| - -........................... -Average time: 4.4385e-05s - -12 permutations have 24 max nodes. -Index: 117 | Active_nodes: 13 | Time: 4.3933e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -Index: 93 | Active_nodes: 13 | Time: 4.4887e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -Index: 87 | Active_nodes: 13 | Time: 4.5062e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -Index: 115 | Active_nodes: 13 | Time: 4.5528e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -Index: 111 | Active_nodes: 13 | Time: 4.5923e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -Index: 85 | Active_nodes: 13 | Time: 4.5936e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -Index: 69 | Active_nodes: 13 | Time: 4.5980e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -Index: 91 | Active_nodes: 13 | Time: 4.6055e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -Index: 63 | Active_nodes: 13 | Time: 4.6114e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -Index: 109 | Active_nodes: 13 | Time: 4.6673e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -Index: 61 | Active_nodes: 13 | Time: 4.6959e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -Index: 67 | Active_nodes: 13 | Time: 4.7015e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| - -........................... -Average time: 4.5839e-05s - -________________________________________________________________________________________________ - -execution time of: 4.1519e-05s: Index: 53 | Max_nodes: 16 | Active_nodes: 13 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| - -execution time of: 4.1610e-05s: Index: 58 | Max_nodes: 16 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| - -execution time of: 4.1783e-05s: Index: 89 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| - -execution time of: 4.1785e-05s: Index: 59 | Max_nodes: 16 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| - -execution time of: 4.1856e-05s: Index: 10 | Max_nodes: 16 | Active_nodes: 13 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| - -execution time of: 4.1867e-05s: Index: 34 | Max_nodes: 16 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| - -execution time of: 4.1870e-05s: Index: 56 | Max_nodes: 15 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| - -execution time of: 4.1891e-05s: Index: 26 | Max_nodes: 15 | Active_nodes: 13 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| - -execution time of: 4.1905e-05s: Index: 28 | Max_nodes: 16 | Active_nodes: 13 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| - -execution time of: 4.2001e-05s: Index: 88 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| - -execution time of: 4.2006e-05s: Index: 32 | Max_nodes: 15 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| - -execution time of: 4.2093e-05s: Index: 8 | Max_nodes: 15 | Active_nodes: 13 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| - -execution time of: 4.2246e-05s: Index: 119 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| - -execution time of: 4.2292e-05s: Index: 118 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| - -execution time of: 4.2325e-05s: Index: 29 | Max_nodes: 16 | Active_nodes: 13 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| - -execution time of: 4.2335e-05s: Index: 4 | Max_nodes: 16 | Active_nodes: 13 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| - -execution time of: 4.2386e-05s: Index: 82 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| - -execution time of: 4.2399e-05s: Index: 52 | Max_nodes: 16 | Active_nodes: 13 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| - -execution time of: 4.2592e-05s: Index: 57 | Max_nodes: 16 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| - -execution time of: 4.2613e-05s: Index: 50 | Max_nodes: 15 | Active_nodes: 13 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| - -execution time of: 4.2692e-05s: Index: 77 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| - -execution time of: 4.2731e-05s: Index: 86 | Max_nodes: 15 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| - -execution time of: 4.2754e-05s: Index: 80 | Max_nodes: 15 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| - -execution time of: 4.2760e-05s: Index: 5 | Max_nodes: 16 | Active_nodes: 13 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| - -execution time of: 4.2812e-05s: Index: 83 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| - -execution time of: 4.2868e-05s: Index: 112 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| - -execution time of: 4.2952e-05s: Index: 113 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| - -execution time of: 4.3085e-05s: Index: 110 | Max_nodes: 16 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| - -execution time of: 4.3115e-05s: Index: 65 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| - -execution time of: 4.3128e-05s: Index: 24 | Max_nodes: 17 | Active_nodes: 13 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| - -execution time of: 4.3191e-05s: Index: 64 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| - -execution time of: 4.3220e-05s: Index: 51 | Max_nodes: 16 | Active_nodes: 13 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| - -execution time of: 4.3241e-05s: Index: 94 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| - -execution time of: 4.3271e-05s: Index: 2 | Max_nodes: 15 | Active_nodes: 13 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| - -execution time of: 4.3293e-05s: Index: 14 | Max_nodes: 17 | Active_nodes: 13 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| - -execution time of: 4.3345e-05s: Index: 27 | Max_nodes: 16 | Active_nodes: 13 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| - -execution time of: 4.3370e-05s: Index: 76 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| - -execution time of: 4.3416e-05s: Index: 104 | Max_nodes: 16 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| - -execution time of: 4.3437e-05s: Index: 95 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| - -execution time of: 4.3445e-05s: Index: 84 | Max_nodes: 15 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| - -execution time of: 4.3461e-05s: Index: 0 | Max_nodes: 17 | Active_nodes: 13 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| - -execution time of: 4.3464e-05s: Index: 11 | Max_nodes: 16 | Active_nodes: 13 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| - -execution time of: 4.3491e-05s: Index: 106 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| - -execution time of: 4.3505e-05s: Index: 116 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| - -execution time of: 4.3508e-05s: Index: 54 | Max_nodes: 17 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| - -execution time of: 4.3524e-05s: Index: 48 | Max_nodes: 17 | Active_nodes: 13 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| - -execution time of: 4.3561e-05s: Index: 35 | Max_nodes: 16 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| - -execution time of: 4.3562e-05s: Index: 41 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| - -execution time of: 4.3689e-05s: Index: 62 | Max_nodes: 17 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| - -execution time of: 4.3727e-05s: Index: 38 | Max_nodes: 17 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| - -execution time of: 4.3730e-05s: Index: 101 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| - -execution time of: 4.3746e-05s: Index: 74 | Max_nodes: 15 | Active_nodes: 13 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| - -execution time of: 4.3754e-05s: Index: 3 | Max_nodes: 16 | Active_nodes: 13 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| - -execution time of: 4.3815e-05s: Index: 33 | Max_nodes: 16 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| - -execution time of: 4.3933e-05s: Index: 117 | Max_nodes: 24 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| - -execution time of: 4.3999e-05s: Index: 12 | Max_nodes: 17 | Active_nodes: 13 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| - -execution time of: 4.4010e-05s: Index: 78 | Max_nodes: 15 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| - -execution time of: 4.4047e-05s: Index: 16 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| - -execution time of: 4.4047e-05s: Index: 72 | Max_nodes: 15 | Active_nodes: 13 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| - -execution time of: 4.4051e-05s: Index: 108 | Max_nodes: 16 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| - -execution time of: 4.4057e-05s: Index: 6 | Max_nodes: 17 | Active_nodes: 13 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| - -execution time of: 4.4078e-05s: Index: 81 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| - -execution time of: 4.4130e-05s: Index: 30 | Max_nodes: 17 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| - -execution time of: 4.4156e-05s: Index: 70 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| - -execution time of: 4.4158e-05s: Index: 71 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| - -execution time of: 4.4169e-05s: Index: 25 | Max_nodes: 18 | Active_nodes: 13 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| - -execution time of: 4.4185e-05s: Index: 36 | Max_nodes: 17 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| - -execution time of: 4.4215e-05s: Index: 40 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| - -execution time of: 4.4225e-05s: Index: 92 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| - -execution time of: 4.4283e-05s: Index: 75 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| - -execution time of: 4.4311e-05s: Index: 98 | Max_nodes: 16 | Active_nodes: 13 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| - -execution time of: 4.4320e-05s: Index: 107 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| - -execution time of: 4.4374e-05s: Index: 17 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| - -execution time of: 4.4417e-05s: Index: 100 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| - -execution time of: 4.4432e-05s: Index: 114 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| - -execution time of: 4.4460e-05s: Index: 49 | Max_nodes: 18 | Active_nodes: 13 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| - -execution time of: 4.4473e-05s: Index: 55 | Max_nodes: 18 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| - -execution time of: 4.4570e-05s: Index: 1 | Max_nodes: 18 | Active_nodes: 13 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| - -execution time of: 4.4606e-05s: Index: 60 | Max_nodes: 17 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| - -execution time of: 4.4628e-05s: Index: 9 | Max_nodes: 16 | Active_nodes: 13 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| - -execution time of: 4.4727e-05s: Index: 96 | Max_nodes: 16 | Active_nodes: 13 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| - -execution time of: 4.4748e-05s: Index: 102 | Max_nodes: 16 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| - -execution time of: 4.4785e-05s: Index: 44 | Max_nodes: 18 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| - -execution time of: 4.4824e-05s: Index: 20 | Max_nodes: 18 | Active_nodes: 13 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| - -execution time of: 4.4869e-05s: Index: 105 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| - -execution time of: 4.4887e-05s: Index: 93 | Max_nodes: 24 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| - -execution time of: 4.5018e-05s: Index: 79 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| - -execution time of: 4.5038e-05s: Index: 22 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| - -execution time of: 4.5045e-05s: Index: 7 | Max_nodes: 18 | Active_nodes: 13 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| - -execution time of: 4.5049e-05s: Index: 47 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| - -execution time of: 4.5062e-05s: Index: 87 | Max_nodes: 24 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| - -execution time of: 4.5074e-05s: Index: 68 | Max_nodes: 18 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| - -execution time of: 4.5097e-05s: Index: 73 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| - -execution time of: 4.5108e-05s: Index: 90 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| - -execution time of: 4.5141e-05s: Index: 99 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| - -execution time of: 4.5382e-05s: Index: 23 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| - -execution time of: 4.5396e-05s: Index: 46 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| - -execution time of: 4.5516e-05s: Index: 18 | Max_nodes: 18 | Active_nodes: 13 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| - -execution time of: 4.5528e-05s: Index: 115 | Max_nodes: 24 | Active_nodes: 13 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| - -execution time of: 4.5560e-05s: Index: 45 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| - -execution time of: 4.5748e-05s: Index: 31 | Max_nodes: 18 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| - -execution time of: 4.5773e-05s: Index: 97 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| - -execution time of: 4.5923e-05s: Index: 111 | Max_nodes: 24 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| - -execution time of: 4.5936e-05s: Index: 85 | Max_nodes: 24 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| - -execution time of: 4.5980e-05s: Index: 69 | Max_nodes: 24 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| - -execution time of: 4.6031e-05s: Index: 42 | Max_nodes: 18 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| - -execution time of: 4.6048e-05s: Index: 66 | Max_nodes: 18 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| - -execution time of: 4.6055e-05s: Index: 91 | Max_nodes: 24 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| - -execution time of: 4.6114e-05s: Index: 63 | Max_nodes: 24 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| - -execution time of: 4.6140e-05s: Index: 103 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| - -execution time of: 4.6216e-05s: Index: 39 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| - -execution time of: 4.6355e-05s: Index: 21 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| - -execution time of: 4.6424e-05s: Index: 15 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| - -execution time of: 4.6673e-05s: Index: 109 | Max_nodes: 24 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| - -execution time of: 4.6875e-05s: Index: 19 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| - -execution time of: 4.6959e-05s: Index: 61 | Max_nodes: 24 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| - -execution time of: 4.7006e-05s: Index: 13 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| - -execution time of: 4.7015e-05s: Index: 67 | Max_nodes: 24 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| - -execution time of: 4.7067e-05s: Index: 37 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| - -execution time of: 4.7569e-05s: Index: 43 | Max_nodes: 20 | Active_nodes: 13 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| - -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/graphstate_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/graphstate_indep_qiskit_controls.txt deleted file mode 100644 index 9ec5b433..00000000 --- a/test/BenchmarkQuasm/results/graphstate_indep_qiskit_controls.txt +++ /dev/null @@ -1,81 +0,0 @@ -Start Simulation of graphstate_indep_qiskit_3__________________________________________________ - - i: 0 1 2 - 1: h | | - 2: | h | - 3: c z | - 4: | | h - 5: c | z - 6: | c z - 7:============ - 8: 0 | | - 9: | 1 | -10: | | 2 - o: 0 1 2 -Computed Permutation: .........0 -> 2|1 -> 1|2 -> 0| -Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 2.5962e-05s............................. -Permuted Duration: 2.4181e-05s............................. -Identity active_nodes: 5 ...................................... -Permuted active_nodes: 5 ...................................... -Identity max_nodes: 7 ...................................... -Permuted max_nodes: 8 ...................................... -________________________________________________________________________________________________ - -Start Simulation of graphstate_indep_qiskit_4__________________________________________________ - -.i:...0...1...2...3 -.1:...h...|...|...| -.2:...|...h...|...| -.3:...c...z...|...| -.4:...|...|...h...| -.5:...|...c...z...| -.6:...|...|...|...h -.7:...c...|...|...z -.8:...|...|...c...z -.9:================ -10:...0...|...|...| -11:...|...1...|...| -12:...|...|...2...| -13:...|...|...|...3 -.o:...0...1...2...3 -Computed Permutation: ..0 -> 3|1 -> 1|2 -> 2|3 -> 0| -Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Identity Duration: 3.5011e-05s............................. -Permuted Duration: 3.3561e-05s............................. -Identity active_nodes: 9 ...................................... -Permuted active_nodes: 7 ...................................... -Identity max_nodes: 11 ...................................... -Permuted max_nodes: 12 ...................................... -________________________________________________________________________________________________ - -Start Simulation of graphstate_indep_qiskit_5__________________________________________________ - -.i:...0...1...2...3...4 -.1:...h...|...|...|...| -.2:...|...h...|...|...| -.3:...c...z...|...|...| -.4:...|...|...h...|...| -.5:...|...|...|...h...| -.6:...|...c...|...z...| -.7:...|...|...c...z...| -.8:...|...|...|...|...h -.9:...c...|...|...|...z -10:...|...|...c...|...z -11:==================== -12:...0...|...|...|...| -13:...|...1...|...|...| -14:...|...|...2...|...| -15:...|...|...|...3...| -16:...|...|...|...|...4 -.o:...0...1...2...3...4 -Computed Permutation: 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: 4.3461e-05s............................. -Permuted Duration: 4.3823e-05s............................. -Identity active_nodes: 13 ...................................... -Permuted active_nodes: 13 ...................................... -Identity max_nodes: 17 ...................................... -Permuted max_nodes: 20 ...................................... -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/grover-noancilla_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/grover-noancilla_indep_qiskit_all.txt deleted file mode 100644 index 930c15e9..00000000 --- a/test/BenchmarkQuasm/results/grover-noancilla_indep_qiskit_all.txt +++ /dev/null @@ -1,4518 +0,0 @@ -Start Simulation of grover-noancilla_indep_qiskit_2__________________________________________________ - -i: 0 1 -1: h | -2: | x -3:======== -4: 0 | -5: | 1 -o: 0 1 -Total Permutations: 2 -Min time: 9.3002e-06s................. Permutation 0 : 0 -> 0|1 -> 1| -Max time: 9.3235e-06s................. Permutation 1 : 0 -> 1|1 -> 0| -Min active nodes: 2 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Min max nodes: 4 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Max active nodes: 2 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Max max nodes: 4 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -________________________________________________________________________________________________ - -2 permutations have 2 active nodes. -Index: 0 | Max_nodes: 4 | Time: 9.3002e-06s | 0 -> 0|1 -> 1| -Index: 1 | Max_nodes: 4 | Time: 9.3235e-06s | 0 -> 1|1 -> 0| - -........................... -Average time: 9.3119e-06s - -________________________________________________________________________________________________ - -2 permutations have 4 max nodes. -Index: 0 | Active_nodes: 2 | Time: 9.3002e-06s | 0 -> 0|1 -> 1| -Index: 1 | Active_nodes: 2 | Time: 9.3235e-06s | 0 -> 1|1 -> 0| - -........................... -Average time: 9.3119e-06s - -________________________________________________________________________________________________ - -execution time of: 9.3002e-06s: Index: 0 | Max_nodes: 4 | Active_nodes: 2 | 0 -> 0|1 -> 1| - -execution time of: 9.3235e-06s: Index: 1 | Max_nodes: 4 | Active_nodes: 2 | 0 -> 1|1 -> 0| - -________________________________________________________________________________________________ - -Start Simulation of grover-noancilla_indep_qiskit_3__________________________________________________ - -.i:...0...1...2 -.1:...h...|...| -.2:...|...h...| -.3:...|...|...x -.4:...|...c...s -.5:...x...c...| -.6:...c...|.sdg -.7:...x...c...| -.8:...c...|...s -.9:..ry...|...| p: (1.5708e+00) -10:...|...z...| -11:...c...x...| -12:..u2...|...| p: (-3.1416e+00) (-3.1416e+00) -13:...|...z...| -14:============ -15:...0...|...| -16:...|...1...| -17:...|...|...2 -.o:...0...1...2 -Total Permutations: 6 -Min time: 4.5176e-05s................. Permutation 3 : 0 -> 1|1 -> 2|2 -> 0| -Max time: 5.0660e-05s................. Permutation 2 : 0 -> 1|1 -> 0|2 -> 2| -Min active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Min max nodes: 8 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max max nodes: 10 nodes.................... Permutation 1 : 0 -> 0|1 -> 2|2 -> 1| -________________________________________________________________________________________________ - -6 permutations have 3 active nodes. -Index: 3 | Max_nodes: 8 | Time: 4.5176e-05s | 0 -> 1|1 -> 2|2 -> 0| -Index: 5 | Max_nodes: 8 | Time: 4.6407e-05s | 0 -> 2|1 -> 1|2 -> 0| -Index: 0 | Max_nodes: 8 | Time: 4.9651e-05s | 0 -> 0|1 -> 1|2 -> 2| -Index: 2 | Max_nodes: 8 | Time: 5.0660e-05s | 0 -> 1|1 -> 0|2 -> 2| -Index: 4 | Max_nodes: 10 | Time: 4.8456e-05s | 0 -> 2|1 -> 0|2 -> 1| -Index: 1 | Max_nodes: 10 | Time: 4.8488e-05s | 0 -> 0|1 -> 2|2 -> 1| - -........................... -Average time: 4.8140e-05s - -________________________________________________________________________________________________ - -4 permutations have 8 max nodes. -Index: 3 | Active_nodes: 3 | Time: 4.5176e-05s | 0 -> 1|1 -> 2|2 -> 0| -Index: 5 | Active_nodes: 3 | Time: 4.6407e-05s | 0 -> 2|1 -> 1|2 -> 0| -Index: 0 | Active_nodes: 3 | Time: 4.9651e-05s | 0 -> 0|1 -> 1|2 -> 2| -Index: 2 | Active_nodes: 3 | Time: 5.0660e-05s | 0 -> 1|1 -> 0|2 -> 2| - -........................... -Average time: 4.7973e-05s - -2 permutations have 10 max nodes. -Index: 4 | Active_nodes: 3 | Time: 4.8456e-05s | 0 -> 2|1 -> 0|2 -> 1| -Index: 1 | Active_nodes: 3 | Time: 4.8488e-05s | 0 -> 0|1 -> 2|2 -> 1| - -........................... -Average time: 4.8472e-05s - -________________________________________________________________________________________________ - -execution time of: 4.5176e-05s: Index: 3 | Max_nodes: 8 | Active_nodes: 3 | 0 -> 1|1 -> 2|2 -> 0| - -execution time of: 4.6407e-05s: Index: 5 | Max_nodes: 8 | Active_nodes: 3 | 0 -> 2|1 -> 1|2 -> 0| - -execution time of: 4.8456e-05s: Index: 4 | Max_nodes: 10 | Active_nodes: 3 | 0 -> 2|1 -> 0|2 -> 1| - -execution time of: 4.8488e-05s: Index: 1 | Max_nodes: 10 | Active_nodes: 3 | 0 -> 0|1 -> 2|2 -> 1| - -execution time of: 4.9651e-05s: Index: 0 | Max_nodes: 8 | Active_nodes: 3 | 0 -> 0|1 -> 1|2 -> 2| - -execution time of: 5.0660e-05s: Index: 2 | Max_nodes: 8 | Active_nodes: 3 | 0 -> 1|1 -> 0|2 -> 2| - -________________________________________________________________________________________________ - -Start Simulation of grover-noancilla_indep_qiskit_4__________________________________________________ - -.i:...0...1...2...3 -.1:...h...|...|...| -.2:...|...h...|...| -.3:...|...|...h...| -.4:...|...|...|...x -.5:...|...|...c...t -.6:...|...x...c...| -.7:...|...c...|.tdg -.8:...|...x...c...| -.9:...|...c...|...t -10:...x...c...|...| -11:...c...|...|.tdg -12:...x...|...c...| -13:...c...|...|...t -14:...x...c...|...| -15:...c...|...|.tdg -16:...|..ry...|...| p: (1.5708e+00) -17:...x...|...c...| -18:...c...|...|...t -19:..ry...|...|...| p: (1.5708e+00) -20:...|...|...z...| -21:...c...c...x...| -22:..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) -23:...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) -24:...|...|...z...| -25:...|...|...c...t -26:...|...x...c...| -27:...|...c...|.tdg -28:...|...x...c...| -29:...|...c...|...t -30:...x...c...|...| -31:...c...|...|.tdg -32:...x...|...c...| -33:...c...|...|...t -34:...x...c...|...| -35:...c...|...|.tdg -36:...|..ry...|...| p: (1.5708e+00) -37:...x...|...c...| -38:...c...|...|...t -39:..ry...|...|...| p: (1.5708e+00) -40:...|...|...z...| -41:...c...c...x...| -42:..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) -43:...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) -44:...|...|...z...| -45:================ -46:...0...|...|...| -47:...|...1...|...| -48:...|...|...2...| -49:...|...|...|...3 -.o:...0...1...2...3 -Total Permutations: 24 -Min time: 1.6464e-04s................. Permutation 9 : 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -Max time: 1.9833e-04s................. Permutation 14 : 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -Min active nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Min max nodes: 14 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Max active nodes: 7 nodes.................... Permutation 1 : 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -Max max nodes: 18 nodes.................... Permutation 3 : 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -________________________________________________________________________________________________ - -12 permutations have 6 active nodes. -Index: 9 | Max_nodes: 14 | Time: 1.6464e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -Index: 15 | Max_nodes: 14 | Time: 1.7017e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -Index: 11 | Max_nodes: 14 | Time: 1.7071e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -Index: 17 | Max_nodes: 14 | Time: 1.7359e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -Index: 21 | Max_nodes: 14 | Time: 1.7726e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| -Index: 23 | Max_nodes: 14 | Time: 1.7915e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -Index: 0 | Max_nodes: 14 | Time: 1.8385e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Index: 6 | Max_nodes: 14 | Time: 1.8869e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -Index: 2 | Max_nodes: 14 | Time: 1.9035e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -Index: 8 | Max_nodes: 14 | Time: 1.9229e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| -Index: 12 | Max_nodes: 14 | Time: 1.9478e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -Index: 14 | Max_nodes: 14 | Time: 1.9833e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| - -........................... -Average time: 1.8199e-04s - -12 permutations have 7 active nodes. -Index: 1 | Max_nodes: 16 | Time: 1.8378e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -Index: 7 | Max_nodes: 16 | Time: 1.8890e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -Index: 18 | Max_nodes: 16 | Time: 1.8903e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| -Index: 4 | Max_nodes: 16 | Time: 1.8987e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -Index: 10 | Max_nodes: 16 | Time: 1.9135e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| -Index: 20 | Max_nodes: 16 | Time: 1.9354e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -Index: 3 | Max_nodes: 18 | Time: 1.7738e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -Index: 13 | Max_nodes: 18 | Time: 1.7796e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| -Index: 16 | Max_nodes: 18 | Time: 1.8126e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| -Index: 19 | Max_nodes: 18 | Time: 1.8303e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| -Index: 5 | Max_nodes: 18 | Time: 1.8374e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| -Index: 22 | Max_nodes: 18 | Time: 1.8810e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| - -........................... -Average time: 1.8566e-04s - -________________________________________________________________________________________________ - -12 permutations have 14 max nodes. -Index: 9 | Active_nodes: 6 | Time: 1.6464e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -Index: 15 | Active_nodes: 6 | Time: 1.7017e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -Index: 11 | Active_nodes: 6 | Time: 1.7071e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -Index: 17 | Active_nodes: 6 | Time: 1.7359e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -Index: 21 | Active_nodes: 6 | Time: 1.7726e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| -Index: 23 | Active_nodes: 6 | Time: 1.7915e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -Index: 0 | Active_nodes: 6 | Time: 1.8385e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Index: 6 | Active_nodes: 6 | Time: 1.8869e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -Index: 2 | Active_nodes: 6 | Time: 1.9035e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -Index: 8 | Active_nodes: 6 | Time: 1.9229e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| -Index: 12 | Active_nodes: 6 | Time: 1.9478e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -Index: 14 | Active_nodes: 6 | Time: 1.9833e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| - -........................... -Average time: 1.8199e-04s - -6 permutations have 16 max nodes. -Index: 1 | Active_nodes: 7 | Time: 1.8378e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -Index: 7 | Active_nodes: 7 | Time: 1.8890e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -Index: 18 | Active_nodes: 7 | Time: 1.8903e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| -Index: 4 | Active_nodes: 7 | Time: 1.8987e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -Index: 10 | Active_nodes: 7 | Time: 1.9135e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| -Index: 20 | Active_nodes: 7 | Time: 1.9354e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| - -........................... -Average time: 1.8941e-04s - -6 permutations have 18 max nodes. -Index: 3 | Active_nodes: 7 | Time: 1.7738e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -Index: 13 | Active_nodes: 7 | Time: 1.7796e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| -Index: 16 | Active_nodes: 7 | Time: 1.8126e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| -Index: 19 | Active_nodes: 7 | Time: 1.8303e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| -Index: 5 | Active_nodes: 7 | Time: 1.8374e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| -Index: 22 | Active_nodes: 7 | Time: 1.8810e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| - -........................... -Average time: 1.8191e-04s - -________________________________________________________________________________________________ - -execution time of: 1.6464e-04s: Index: 9 | Max_nodes: 14 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| - -execution time of: 1.7017e-04s: Index: 15 | Max_nodes: 14 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| - -execution time of: 1.7071e-04s: Index: 11 | Max_nodes: 14 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| - -execution time of: 1.7359e-04s: Index: 17 | Max_nodes: 14 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| - -execution time of: 1.7726e-04s: Index: 21 | Max_nodes: 14 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| - -execution time of: 1.7738e-04s: Index: 3 | Max_nodes: 18 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| - -execution time of: 1.7796e-04s: Index: 13 | Max_nodes: 18 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| - -execution time of: 1.7915e-04s: Index: 23 | Max_nodes: 14 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| - -execution time of: 1.8126e-04s: Index: 16 | Max_nodes: 18 | Active_nodes: 7 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| - -execution time of: 1.8303e-04s: Index: 19 | Max_nodes: 18 | Active_nodes: 7 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| - -execution time of: 1.8374e-04s: Index: 5 | Max_nodes: 18 | Active_nodes: 7 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| - -execution time of: 1.8378e-04s: Index: 1 | Max_nodes: 16 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| - -execution time of: 1.8385e-04s: Index: 0 | Max_nodes: 14 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| - -execution time of: 1.8810e-04s: Index: 22 | Max_nodes: 18 | Active_nodes: 7 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| - -execution time of: 1.8869e-04s: Index: 6 | Max_nodes: 14 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| - -execution time of: 1.8890e-04s: Index: 7 | Max_nodes: 16 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| - -execution time of: 1.8903e-04s: Index: 18 | Max_nodes: 16 | Active_nodes: 7 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| - -execution time of: 1.8987e-04s: Index: 4 | Max_nodes: 16 | Active_nodes: 7 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| - -execution time of: 1.9035e-04s: Index: 2 | Max_nodes: 14 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| - -execution time of: 1.9135e-04s: Index: 10 | Max_nodes: 16 | Active_nodes: 7 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| - -execution time of: 1.9229e-04s: Index: 8 | Max_nodes: 14 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| - -execution time of: 1.9354e-04s: Index: 20 | Max_nodes: 16 | Active_nodes: 7 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| - -execution time of: 1.9478e-04s: Index: 12 | Max_nodes: 14 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| - -execution time of: 1.9833e-04s: Index: 14 | Max_nodes: 14 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| - -________________________________________________________________________________________________ - -Start Simulation of grover-noancilla_indep_qiskit_5__________________________________________________ - -..i:...0...1...2...3...4 -..1:...h...|...|...|...| -..2:...|...h...|...|...| -..3:...|...|...h...|...| -..4:...|...|...|...h...| -..5:...|...|...|...|...x -..6:...|...|...|...c...p p: (3.9270e-01) -..7:...|...|...x...c...| -..8:...|...|...c...|...p p: (-3.9270e-01) -..9:...|...|...x...c...| -.10:...|...|...c...|...p p: (3.9270e-01) -.11:...|...x...c...|...| -.12:...|...c...|...|...p p: (-3.9270e-01) -.13:...|...x...|...c...| -.14:...|...c...|...|...p p: (3.9270e-01) -.15:...|...x...c...|...| -.16:...|...c...|...|...p p: (-3.9270e-01) -.17:...|...x...|...c...| -.18:...|...c...|...|...p p: (3.9270e-01) -.19:...x...c...|...|...| -.20:...c...|...|...|...p p: (-3.9270e-01) -.21:...x...|...|...c...| -.22:...c...|...|...|...p p: (3.9270e-01) -.23:...x...|...c...|...| -.24:...c...|...|...|...p p: (-3.9270e-01) -.25:...x...|...|...c...| -.26:...c...|...|...|...p p: (3.9270e-01) -.27:...x...c...|...|...| -.28:...c...|...|...|...p p: (-3.9270e-01) -.29:...|..u2...|...|...| p: (3.9270e-01) -.30:...x...|...|...c...| -.31:...c...|...|...|...p p: (3.9270e-01) -.32:...x...|...c...|...| -.33:...c...|...|...|...p p: (-3.9270e-01) -.34:...|...|..u2...|...| p: (3.9270e-01) -.35:...x...|...|...c...| -.36:...c...|...|...|...p p: (3.9270e-01) -.37:..u2...|...|...|...| p: (3.9270e-01) -.38:...c...x...|...|...| -.39:...|...p...|...|...| p: (-3.9270e-01) -.40:...c...x...|...|...| -.41:...|...c...x...|...| -.42:...|...|...p...|...| p: (-3.9270e-01) -.43:...c...|...x...|...| -.44:...|...|...p...|...| p: (3.9270e-01) -.45:...|...c...x...|...| -.46:...|...|...p...|...| p: (-3.9270e-01) -.47:...c...|...x...|...| -.48:...|...|...|..u2...| p: (3.9270e-01) -.49:...|...|...c...x...| -.50:...|...|...|...p...| p: (-3.9270e-01) -.51:...|...c...|...x...| -.52:...|...|...|...p...| p: (3.9270e-01) -.53:...|...|...c...x...| -.54:...|...|...|...p...| p: (-3.9270e-01) -.55:...c...|...|...x...| -.56:...|...|...|...p...| p: (3.9270e-01) -.57:...|...|...c...x...| -.58:...|...|...|...p...| p: (-3.9270e-01) -.59:...|...c...|...x...| -.60:...|..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) -.61:...|...|...|...p...| p: (3.9270e-01) -.62:...|...|...c...x...| -.63:...|...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) -.64:...|...|...|...p...| p: (-3.9270e-01) -.65:...c...|...|...x...| -.66:..u2...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) -.67:...|...|...|..u2...| p: (-3.1416e+00) (-3.1416e+00) -.68:...|...|...|...c...p p: (3.9270e-01) -.69:...|...|...x...c...| -.70:...|...|...c...|...p p: (-3.9270e-01) -.71:...|...|...x...c...| -.72:...|...|...c...|...p p: (3.9270e-01) -.73:...|...x...c...|...| -.74:...|...c...|...|...p p: (-3.9270e-01) -.75:...|...x...|...c...| -.76:...|...c...|...|...p p: (3.9270e-01) -.77:...|...x...c...|...| -.78:...|...c...|...|...p p: (-3.9270e-01) -.79:...|...x...|...c...| -.80:...|...c...|...|...p p: (3.9270e-01) -.81:...x...c...|...|...| -.82:...c...|...|...|...p p: (-3.9270e-01) -.83:...x...|...|...c...| -.84:...c...|...|...|...p p: (3.9270e-01) -.85:...x...|...c...|...| -.86:...c...|...|...|...p p: (-3.9270e-01) -.87:...x...|...|...c...| -.88:...c...|...|...|...p p: (3.9270e-01) -.89:...x...c...|...|...| -.90:...c...|...|...|...p p: (-3.9270e-01) -.91:...|..u2...|...|...| p: (3.9270e-01) -.92:...x...|...|...c...| -.93:...c...|...|...|...p p: (3.9270e-01) -.94:...x...|...c...|...| -.95:...c...|...|...|...p p: (-3.9270e-01) -.96:...|...|..u2...|...| p: (3.9270e-01) -.97:...x...|...|...c...| -.98:...c...|...|...|...p p: (3.9270e-01) -.99:..u2...|...|...|...| p: (3.9270e-01) -100:...c...x...|...|...| -101:...|...p...|...|...| p: (-3.9270e-01) -102:...c...x...|...|...| -103:...|...c...x...|...| -104:...|...|...p...|...| p: (-3.9270e-01) -105:...c...|...x...|...| -106:...|...|...p...|...| p: (3.9270e-01) -107:...|...c...x...|...| -108:...|...|...p...|...| p: (-3.9270e-01) -109:...c...|...x...|...| -110:...|...|...|..u2...| p: (3.9270e-01) -111:...|...|...c...x...| -112:...|...|...|...p...| p: (-3.9270e-01) -113:...|...c...|...x...| -114:...|...|...|...p...| p: (3.9270e-01) -115:...|...|...c...x...| -116:...|...|...|...p...| p: (-3.9270e-01) -117:...c...|...|...x...| -118:...|...|...|...p...| p: (3.9270e-01) -119:...|...|...c...x...| -120:...|...|...|...p...| p: (-3.9270e-01) -121:...|...c...|...x...| -122:...|..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) -123:...|...|...|...p...| p: (3.9270e-01) -124:...|...|...c...x...| -125:...|...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) -126:...|...|...|...p...| p: (-3.9270e-01) -127:...c...|...|...x...| -128:..u2...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) -129:...|...|...|..u2...| p: (-3.1416e+00) (-3.1416e+00) -130:...|...|...|...c...p p: (3.9270e-01) -131:...|...|...x...c...| -132:...|...|...c...|...p p: (-3.9270e-01) -133:...|...|...x...c...| -134:...|...|...c...|...p p: (3.9270e-01) -135:...|...x...c...|...| -136:...|...c...|...|...p p: (-3.9270e-01) -137:...|...x...|...c...| -138:...|...c...|...|...p p: (3.9270e-01) -139:...|...x...c...|...| -140:...|...c...|...|...p p: (-3.9270e-01) -141:...|...x...|...c...| -142:...|...c...|...|...p p: (3.9270e-01) -143:...x...c...|...|...| -144:...c...|...|...|...p p: (-3.9270e-01) -145:...x...|...|...c...| -146:...c...|...|...|...p p: (3.9270e-01) -147:...x...|...c...|...| -148:...c...|...|...|...p p: (-3.9270e-01) -149:...x...|...|...c...| -150:...c...|...|...|...p p: (3.9270e-01) -151:...x...c...|...|...| -152:...c...|...|...|...p p: (-3.9270e-01) -153:...|..u2...|...|...| p: (3.9270e-01) -154:...x...|...|...c...| -155:...c...|...|...|...p p: (3.9270e-01) -156:...x...|...c...|...| -157:...c...|...|...|...p p: (-3.9270e-01) -158:...|...|..u2...|...| p: (3.9270e-01) -159:...x...|...|...c...| -160:...c...|...|...|...p p: (3.9270e-01) -161:..u2...|...|...|...| p: (3.9270e-01) -162:...c...x...|...|...| -163:...|...p...|...|...| p: (-3.9270e-01) -164:...c...x...|...|...| -165:...|...c...x...|...| -166:...|...|...p...|...| p: (-3.9270e-01) -167:...c...|...x...|...| -168:...|...|...p...|...| p: (3.9270e-01) -169:...|...c...x...|...| -170:...|...|...p...|...| p: (-3.9270e-01) -171:...c...|...x...|...| -172:...|...|...|..u2...| p: (3.9270e-01) -173:...|...|...c...x...| -174:...|...|...|...p...| p: (-3.9270e-01) -175:...|...c...|...x...| -176:...|...|...|...p...| p: (3.9270e-01) -177:...|...|...c...x...| -178:...|...|...|...p...| p: (-3.9270e-01) -179:...c...|...|...x...| -180:...|...|...|...p...| p: (3.9270e-01) -181:...|...|...c...x...| -182:...|...|...|...p...| p: (-3.9270e-01) -183:...|...c...|...x...| -184:...|..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) -185:...|...|...|...p...| p: (3.9270e-01) -186:...|...|...c...x...| -187:...|...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) -188:...|...|...|...p...| p: (-3.9270e-01) -189:...c...|...|...x...| -190:..u2...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) -191:...|...|...|..u2...| p: (-3.1416e+00) (-3.1416e+00) -192:==================== -193:...0...|...|...|...| -194:...|...1...|...|...| -195:...|...|...2...|...| -196:...|...|...|...3...| -197:...|...|...|...|...4 -..o:...0...1...2...3...4 -Total Permutations: 120 -Min time: 8.5982e-04s................. Permutation 59 : 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -Max time: 1.4105e-03s................. Permutation 96 : 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -Min active nodes: 8 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Min max nodes: 22 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Max active nodes: 9 nodes.................... Permutation 1 : 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -Max max nodes: 30 nodes.................... Permutation 73 : 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -________________________________________________________________________________________________ - -48 permutations have 8 active nodes. -Index: 59 | Max_nodes: 22 | Time: 8.5982e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -Index: 35 | Max_nodes: 22 | Time: 8.6429e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -Index: 47 | Max_nodes: 22 | Time: 8.6684e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -Index: 65 | Max_nodes: 22 | Time: 8.7986e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -Index: 41 | Max_nodes: 22 | Time: 8.8814e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -Index: 33 | Max_nodes: 22 | Time: 8.8987e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -Index: 57 | Max_nodes: 22 | Time: 8.9186e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -Index: 71 | Max_nodes: 22 | Time: 9.1613e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -Index: 24 | Max_nodes: 22 | Time: 9.2698e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -Index: 26 | Max_nodes: 22 | Time: 9.2759e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -Index: 8 | Max_nodes: 22 | Time: 9.3035e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -Index: 2 | Max_nodes: 22 | Time: 9.3363e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -Index: 14 | Max_nodes: 22 | Time: 9.3646e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -Index: 0 | Max_nodes: 22 | Time: 9.3906e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Index: 32 | Max_nodes: 22 | Time: 9.5143e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -Index: 38 | Max_nodes: 22 | Time: 9.6717e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -Index: 39 | Max_nodes: 23 | Time: 8.6248e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -Index: 63 | Max_nodes: 23 | Time: 8.6438e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -Index: 69 | Max_nodes: 23 | Time: 8.6697e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -Index: 83 | Max_nodes: 23 | Time: 8.8319e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -Index: 113 | Max_nodes: 23 | Time: 8.9259e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -Index: 45 | Max_nodes: 23 | Time: 8.9429e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -Index: 107 | Max_nodes: 23 | Time: 8.9913e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -Index: 89 | Max_nodes: 23 | Time: 9.2750e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -Index: 30 | Max_nodes: 23 | Time: 9.2820e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -Index: 6 | Max_nodes: 23 | Time: 9.3434e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -Index: 36 | Max_nodes: 23 | Time: 9.4881e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -Index: 74 | Max_nodes: 23 | Time: 9.5584e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -Index: 12 | Max_nodes: 23 | Time: 9.5663e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -Index: 80 | Max_nodes: 23 | Time: 9.5859e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -Index: 50 | Max_nodes: 23 | Time: 9.6725e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -Index: 56 | Max_nodes: 23 | Time: 9.7378e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -Index: 81 | Max_nodes: 24 | Time: 8.6209e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -Index: 105 | Max_nodes: 24 | Time: 8.6296e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -Index: 111 | Max_nodes: 24 | Time: 8.7675e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -Index: 87 | Max_nodes: 24 | Time: 8.8002e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -Index: 117 | Max_nodes: 24 | Time: 8.8290e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -Index: 93 | Max_nodes: 24 | Time: 8.9467e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -Index: 119 | Max_nodes: 24 | Time: 8.9653e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -Index: 95 | Max_nodes: 24 | Time: 9.1487e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -Index: 48 | Max_nodes: 24 | Time: 9.3276e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -Index: 72 | Max_nodes: 24 | Time: 9.5397e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -Index: 54 | Max_nodes: 24 | Time: 9.5475e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -Index: 86 | Max_nodes: 24 | Time: 9.6225e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -Index: 84 | Max_nodes: 24 | Time: 9.6508e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -Index: 60 | Max_nodes: 24 | Time: 9.6910e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -Index: 78 | Max_nodes: 24 | Time: 9.7644e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -Index: 62 | Max_nodes: 24 | Time: 9.8501e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| - -........................... -Average time: 9.1778e-04s - -72 permutations have 9 active nodes. -Index: 25 | Max_nodes: 24 | Time: 9.2800e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -Index: 1 | Max_nodes: 24 | Time: 9.3057e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -Index: 28 | Max_nodes: 24 | Time: 9.4624e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -Index: 10 | Max_nodes: 24 | Time: 9.6125e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -Index: 4 | Max_nodes: 24 | Time: 9.6731e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -Index: 44 | Max_nodes: 24 | Time: 9.8459e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -Index: 20 | Max_nodes: 24 | Time: 9.9217e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -Index: 34 | Max_nodes: 24 | Time: 9.9506e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -Index: 7 | Max_nodes: 25 | Time: 9.4144e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -Index: 98 | Max_nodes: 25 | Time: 9.5676e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -Index: 18 | Max_nodes: 25 | Time: 9.6000e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -Index: 31 | Max_nodes: 25 | Time: 9.6020e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -Index: 104 | Max_nodes: 25 | Time: 9.6579e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -Index: 42 | Max_nodes: 25 | Time: 9.6659e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -Index: 52 | Max_nodes: 25 | Time: 9.7216e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -Index: 58 | Max_nodes: 25 | Time: 9.8135e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -Index: 5 | Max_nodes: 26 | Time: 9.3271e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -Index: 49 | Max_nodes: 26 | Time: 9.3465e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -Index: 27 | Max_nodes: 26 | Time: 9.3787e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -Index: 16 | Max_nodes: 26 | Time: 9.4766e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -Index: 55 | Max_nodes: 26 | Time: 9.4853e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -Index: 29 | Max_nodes: 26 | Time: 9.4981e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -Index: 22 | Max_nodes: 26 | Time: 9.5391e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -Index: 108 | Max_nodes: 26 | Time: 9.5571e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -Index: 40 | Max_nodes: 26 | Time: 9.6722e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -Index: 110 | Max_nodes: 26 | Time: 9.6729e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -Index: 68 | Max_nodes: 26 | Time: 9.7245e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -Index: 102 | Max_nodes: 26 | Time: 9.7472e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -Index: 46 | Max_nodes: 26 | Time: 9.8321e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -Index: 66 | Max_nodes: 26 | Time: 9.9661e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -Index: 3 | Max_nodes: 26 | Time: 1.3905e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -Index: 96 | Max_nodes: 26 | Time: 1.4105e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -Index: 51 | Max_nodes: 28 | Time: 8.9180e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -Index: 53 | Max_nodes: 28 | Time: 8.9974e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -Index: 23 | Max_nodes: 28 | Time: 9.2491e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -Index: 9 | Max_nodes: 28 | Time: 9.2638e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -Index: 11 | Max_nodes: 28 | Time: 9.3038e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -Index: 76 | Max_nodes: 28 | Time: 9.4895e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -Index: 17 | Max_nodes: 28 | Time: 9.5414e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -Index: 100 | Max_nodes: 28 | Time: 9.5457e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -Index: 64 | Max_nodes: 28 | Time: 9.5731e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -Index: 37 | Max_nodes: 28 | Time: 9.6072e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -Index: 82 | Max_nodes: 28 | Time: 9.7720e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -Index: 106 | Max_nodes: 28 | Time: 9.8646e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -Index: 70 | Max_nodes: 28 | Time: 9.9106e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -Index: 19 | Max_nodes: 28 | Time: 9.9230e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -Index: 43 | Max_nodes: 28 | Time: 1.0002e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -Index: 13 | Max_nodes: 28 | Time: 1.4042e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -Index: 101 | Max_nodes: 29 | Time: 9.2511e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -Index: 112 | Max_nodes: 29 | Time: 9.2518e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -Index: 15 | Max_nodes: 29 | Time: 9.2554e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -Index: 67 | Max_nodes: 29 | Time: 9.3067e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -Index: 88 | Max_nodes: 29 | Time: 9.3133e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -Index: 77 | Max_nodes: 29 | Time: 9.3839e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -Index: 61 | Max_nodes: 29 | Time: 9.4129e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -Index: 21 | Max_nodes: 29 | Time: 9.4141e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -Index: 75 | Max_nodes: 30 | Time: 8.9793e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -Index: 85 | Max_nodes: 30 | Time: 9.1770e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -Index: 109 | Max_nodes: 30 | Time: 9.2354e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -Index: 73 | Max_nodes: 30 | Time: 9.3484e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -Index: 79 | Max_nodes: 30 | Time: 9.3617e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -Index: 97 | Max_nodes: 30 | Time: 9.4261e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -Index: 103 | Max_nodes: 30 | Time: 9.4534e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -Index: 99 | Max_nodes: 30 | Time: 9.4932e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -Index: 114 | Max_nodes: 30 | Time: 9.6243e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -Index: 116 | Max_nodes: 30 | Time: 9.6412e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -Index: 115 | Max_nodes: 30 | Time: 9.6497e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -Index: 118 | Max_nodes: 30 | Time: 9.6548e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -Index: 92 | Max_nodes: 30 | Time: 9.7278e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -Index: 90 | Max_nodes: 30 | Time: 9.7367e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -Index: 91 | Max_nodes: 30 | Time: 9.8148e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -Index: 94 | Max_nodes: 30 | Time: 9.8771e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| - -........................... -Average time: 9.7239e-04s - -________________________________________________________________________________________________ - -16 permutations have 22 max nodes. -Index: 59 | Active_nodes: 8 | Time: 8.5982e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -Index: 35 | Active_nodes: 8 | Time: 8.6429e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -Index: 47 | Active_nodes: 8 | Time: 8.6684e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -Index: 65 | Active_nodes: 8 | Time: 8.7986e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -Index: 41 | Active_nodes: 8 | Time: 8.8814e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -Index: 33 | Active_nodes: 8 | Time: 8.8987e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -Index: 57 | Active_nodes: 8 | Time: 8.9186e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -Index: 71 | Active_nodes: 8 | Time: 9.1613e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -Index: 24 | Active_nodes: 8 | Time: 9.2698e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -Index: 26 | Active_nodes: 8 | Time: 9.2759e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -Index: 8 | Active_nodes: 8 | Time: 9.3035e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -Index: 2 | Active_nodes: 8 | Time: 9.3363e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -Index: 14 | Active_nodes: 8 | Time: 9.3646e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -Index: 0 | Active_nodes: 8 | Time: 9.3906e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Index: 32 | Active_nodes: 8 | Time: 9.5143e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -Index: 38 | Active_nodes: 8 | Time: 9.6717e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| - -........................... -Average time: 9.1059e-04s - -16 permutations have 23 max nodes. -Index: 39 | Active_nodes: 8 | Time: 8.6248e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -Index: 63 | Active_nodes: 8 | Time: 8.6438e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -Index: 69 | Active_nodes: 8 | Time: 8.6697e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -Index: 83 | Active_nodes: 8 | Time: 8.8319e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -Index: 113 | Active_nodes: 8 | Time: 8.9259e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -Index: 45 | Active_nodes: 8 | Time: 8.9429e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -Index: 107 | Active_nodes: 8 | Time: 8.9913e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -Index: 89 | Active_nodes: 8 | Time: 9.2750e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -Index: 30 | Active_nodes: 8 | Time: 9.2820e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -Index: 6 | Active_nodes: 8 | Time: 9.3434e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -Index: 36 | Active_nodes: 8 | Time: 9.4881e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -Index: 74 | Active_nodes: 8 | Time: 9.5584e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -Index: 12 | Active_nodes: 8 | Time: 9.5663e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -Index: 80 | Active_nodes: 8 | Time: 9.5859e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -Index: 50 | Active_nodes: 8 | Time: 9.6725e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -Index: 56 | Active_nodes: 8 | Time: 9.7378e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| - -........................... -Average time: 9.1962e-04s - -24 permutations have 24 max nodes. -Index: 81 | Active_nodes: 8 | Time: 8.6209e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -Index: 105 | Active_nodes: 8 | Time: 8.6296e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -Index: 111 | Active_nodes: 8 | Time: 8.7675e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -Index: 87 | Active_nodes: 8 | Time: 8.8002e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -Index: 117 | Active_nodes: 8 | Time: 8.8290e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -Index: 93 | Active_nodes: 8 | Time: 8.9467e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -Index: 119 | Active_nodes: 8 | Time: 8.9653e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -Index: 95 | Active_nodes: 8 | Time: 9.1487e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -Index: 48 | Active_nodes: 8 | Time: 9.3276e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -Index: 72 | Active_nodes: 8 | Time: 9.5397e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -Index: 54 | Active_nodes: 8 | Time: 9.5475e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -Index: 86 | Active_nodes: 8 | Time: 9.6225e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -Index: 84 | Active_nodes: 8 | Time: 9.6508e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -Index: 60 | Active_nodes: 8 | Time: 9.6910e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -Index: 78 | Active_nodes: 8 | Time: 9.7644e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -Index: 62 | Active_nodes: 8 | Time: 9.8501e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -Index: 25 | Active_nodes: 9 | Time: 9.2800e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -Index: 1 | Active_nodes: 9 | Time: 9.3057e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -Index: 28 | Active_nodes: 9 | Time: 9.4624e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -Index: 10 | Active_nodes: 9 | Time: 9.6125e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -Index: 4 | Active_nodes: 9 | Time: 9.6731e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -Index: 44 | Active_nodes: 9 | Time: 9.8459e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -Index: 20 | Active_nodes: 9 | Time: 9.9217e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -Index: 34 | Active_nodes: 9 | Time: 9.9506e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| - -........................... -Average time: 9.3647e-04s - -8 permutations have 25 max nodes. -Index: 7 | Active_nodes: 9 | Time: 9.4144e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -Index: 98 | Active_nodes: 9 | Time: 9.5676e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -Index: 18 | Active_nodes: 9 | Time: 9.6000e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -Index: 31 | Active_nodes: 9 | Time: 9.6020e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -Index: 104 | Active_nodes: 9 | Time: 9.6579e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -Index: 42 | Active_nodes: 9 | Time: 9.6659e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -Index: 52 | Active_nodes: 9 | Time: 9.7216e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -Index: 58 | Active_nodes: 9 | Time: 9.8135e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| - -........................... -Average time: 9.6303e-04s - -16 permutations have 26 max nodes. -Index: 5 | Active_nodes: 9 | Time: 9.3271e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -Index: 49 | Active_nodes: 9 | Time: 9.3465e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -Index: 27 | Active_nodes: 9 | Time: 9.3787e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -Index: 16 | Active_nodes: 9 | Time: 9.4766e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -Index: 55 | Active_nodes: 9 | Time: 9.4853e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -Index: 29 | Active_nodes: 9 | Time: 9.4981e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -Index: 22 | Active_nodes: 9 | Time: 9.5391e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -Index: 108 | Active_nodes: 9 | Time: 9.5571e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -Index: 40 | Active_nodes: 9 | Time: 9.6722e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -Index: 110 | Active_nodes: 9 | Time: 9.6729e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -Index: 68 | Active_nodes: 9 | Time: 9.7245e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -Index: 102 | Active_nodes: 9 | Time: 9.7472e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -Index: 46 | Active_nodes: 9 | Time: 9.8321e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -Index: 66 | Active_nodes: 9 | Time: 9.9661e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -Index: 3 | Active_nodes: 9 | Time: 1.3905e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -Index: 96 | Active_nodes: 9 | Time: 1.4105e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| - -........................... -Average time: 1.0140e-03s - -16 permutations have 28 max nodes. -Index: 51 | Active_nodes: 9 | Time: 8.9180e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -Index: 53 | Active_nodes: 9 | Time: 8.9974e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -Index: 23 | Active_nodes: 9 | Time: 9.2491e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -Index: 9 | Active_nodes: 9 | Time: 9.2638e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -Index: 11 | Active_nodes: 9 | Time: 9.3038e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -Index: 76 | Active_nodes: 9 | Time: 9.4895e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -Index: 17 | Active_nodes: 9 | Time: 9.5414e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -Index: 100 | Active_nodes: 9 | Time: 9.5457e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -Index: 64 | Active_nodes: 9 | Time: 9.5731e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -Index: 37 | Active_nodes: 9 | Time: 9.6072e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -Index: 82 | Active_nodes: 9 | Time: 9.7720e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -Index: 106 | Active_nodes: 9 | Time: 9.8646e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -Index: 70 | Active_nodes: 9 | Time: 9.9106e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -Index: 19 | Active_nodes: 9 | Time: 9.9230e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -Index: 43 | Active_nodes: 9 | Time: 1.0002e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -Index: 13 | Active_nodes: 9 | Time: 1.4042e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| - -........................... -Average time: 9.8127e-04s - -8 permutations have 29 max nodes. -Index: 101 | Active_nodes: 9 | Time: 9.2511e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -Index: 112 | Active_nodes: 9 | Time: 9.2518e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -Index: 15 | Active_nodes: 9 | Time: 9.2554e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -Index: 67 | Active_nodes: 9 | Time: 9.3067e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -Index: 88 | Active_nodes: 9 | Time: 9.3133e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -Index: 77 | Active_nodes: 9 | Time: 9.3839e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -Index: 61 | Active_nodes: 9 | Time: 9.4129e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -Index: 21 | Active_nodes: 9 | Time: 9.4141e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| - -........................... -Average time: 9.3236e-04s - -16 permutations have 30 max nodes. -Index: 75 | Active_nodes: 9 | Time: 8.9793e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -Index: 85 | Active_nodes: 9 | Time: 9.1770e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -Index: 109 | Active_nodes: 9 | Time: 9.2354e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -Index: 73 | Active_nodes: 9 | Time: 9.3484e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -Index: 79 | Active_nodes: 9 | Time: 9.3617e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -Index: 97 | Active_nodes: 9 | Time: 9.4261e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -Index: 103 | Active_nodes: 9 | Time: 9.4534e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -Index: 99 | Active_nodes: 9 | Time: 9.4932e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -Index: 114 | Active_nodes: 9 | Time: 9.6243e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -Index: 116 | Active_nodes: 9 | Time: 9.6412e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -Index: 115 | Active_nodes: 9 | Time: 9.6497e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -Index: 118 | Active_nodes: 9 | Time: 9.6548e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -Index: 92 | Active_nodes: 9 | Time: 9.7278e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -Index: 90 | Active_nodes: 9 | Time: 9.7367e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -Index: 91 | Active_nodes: 9 | Time: 9.8148e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -Index: 94 | Active_nodes: 9 | Time: 9.8771e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| - -........................... -Average time: 9.5126e-04s - -________________________________________________________________________________________________ - -execution time of: 8.5982e-04s: Index: 59 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| - -execution time of: 8.6209e-04s: Index: 81 | Max_nodes: 24 | Active_nodes: 8 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| - -execution time of: 8.6248e-04s: Index: 39 | Max_nodes: 23 | Active_nodes: 8 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| - -execution time of: 8.6296e-04s: Index: 105 | Max_nodes: 24 | Active_nodes: 8 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| - -execution time of: 8.6429e-04s: Index: 35 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| - -execution time of: 8.6438e-04s: Index: 63 | Max_nodes: 23 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| - -execution time of: 8.6684e-04s: Index: 47 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| - -execution time of: 8.6697e-04s: Index: 69 | Max_nodes: 23 | Active_nodes: 8 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| - -execution time of: 8.7675e-04s: Index: 111 | Max_nodes: 24 | Active_nodes: 8 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| - -execution time of: 8.7986e-04s: Index: 65 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| - -execution time of: 8.8002e-04s: Index: 87 | Max_nodes: 24 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| - -execution time of: 8.8290e-04s: Index: 117 | Max_nodes: 24 | Active_nodes: 8 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| - -execution time of: 8.8319e-04s: Index: 83 | Max_nodes: 23 | Active_nodes: 8 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| - -execution time of: 8.8814e-04s: Index: 41 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| - -execution time of: 8.8987e-04s: Index: 33 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| - -execution time of: 8.9180e-04s: Index: 51 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| - -execution time of: 8.9186e-04s: Index: 57 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| - -execution time of: 8.9259e-04s: Index: 113 | Max_nodes: 23 | Active_nodes: 8 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| - -execution time of: 8.9429e-04s: Index: 45 | Max_nodes: 23 | Active_nodes: 8 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| - -execution time of: 8.9467e-04s: Index: 93 | Max_nodes: 24 | Active_nodes: 8 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| - -execution time of: 8.9653e-04s: Index: 119 | Max_nodes: 24 | Active_nodes: 8 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| - -execution time of: 8.9793e-04s: Index: 75 | Max_nodes: 30 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| - -execution time of: 8.9913e-04s: Index: 107 | Max_nodes: 23 | Active_nodes: 8 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| - -execution time of: 8.9974e-04s: Index: 53 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| - -execution time of: 9.1487e-04s: Index: 95 | Max_nodes: 24 | Active_nodes: 8 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| - -execution time of: 9.1613e-04s: Index: 71 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| - -execution time of: 9.1770e-04s: Index: 85 | Max_nodes: 30 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| - -execution time of: 9.2354e-04s: Index: 109 | Max_nodes: 30 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| - -execution time of: 9.2491e-04s: Index: 23 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| - -execution time of: 9.2511e-04s: Index: 101 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| - -execution time of: 9.2518e-04s: Index: 112 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| - -execution time of: 9.2554e-04s: Index: 15 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| - -execution time of: 9.2638e-04s: Index: 9 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| - -execution time of: 9.2698e-04s: Index: 24 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| - -execution time of: 9.2750e-04s: Index: 89 | Max_nodes: 23 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| - -execution time of: 9.2759e-04s: Index: 26 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| - -execution time of: 9.2800e-04s: Index: 25 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| - -execution time of: 9.2820e-04s: Index: 30 | Max_nodes: 23 | Active_nodes: 8 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| - -execution time of: 9.3035e-04s: Index: 8 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| - -execution time of: 9.3038e-04s: Index: 11 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| - -execution time of: 9.3057e-04s: Index: 1 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| - -execution time of: 9.3067e-04s: Index: 67 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| - -execution time of: 9.3133e-04s: Index: 88 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| - -execution time of: 9.3271e-04s: Index: 5 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| - -execution time of: 9.3276e-04s: Index: 48 | Max_nodes: 24 | Active_nodes: 8 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| - -execution time of: 9.3363e-04s: Index: 2 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| - -execution time of: 9.3434e-04s: Index: 6 | Max_nodes: 23 | Active_nodes: 8 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| - -execution time of: 9.3465e-04s: Index: 49 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| - -execution time of: 9.3484e-04s: Index: 73 | Max_nodes: 30 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| - -execution time of: 9.3617e-04s: Index: 79 | Max_nodes: 30 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| - -execution time of: 9.3646e-04s: Index: 14 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| - -execution time of: 9.3787e-04s: Index: 27 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| - -execution time of: 9.3839e-04s: Index: 77 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| - -execution time of: 9.3906e-04s: Index: 0 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| - -execution time of: 9.4129e-04s: Index: 61 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| - -execution time of: 9.4141e-04s: Index: 21 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| - -execution time of: 9.4144e-04s: Index: 7 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| - -execution time of: 9.4261e-04s: Index: 97 | Max_nodes: 30 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| - -execution time of: 9.4534e-04s: Index: 103 | Max_nodes: 30 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| - -execution time of: 9.4624e-04s: Index: 28 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| - -execution time of: 9.4766e-04s: Index: 16 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| - -execution time of: 9.4853e-04s: Index: 55 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| - -execution time of: 9.4881e-04s: Index: 36 | Max_nodes: 23 | Active_nodes: 8 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| - -execution time of: 9.4895e-04s: Index: 76 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| - -execution time of: 9.4932e-04s: Index: 99 | Max_nodes: 30 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| - -execution time of: 9.4981e-04s: Index: 29 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| - -execution time of: 9.5143e-04s: Index: 32 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| - -execution time of: 9.5391e-04s: Index: 22 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| - -execution time of: 9.5397e-04s: Index: 72 | Max_nodes: 24 | Active_nodes: 8 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| - -execution time of: 9.5414e-04s: Index: 17 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| - -execution time of: 9.5457e-04s: Index: 100 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| - -execution time of: 9.5475e-04s: Index: 54 | Max_nodes: 24 | Active_nodes: 8 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| - -execution time of: 9.5571e-04s: Index: 108 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| - -execution time of: 9.5584e-04s: Index: 74 | Max_nodes: 23 | Active_nodes: 8 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| - -execution time of: 9.5663e-04s: Index: 12 | Max_nodes: 23 | Active_nodes: 8 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| - -execution time of: 9.5676e-04s: Index: 98 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| - -execution time of: 9.5731e-04s: Index: 64 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| - -execution time of: 9.5859e-04s: Index: 80 | Max_nodes: 23 | Active_nodes: 8 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| - -execution time of: 9.6000e-04s: Index: 18 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| - -execution time of: 9.6020e-04s: Index: 31 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| - -execution time of: 9.6072e-04s: Index: 37 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| - -execution time of: 9.6125e-04s: Index: 10 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| - -execution time of: 9.6225e-04s: Index: 86 | Max_nodes: 24 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| - -execution time of: 9.6243e-04s: Index: 114 | Max_nodes: 30 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| - -execution time of: 9.6412e-04s: Index: 116 | Max_nodes: 30 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| - -execution time of: 9.6497e-04s: Index: 115 | Max_nodes: 30 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| - -execution time of: 9.6508e-04s: Index: 84 | Max_nodes: 24 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| - -execution time of: 9.6548e-04s: Index: 118 | Max_nodes: 30 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| - -execution time of: 9.6579e-04s: Index: 104 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| - -execution time of: 9.6659e-04s: Index: 42 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| - -execution time of: 9.6717e-04s: Index: 38 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| - -execution time of: 9.6722e-04s: Index: 40 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| - -execution time of: 9.6725e-04s: Index: 50 | Max_nodes: 23 | Active_nodes: 8 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| - -execution time of: 9.6729e-04s: Index: 110 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| - -execution time of: 9.6731e-04s: Index: 4 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| - -execution time of: 9.6910e-04s: Index: 60 | Max_nodes: 24 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| - -execution time of: 9.7216e-04s: Index: 52 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| - -execution time of: 9.7245e-04s: Index: 68 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| - -execution time of: 9.7278e-04s: Index: 92 | Max_nodes: 30 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| - -execution time of: 9.7367e-04s: Index: 90 | Max_nodes: 30 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| - -execution time of: 9.7378e-04s: Index: 56 | Max_nodes: 23 | Active_nodes: 8 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| - -execution time of: 9.7472e-04s: Index: 102 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| - -execution time of: 9.7644e-04s: Index: 78 | Max_nodes: 24 | Active_nodes: 8 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| - -execution time of: 9.7720e-04s: Index: 82 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| - -execution time of: 9.8135e-04s: Index: 58 | Max_nodes: 25 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| - -execution time of: 9.8148e-04s: Index: 91 | Max_nodes: 30 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| - -execution time of: 9.8321e-04s: Index: 46 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| - -execution time of: 9.8459e-04s: Index: 44 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| - -execution time of: 9.8501e-04s: Index: 62 | Max_nodes: 24 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| - -execution time of: 9.8646e-04s: Index: 106 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| - -execution time of: 9.8771e-04s: Index: 94 | Max_nodes: 30 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| - -execution time of: 9.9106e-04s: Index: 70 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| - -execution time of: 9.9217e-04s: Index: 20 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| - -execution time of: 9.9230e-04s: Index: 19 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| - -execution time of: 9.9506e-04s: Index: 34 | Max_nodes: 24 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| - -execution time of: 9.9661e-04s: Index: 66 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| - -execution time of: 1.0002e-03s: Index: 43 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| - -execution time of: 1.3905e-03s: Index: 3 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| - -execution time of: 1.4042e-03s: Index: 13 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| - -execution time of: 1.4105e-03s: Index: 96 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| - -________________________________________________________________________________________________ - -Start Simulation of grover-noancilla_indep_qiskit_6__________________________________________________ - -..i:...0...1...2...3...4...5 -..1:...h...|...|...|...|...| -..2:...|...h...|...|...|...| -..3:...|...|...h...|...|...| -..4:...|...|...|...h...|...| -..5:...|...|...|...|...h...| -..6:...|...|...|...|...|...x -..7:...|...|...|...|...c...p p: (1.9635e-01) -..8:...|...|...|...x...c...| -..9:...|...|...|...c...|...p p: (-1.9635e-01) -.10:...|...|...|...x...c...| -.11:...|...|...|...c...|...p p: (1.9635e-01) -.12:...|...|...x...c...|...| -.13:...|...|...c...|...|...p p: (-1.9635e-01) -.14:...|...|...x...|...c...| -.15:...|...|...c...|...|...p p: (1.9635e-01) -.16:...|...|...x...c...|...| 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-342:...|...|...|...c...|...p p: (-1.9635e-01) -343:...|...|...|...x...c...| -344:...|...|...|...c...|...p p: (1.9635e-01) -345:...|...|...x...c...|...| -346:...|...|...c...|...|...p p: (-1.9635e-01) -347:...|...|...x...|...c...| -348:...|...|...c...|...|...p p: (1.9635e-01) -349:...|...|...x...c...|...| -350:...|...|...c...|...|...p p: (-1.9635e-01) -351:...|...|...x...|...c...| -352:...|...|...c...|...|...p p: (1.9635e-01) -353:...|...x...c...|...|...| -354:...|...c...|...|...|...p p: (-1.9635e-01) -355:...|...x...|...|...c...| -356:...|...c...|...|...|...p p: (1.9635e-01) -357:...|...x...|...c...|...| -358:...|...c...|...|...|...p p: (-1.9635e-01) -359:...|...x...|...|...c...| -360:...|...c...|...|...|...p p: (1.9635e-01) -361:...|...x...c...|...|...| -362:...|...c...|...|...|...p p: (-1.9635e-01) -363:...|...x...|...|...c...| -364:...|...c...|...|...|...p p: (1.9635e-01) -365:...|...x...|...c...|...| -366:...|...c...|...|...|...p p: (-1.9635e-01) -367:...|...x...|...|...c...| -368:...|...c...|...|...|...p p: (1.9635e-01) -369:...x...c...|...|...|...| -370:...c...|...|...|...|...p p: (-1.9635e-01) -371:...x...|...|...|...c...| -372:...c...|...|...|...|...p p: (1.9635e-01) -373:...x...|...|...c...|...| -374:...c...|...|...|...|...p p: (-1.9635e-01) -375:...x...|...|...|...c...| -376:...c...|...|...|...|...p p: (1.9635e-01) -377:...x...|...c...|...|...| -378:...c...|...|...|...|...p p: (-1.9635e-01) -379:...x...|...|...|...c...| -380:...c...|...|...|...|...p p: (1.9635e-01) -381:...x...|...|...c...|...| -382:...c...|...|...|...|...p p: (-1.9635e-01) -383:...x...|...|...|...c...| -384:...c...|...|...|...|...p p: (1.9635e-01) -385:...x...c...|...|...|...| -386:...c...|...|...|...|...p p: (-1.9635e-01) -387:...|..ry...|...|...|...| p: (1.5708e+00) -388:...x...|...|...|...c...| -389:...c...|...|...|...|...p p: (1.9635e-01) -390:...x...|...|...c...|...| -391:...c...|...|...|...|...p p: (-1.9635e-01) -392:...x...|...|...|...c...| -393:...c...|...|...|...|...p p: (1.9635e-01) -394:...x...|...c...|...|...| -395:...c...|...|...|...|...p p: (-1.9635e-01) -396:...|...|..ry...|...|...| p: (1.5708e+00) -397:...x...|...|...|...c...| -398:...c...|...|...|...|...p p: (1.9635e-01) -399:...x...|...|...c...|...| -400:...c...|...|...|...|...p p: (-1.9635e-01) -401:...|...|...|..ry...|...| p: (1.5708e+00) -402:...x...|...|...|...c...| -403:...c...|...|...|...|...p p: (1.9635e-01) -404:..ry...|...|...|...|...| p: (1.5708e+00) -405:...|...|...|...|..ry...| p: (1.5708e+00) -406:...|...|...|...c...s...| -407:...|...|...|..u2...|...| p: (7.8540e-01) (-3.1416e+00) -408:...|...|...c...x...|...| -409:...|...|...|..u2...|...| p: (0.0000e+00) (2.3562e+00) -410:...c...|...|...x...|...| -411:...|...|...|...t...|...| -412:...|...c...|...x...|...| -413:...|...|...|.tdg...|...| -414:...c...|...|...x...|...| -415:...|...|...|...t...|...| -416:...|...c...|...x...|...| -417:...|...|...|..u2...|...| p: (7.8540e-01) (2.3562e+00) -418:...|...|...c...x...|...| -419:...|...|...|..u2...|...| p: (0.0000e+00) (2.3562e+00) -420:...|...|...|...c.sdg...| -421:...|...|...|..u2...|...| p: (7.8540e-01) (-3.1416e+00) -422:...|...|...c...x...|...| -423:...|...|...|..u2...|...| p: (7.8540e-01) (2.3562e+00) -424:...|...c...|...x...|...| -425:...|...|...|.tdg...|...| -426:...c...|...|...x...|...| -427:...|...|...|...t...|...| -428:...|...c...|...x...|...| -429:...|...|...|.tdg...|...| -430:...c...|...|...x...|...| -431:...c...|...|...|...p...| p: (3.9270e-01) -432:...c...x...|...|...|...| -433:...|...c...|...|...p...| p: (-3.9270e-01) -434:...c...x...|...|...|...| -435:...|...c...|...|...p...| p: (3.9270e-01) -436:...|...|...|..u2...|...| p: (7.8540e-01) (-3.1416e+00) -437:...|...|...c...x...|...| -438:...|...c...x...|...|...| -439:...|...|...c...|...p...| p: (-3.9270e-01) -440:...c...|...x...|...|...| -441:...|...|...c...|...p...| p: (3.9270e-01) -442:...|...c...x...|...|...| -443:...|..u2...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) -444:...|...|...c...|...p...| p: (-3.9270e-01) -445:...c...|...x...|...|...| -446:..u2...|...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) -447:...|...|...c...|...p...| p: (3.9270e-01) -448:...|...|..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) -449:...|...|...|...p...|...| p: (2.3562e+00) -450:...|...|...|...|..u2...| p: (-3.1416e+00) (-3.1416e+00) -451:======================== -452:...0...|...|...|...|...| -453:...|...1...|...|...|...| -454:...|...|...2...|...|...| -455:...|...|...|...3...|...| -456:...|...|...|...|...4...| -457:...|...|...|...|...|...5 -..o:...0...1...2...3...4...5 -Total Permutations: 720 -Min time: 2.3604e-03s................. Permutation 519: 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Max time: 3.9473e-03s................. Permutation 430: 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Min active nodes: 10 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Min max nodes: 37 nodes.................... Permutation 290: 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Max active nodes: 11 nodes.................... Permutation 1 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Max max nodes: 58 nodes.................... Permutation 181: 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -________________________________________________________________________________________________ - -240 permutations have 10 active nodes. -Index: 707 | Max_nodes: 37 | Time: 2.3923e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 587 | Max_nodes: 37 | Time: 2.4483e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 443 | Max_nodes: 37 | Time: 2.4927e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 683 | Max_nodes: 37 | Time: 2.5171e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 563 | Max_nodes: 37 | Time: 2.5514e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 467 | Max_nodes: 37 | Time: 2.5988e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 530 | Max_nodes: 37 | Time: 2.6509e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 410 | Max_nodes: 37 | Time: 2.6628e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 314 | Max_nodes: 37 | Time: 2.6769e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 554 | Max_nodes: 37 | Time: 2.6836e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 290 | Max_nodes: 37 | Time: 2.6845e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 434 | Max_nodes: 37 | Time: 2.7040e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 593 | Max_nodes: 38 | Time: 2.4626e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 689 | Max_nodes: 38 | Time: 2.4627e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 713 | Max_nodes: 38 | Time: 2.4776e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 449 | Max_nodes: 38 | Time: 2.5596e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 473 | Max_nodes: 38 | Time: 2.5596e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 569 | Max_nodes: 38 | Time: 2.5646e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 536 | Max_nodes: 38 | Time: 2.6370e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 440 | Max_nodes: 38 | Time: 2.6401e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 560 | Max_nodes: 38 | Time: 2.6552e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 296 | Max_nodes: 38 | Time: 2.7166e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 320 | Max_nodes: 38 | Time: 2.7187e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 416 | Max_nodes: 38 | Time: 2.8017e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 177 | Max_nodes: 40 | Time: 2.4993e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 323 | Max_nodes: 40 | Time: 2.5123e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 299 | Max_nodes: 40 | Time: 2.5172e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 347 | Max_nodes: 40 | Time: 2.5201e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 185 | Max_nodes: 40 | Time: 2.5244e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 209 | Max_nodes: 40 | Time: 2.5263e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 191 | Max_nodes: 40 | Time: 2.5321e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 297 | Max_nodes: 40 | Time: 2.5331e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 321 | Max_nodes: 40 | Time: 2.5571e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 201 | Max_nodes: 40 | Time: 2.5708e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 225 | Max_nodes: 40 | Time: 2.5882e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 168 | Max_nodes: 40 | Time: 2.5900e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 239 | Max_nodes: 40 | Time: 2.5918e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 144 | Max_nodes: 40 | Time: 2.5965e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 233 | Max_nodes: 40 | Time: 2.5975e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 345 | Max_nodes: 40 | Time: 2.6034e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 192 | Max_nodes: 40 | Time: 2.6072e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 227 | Max_nodes: 40 | Time: 2.6245e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 80 | Max_nodes: 40 | Time: 2.6474e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 215 | Max_nodes: 40 | Time: 2.6530e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 146 | Max_nodes: 40 | Time: 2.6565e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 194 | Max_nodes: 40 | Time: 2.6607e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 179 | Max_nodes: 40 | Time: 2.6677e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 62 | Max_nodes: 40 | Time: 2.6699e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 48 | Max_nodes: 40 | Time: 2.6702e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 170 | Max_nodes: 40 | Time: 2.6743e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 32 | Max_nodes: 40 | Time: 2.6822e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 24 | Max_nodes: 40 | Time: 2.6864e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 86 | Max_nodes: 40 | Time: 2.6888e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 50 | Max_nodes: 40 | Time: 2.7014e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 203 | Max_nodes: 40 | Time: 2.7023e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 26 | Max_nodes: 40 | Time: 2.7064e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 74 | Max_nodes: 40 | Time: 2.7069e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 38 | Max_nodes: 40 | Time: 2.7173e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 56 | Max_nodes: 40 | Time: 2.7314e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 72 | Max_nodes: 40 | Time: 2.7782e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 335 | Max_nodes: 41 | Time: 2.5356e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 311 | Max_nodes: 41 | Time: 2.5399e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 305 | Max_nodes: 41 | Time: 2.5672e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 329 | Max_nodes: 41 | Time: 2.5800e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 353 | Max_nodes: 41 | Time: 2.5860e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 200 | Max_nodes: 41 | Time: 2.6826e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 359 | Max_nodes: 41 | Time: 2.6984e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 182 | Max_nodes: 41 | Time: 2.7052e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 152 | Max_nodes: 41 | Time: 2.7056e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 176 | Max_nodes: 41 | Time: 2.7257e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 206 | Max_nodes: 41 | Time: 2.7438e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 158 | Max_nodes: 41 | Time: 2.7567e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 561 | Max_nodes: 42 | Time: 2.3680e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 681 | Max_nodes: 42 | Time: 2.3880e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 441 | Max_nodes: 42 | Time: 2.3896e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 705 | Max_nodes: 42 | Time: 2.4112e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 537 | Max_nodes: 42 | Time: 2.4489e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 465 | Max_nodes: 42 | Time: 2.4498e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 419 | Max_nodes: 42 | Time: 2.4663e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 657 | Max_nodes: 42 | Time: 2.4792e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 659 | Max_nodes: 42 | Time: 2.4923e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 585 | Max_nodes: 42 | Time: 2.4968e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 408 | Max_nodes: 42 | Time: 2.5135e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 167 | Max_nodes: 42 | Time: 2.5178e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 384 | Max_nodes: 42 | Time: 2.5224e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 161 | Max_nodes: 42 | Time: 2.5289e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 417 | Max_nodes: 42 | Time: 2.5508e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 159 | Max_nodes: 42 | Time: 2.5532e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 189 | Max_nodes: 42 | Time: 2.5551e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 528 | Max_nodes: 42 | Time: 2.5659e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 231 | Max_nodes: 42 | Time: 2.5666e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 183 | Max_nodes: 42 | Time: 2.5676e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 207 | Max_nodes: 42 | Time: 2.5693e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 539 | Max_nodes: 42 | Time: 2.5735e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 264 | Max_nodes: 42 | Time: 2.5829e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 386 | Max_nodes: 42 | Time: 2.5987e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 504 | Max_nodes: 42 | Time: 2.6006e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 213 | Max_nodes: 42 | Time: 2.6036e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 266 | Max_nodes: 42 | Time: 2.6176e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 165 | Max_nodes: 42 | Time: 2.6213e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 153 | Max_nodes: 42 | Time: 2.6250e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 506 | Max_nodes: 42 | Time: 2.6279e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 237 | Max_nodes: 42 | Time: 2.6439e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 288 | Max_nodes: 42 | Time: 2.6556e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 6 | Max_nodes: 42 | Time: 2.6572e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 14 | Max_nodes: 42 | Time: 2.6660e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 0 | Max_nodes: 42 | Time: 2.6670e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 552 | Max_nodes: 42 | Time: 2.6883e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 155 | Max_nodes: 42 | Time: 2.6923e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 54 | Max_nodes: 42 | Time: 2.6964e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 30 | Max_nodes: 42 | Time: 2.6967e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 78 | Max_nodes: 42 | Time: 2.7002e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 84 | Max_nodes: 42 | Time: 2.7029e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 12 | Max_nodes: 42 | Time: 2.7055e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 36 | Max_nodes: 42 | Time: 2.7065e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 432 | Max_nodes: 42 | Time: 2.7116e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 8 | Max_nodes: 42 | Time: 2.7131e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 2 | Max_nodes: 42 | Time: 2.7185e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 312 | Max_nodes: 42 | Time: 2.7233e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 60 | Max_nodes: 42 | Time: 2.7642e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 519 | Max_nodes: 43 | Time: 2.3604e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 639 | Max_nodes: 43 | Time: 2.3847e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 513 | Max_nodes: 43 | Time: 2.3892e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 719 | Max_nodes: 43 | Time: 2.4205e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 671 | Max_nodes: 43 | Time: 2.4546e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 393 | Max_nodes: 43 | Time: 2.4584e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 399 | Max_nodes: 43 | Time: 2.4604e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 645 | Max_nodes: 43 | Time: 2.4650e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 407 | Max_nodes: 43 | Time: 2.4815e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 633 | Max_nodes: 43 | Time: 2.4854e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 515 | Max_nodes: 43 | Time: 2.4917e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 279 | Max_nodes: 43 | Time: 2.4948e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 641 | Max_nodes: 43 | Time: 2.4958e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 525 | Max_nodes: 43 | Time: 2.4980e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 273 | Max_nodes: 43 | Time: 2.5014e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 599 | Max_nodes: 43 | Time: 2.5203e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 527 | Max_nodes: 43 | Time: 2.5224e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 395 | Max_nodes: 43 | Time: 2.5251e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 425 | Max_nodes: 43 | Time: 2.5263e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 665 | Max_nodes: 43 | Time: 2.5267e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 575 | Max_nodes: 43 | Time: 2.5303e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 281 | Max_nodes: 43 | Time: 2.5446e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 521 | Max_nodes: 43 | Time: 2.5485e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 405 | Max_nodes: 43 | Time: 2.5577e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 551 | Max_nodes: 43 | Time: 2.5786e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 545 | Max_nodes: 43 | Time: 2.5818e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 431 | Max_nodes: 43 | Time: 2.5890e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 479 | Max_nodes: 43 | Time: 2.5949e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 275 | Max_nodes: 43 | Time: 2.6008e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 455 | Max_nodes: 43 | Time: 2.6031e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 360 | Max_nodes: 43 | Time: 2.6066e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 647 | Max_nodes: 43 | Time: 2.6074e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 242 | Max_nodes: 43 | Time: 2.6098e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 285 | Max_nodes: 43 | Time: 2.6099e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 480 | Max_nodes: 43 | Time: 2.6190e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 566 | Max_nodes: 43 | Time: 2.6198e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 486 | Max_nodes: 43 | Time: 2.6240e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 482 | Max_nodes: 43 | Time: 2.6244e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 488 | Max_nodes: 43 | Time: 2.6271e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 635 | Max_nodes: 43 | Time: 2.6346e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 128 | Max_nodes: 43 | Time: 2.6389e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 240 | Max_nodes: 43 | Time: 2.6448e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 252 | Max_nodes: 43 | Time: 2.6468e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 366 | Max_nodes: 43 | Time: 2.6547e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 248 | Max_nodes: 43 | Time: 2.6645e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 494 | Max_nodes: 43 | Time: 2.6661e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 695 | Max_nodes: 43 | Time: 2.6805e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 132 | Max_nodes: 43 | Time: 2.6862e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 278 | Max_nodes: 43 | Time: 2.6862e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 492 | Max_nodes: 43 | Time: 2.6869e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 120 | Max_nodes: 43 | Time: 2.6870e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 134 | Max_nodes: 43 | Time: 2.6885e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 518 | Max_nodes: 43 | Time: 2.6891e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 362 | Max_nodes: 43 | Time: 2.6931e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 302 | Max_nodes: 43 | Time: 2.6960e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 542 | Max_nodes: 43 | Time: 2.7058e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 422 | Max_nodes: 43 | Time: 2.7105e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 374 | Max_nodes: 43 | Time: 2.7118e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 287 | Max_nodes: 43 | Time: 2.7126e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 398 | Max_nodes: 43 | Time: 2.7172e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 372 | Max_nodes: 43 | Time: 2.7176e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 246 | Max_nodes: 43 | Time: 2.7177e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 122 | Max_nodes: 43 | Time: 2.7246e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 368 | Max_nodes: 43 | Time: 2.7307e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 126 | Max_nodes: 43 | Time: 2.7394e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 254 | Max_nodes: 43 | Time: 2.7415e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 512 | Max_nodes: 43 | Time: 2.7702e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 392 | Max_nodes: 43 | Time: 2.7762e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 446 | Max_nodes: 43 | Time: 2.7772e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 272 | Max_nodes: 43 | Time: 2.7899e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 326 | Max_nodes: 43 | Time: 2.8561e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 401 | Max_nodes: 43 | Time: 3.7805e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 567 | Max_nodes: 44 | Time: 2.4360e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 687 | Max_nodes: 44 | Time: 2.4387e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 423 | Max_nodes: 44 | Time: 2.4397e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 471 | Max_nodes: 44 | Time: 2.4663e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 543 | Max_nodes: 44 | Time: 2.4719e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 711 | Max_nodes: 44 | Time: 2.4734e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 447 | Max_nodes: 44 | Time: 2.4874e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 429 | Max_nodes: 44 | Time: 2.4934e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 591 | Max_nodes: 44 | Time: 2.5231e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 303 | Max_nodes: 44 | Time: 2.5312e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 663 | Max_nodes: 44 | Time: 2.5337e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 309 | Max_nodes: 44 | Time: 2.5353e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 333 | Max_nodes: 44 | Time: 2.5371e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 327 | Max_nodes: 44 | Time: 2.5372e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 414 | Max_nodes: 44 | Time: 2.5401e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 669 | Max_nodes: 44 | Time: 2.5451e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 717 | Max_nodes: 44 | Time: 2.5622e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 390 | Max_nodes: 44 | Time: 2.5734e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 534 | Max_nodes: 44 | Time: 2.5785e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 351 | Max_nodes: 44 | Time: 2.5865e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 549 | Max_nodes: 44 | Time: 2.5885e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 573 | Max_nodes: 44 | Time: 2.6010e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 453 | Max_nodes: 44 | Time: 2.6077e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 693 | Max_nodes: 44 | Time: 2.6119e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 174 | Max_nodes: 44 | Time: 2.6238e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 294 | Max_nodes: 44 | Time: 2.6250e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 597 | Max_nodes: 44 | Time: 2.6257e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 564 | Max_nodes: 44 | Time: 2.6308e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 270 | Max_nodes: 44 | Time: 2.6413e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 276 | Max_nodes: 44 | Time: 2.6425e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 198 | Max_nodes: 44 | Time: 2.6441e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 438 | Max_nodes: 44 | Time: 2.6507e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 204 | Max_nodes: 44 | Time: 2.6614e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 444 | Max_nodes: 44 | Time: 2.6640e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 540 | Max_nodes: 44 | Time: 2.6701e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 510 | Max_nodes: 44 | Time: 2.6739e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 558 | Max_nodes: 44 | Time: 2.6804e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 156 | Max_nodes: 44 | Time: 2.6870e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 318 | Max_nodes: 44 | Time: 2.6896e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 477 | Max_nodes: 44 | Time: 2.7043e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 324 | Max_nodes: 44 | Time: 2.7201e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 150 | Max_nodes: 44 | Time: 2.7285e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 420 | Max_nodes: 44 | Time: 2.7342e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 300 | Max_nodes: 44 | Time: 2.7414e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 516 | Max_nodes: 44 | Time: 2.7531e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 357 | Max_nodes: 44 | Time: 2.7549e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 180 | Max_nodes: 44 | Time: 2.7659e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 396 | Max_nodes: 44 | Time: 2.8022e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| - -........................... -Average time: 2.6141e-03s - -480 permutations have 11 active nodes. -Index: 650 | Max_nodes: 39 | Time: 2.6189e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 338 | Max_nodes: 39 | Time: 2.7577e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 292 | Max_nodes: 39 | Time: 2.7777e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 674 | Max_nodes: 39 | Time: 2.7783e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 458 | Max_nodes: 39 | Time: 2.7826e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 412 | Max_nodes: 39 | Time: 2.7979e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 680 | Max_nodes: 40 | Time: 2.6176e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 656 | Max_nodes: 40 | Time: 2.6457e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 464 | Max_nodes: 40 | Time: 2.7345e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 418 | Max_nodes: 40 | Time: 2.7713e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 344 | Max_nodes: 40 | Time: 2.7794e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 298 | Max_nodes: 40 | Time: 2.7831e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 216 | Max_nodes: 42 | Time: 2.6569e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 169 | Max_nodes: 42 | Time: 2.6892e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 148 | Max_nodes: 42 | Time: 2.6923e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 49 | Max_nodes: 42 | Time: 2.7011e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 25 | Max_nodes: 42 | Time: 2.7139e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 172 | Max_nodes: 42 | Time: 2.7259e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 96 | Max_nodes: 42 | Time: 2.7317e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 28 | Max_nodes: 42 | Time: 2.7317e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 218 | Max_nodes: 42 | Time: 2.7320e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 145 | Max_nodes: 42 | Time: 2.7335e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 44 | Max_nodes: 42 | Time: 2.7645e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 110 | Max_nodes: 42 | Time: 2.7680e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 68 | Max_nodes: 42 | Time: 2.7892e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 34 | Max_nodes: 42 | Time: 2.8093e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 98 | Max_nodes: 42 | Time: 2.8098e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 52 | Max_nodes: 42 | Time: 2.8278e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 104 | Max_nodes: 42 | Time: 2.8532e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 58 | Max_nodes: 42 | Time: 2.9497e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 698 | Max_nodes: 43 | Time: 2.5936e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 652 | Max_nodes: 43 | Time: 2.6458e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 578 | Max_nodes: 43 | Time: 2.6508e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 532 | Max_nodes: 43 | Time: 2.6901e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 316 | Max_nodes: 43 | Time: 2.7307e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 188 | Max_nodes: 43 | Time: 2.7573e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 340 | Max_nodes: 43 | Time: 2.7813e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 164 | Max_nodes: 43 | Time: 2.7830e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 154 | Max_nodes: 43 | Time: 2.7868e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 178 | Max_nodes: 43 | Time: 2.7872e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 230 | Max_nodes: 43 | Time: 2.7942e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 224 | Max_nodes: 43 | Time: 2.8038e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 409 | Max_nodes: 44 | Time: 2.5573e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 648 | Max_nodes: 44 | Time: 2.5948e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 624 | Max_nodes: 44 | Time: 2.5965e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 584 | Max_nodes: 44 | Time: 2.6092e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 265 | Max_nodes: 44 | Time: 2.6150e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 704 | Max_nodes: 44 | Time: 2.6259e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 385 | Max_nodes: 44 | Time: 2.6358e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 289 | Max_nodes: 44 | Time: 2.6507e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 268 | Max_nodes: 44 | Time: 2.6634e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 626 | Max_nodes: 44 | Time: 2.6664e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 55 | Max_nodes: 44 | Time: 2.6723e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 658 | Max_nodes: 44 | Time: 2.6942e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 1 | Max_nodes: 44 | Time: 2.6948e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 538 | Max_nodes: 44 | Time: 2.6967e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 18 | Max_nodes: 44 | Time: 2.7271e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 322 | Max_nodes: 44 | Time: 2.7373e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 4 | Max_nodes: 44 | Time: 2.7380e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 336 | Max_nodes: 44 | Time: 2.7384e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 672 | Max_nodes: 44 | Time: 2.7460e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 10 | Max_nodes: 44 | Time: 2.7511e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 20 | Max_nodes: 44 | Time: 2.7570e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 102 | Max_nodes: 44 | Time: 2.7571e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 31 | Max_nodes: 44 | Time: 2.7611e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 7 | Max_nodes: 44 | Time: 2.7672e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 66 | Max_nodes: 44 | Time: 2.7795e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 42 | Max_nodes: 44 | Time: 2.7849e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 456 | Max_nodes: 44 | Time: 2.7910e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 388 | Max_nodes: 44 | Time: 2.7932e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 346 | Max_nodes: 44 | Time: 2.7977e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 108 | Max_nodes: 44 | Time: 2.8204e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 677 | Max_nodes: 45 | Time: 2.6022e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 461 | Max_nodes: 45 | Time: 2.6207e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 557 | Max_nodes: 45 | Time: 2.6340e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 614 | Max_nodes: 45 | Time: 2.6404e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 602 | Max_nodes: 45 | Time: 2.6447e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 600 | Max_nodes: 45 | Time: 2.6459e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 686 | Max_nodes: 45 | Time: 2.6540e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 244 | Max_nodes: 45 | Time: 2.6591e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 241 | Max_nodes: 45 | Time: 2.6673e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 612 | Max_nodes: 45 | Time: 2.6676e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 632 | Max_nodes: 45 | Time: 2.6826e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 470 | Max_nodes: 45 | Time: 2.6841e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 437 | Max_nodes: 45 | Time: 2.6845e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 662 | Max_nodes: 45 | Time: 2.6907e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 367 | Max_nodes: 45 | Time: 2.6944e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 606 | Max_nodes: 45 | Time: 2.6994e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 638 | Max_nodes: 45 | Time: 2.7030e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 127 | Max_nodes: 45 | Time: 2.7057e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 608 | Max_nodes: 45 | Time: 2.7090e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 130 | Max_nodes: 45 | Time: 2.7240e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 258 | Max_nodes: 45 | Time: 2.7340e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 247 | Max_nodes: 45 | Time: 2.7396e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 140 | Max_nodes: 45 | Time: 2.7416e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 350 | Max_nodes: 45 | Time: 2.7464e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 428 | Max_nodes: 45 | Time: 2.7588e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 380 | Max_nodes: 45 | Time: 2.7635e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 138 | Max_nodes: 45 | Time: 2.7649e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 284 | Max_nodes: 45 | Time: 2.7662e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 404 | Max_nodes: 45 | Time: 2.7665e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 378 | Max_nodes: 45 | Time: 2.7746e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 364 | Max_nodes: 45 | Time: 2.7762e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 124 | Max_nodes: 45 | Time: 2.7840e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 308 | Max_nodes: 45 | Time: 2.7853e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 260 | Max_nodes: 45 | Time: 2.7889e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 370 | Max_nodes: 45 | Time: 2.7908e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 274 | Max_nodes: 45 | Time: 2.7910e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 581 | Max_nodes: 45 | Time: 2.7926e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 121 | Max_nodes: 45 | Time: 2.7947e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 394 | Max_nodes: 45 | Time: 2.7961e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 250 | Max_nodes: 45 | Time: 2.8021e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 701 | Max_nodes: 45 | Time: 2.8096e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 361 | Max_nodes: 45 | Time: 2.8553e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 415 | Max_nodes: 46 | Time: 2.5713e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 700 | Max_nodes: 46 | Time: 2.6035e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 654 | Max_nodes: 46 | Time: 2.6106e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 556 | Max_nodes: 46 | Time: 2.6133e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 678 | Max_nodes: 46 | Time: 2.6141e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 684 | Max_nodes: 46 | Time: 2.6313e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 436 | Max_nodes: 46 | Time: 2.6412e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 580 | Max_nodes: 46 | Time: 2.6446e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 676 | Max_nodes: 46 | Time: 2.6452e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 391 | Max_nodes: 46 | Time: 2.6485e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 630 | Max_nodes: 46 | Time: 2.6497e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 295 | Max_nodes: 46 | Time: 2.6879e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 462 | Max_nodes: 46 | Time: 2.6905e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 342 | Max_nodes: 46 | Time: 2.7061e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 636 | Max_nodes: 46 | Time: 2.7138e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 151 | Max_nodes: 46 | Time: 2.7175e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 660 | Max_nodes: 46 | Time: 2.7228e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 193 | Max_nodes: 46 | Time: 2.7241e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 147 | Max_nodes: 46 | Time: 2.7300e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 149 | Max_nodes: 46 | Time: 2.7310e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 468 | Max_nodes: 46 | Time: 2.7330e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 186 | Max_nodes: 46 | Time: 2.7357e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 282 | Max_nodes: 46 | Time: 2.7404e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 175 | Max_nodes: 46 | Time: 2.7412e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 217 | Max_nodes: 46 | Time: 2.7416e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 196 | Max_nodes: 46 | Time: 2.7437e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 220 | Max_nodes: 46 | Time: 2.7444e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 27 | Max_nodes: 46 | Time: 2.7535e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 116 | Max_nodes: 46 | Time: 2.7548e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 460 | Max_nodes: 46 | Time: 2.7583e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 162 | Max_nodes: 46 | Time: 2.7606e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 40 | Max_nodes: 46 | Time: 2.7609e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 97 | Max_nodes: 46 | Time: 2.7688e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 92 | Max_nodes: 46 | Time: 2.7691e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 402 | Max_nodes: 46 | Time: 2.7868e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 426 | Max_nodes: 46 | Time: 2.7914e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 73 | Max_nodes: 46 | Time: 2.7917e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 228 | Max_nodes: 46 | Time: 2.8033e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 76 | Max_nodes: 46 | Time: 2.8048e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 271 | Max_nodes: 46 | Time: 2.8122e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 222 | Max_nodes: 46 | Time: 2.8259e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 100 | Max_nodes: 46 | Time: 2.8283e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 348 | Max_nodes: 46 | Time: 2.8291e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 29 | Max_nodes: 46 | Time: 2.8365e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 106 | Max_nodes: 46 | Time: 2.8384e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 46 | Max_nodes: 46 | Time: 2.8528e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 306 | Max_nodes: 46 | Time: 2.8530e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 82 | Max_nodes: 46 | Time: 2.8553e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 688 | Max_nodes: 47 | Time: 2.5649e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 562 | Max_nodes: 47 | Time: 2.5988e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 592 | Max_nodes: 47 | Time: 2.6273e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 586 | Max_nodes: 47 | Time: 2.6295e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 706 | Max_nodes: 47 | Time: 2.6337e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 568 | Max_nodes: 47 | Time: 2.6503e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 712 | Max_nodes: 47 | Time: 2.6640e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 472 | Max_nodes: 47 | Time: 2.6650e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 682 | Max_nodes: 47 | Time: 2.6960e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 442 | Max_nodes: 47 | Time: 2.7043e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 448 | Max_nodes: 47 | Time: 2.7572e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 202 | Max_nodes: 47 | Time: 2.7817e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 226 | Max_nodes: 47 | Time: 2.7935e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 236 | Max_nodes: 47 | Time: 2.8068e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 166 | Max_nodes: 47 | Time: 2.8150e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 212 | Max_nodes: 47 | Time: 2.8257e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 466 | Max_nodes: 47 | Time: 2.8391e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 160 | Max_nodes: 47 | Time: 2.8528e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 339 | Max_nodes: 48 | Time: 2.5729e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 341 | Max_nodes: 48 | Time: 2.5872e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 315 | Max_nodes: 48 | Time: 2.5880e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 291 | Max_nodes: 48 | Time: 2.5935e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 293 | Max_nodes: 48 | Time: 2.5942e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 576 | Max_nodes: 48 | Time: 2.6228e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 65 | Max_nodes: 48 | Time: 2.6280e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 529 | Max_nodes: 48 | Time: 2.6296e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 317 | Max_nodes: 48 | Time: 2.6400e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 505 | Max_nodes: 48 | Time: 2.6518e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 696 | Max_nodes: 48 | Time: 2.6598e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 57 | Max_nodes: 48 | Time: 2.6679e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 508 | Max_nodes: 48 | Time: 2.6825e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 628 | Max_nodes: 48 | Time: 2.6829e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 269 | Max_nodes: 48 | Time: 2.6871e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 71 | Max_nodes: 48 | Time: 2.6908e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 337 | Max_nodes: 48 | Time: 2.7164e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 649 | Max_nodes: 48 | Time: 2.7199e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 89 | Max_nodes: 48 | Time: 2.7331e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 59 | Max_nodes: 48 | Time: 2.7362e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 79 | Max_nodes: 48 | Time: 2.7424e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 267 | Max_nodes: 48 | Time: 2.7439e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 119 | Max_nodes: 48 | Time: 2.7441e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 114 | Max_nodes: 48 | Time: 2.7570e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 83 | Max_nodes: 48 | Time: 2.7580e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 107 | Max_nodes: 48 | Time: 2.7593e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 5 | Max_nodes: 48 | Time: 2.7594e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 95 | Max_nodes: 48 | Time: 2.7641e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 16 | Max_nodes: 48 | Time: 2.7663e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 3 | Max_nodes: 48 | Time: 2.7822e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 103 | Max_nodes: 48 | Time: 2.7842e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 313 | Max_nodes: 48 | Time: 2.7949e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 22 | Max_nodes: 48 | Time: 2.7961e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 90 | Max_nodes: 48 | Time: 2.7989e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 19 | Max_nodes: 48 | Time: 2.7995e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 43 | Max_nodes: 48 | Time: 2.8106e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 113 | Max_nodes: 48 | Time: 2.8173e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 13 | Max_nodes: 48 | Time: 2.8189e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 37 | Max_nodes: 48 | Time: 2.8229e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 625 | Max_nodes: 48 | Time: 2.8483e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 105 | Max_nodes: 48 | Time: 2.8613e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 81 | Max_nodes: 48 | Time: 2.8660e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 481 | Max_nodes: 49 | Time: 2.5946e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 710 | Max_nodes: 49 | Time: 2.6274e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 487 | Max_nodes: 49 | Time: 2.6345e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 590 | Max_nodes: 49 | Time: 2.6667e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 484 | Max_nodes: 49 | Time: 2.6735e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 601 | Max_nodes: 49 | Time: 2.6997e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 668 | Max_nodes: 49 | Time: 2.7039e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 634 | Max_nodes: 49 | Time: 2.7106e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 618 | Max_nodes: 49 | Time: 2.7137e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 524 | Max_nodes: 49 | Time: 2.7224e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 245 | Max_nodes: 49 | Time: 2.7371e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 604 | Max_nodes: 49 | Time: 2.7388e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 620 | Max_nodes: 49 | Time: 2.7433e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 514 | Max_nodes: 49 | Time: 2.7437e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 136 | Max_nodes: 49 | Time: 2.7454e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 644 | Max_nodes: 49 | Time: 2.7485e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 253 | Max_nodes: 49 | Time: 2.7500e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 490 | Max_nodes: 49 | Time: 2.7556e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 610 | Max_nodes: 49 | Time: 2.7592e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 500 | Max_nodes: 49 | Time: 2.7618e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 125 | Max_nodes: 49 | Time: 2.7750e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 123 | Max_nodes: 49 | Time: 2.7821e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 259 | Max_nodes: 49 | Time: 2.7834e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 133 | Max_nodes: 49 | Time: 2.7923e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 498 | Max_nodes: 49 | Time: 2.8013e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 262 | Max_nodes: 49 | Time: 2.8021e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 243 | Max_nodes: 49 | Time: 2.8033e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 607 | Max_nodes: 49 | Time: 2.8060e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 286 | Max_nodes: 49 | Time: 2.8179e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 332 | Max_nodes: 49 | Time: 2.8353e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 356 | Max_nodes: 49 | Time: 2.8379e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 256 | Max_nodes: 49 | Time: 2.8450e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 548 | Max_nodes: 49 | Time: 2.8521e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 280 | Max_nodes: 49 | Time: 2.8654e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 139 | Max_nodes: 49 | Time: 2.8879e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 142 | Max_nodes: 49 | Time: 2.9708e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 699 | Max_nodes: 50 | Time: 2.4890e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 555 | Max_nodes: 50 | Time: 2.4959e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 413 | Max_nodes: 50 | Time: 2.5045e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 653 | Max_nodes: 50 | Time: 2.5333e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 435 | Max_nodes: 50 | Time: 2.5382e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 675 | Max_nodes: 50 | Time: 2.5413e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 535 | Max_nodes: 50 | Time: 2.5555e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 579 | Max_nodes: 50 | Time: 2.5595e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 459 | Max_nodes: 50 | Time: 2.5624e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 411 | Max_nodes: 50 | Time: 2.6131e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 63 | Max_nodes: 50 | Time: 2.6217e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 533 | Max_nodes: 50 | Time: 2.6281e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 582 | Max_nodes: 50 | Time: 2.6460e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 702 | Max_nodes: 50 | Time: 2.6505e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 511 | Max_nodes: 50 | Time: 2.6527e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 655 | Max_nodes: 50 | Time: 2.6548e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 33 | Max_nodes: 50 | Time: 2.6567e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 358 | Max_nodes: 50 | Time: 2.6586e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 708 | Max_nodes: 50 | Time: 2.6588e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 41 | Max_nodes: 50 | Time: 2.6601e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 588 | Max_nodes: 50 | Time: 2.6609e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 334 | Max_nodes: 50 | Time: 2.6656e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 45 | Max_nodes: 50 | Time: 2.6721e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 651 | Max_nodes: 50 | Time: 2.6792e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 328 | Max_nodes: 50 | Time: 2.6805e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 531 | Max_nodes: 50 | Time: 2.6817e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 642 | Max_nodes: 50 | Time: 2.6926e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 47 | Max_nodes: 50 | Time: 2.6930e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 310 | Max_nodes: 50 | Time: 2.7233e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 352 | Max_nodes: 50 | Time: 2.7258e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 93 | Max_nodes: 50 | Time: 2.7260e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 343 | Max_nodes: 50 | Time: 2.7264e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 666 | Max_nodes: 50 | Time: 2.7313e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 35 | Max_nodes: 50 | Time: 2.7342e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 87 | Max_nodes: 50 | Time: 2.7395e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 631 | Max_nodes: 50 | Time: 2.7422e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 522 | Max_nodes: 50 | Time: 2.7563e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 199 | Max_nodes: 50 | Time: 2.7586e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 319 | Max_nodes: 50 | Time: 2.7619e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 223 | Max_nodes: 50 | Time: 2.7681e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 111 | Max_nodes: 50 | Time: 2.7749e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 210 | Max_nodes: 50 | Time: 2.7789e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 304 | Max_nodes: 50 | Time: 2.7871e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 69 | Max_nodes: 50 | Time: 2.7879e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 157 | Max_nodes: 50 | Time: 2.7900e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 163 | Max_nodes: 50 | Time: 2.8200e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 277 | Max_nodes: 50 | Time: 2.8209e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 283 | Max_nodes: 50 | Time: 2.8224e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 546 | Max_nodes: 50 | Time: 2.8326e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 39 | Max_nodes: 50 | Time: 2.8355e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 354 | Max_nodes: 50 | Time: 2.8603e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 234 | Max_nodes: 50 | Time: 2.8691e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 330 | Max_nodes: 50 | Time: 2.8709e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 117 | Max_nodes: 50 | Time: 2.9406e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 718 | Max_nodes: 52 | Time: 2.5442e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 495 | Max_nodes: 52 | Time: 2.5578e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 694 | Max_nodes: 52 | Time: 2.5841e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 257 | Max_nodes: 52 | Time: 2.5933e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 598 | Max_nodes: 52 | Time: 2.5950e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 615 | Max_nodes: 52 | Time: 2.5958e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 670 | Max_nodes: 52 | Time: 2.5982e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 371 | Max_nodes: 52 | Time: 2.6023e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 249 | Max_nodes: 52 | Time: 2.6096e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 263 | Max_nodes: 52 | Time: 2.6200e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 369 | Max_nodes: 52 | Time: 2.6261e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 375 | Max_nodes: 52 | Time: 2.6328e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 251 | Max_nodes: 52 | Time: 2.6330e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 491 | Max_nodes: 52 | Time: 2.6378e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 381 | Max_nodes: 52 | Time: 2.6402e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 478 | Max_nodes: 52 | Time: 2.6415e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 574 | Max_nodes: 52 | Time: 2.6571e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 377 | Max_nodes: 52 | Time: 2.6580e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 611 | Max_nodes: 52 | Time: 2.6613e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 489 | Max_nodes: 52 | Time: 2.6659e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 173 | Max_nodes: 52 | Time: 2.6767e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 617 | Max_nodes: 52 | Time: 2.6781e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 497 | Max_nodes: 52 | Time: 2.6782e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 664 | Max_nodes: 52 | Time: 2.6959e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 75 | Max_nodes: 52 | Time: 2.6963e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 118 | Max_nodes: 52 | Time: 2.6976e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 544 | Max_nodes: 52 | Time: 2.6985e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 609 | Max_nodes: 52 | Time: 2.7019e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 171 | Max_nodes: 52 | Time: 2.7128e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 64 | Max_nodes: 52 | Time: 2.7140e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 195 | Max_nodes: 52 | Time: 2.7176e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 501 | Max_nodes: 52 | Time: 2.7193e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 503 | Max_nodes: 52 | Time: 2.7205e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 424 | Max_nodes: 52 | Time: 2.7270e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 94 | Max_nodes: 52 | Time: 2.7280e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 454 | Max_nodes: 52 | Time: 2.7307e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 550 | Max_nodes: 52 | Time: 2.7317e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 219 | Max_nodes: 52 | Time: 2.7320e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 221 | Max_nodes: 52 | Time: 2.7411e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 255 | Max_nodes: 52 | Time: 2.7443e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 261 | Max_nodes: 52 | Time: 2.7455e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 623 | Max_nodes: 52 | Time: 2.7504e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 197 | Max_nodes: 52 | Time: 2.7615e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 99 | Max_nodes: 52 | Time: 2.7624e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 70 | Max_nodes: 52 | Time: 2.7739e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 88 | Max_nodes: 52 | Time: 2.7860e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 53 | Max_nodes: 52 | Time: 2.7894e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 112 | Max_nodes: 52 | Time: 2.7900e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 101 | Max_nodes: 52 | Time: 2.8175e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 77 | Max_nodes: 52 | Time: 2.8184e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 51 | Max_nodes: 52 | Time: 2.8219e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 383 | Max_nodes: 52 | Time: 2.8304e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 621 | Max_nodes: 52 | Time: 2.8356e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 430 | Max_nodes: 52 | Time: 3.9473e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 184 | Max_nodes: 53 | Time: 2.7306e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 232 | Max_nodes: 53 | Time: 2.7387e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 214 | Max_nodes: 53 | Time: 2.7443e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 190 | Max_nodes: 53 | Time: 2.7741e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 208 | Max_nodes: 53 | Time: 2.7768e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 238 | Max_nodes: 53 | Time: 2.8219e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 565 | Max_nodes: 54 | Time: 2.5239e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 667 | Max_nodes: 54 | Time: 2.5588e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 709 | Max_nodes: 54 | Time: 2.5611e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 301 | Max_nodes: 54 | Time: 2.5856e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 685 | Max_nodes: 54 | Time: 2.5878e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 589 | Max_nodes: 54 | Time: 2.5889e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 715 | Max_nodes: 54 | Time: 2.6237e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 445 | Max_nodes: 54 | Time: 2.6262e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 541 | Max_nodes: 54 | Time: 2.6265e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 571 | Max_nodes: 54 | Time: 2.6314e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 469 | Max_nodes: 54 | Time: 2.6352e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 427 | Max_nodes: 54 | Time: 2.6596e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 331 | Max_nodes: 54 | Time: 2.6620e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 421 | Max_nodes: 54 | Time: 2.6668e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 325 | Max_nodes: 54 | Time: 2.6672e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 595 | Max_nodes: 54 | Time: 2.6692e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 475 | Max_nodes: 54 | Time: 2.6860e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 307 | Max_nodes: 54 | Time: 2.6898e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 661 | Max_nodes: 54 | Time: 2.6985e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 451 | Max_nodes: 54 | Time: 2.7003e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 691 | Max_nodes: 54 | Time: 2.7392e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 547 | Max_nodes: 54 | Time: 2.7498e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 349 | Max_nodes: 54 | Time: 2.7568e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 355 | Max_nodes: 54 | Time: 2.7736e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 507 | Max_nodes: 56 | Time: 2.5625e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 553 | Max_nodes: 56 | Time: 2.5659e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 673 | Max_nodes: 56 | Time: 2.5918e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 629 | Max_nodes: 56 | Time: 2.6283e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 509 | Max_nodes: 56 | Time: 2.6423e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 577 | Max_nodes: 56 | Time: 2.6675e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 387 | Max_nodes: 56 | Time: 2.6740e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 627 | Max_nodes: 56 | Time: 2.6795e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 697 | Max_nodes: 56 | Time: 2.6876e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 85 | Max_nodes: 56 | Time: 2.7127e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 21 | Max_nodes: 56 | Time: 2.7432e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 15 | Max_nodes: 56 | Time: 2.7479e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 67 | Max_nodes: 56 | Time: 2.7551e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 17 | Max_nodes: 56 | Time: 2.7569e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 389 | Max_nodes: 56 | Time: 2.7615e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 91 | Max_nodes: 56 | Time: 2.7855e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 109 | Max_nodes: 56 | Time: 2.7858e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 61 | Max_nodes: 56 | Time: 2.7891e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 9 | Max_nodes: 56 | Time: 2.8070e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 115 | Max_nodes: 56 | Time: 2.8185e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 11 | Max_nodes: 56 | Time: 2.8512e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 23 | Max_nodes: 56 | Time: 2.9437e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 433 | Max_nodes: 56 | Time: 3.7697e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 457 | Max_nodes: 56 | Time: 3.8379e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 363 | Max_nodes: 57 | Time: 2.5987e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 603 | Max_nodes: 57 | Time: 2.6040e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 483 | Max_nodes: 57 | Time: 2.6045e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 493 | Max_nodes: 57 | Time: 2.6422e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 520 | Max_nodes: 57 | Time: 2.6466e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 572 | Max_nodes: 57 | Time: 2.6493e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 622 | Max_nodes: 57 | Time: 2.6642e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 605 | Max_nodes: 57 | Time: 2.6697e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 616 | Max_nodes: 57 | Time: 2.6792e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 613 | Max_nodes: 57 | Time: 2.6804e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 640 | Max_nodes: 57 | Time: 2.6815e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 496 | Max_nodes: 57 | Time: 2.6883e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 382 | Max_nodes: 57 | Time: 2.6938e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 499 | Max_nodes: 57 | Time: 2.6940e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 365 | Max_nodes: 57 | Time: 2.7048e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 526 | Max_nodes: 57 | Time: 2.7054e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 376 | Max_nodes: 57 | Time: 2.7057e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 485 | Max_nodes: 57 | Time: 2.7164e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 452 | Max_nodes: 57 | Time: 2.7235e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 129 | Max_nodes: 57 | Time: 2.7258e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 646 | Max_nodes: 57 | Time: 2.7284e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 373 | Max_nodes: 57 | Time: 2.7302e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 400 | Max_nodes: 57 | Time: 2.7313e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 135 | Max_nodes: 57 | Time: 2.7563e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 406 | Max_nodes: 57 | Time: 2.7580e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 137 | Max_nodes: 57 | Time: 2.7690e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 619 | Max_nodes: 57 | Time: 2.7800e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 596 | Max_nodes: 57 | Time: 2.7854e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 141 | Max_nodes: 57 | Time: 2.7909e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 502 | Max_nodes: 57 | Time: 2.7913e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 716 | Max_nodes: 57 | Time: 2.7947e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 131 | Max_nodes: 57 | Time: 2.7988e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 692 | Max_nodes: 57 | Time: 2.8120e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 379 | Max_nodes: 57 | Time: 2.8154e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 476 | Max_nodes: 57 | Time: 2.8367e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 143 | Max_nodes: 57 | Time: 2.8441e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 559 | Max_nodes: 58 | Time: 2.5018e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 439 | Max_nodes: 58 | Time: 2.5736e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 679 | Max_nodes: 58 | Time: 2.5863e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 583 | Max_nodes: 58 | Time: 2.6075e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 463 | Max_nodes: 58 | Time: 2.6156e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 703 | Max_nodes: 58 | Time: 2.6253e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 517 | Max_nodes: 58 | Time: 2.6339e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 637 | Max_nodes: 58 | Time: 2.6632e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 714 | Max_nodes: 58 | Time: 2.6711e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 403 | Max_nodes: 58 | Time: 2.6813e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 643 | Max_nodes: 58 | Time: 2.6876e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 397 | Max_nodes: 58 | Time: 2.6948e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 570 | Max_nodes: 58 | Time: 2.7021e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 690 | Max_nodes: 58 | Time: 2.7317e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 474 | Max_nodes: 58 | Time: 2.7683e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 187 | Max_nodes: 58 | Time: 2.7731e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 523 | Max_nodes: 58 | Time: 2.7807e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 450 | Max_nodes: 58 | Time: 2.7821e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 594 | Max_nodes: 58 | Time: 2.7904e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 211 | Max_nodes: 58 | Time: 2.8440e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 205 | Max_nodes: 58 | Time: 2.8553e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 181 | Max_nodes: 58 | Time: 2.8666e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 235 | Max_nodes: 58 | Time: 2.9271e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 229 | Max_nodes: 58 | Time: 2.9415e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2| - -........................... -Average time: 2.7271e-03s - -________________________________________________________________________________________________ - -12 permutations have 37 max nodes. -Index: 707 | Active_nodes: 10 | Time: 2.3923e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 587 | Active_nodes: 10 | Time: 2.4483e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 443 | Active_nodes: 10 | Time: 2.4927e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 683 | Active_nodes: 10 | Time: 2.5171e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 563 | Active_nodes: 10 | Time: 2.5514e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 467 | Active_nodes: 10 | Time: 2.5988e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 530 | Active_nodes: 10 | Time: 2.6509e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 410 | Active_nodes: 10 | Time: 2.6628e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 314 | Active_nodes: 10 | Time: 2.6769e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 554 | Active_nodes: 10 | Time: 2.6836e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 290 | Active_nodes: 10 | Time: 2.6845e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 434 | Active_nodes: 10 | Time: 2.7040e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| - -........................... -Average time: 2.5886e-03s - -12 permutations have 38 max nodes. -Index: 593 | Active_nodes: 10 | Time: 2.4626e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 689 | Active_nodes: 10 | Time: 2.4627e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 713 | Active_nodes: 10 | Time: 2.4776e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 449 | Active_nodes: 10 | Time: 2.5596e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 473 | Active_nodes: 10 | Time: 2.5596e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 569 | Active_nodes: 10 | Time: 2.5646e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 536 | Active_nodes: 10 | Time: 2.6370e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 440 | Active_nodes: 10 | Time: 2.6401e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 560 | Active_nodes: 10 | Time: 2.6552e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 296 | Active_nodes: 10 | Time: 2.7166e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 320 | Active_nodes: 10 | Time: 2.7187e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 416 | Active_nodes: 10 | Time: 2.8017e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| - -........................... -Average time: 2.6047e-03s - -6 permutations have 39 max nodes. -Index: 650 | Active_nodes: 11 | Time: 2.6189e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 338 | Active_nodes: 11 | Time: 2.7577e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 292 | Active_nodes: 11 | Time: 2.7777e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 674 | Active_nodes: 11 | Time: 2.7783e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 458 | Active_nodes: 11 | Time: 2.7826e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 412 | Active_nodes: 11 | Time: 2.7979e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4| - -........................... -Average time: 2.7522e-03s - -42 permutations have 40 max nodes. -Index: 177 | Active_nodes: 10 | Time: 2.4993e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 323 | Active_nodes: 10 | Time: 2.5123e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 299 | Active_nodes: 10 | Time: 2.5172e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 347 | Active_nodes: 10 | Time: 2.5201e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 185 | Active_nodes: 10 | Time: 2.5244e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 209 | Active_nodes: 10 | Time: 2.5263e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 191 | Active_nodes: 10 | Time: 2.5321e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 297 | Active_nodes: 10 | Time: 2.5331e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 321 | Active_nodes: 10 | Time: 2.5571e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 201 | Active_nodes: 10 | Time: 2.5708e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 225 | Active_nodes: 10 | Time: 2.5882e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 168 | Active_nodes: 10 | Time: 2.5900e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 239 | Active_nodes: 10 | Time: 2.5918e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 144 | Active_nodes: 10 | Time: 2.5965e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 233 | Active_nodes: 10 | Time: 2.5975e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 345 | Active_nodes: 10 | Time: 2.6034e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 192 | Active_nodes: 10 | Time: 2.6072e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 227 | Active_nodes: 10 | Time: 2.6245e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 80 | Active_nodes: 10 | Time: 2.6474e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 215 | Active_nodes: 10 | Time: 2.6530e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 146 | Active_nodes: 10 | Time: 2.6565e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 194 | Active_nodes: 10 | Time: 2.6607e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 179 | Active_nodes: 10 | Time: 2.6677e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 62 | Active_nodes: 10 | Time: 2.6699e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 48 | Active_nodes: 10 | Time: 2.6702e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 170 | Active_nodes: 10 | Time: 2.6743e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 32 | Active_nodes: 10 | Time: 2.6822e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 24 | Active_nodes: 10 | Time: 2.6864e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 86 | Active_nodes: 10 | Time: 2.6888e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 50 | Active_nodes: 10 | Time: 2.7014e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 203 | Active_nodes: 10 | Time: 2.7023e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 26 | Active_nodes: 10 | Time: 2.7064e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 74 | Active_nodes: 10 | Time: 2.7069e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 38 | Active_nodes: 10 | Time: 2.7173e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 56 | Active_nodes: 10 | Time: 2.7314e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 72 | Active_nodes: 10 | Time: 2.7782e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 680 | Active_nodes: 11 | Time: 2.6176e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 656 | Active_nodes: 11 | Time: 2.6457e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 464 | Active_nodes: 11 | Time: 2.7345e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 418 | Active_nodes: 11 | Time: 2.7713e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 344 | Active_nodes: 11 | Time: 2.7794e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 298 | Active_nodes: 11 | Time: 2.7831e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| - -........................... -Average time: 2.6387e-03s - -12 permutations have 41 max nodes. -Index: 335 | Active_nodes: 10 | Time: 2.5356e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 311 | Active_nodes: 10 | Time: 2.5399e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 305 | Active_nodes: 10 | Time: 2.5672e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 329 | Active_nodes: 10 | Time: 2.5800e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 353 | Active_nodes: 10 | Time: 2.5860e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 200 | Active_nodes: 10 | Time: 2.6826e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 359 | Active_nodes: 10 | Time: 2.6984e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 182 | Active_nodes: 10 | Time: 2.7052e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 152 | Active_nodes: 10 | Time: 2.7056e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 176 | Active_nodes: 10 | Time: 2.7257e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 206 | Active_nodes: 10 | Time: 2.7438e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 158 | Active_nodes: 10 | Time: 2.7567e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| - -........................... -Average time: 2.6522e-03s - -66 permutations have 42 max nodes. -Index: 561 | Active_nodes: 10 | Time: 2.3680e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 681 | Active_nodes: 10 | Time: 2.3880e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 441 | Active_nodes: 10 | Time: 2.3896e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 705 | Active_nodes: 10 | Time: 2.4112e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 537 | Active_nodes: 10 | Time: 2.4489e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 465 | Active_nodes: 10 | Time: 2.4498e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 419 | Active_nodes: 10 | Time: 2.4663e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 657 | Active_nodes: 10 | Time: 2.4792e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 659 | Active_nodes: 10 | Time: 2.4923e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 585 | Active_nodes: 10 | Time: 2.4968e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 408 | Active_nodes: 10 | Time: 2.5135e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 167 | Active_nodes: 10 | Time: 2.5178e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 384 | Active_nodes: 10 | Time: 2.5224e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 161 | Active_nodes: 10 | Time: 2.5289e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 417 | Active_nodes: 10 | Time: 2.5508e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 159 | Active_nodes: 10 | Time: 2.5532e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 189 | Active_nodes: 10 | Time: 2.5551e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 528 | Active_nodes: 10 | Time: 2.5659e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 231 | Active_nodes: 10 | Time: 2.5666e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 183 | Active_nodes: 10 | Time: 2.5676e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 207 | Active_nodes: 10 | Time: 2.5693e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 539 | Active_nodes: 10 | Time: 2.5735e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 264 | Active_nodes: 10 | Time: 2.5829e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 386 | Active_nodes: 10 | Time: 2.5987e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 504 | Active_nodes: 10 | Time: 2.6006e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 213 | Active_nodes: 10 | Time: 2.6036e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 266 | Active_nodes: 10 | Time: 2.6176e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 165 | Active_nodes: 10 | Time: 2.6213e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 153 | Active_nodes: 10 | Time: 2.6250e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 506 | Active_nodes: 10 | Time: 2.6279e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 237 | Active_nodes: 10 | Time: 2.6439e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 288 | Active_nodes: 10 | Time: 2.6556e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 6 | Active_nodes: 10 | Time: 2.6572e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 14 | Active_nodes: 10 | Time: 2.6660e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 0 | Active_nodes: 10 | Time: 2.6670e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 552 | Active_nodes: 10 | Time: 2.6883e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 155 | Active_nodes: 10 | Time: 2.6923e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 54 | Active_nodes: 10 | Time: 2.6964e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 30 | Active_nodes: 10 | Time: 2.6967e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 78 | Active_nodes: 10 | Time: 2.7002e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 84 | Active_nodes: 10 | Time: 2.7029e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 12 | Active_nodes: 10 | Time: 2.7055e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 36 | Active_nodes: 10 | Time: 2.7065e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 432 | Active_nodes: 10 | Time: 2.7116e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 8 | Active_nodes: 10 | Time: 2.7131e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 2 | Active_nodes: 10 | Time: 2.7185e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 312 | Active_nodes: 10 | Time: 2.7233e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 60 | Active_nodes: 10 | Time: 2.7642e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 216 | Active_nodes: 11 | Time: 2.6569e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 169 | Active_nodes: 11 | Time: 2.6892e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 148 | Active_nodes: 11 | Time: 2.6923e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 49 | Active_nodes: 11 | Time: 2.7011e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 25 | Active_nodes: 11 | Time: 2.7139e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 172 | Active_nodes: 11 | Time: 2.7259e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 96 | Active_nodes: 11 | Time: 2.7317e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 28 | Active_nodes: 11 | Time: 2.7317e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 218 | Active_nodes: 11 | Time: 2.7320e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 145 | Active_nodes: 11 | Time: 2.7335e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 44 | Active_nodes: 11 | Time: 2.7645e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 110 | Active_nodes: 11 | Time: 2.7680e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 68 | Active_nodes: 11 | Time: 2.7892e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 34 | Active_nodes: 11 | Time: 2.8093e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 98 | Active_nodes: 11 | Time: 2.8098e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 52 | Active_nodes: 11 | Time: 2.8278e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 104 | Active_nodes: 11 | Time: 2.8532e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 58 | Active_nodes: 11 | Time: 2.9497e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| - -........................... -Average time: 2.6370e-03s - -84 permutations have 43 max nodes. -Index: 519 | Active_nodes: 10 | Time: 2.3604e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 639 | Active_nodes: 10 | Time: 2.3847e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 513 | Active_nodes: 10 | Time: 2.3892e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 719 | Active_nodes: 10 | Time: 2.4205e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 671 | Active_nodes: 10 | Time: 2.4546e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 393 | Active_nodes: 10 | Time: 2.4584e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 399 | Active_nodes: 10 | Time: 2.4604e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 645 | Active_nodes: 10 | Time: 2.4650e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 407 | Active_nodes: 10 | Time: 2.4815e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 633 | Active_nodes: 10 | Time: 2.4854e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 515 | Active_nodes: 10 | Time: 2.4917e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 279 | Active_nodes: 10 | Time: 2.4948e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 641 | Active_nodes: 10 | Time: 2.4958e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 525 | Active_nodes: 10 | Time: 2.4980e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 273 | Active_nodes: 10 | Time: 2.5014e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 599 | Active_nodes: 10 | Time: 2.5203e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 527 | Active_nodes: 10 | Time: 2.5224e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 395 | Active_nodes: 10 | Time: 2.5251e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 425 | Active_nodes: 10 | Time: 2.5263e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 665 | Active_nodes: 10 | Time: 2.5267e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 575 | Active_nodes: 10 | Time: 2.5303e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 281 | Active_nodes: 10 | Time: 2.5446e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 521 | Active_nodes: 10 | Time: 2.5485e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 405 | Active_nodes: 10 | Time: 2.5577e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 551 | Active_nodes: 10 | Time: 2.5786e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 545 | Active_nodes: 10 | Time: 2.5818e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 431 | Active_nodes: 10 | Time: 2.5890e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 479 | Active_nodes: 10 | Time: 2.5949e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 275 | Active_nodes: 10 | Time: 2.6008e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 455 | Active_nodes: 10 | Time: 2.6031e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 360 | Active_nodes: 10 | Time: 2.6066e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 647 | Active_nodes: 10 | Time: 2.6074e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 242 | Active_nodes: 10 | Time: 2.6098e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 285 | Active_nodes: 10 | Time: 2.6099e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 480 | Active_nodes: 10 | Time: 2.6190e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 566 | Active_nodes: 10 | Time: 2.6198e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 486 | Active_nodes: 10 | Time: 2.6240e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 482 | Active_nodes: 10 | Time: 2.6244e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 488 | Active_nodes: 10 | Time: 2.6271e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 635 | Active_nodes: 10 | Time: 2.6346e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 128 | Active_nodes: 10 | Time: 2.6389e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 240 | Active_nodes: 10 | Time: 2.6448e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 252 | Active_nodes: 10 | Time: 2.6468e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 366 | Active_nodes: 10 | Time: 2.6547e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 248 | Active_nodes: 10 | Time: 2.6645e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 494 | Active_nodes: 10 | Time: 2.6661e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 695 | Active_nodes: 10 | Time: 2.6805e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 132 | Active_nodes: 10 | Time: 2.6862e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 278 | Active_nodes: 10 | Time: 2.6862e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 492 | Active_nodes: 10 | Time: 2.6869e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 120 | Active_nodes: 10 | Time: 2.6870e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 134 | Active_nodes: 10 | Time: 2.6885e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 518 | Active_nodes: 10 | Time: 2.6891e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 362 | Active_nodes: 10 | Time: 2.6931e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 302 | Active_nodes: 10 | Time: 2.6960e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 542 | Active_nodes: 10 | Time: 2.7058e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 422 | Active_nodes: 10 | Time: 2.7105e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 374 | Active_nodes: 10 | Time: 2.7118e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 287 | Active_nodes: 10 | Time: 2.7126e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 398 | Active_nodes: 10 | Time: 2.7172e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 372 | Active_nodes: 10 | Time: 2.7176e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 246 | Active_nodes: 10 | Time: 2.7177e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 122 | Active_nodes: 10 | Time: 2.7246e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 368 | Active_nodes: 10 | Time: 2.7307e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 126 | Active_nodes: 10 | Time: 2.7394e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 254 | Active_nodes: 10 | Time: 2.7415e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 512 | Active_nodes: 10 | Time: 2.7702e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 392 | Active_nodes: 10 | Time: 2.7762e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 446 | Active_nodes: 10 | Time: 2.7772e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 272 | Active_nodes: 10 | Time: 2.7899e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 326 | Active_nodes: 10 | Time: 2.8561e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 401 | Active_nodes: 10 | Time: 3.7805e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 698 | Active_nodes: 11 | Time: 2.5936e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 652 | Active_nodes: 11 | Time: 2.6458e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 578 | Active_nodes: 11 | Time: 2.6508e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 532 | Active_nodes: 11 | Time: 2.6901e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 316 | Active_nodes: 11 | Time: 2.7307e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 188 | Active_nodes: 11 | Time: 2.7573e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 340 | Active_nodes: 11 | Time: 2.7813e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 164 | Active_nodes: 11 | Time: 2.7830e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 154 | Active_nodes: 11 | Time: 2.7868e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 178 | Active_nodes: 11 | Time: 2.7872e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 230 | Active_nodes: 11 | Time: 2.7942e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 224 | Active_nodes: 11 | Time: 2.8038e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| - -........................... -Average time: 2.6425e-03s - -78 permutations have 44 max nodes. -Index: 567 | Active_nodes: 10 | Time: 2.4360e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 687 | Active_nodes: 10 | Time: 2.4387e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 423 | Active_nodes: 10 | Time: 2.4397e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 471 | Active_nodes: 10 | Time: 2.4663e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 543 | Active_nodes: 10 | Time: 2.4719e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 711 | Active_nodes: 10 | Time: 2.4734e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 447 | Active_nodes: 10 | Time: 2.4874e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 429 | Active_nodes: 10 | Time: 2.4934e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 591 | Active_nodes: 10 | Time: 2.5231e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 303 | Active_nodes: 10 | Time: 2.5312e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 663 | Active_nodes: 10 | Time: 2.5337e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 309 | Active_nodes: 10 | Time: 2.5353e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 333 | Active_nodes: 10 | Time: 2.5371e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 327 | Active_nodes: 10 | Time: 2.5372e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 414 | Active_nodes: 10 | Time: 2.5401e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 669 | Active_nodes: 10 | Time: 2.5451e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 717 | Active_nodes: 10 | Time: 2.5622e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 390 | Active_nodes: 10 | Time: 2.5734e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 534 | Active_nodes: 10 | Time: 2.5785e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 351 | Active_nodes: 10 | Time: 2.5865e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 549 | Active_nodes: 10 | Time: 2.5885e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 573 | Active_nodes: 10 | Time: 2.6010e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 453 | Active_nodes: 10 | Time: 2.6077e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 693 | Active_nodes: 10 | Time: 2.6119e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 174 | Active_nodes: 10 | Time: 2.6238e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 294 | Active_nodes: 10 | Time: 2.6250e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 597 | Active_nodes: 10 | Time: 2.6257e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 564 | Active_nodes: 10 | Time: 2.6308e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 270 | Active_nodes: 10 | Time: 2.6413e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 276 | Active_nodes: 10 | Time: 2.6425e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 198 | Active_nodes: 10 | Time: 2.6441e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 438 | Active_nodes: 10 | Time: 2.6507e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 204 | Active_nodes: 10 | Time: 2.6614e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 444 | Active_nodes: 10 | Time: 2.6640e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 540 | Active_nodes: 10 | Time: 2.6701e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 510 | Active_nodes: 10 | Time: 2.6739e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 558 | Active_nodes: 10 | Time: 2.6804e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 156 | Active_nodes: 10 | Time: 2.6870e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 318 | Active_nodes: 10 | Time: 2.6896e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 477 | Active_nodes: 10 | Time: 2.7043e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 324 | Active_nodes: 10 | Time: 2.7201e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 150 | Active_nodes: 10 | Time: 2.7285e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 420 | Active_nodes: 10 | Time: 2.7342e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 300 | Active_nodes: 10 | Time: 2.7414e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 516 | Active_nodes: 10 | Time: 2.7531e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 357 | Active_nodes: 10 | Time: 2.7549e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 180 | Active_nodes: 10 | Time: 2.7659e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 396 | Active_nodes: 10 | Time: 2.8022e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 409 | Active_nodes: 11 | Time: 2.5573e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 648 | Active_nodes: 11 | Time: 2.5948e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 624 | Active_nodes: 11 | Time: 2.5965e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 584 | Active_nodes: 11 | Time: 2.6092e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 265 | Active_nodes: 11 | Time: 2.6150e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 704 | Active_nodes: 11 | Time: 2.6259e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 385 | Active_nodes: 11 | Time: 2.6358e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 289 | Active_nodes: 11 | Time: 2.6507e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 268 | Active_nodes: 11 | Time: 2.6634e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 626 | Active_nodes: 11 | Time: 2.6664e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 55 | Active_nodes: 11 | Time: 2.6723e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 658 | Active_nodes: 11 | Time: 2.6942e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 1 | Active_nodes: 11 | Time: 2.6948e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 538 | Active_nodes: 11 | Time: 2.6967e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 18 | Active_nodes: 11 | Time: 2.7271e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 322 | Active_nodes: 11 | Time: 2.7373e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 4 | Active_nodes: 11 | Time: 2.7380e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 336 | Active_nodes: 11 | Time: 2.7384e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 672 | Active_nodes: 11 | Time: 2.7460e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 10 | Active_nodes: 11 | Time: 2.7511e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 20 | Active_nodes: 11 | Time: 2.7570e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 102 | Active_nodes: 11 | Time: 2.7571e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 31 | Active_nodes: 11 | Time: 2.7611e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 7 | Active_nodes: 11 | Time: 2.7672e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 66 | Active_nodes: 11 | Time: 2.7795e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 42 | Active_nodes: 11 | Time: 2.7849e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 456 | Active_nodes: 11 | Time: 2.7910e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 388 | Active_nodes: 11 | Time: 2.7932e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 346 | Active_nodes: 11 | Time: 2.7977e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 108 | Active_nodes: 11 | Time: 2.8204e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| - -........................... -Average time: 2.6466e-03s - -42 permutations have 45 max nodes. -Index: 677 | Active_nodes: 11 | Time: 2.6022e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 461 | Active_nodes: 11 | Time: 2.6207e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 557 | Active_nodes: 11 | Time: 2.6340e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 614 | Active_nodes: 11 | Time: 2.6404e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 602 | Active_nodes: 11 | Time: 2.6447e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 600 | Active_nodes: 11 | Time: 2.6459e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 686 | Active_nodes: 11 | Time: 2.6540e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 244 | Active_nodes: 11 | Time: 2.6591e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 241 | Active_nodes: 11 | Time: 2.6673e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 612 | Active_nodes: 11 | Time: 2.6676e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 632 | Active_nodes: 11 | Time: 2.6826e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 470 | Active_nodes: 11 | Time: 2.6841e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 437 | Active_nodes: 11 | Time: 2.6845e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 662 | Active_nodes: 11 | Time: 2.6907e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 367 | Active_nodes: 11 | Time: 2.6944e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 606 | Active_nodes: 11 | Time: 2.6994e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 638 | Active_nodes: 11 | Time: 2.7030e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 127 | Active_nodes: 11 | Time: 2.7057e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 608 | Active_nodes: 11 | Time: 2.7090e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 130 | Active_nodes: 11 | Time: 2.7240e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 258 | Active_nodes: 11 | Time: 2.7340e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 247 | Active_nodes: 11 | Time: 2.7396e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 140 | Active_nodes: 11 | Time: 2.7416e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 350 | Active_nodes: 11 | Time: 2.7464e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 428 | Active_nodes: 11 | Time: 2.7588e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 380 | Active_nodes: 11 | Time: 2.7635e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 138 | Active_nodes: 11 | Time: 2.7649e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 284 | Active_nodes: 11 | Time: 2.7662e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 404 | Active_nodes: 11 | Time: 2.7665e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 378 | Active_nodes: 11 | Time: 2.7746e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 364 | Active_nodes: 11 | Time: 2.7762e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 124 | Active_nodes: 11 | Time: 2.7840e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 308 | Active_nodes: 11 | Time: 2.7853e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 260 | Active_nodes: 11 | Time: 2.7889e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 370 | Active_nodes: 11 | Time: 2.7908e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 274 | Active_nodes: 11 | Time: 2.7910e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 581 | Active_nodes: 11 | Time: 2.7926e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 121 | Active_nodes: 11 | Time: 2.7947e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 394 | Active_nodes: 11 | Time: 2.7961e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 250 | Active_nodes: 11 | Time: 2.8021e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 701 | Active_nodes: 11 | Time: 2.8096e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 361 | Active_nodes: 11 | Time: 2.8553e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| - -........................... -Average time: 2.7271e-03s - -48 permutations have 46 max nodes. -Index: 415 | Active_nodes: 11 | Time: 2.5713e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 700 | Active_nodes: 11 | Time: 2.6035e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 654 | Active_nodes: 11 | Time: 2.6106e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 556 | Active_nodes: 11 | Time: 2.6133e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 678 | Active_nodes: 11 | Time: 2.6141e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 684 | Active_nodes: 11 | Time: 2.6313e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 436 | Active_nodes: 11 | Time: 2.6412e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 580 | Active_nodes: 11 | Time: 2.6446e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 676 | Active_nodes: 11 | Time: 2.6452e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 391 | Active_nodes: 11 | Time: 2.6485e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 630 | Active_nodes: 11 | Time: 2.6497e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 295 | Active_nodes: 11 | Time: 2.6879e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 462 | Active_nodes: 11 | Time: 2.6905e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 342 | Active_nodes: 11 | Time: 2.7061e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 636 | Active_nodes: 11 | Time: 2.7138e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 151 | Active_nodes: 11 | Time: 2.7175e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 660 | Active_nodes: 11 | Time: 2.7228e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 193 | Active_nodes: 11 | Time: 2.7241e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 147 | Active_nodes: 11 | Time: 2.7300e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 149 | Active_nodes: 11 | Time: 2.7310e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 468 | Active_nodes: 11 | Time: 2.7330e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 186 | Active_nodes: 11 | Time: 2.7357e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 282 | Active_nodes: 11 | Time: 2.7404e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 175 | Active_nodes: 11 | Time: 2.7412e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 217 | Active_nodes: 11 | Time: 2.7416e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 196 | Active_nodes: 11 | Time: 2.7437e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 220 | Active_nodes: 11 | Time: 2.7444e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 27 | Active_nodes: 11 | Time: 2.7535e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 116 | Active_nodes: 11 | Time: 2.7548e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 460 | Active_nodes: 11 | Time: 2.7583e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 162 | Active_nodes: 11 | Time: 2.7606e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 40 | Active_nodes: 11 | Time: 2.7609e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 97 | Active_nodes: 11 | Time: 2.7688e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 92 | Active_nodes: 11 | Time: 2.7691e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 402 | Active_nodes: 11 | Time: 2.7868e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 426 | Active_nodes: 11 | Time: 2.7914e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 73 | Active_nodes: 11 | Time: 2.7917e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 228 | Active_nodes: 11 | Time: 2.8033e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 76 | Active_nodes: 11 | Time: 2.8048e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 271 | Active_nodes: 11 | Time: 2.8122e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 222 | Active_nodes: 11 | Time: 2.8259e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 100 | Active_nodes: 11 | Time: 2.8283e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 348 | Active_nodes: 11 | Time: 2.8291e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 29 | Active_nodes: 11 | Time: 2.8365e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 106 | Active_nodes: 11 | Time: 2.8384e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 46 | Active_nodes: 11 | Time: 2.8528e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 306 | Active_nodes: 11 | Time: 2.8530e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 82 | Active_nodes: 11 | Time: 2.8553e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| - -........................... -Average time: 2.7357e-03s - -18 permutations have 47 max nodes. -Index: 688 | Active_nodes: 11 | Time: 2.5649e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 562 | Active_nodes: 11 | Time: 2.5988e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 592 | Active_nodes: 11 | Time: 2.6273e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 586 | Active_nodes: 11 | Time: 2.6295e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 706 | Active_nodes: 11 | Time: 2.6337e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 568 | Active_nodes: 11 | Time: 2.6503e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 712 | Active_nodes: 11 | Time: 2.6640e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 472 | Active_nodes: 11 | Time: 2.6650e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 682 | Active_nodes: 11 | Time: 2.6960e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 442 | Active_nodes: 11 | Time: 2.7043e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 448 | Active_nodes: 11 | Time: 2.7572e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 202 | Active_nodes: 11 | Time: 2.7817e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 226 | Active_nodes: 11 | Time: 2.7935e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 236 | Active_nodes: 11 | Time: 2.8068e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 166 | Active_nodes: 11 | Time: 2.8150e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 212 | Active_nodes: 11 | Time: 2.8257e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 466 | Active_nodes: 11 | Time: 2.8391e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 160 | Active_nodes: 11 | Time: 2.8528e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| - -........................... -Average time: 2.7170e-03s - -42 permutations have 48 max nodes. -Index: 339 | Active_nodes: 11 | Time: 2.5729e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 341 | Active_nodes: 11 | Time: 2.5872e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 315 | Active_nodes: 11 | Time: 2.5880e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 291 | Active_nodes: 11 | Time: 2.5935e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 293 | Active_nodes: 11 | Time: 2.5942e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 576 | Active_nodes: 11 | Time: 2.6228e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 65 | Active_nodes: 11 | Time: 2.6280e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 529 | Active_nodes: 11 | Time: 2.6296e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 317 | Active_nodes: 11 | Time: 2.6400e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 505 | Active_nodes: 11 | Time: 2.6518e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 696 | Active_nodes: 11 | Time: 2.6598e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 57 | Active_nodes: 11 | Time: 2.6679e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 508 | Active_nodes: 11 | Time: 2.6825e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 628 | Active_nodes: 11 | Time: 2.6829e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 269 | Active_nodes: 11 | Time: 2.6871e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 71 | Active_nodes: 11 | Time: 2.6908e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 337 | Active_nodes: 11 | Time: 2.7164e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 649 | Active_nodes: 11 | Time: 2.7199e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 89 | Active_nodes: 11 | Time: 2.7331e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 59 | Active_nodes: 11 | Time: 2.7362e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 79 | Active_nodes: 11 | Time: 2.7424e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 267 | Active_nodes: 11 | Time: 2.7439e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 119 | Active_nodes: 11 | Time: 2.7441e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 114 | Active_nodes: 11 | Time: 2.7570e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 83 | Active_nodes: 11 | Time: 2.7580e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 107 | Active_nodes: 11 | Time: 2.7593e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 5 | Active_nodes: 11 | Time: 2.7594e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 95 | Active_nodes: 11 | Time: 2.7641e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 16 | Active_nodes: 11 | Time: 2.7663e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 3 | Active_nodes: 11 | Time: 2.7822e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 103 | Active_nodes: 11 | Time: 2.7842e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 313 | Active_nodes: 11 | Time: 2.7949e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 22 | Active_nodes: 11 | Time: 2.7961e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 90 | Active_nodes: 11 | Time: 2.7989e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 19 | Active_nodes: 11 | Time: 2.7995e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 43 | Active_nodes: 11 | Time: 2.8106e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 113 | Active_nodes: 11 | Time: 2.8173e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 13 | Active_nodes: 11 | Time: 2.8189e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 37 | Active_nodes: 11 | Time: 2.8229e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 625 | Active_nodes: 11 | Time: 2.8483e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 105 | Active_nodes: 11 | Time: 2.8613e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 81 | Active_nodes: 11 | Time: 2.8660e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| - -........................... -Average time: 2.7257e-03s - -36 permutations have 49 max nodes. -Index: 481 | Active_nodes: 11 | Time: 2.5946e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 710 | Active_nodes: 11 | Time: 2.6274e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 487 | Active_nodes: 11 | Time: 2.6345e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 590 | Active_nodes: 11 | Time: 2.6667e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 484 | Active_nodes: 11 | Time: 2.6735e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 601 | Active_nodes: 11 | Time: 2.6997e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 668 | Active_nodes: 11 | Time: 2.7039e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 634 | Active_nodes: 11 | Time: 2.7106e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 618 | Active_nodes: 11 | Time: 2.7137e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 524 | Active_nodes: 11 | Time: 2.7224e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 245 | Active_nodes: 11 | Time: 2.7371e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 604 | Active_nodes: 11 | Time: 2.7388e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 620 | Active_nodes: 11 | Time: 2.7433e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 514 | Active_nodes: 11 | Time: 2.7437e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 136 | Active_nodes: 11 | Time: 2.7454e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 644 | Active_nodes: 11 | Time: 2.7485e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 253 | Active_nodes: 11 | Time: 2.7500e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 490 | Active_nodes: 11 | Time: 2.7556e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 610 | Active_nodes: 11 | Time: 2.7592e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 500 | Active_nodes: 11 | Time: 2.7618e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 125 | Active_nodes: 11 | Time: 2.7750e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 123 | Active_nodes: 11 | Time: 2.7821e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 259 | Active_nodes: 11 | Time: 2.7834e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 133 | Active_nodes: 11 | Time: 2.7923e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 498 | Active_nodes: 11 | Time: 2.8013e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 262 | Active_nodes: 11 | Time: 2.8021e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 243 | Active_nodes: 11 | Time: 2.8033e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 607 | Active_nodes: 11 | Time: 2.8060e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 286 | Active_nodes: 11 | Time: 2.8179e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 332 | Active_nodes: 11 | Time: 2.8353e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 356 | Active_nodes: 11 | Time: 2.8379e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 256 | Active_nodes: 11 | Time: 2.8450e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 548 | Active_nodes: 11 | Time: 2.8521e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 280 | Active_nodes: 11 | Time: 2.8654e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 139 | Active_nodes: 11 | Time: 2.8879e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 142 | Active_nodes: 11 | Time: 2.9708e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| - -........................... -Average time: 2.7636e-03s - -54 permutations have 50 max nodes. -Index: 699 | Active_nodes: 11 | Time: 2.4890e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 555 | Active_nodes: 11 | Time: 2.4959e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 413 | Active_nodes: 11 | Time: 2.5045e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 653 | Active_nodes: 11 | Time: 2.5333e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 435 | Active_nodes: 11 | Time: 2.5382e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 675 | Active_nodes: 11 | Time: 2.5413e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 535 | Active_nodes: 11 | Time: 2.5555e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 579 | Active_nodes: 11 | Time: 2.5595e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 459 | Active_nodes: 11 | Time: 2.5624e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 411 | Active_nodes: 11 | Time: 2.6131e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 63 | Active_nodes: 11 | Time: 2.6217e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 533 | Active_nodes: 11 | Time: 2.6281e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 582 | Active_nodes: 11 | Time: 2.6460e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 702 | Active_nodes: 11 | Time: 2.6505e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 511 | Active_nodes: 11 | Time: 2.6527e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 655 | Active_nodes: 11 | Time: 2.6548e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 33 | Active_nodes: 11 | Time: 2.6567e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 358 | Active_nodes: 11 | Time: 2.6586e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 708 | Active_nodes: 11 | Time: 2.6588e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 41 | Active_nodes: 11 | Time: 2.6601e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 588 | Active_nodes: 11 | Time: 2.6609e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 334 | Active_nodes: 11 | Time: 2.6656e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 45 | Active_nodes: 11 | Time: 2.6721e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 651 | Active_nodes: 11 | Time: 2.6792e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 328 | Active_nodes: 11 | Time: 2.6805e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 531 | Active_nodes: 11 | Time: 2.6817e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 642 | Active_nodes: 11 | Time: 2.6926e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 47 | Active_nodes: 11 | Time: 2.6930e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 310 | Active_nodes: 11 | Time: 2.7233e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 352 | Active_nodes: 11 | Time: 2.7258e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 93 | Active_nodes: 11 | Time: 2.7260e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 343 | Active_nodes: 11 | Time: 2.7264e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 666 | Active_nodes: 11 | Time: 2.7313e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 35 | Active_nodes: 11 | Time: 2.7342e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 87 | Active_nodes: 11 | Time: 2.7395e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 631 | Active_nodes: 11 | Time: 2.7422e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 522 | Active_nodes: 11 | Time: 2.7563e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 199 | Active_nodes: 11 | Time: 2.7586e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 319 | Active_nodes: 11 | Time: 2.7619e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 223 | Active_nodes: 11 | Time: 2.7681e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 111 | Active_nodes: 11 | Time: 2.7749e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 210 | Active_nodes: 11 | Time: 2.7789e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 304 | Active_nodes: 11 | Time: 2.7871e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 69 | Active_nodes: 11 | Time: 2.7879e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 157 | Active_nodes: 11 | Time: 2.7900e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 163 | Active_nodes: 11 | Time: 2.8200e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 277 | Active_nodes: 11 | Time: 2.8209e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 283 | Active_nodes: 11 | Time: 2.8224e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 546 | Active_nodes: 11 | Time: 2.8326e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 39 | Active_nodes: 11 | Time: 2.8355e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 354 | Active_nodes: 11 | Time: 2.8603e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 234 | Active_nodes: 11 | Time: 2.8691e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 330 | Active_nodes: 11 | Time: 2.8709e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 117 | Active_nodes: 11 | Time: 2.9406e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| - -........................... -Average time: 2.6998e-03s - -54 permutations have 52 max nodes. -Index: 718 | Active_nodes: 11 | Time: 2.5442e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 495 | Active_nodes: 11 | Time: 2.5578e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 694 | Active_nodes: 11 | Time: 2.5841e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 257 | Active_nodes: 11 | Time: 2.5933e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 598 | Active_nodes: 11 | Time: 2.5950e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 615 | Active_nodes: 11 | Time: 2.5958e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 670 | Active_nodes: 11 | Time: 2.5982e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 371 | Active_nodes: 11 | Time: 2.6023e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 249 | Active_nodes: 11 | Time: 2.6096e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 263 | Active_nodes: 11 | Time: 2.6200e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 369 | Active_nodes: 11 | Time: 2.6261e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 375 | Active_nodes: 11 | Time: 2.6328e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 251 | Active_nodes: 11 | Time: 2.6330e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 491 | Active_nodes: 11 | Time: 2.6378e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 381 | Active_nodes: 11 | Time: 2.6402e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 478 | Active_nodes: 11 | Time: 2.6415e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 574 | Active_nodes: 11 | Time: 2.6571e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 377 | Active_nodes: 11 | Time: 2.6580e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 611 | Active_nodes: 11 | Time: 2.6613e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 489 | Active_nodes: 11 | Time: 2.6659e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 173 | Active_nodes: 11 | Time: 2.6767e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 617 | Active_nodes: 11 | Time: 2.6781e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 497 | Active_nodes: 11 | Time: 2.6782e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 664 | Active_nodes: 11 | Time: 2.6959e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 75 | Active_nodes: 11 | Time: 2.6963e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 118 | Active_nodes: 11 | Time: 2.6976e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 544 | Active_nodes: 11 | Time: 2.6985e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 609 | Active_nodes: 11 | Time: 2.7019e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 171 | Active_nodes: 11 | Time: 2.7128e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 64 | Active_nodes: 11 | Time: 2.7140e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 195 | Active_nodes: 11 | Time: 2.7176e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 501 | Active_nodes: 11 | Time: 2.7193e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 503 | Active_nodes: 11 | Time: 2.7205e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 424 | Active_nodes: 11 | Time: 2.7270e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 94 | Active_nodes: 11 | Time: 2.7280e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 454 | Active_nodes: 11 | Time: 2.7307e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 550 | Active_nodes: 11 | Time: 2.7317e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 219 | Active_nodes: 11 | Time: 2.7320e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 221 | Active_nodes: 11 | Time: 2.7411e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 255 | Active_nodes: 11 | Time: 2.7443e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 261 | Active_nodes: 11 | Time: 2.7455e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 623 | Active_nodes: 11 | Time: 2.7504e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 197 | Active_nodes: 11 | Time: 2.7615e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 99 | Active_nodes: 11 | Time: 2.7624e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 70 | Active_nodes: 11 | Time: 2.7739e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 88 | Active_nodes: 11 | Time: 2.7860e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 53 | Active_nodes: 11 | Time: 2.7894e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 112 | Active_nodes: 11 | Time: 2.7900e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 101 | Active_nodes: 11 | Time: 2.8175e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 77 | Active_nodes: 11 | Time: 2.8184e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 51 | Active_nodes: 11 | Time: 2.8219e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 383 | Active_nodes: 11 | Time: 2.8304e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 621 | Active_nodes: 11 | Time: 2.8356e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 430 | Active_nodes: 11 | Time: 3.9473e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| - -........................... -Average time: 2.7190e-03s - -6 permutations have 53 max nodes. -Index: 184 | Active_nodes: 11 | Time: 2.7306e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 232 | Active_nodes: 11 | Time: 2.7387e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 214 | Active_nodes: 11 | Time: 2.7443e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 190 | Active_nodes: 11 | Time: 2.7741e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 208 | Active_nodes: 11 | Time: 2.7768e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 238 | Active_nodes: 11 | Time: 2.8219e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 2| - -........................... -Average time: 2.7644e-03s - -24 permutations have 54 max nodes. -Index: 565 | Active_nodes: 11 | Time: 2.5239e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 667 | Active_nodes: 11 | Time: 2.5588e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 709 | Active_nodes: 11 | Time: 2.5611e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 301 | Active_nodes: 11 | Time: 2.5856e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 685 | Active_nodes: 11 | Time: 2.5878e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 589 | Active_nodes: 11 | Time: 2.5889e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 715 | Active_nodes: 11 | Time: 2.6237e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 445 | Active_nodes: 11 | Time: 2.6262e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 541 | Active_nodes: 11 | Time: 2.6265e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 571 | Active_nodes: 11 | Time: 2.6314e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 469 | Active_nodes: 11 | Time: 2.6352e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 427 | Active_nodes: 11 | Time: 2.6596e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 331 | Active_nodes: 11 | Time: 2.6620e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 421 | Active_nodes: 11 | Time: 2.6668e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 325 | Active_nodes: 11 | Time: 2.6672e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 595 | Active_nodes: 11 | Time: 2.6692e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 475 | Active_nodes: 11 | Time: 2.6860e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 307 | Active_nodes: 11 | Time: 2.6898e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 661 | Active_nodes: 11 | Time: 2.6985e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 451 | Active_nodes: 11 | Time: 2.7003e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 691 | Active_nodes: 11 | Time: 2.7392e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 547 | Active_nodes: 11 | Time: 2.7498e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 349 | Active_nodes: 11 | Time: 2.7568e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 355 | Active_nodes: 11 | Time: 2.7736e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| - -........................... -Average time: 2.6528e-03s - -24 permutations have 56 max nodes. -Index: 507 | Active_nodes: 11 | Time: 2.5625e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 553 | Active_nodes: 11 | Time: 2.5659e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 673 | Active_nodes: 11 | Time: 2.5918e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 629 | Active_nodes: 11 | Time: 2.6283e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 509 | Active_nodes: 11 | Time: 2.6423e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 577 | Active_nodes: 11 | Time: 2.6675e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 387 | Active_nodes: 11 | Time: 2.6740e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 627 | Active_nodes: 11 | Time: 2.6795e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 697 | Active_nodes: 11 | Time: 2.6876e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 85 | Active_nodes: 11 | Time: 2.7127e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 21 | Active_nodes: 11 | Time: 2.7432e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 15 | Active_nodes: 11 | Time: 2.7479e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 67 | Active_nodes: 11 | Time: 2.7551e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 17 | Active_nodes: 11 | Time: 2.7569e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 389 | Active_nodes: 11 | Time: 2.7615e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 91 | Active_nodes: 11 | Time: 2.7855e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 109 | Active_nodes: 11 | Time: 2.7858e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 61 | Active_nodes: 11 | Time: 2.7891e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 9 | Active_nodes: 11 | Time: 2.8070e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 115 | Active_nodes: 11 | Time: 2.8185e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 11 | Active_nodes: 11 | Time: 2.8512e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 23 | Active_nodes: 11 | Time: 2.9437e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 433 | Active_nodes: 11 | Time: 3.7697e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 457 | Active_nodes: 11 | Time: 3.8379e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| - -........................... -Average time: 2.8152e-03s - -36 permutations have 57 max nodes. -Index: 363 | Active_nodes: 11 | Time: 2.5987e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 603 | Active_nodes: 11 | Time: 2.6040e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 483 | Active_nodes: 11 | Time: 2.6045e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 493 | Active_nodes: 11 | Time: 2.6422e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 520 | Active_nodes: 11 | Time: 2.6466e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 572 | Active_nodes: 11 | Time: 2.6493e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 622 | Active_nodes: 11 | Time: 2.6642e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 605 | Active_nodes: 11 | Time: 2.6697e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 616 | Active_nodes: 11 | Time: 2.6792e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 613 | Active_nodes: 11 | Time: 2.6804e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 640 | Active_nodes: 11 | Time: 2.6815e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 496 | Active_nodes: 11 | Time: 2.6883e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 382 | Active_nodes: 11 | Time: 2.6938e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 499 | Active_nodes: 11 | Time: 2.6940e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 365 | Active_nodes: 11 | Time: 2.7048e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 526 | Active_nodes: 11 | Time: 2.7054e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 376 | Active_nodes: 11 | Time: 2.7057e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 485 | Active_nodes: 11 | Time: 2.7164e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 452 | Active_nodes: 11 | Time: 2.7235e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 129 | Active_nodes: 11 | Time: 2.7258e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 646 | Active_nodes: 11 | Time: 2.7284e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 373 | Active_nodes: 11 | Time: 2.7302e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 400 | Active_nodes: 11 | Time: 2.7313e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 135 | Active_nodes: 11 | Time: 2.7563e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 406 | Active_nodes: 11 | Time: 2.7580e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 137 | Active_nodes: 11 | Time: 2.7690e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 619 | Active_nodes: 11 | Time: 2.7800e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 596 | Active_nodes: 11 | Time: 2.7854e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 141 | Active_nodes: 11 | Time: 2.7909e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 502 | Active_nodes: 11 | Time: 2.7913e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 716 | Active_nodes: 11 | Time: 2.7947e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 131 | Active_nodes: 11 | Time: 2.7988e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 692 | Active_nodes: 11 | Time: 2.8120e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 379 | Active_nodes: 11 | Time: 2.8154e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 476 | Active_nodes: 11 | Time: 2.8367e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 143 | Active_nodes: 11 | Time: 2.8441e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| - -........................... -Average time: 2.7222e-03s - -24 permutations have 58 max nodes. -Index: 559 | Active_nodes: 11 | Time: 2.5018e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 439 | Active_nodes: 11 | Time: 2.5736e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 679 | Active_nodes: 11 | Time: 2.5863e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 583 | Active_nodes: 11 | Time: 2.6075e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 463 | Active_nodes: 11 | Time: 2.6156e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 703 | Active_nodes: 11 | Time: 2.6253e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 517 | Active_nodes: 11 | Time: 2.6339e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 637 | Active_nodes: 11 | Time: 2.6632e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 714 | Active_nodes: 11 | Time: 2.6711e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 403 | Active_nodes: 11 | Time: 2.6813e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 643 | Active_nodes: 11 | Time: 2.6876e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 397 | Active_nodes: 11 | Time: 2.6948e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 570 | Active_nodes: 11 | Time: 2.7021e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 690 | Active_nodes: 11 | Time: 2.7317e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 474 | Active_nodes: 11 | Time: 2.7683e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 187 | Active_nodes: 11 | Time: 2.7731e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 523 | Active_nodes: 11 | Time: 2.7807e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 450 | Active_nodes: 11 | Time: 2.7821e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 594 | Active_nodes: 11 | Time: 2.7904e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 211 | Active_nodes: 11 | Time: 2.8440e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 205 | Active_nodes: 11 | Time: 2.8553e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 181 | Active_nodes: 11 | Time: 2.8666e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 235 | Active_nodes: 11 | Time: 2.9271e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 229 | Active_nodes: 11 | Time: 2.9415e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2| - -........................... -Average time: 2.7210e-03s - -________________________________________________________________________________________________ - -execution time of: 2.3604e-03s: Index: 519 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| - -execution time of: 2.3680e-03s: Index: 561 | Max_nodes: 42 | Active_nodes: 10 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| - -execution time of: 2.3847e-03s: Index: 639 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| - -execution time of: 2.3880e-03s: Index: 681 | Max_nodes: 42 | Active_nodes: 10 | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| - -execution time of: 2.3892e-03s: Index: 513 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| - -execution time of: 2.3896e-03s: Index: 441 | Max_nodes: 42 | Active_nodes: 10 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| - -execution time of: 2.3923e-03s: Index: 707 | Max_nodes: 37 | Active_nodes: 10 | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| - -execution time of: 2.4112e-03s: Index: 705 | Max_nodes: 42 | Active_nodes: 10 | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| - -execution time of: 2.4205e-03s: Index: 719 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| - -execution time of: 2.4360e-03s: Index: 567 | Max_nodes: 44 | Active_nodes: 10 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| - -execution time of: 2.4387e-03s: Index: 687 | Max_nodes: 44 | Active_nodes: 10 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| - -execution time of: 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-> 0| - -execution time of: 2.4948e-03s: Index: 279 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| - -execution time of: 2.4958e-03s: Index: 641 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| - -execution time of: 2.4959e-03s: Index: 555 | Max_nodes: 50 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| - -execution time of: 2.4968e-03s: Index: 585 | Max_nodes: 42 | Active_nodes: 10 | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| - -execution time of: 2.4980e-03s: Index: 525 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| - -execution time of: 2.4993e-03s: Index: 177 | Max_nodes: 40 | Active_nodes: 10 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| - -execution time of: 2.5014e-03s: Index: 273 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| - -execution time of: 2.5018e-03s: Index: 559 | Max_nodes: 58 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 2| - -execution time of: 2.5045e-03s: Index: 413 | Max_nodes: 50 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 1| - -execution time of: 2.5123e-03s: Index: 323 | Max_nodes: 40 | Active_nodes: 10 | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| - -execution time of: 2.5135e-03s: Index: 408 | Max_nodes: 42 | Active_nodes: 10 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| - -execution time of: 2.5171e-03s: Index: 683 | Max_nodes: 37 | Active_nodes: 10 | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| - -execution time of: 2.5172e-03s: Index: 299 | Max_nodes: 40 | Active_nodes: 10 | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| - -execution time of: 2.5178e-03s: Index: 167 | Max_nodes: 42 | Active_nodes: 10 | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| - -execution time of: 2.5201e-03s: Index: 347 | Max_nodes: 40 | Active_nodes: 10 | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| - -execution time of: 2.5203e-03s: Index: 599 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| - -execution time of: 2.5224e-03s: Index: 384 | Max_nodes: 42 | Active_nodes: 10 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| - -execution time of: 2.5224e-03s: Index: 527 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| - -execution time of: 2.5231e-03s: Index: 591 | Max_nodes: 44 | Active_nodes: 10 | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| - -execution time of: 2.5239e-03s: Index: 565 | Max_nodes: 54 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| - -execution time of: 2.5244e-03s: Index: 185 | Max_nodes: 40 | Active_nodes: 10 | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| - -execution time of: 2.5251e-03s: Index: 395 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| - -execution time of: 2.5263e-03s: Index: 425 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| - -execution time of: 2.5263e-03s: Index: 209 | Max_nodes: 40 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| - -execution time of: 2.5267e-03s: Index: 665 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| - -execution time of: 2.5289e-03s: Index: 161 | Max_nodes: 42 | Active_nodes: 10 | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| - -execution time of: 2.5303e-03s: Index: 575 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| - -execution time of: 2.5312e-03s: Index: 303 | Max_nodes: 44 | Active_nodes: 10 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| - -execution time of: 2.5321e-03s: Index: 191 | Max_nodes: 40 | Active_nodes: 10 | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| - -execution time of: 2.5331e-03s: Index: 297 | Max_nodes: 40 | Active_nodes: 10 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| - -execution time of: 2.5333e-03s: Index: 653 | Max_nodes: 50 | Active_nodes: 11 | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| - -execution time of: 2.5337e-03s: Index: 663 | Max_nodes: 44 | Active_nodes: 10 | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| - -execution time of: 2.5353e-03s: Index: 309 | Max_nodes: 44 | Active_nodes: 10 | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| - -execution time of: 2.5356e-03s: Index: 335 | Max_nodes: 41 | Active_nodes: 10 | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| - -execution time of: 2.5371e-03s: Index: 333 | Max_nodes: 44 | Active_nodes: 10 | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| - -execution time of: 2.5372e-03s: Index: 327 | Max_nodes: 44 | Active_nodes: 10 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| - -execution time of: 2.5382e-03s: Index: 435 | Max_nodes: 50 | Active_nodes: 11 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| - -execution time of: 2.5399e-03s: Index: 311 | Max_nodes: 41 | Active_nodes: 10 | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| - -execution time of: 2.5401e-03s: Index: 414 | Max_nodes: 44 | Active_nodes: 10 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| - -execution time of: 2.5413e-03s: Index: 675 | Max_nodes: 50 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1| - -execution time of: 2.5442e-03s: Index: 718 | Max_nodes: 52 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| - -execution time of: 2.5446e-03s: Index: 281 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| - -execution time of: 2.5451e-03s: Index: 669 | Max_nodes: 44 | Active_nodes: 10 | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| - -execution time of: 2.5485e-03s: Index: 521 | Max_nodes: 43 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| - -execution time of: 2.5508e-03s: Index: 417 | Max_nodes: 42 | Active_nodes: 10 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| - -execution time of: 2.5514e-03s: Index: 563 | Max_nodes: 37 | Active_nodes: 10 | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| - -execution time of: 2.5532e-03s: Index: 159 | Max_nodes: 42 | Active_nodes: 10 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| - -execution time of: 2.5551e-03s: Index: 189 | Max_nodes: 42 | Active_nodes: 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-> 1| - -execution time of: 2.5958e-03s: Index: 615 | Max_nodes: 52 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 1| - -execution time of: 2.5965e-03s: Index: 144 | Max_nodes: 40 | Active_nodes: 10 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| - -execution time of: 2.5965e-03s: Index: 624 | Max_nodes: 44 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| - -execution time of: 2.5975e-03s: Index: 233 | Max_nodes: 40 | Active_nodes: 10 | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| - -execution time of: 2.5982e-03s: Index: 670 | Max_nodes: 52 | Active_nodes: 11 | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| - -execution time of: 2.5987e-03s: Index: 363 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| - -execution time of: 2.5987e-03s: Index: 386 | Max_nodes: 42 | Active_nodes: 10 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| - -execution time of: 2.5988e-03s: Index: 562 | Max_nodes: 47 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 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-> 2|5 -> 3| - -execution time of: 2.6507e-03s: Index: 289 | Max_nodes: 44 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| - -execution time of: 2.6507e-03s: Index: 438 | Max_nodes: 44 | Active_nodes: 10 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| - -execution time of: 2.6508e-03s: Index: 578 | Max_nodes: 43 | Active_nodes: 11 | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| - -execution time of: 2.6509e-03s: Index: 530 | Max_nodes: 37 | Active_nodes: 10 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| - -execution time of: 2.6518e-03s: Index: 505 | Max_nodes: 48 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 3| - -execution time of: 2.6527e-03s: Index: 511 | Max_nodes: 50 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 3| - -execution time of: 2.6530e-03s: Index: 215 | Max_nodes: 40 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| - -execution time of: 2.6540e-03s: Index: 686 | Max_nodes: 45 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 2|3 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-> 5|4 -> 0|5 -> 4| - -execution time of: 2.7913e-03s: Index: 502 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| - -execution time of: 2.7914e-03s: Index: 426 | Max_nodes: 46 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| - -execution time of: 2.7917e-03s: Index: 73 | Max_nodes: 46 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| - -execution time of: 2.7923e-03s: Index: 133 | Max_nodes: 49 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| - -execution time of: 2.7926e-03s: Index: 581 | Max_nodes: 45 | Active_nodes: 11 | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| - -execution time of: 2.7932e-03s: Index: 388 | Max_nodes: 44 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| - -execution time of: 2.7935e-03s: Index: 226 | Max_nodes: 47 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| - -execution time of: 2.7942e-03s: Index: 230 | Max_nodes: 43 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| - -execution time of: 2.7947e-03s: Index: 121 | Max_nodes: 45 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| - -execution time of: 2.7947e-03s: Index: 716 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| - -execution time of: 2.7949e-03s: Index: 313 | Max_nodes: 48 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3| - -execution time of: 2.7961e-03s: Index: 22 | Max_nodes: 48 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| - -execution time of: 2.7961e-03s: Index: 394 | Max_nodes: 45 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| - -execution time of: 2.7977e-03s: Index: 346 | Max_nodes: 44 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| - -execution time of: 2.7979e-03s: Index: 412 | Max_nodes: 39 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4| - -execution time of: 2.7988e-03s: Index: 131 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| - -execution time of: 2.7989e-03s: Index: 90 | Max_nodes: 48 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| - -execution time of: 2.7995e-03s: Index: 19 | Max_nodes: 48 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| - -execution time of: 2.8013e-03s: Index: 498 | Max_nodes: 49 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| - -execution time of: 2.8017e-03s: Index: 416 | Max_nodes: 38 | Active_nodes: 10 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| - -execution time of: 2.8021e-03s: Index: 250 | Max_nodes: 45 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| - -execution time of: 2.8021e-03s: Index: 262 | Max_nodes: 49 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| - -execution time of: 2.8022e-03s: Index: 396 | Max_nodes: 44 | Active_nodes: 10 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| - -execution time of: 2.8033e-03s: Index: 228 | Max_nodes: 46 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 4| - -execution time of: 2.8033e-03s: Index: 243 | Max_nodes: 49 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| - -execution time of: 2.8038e-03s: Index: 224 | Max_nodes: 43 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| - -execution time of: 2.8048e-03s: Index: 76 | Max_nodes: 46 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| - -execution time of: 2.8060e-03s: Index: 607 | Max_nodes: 49 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3| - -execution time of: 2.8068e-03s: Index: 236 | Max_nodes: 47 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| - -execution time of: 2.8070e-03s: Index: 9 | Max_nodes: 56 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| - -execution time of: 2.8093e-03s: Index: 34 | Max_nodes: 42 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| - -execution time of: 2.8096e-03s: Index: 701 | Max_nodes: 45 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| - -execution time of: 2.8098e-03s: Index: 98 | Max_nodes: 42 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| - -execution time of: 2.8106e-03s: Index: 43 | Max_nodes: 48 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| - -execution time of: 2.8120e-03s: Index: 692 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| - -execution time of: 2.8122e-03s: Index: 271 | Max_nodes: 46 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| - -execution time of: 2.8150e-03s: Index: 166 | Max_nodes: 47 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 3| - -execution time of: 2.8154e-03s: Index: 379 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| - -execution time of: 2.8173e-03s: Index: 113 | Max_nodes: 48 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| - -execution time of: 2.8175e-03s: Index: 101 | Max_nodes: 52 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| - -execution time of: 2.8179e-03s: Index: 286 | Max_nodes: 49 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 3| - -execution time of: 2.8184e-03s: Index: 77 | Max_nodes: 52 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| - -execution time of: 2.8185e-03s: Index: 115 | Max_nodes: 56 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| - -execution time of: 2.8189e-03s: Index: 13 | Max_nodes: 48 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| - -execution time of: 2.8200e-03s: Index: 163 | Max_nodes: 50 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| - -execution time of: 2.8204e-03s: Index: 108 | Max_nodes: 44 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| - -execution time of: 2.8209e-03s: Index: 277 | Max_nodes: 50 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| - -execution time of: 2.8219e-03s: Index: 238 | Max_nodes: 53 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 2| - -execution time of: 2.8219e-03s: Index: 51 | Max_nodes: 52 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| - -execution time of: 2.8224e-03s: Index: 283 | Max_nodes: 50 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| - -execution time of: 2.8229e-03s: Index: 37 | Max_nodes: 48 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| - -execution time of: 2.8257e-03s: Index: 212 | Max_nodes: 47 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| - -execution time of: 2.8259e-03s: Index: 222 | Max_nodes: 46 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| - -execution time of: 2.8278e-03s: Index: 52 | Max_nodes: 42 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| - -execution time of: 2.8283e-03s: Index: 100 | Max_nodes: 46 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| - -execution time of: 2.8291e-03s: Index: 348 | Max_nodes: 46 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 4| - -execution time of: 2.8304e-03s: Index: 383 | Max_nodes: 52 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| - -execution time of: 2.8326e-03s: Index: 546 | Max_nodes: 50 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| - -execution time of: 2.8353e-03s: Index: 332 | Max_nodes: 49 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| - -execution time of: 2.8355e-03s: Index: 39 | Max_nodes: 50 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| - -execution time of: 2.8356e-03s: Index: 621 | Max_nodes: 52 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| - -execution time of: 2.8365e-03s: Index: 29 | Max_nodes: 46 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| - -execution time of: 2.8367e-03s: Index: 476 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| - -execution time of: 2.8379e-03s: Index: 356 | Max_nodes: 49 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| - -execution time of: 2.8384e-03s: Index: 106 | Max_nodes: 46 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| - -execution time of: 2.8391e-03s: Index: 466 | Max_nodes: 47 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| - -execution time of: 2.8440e-03s: Index: 211 | Max_nodes: 58 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 2| - -execution time of: 2.8441e-03s: Index: 143 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| - -execution time of: 2.8450e-03s: Index: 256 | Max_nodes: 49 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| - -execution time of: 2.8483e-03s: Index: 625 | Max_nodes: 48 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3| - -execution time of: 2.8512e-03s: Index: 11 | Max_nodes: 56 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| - -execution time of: 2.8521e-03s: 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(1.9635e-01) -394:...x...|...c...|...|...| -395:...c...|...|...|...|...p p: (-1.9635e-01) -396:...|...|..ry...|...|...| p: (1.5708e+00) -397:...x...|...|...|...c...| -398:...c...|...|...|...|...p p: (1.9635e-01) -399:...x...|...|...c...|...| -400:...c...|...|...|...|...p p: (-1.9635e-01) -401:...|...|...|..ry...|...| p: (1.5708e+00) -402:...x...|...|...|...c...| -403:...c...|...|...|...|...p p: (1.9635e-01) -404:..ry...|...|...|...|...| p: (1.5708e+00) -405:...|...|...|...|..ry...| p: (1.5708e+00) -406:...|...|...|...c...s...| -407:...|...|...|..u2...|...| p: (7.8540e-01) (-3.1416e+00) -408:...|...|...c...x...|...| -409:...|...|...|..u2...|...| p: (0.0000e+00) (2.3562e+00) -410:...c...|...|...x...|...| -411:...|...|...|...t...|...| -412:...|...c...|...x...|...| -413:...|...|...|.tdg...|...| -414:...c...|...|...x...|...| -415:...|...|...|...t...|...| -416:...|...c...|...x...|...| -417:...|...|...|..u2...|...| p: (7.8540e-01) (2.3562e+00) -418:...|...|...c...x...|...| -419:...|...|...|..u2...|...| p: (0.0000e+00) (2.3562e+00) -420:...|...|...|...c.sdg...| -421:...|...|...|..u2...|...| p: (7.8540e-01) (-3.1416e+00) -422:...|...|...c...x...|...| -423:...|...|...|..u2...|...| p: (7.8540e-01) (2.3562e+00) -424:...|...c...|...x...|...| -425:...|...|...|.tdg...|...| -426:...c...|...|...x...|...| -427:...|...|...|...t...|...| -428:...|...c...|...x...|...| -429:...|...|...|.tdg...|...| -430:...c...|...|...x...|...| -431:...c...|...|...|...p...| p: (3.9270e-01) -432:...c...x...|...|...|...| -433:...|...c...|...|...p...| p: (-3.9270e-01) -434:...c...x...|...|...|...| -435:...|...c...|...|...p...| p: (3.9270e-01) -436:...|...|...|..u2...|...| p: (7.8540e-01) (-3.1416e+00) -437:...|...|...c...x...|...| -438:...|...c...x...|...|...| -439:...|...|...c...|...p...| p: (-3.9270e-01) -440:...c...|...x...|...|...| -441:...|...|...c...|...p...| p: (3.9270e-01) -442:...|...c...x...|...|...| -443:...|..u2...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) -444:...|...|...c...|...p...| p: (-3.9270e-01) -445:...c...|...x...|...|...| -446:..u2...|...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) -447:...|...|...c...|...p...| p: (3.9270e-01) -448:...|...|..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) -449:...|...|...|...p...|...| p: (2.3562e+00) -450:...|...|...|...|..u2...| p: (-3.1416e+00) (-3.1416e+00) -451:======================== -452:...0...|...|...|...|...| -453:...|...1...|...|...|...| -454:...|...|...2...|...|...| -455:...|...|...|...3...|...| -456:...|...|...|...|...4...| -457:...|...|...|...|...|...5 -..o:...0...1...2...3...4...5 -Computed Permutation: 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Identity Duration: 2.6670e-03s............................. -Permuted Duration: 2.6823e-03s............................. -Identity active_nodes: 10 ...................................... -Permuted active_nodes: 11 ...................................... -Identity max_nodes: 42 ...................................... -Permuted max_nodes: 45 ...................................... -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/grover-v-chain_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/grover-v-chain_indep_qiskit_all.txt deleted file mode 100644 index 9898dc1c..00000000 --- a/test/BenchmarkQuasm/results/grover-v-chain_indep_qiskit_all.txt +++ /dev/null @@ -1,1757 +0,0 @@ -Start Simulation of grover-v-chain_indep_qiskit_2__________________________________________________ - -i: 0 1 -1: h | -2: | x -3:======== -4: 0 | -5: | 1 -o: 0 1 -Total Permutations: 2 -Min time: 9.3000e-06s................. Permutation 1 : 0 -> 1|1 -> 0| -Max time: 9.3399e-06s................. Permutation 0 : 0 -> 0|1 -> 1| -Min active nodes: 2 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Min max nodes: 4 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Max active nodes: 2 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Max max nodes: 4 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -________________________________________________________________________________________________ - -2 permutations have 2 active nodes. -Index: 1 | Max_nodes: 4 | Time: 9.3000e-06s | 0 -> 1|1 -> 0| -Index: 0 | Max_nodes: 4 | Time: 9.3399e-06s | 0 -> 0|1 -> 1| - -........................... -Average time: 9.3199e-06s - -________________________________________________________________________________________________ - -2 permutations have 4 max nodes. -Index: 1 | Active_nodes: 2 | Time: 9.3000e-06s | 0 -> 1|1 -> 0| -Index: 0 | Active_nodes: 2 | Time: 9.3399e-06s | 0 -> 0|1 -> 1| - -........................... -Average time: 9.3199e-06s - -________________________________________________________________________________________________ - -execution time of: 9.3000e-06s: Index: 1 | Max_nodes: 4 | Active_nodes: 2 | 0 -> 1|1 -> 0| - -execution time of: 9.3399e-06s: Index: 0 | Max_nodes: 4 | Active_nodes: 2 | 0 -> 0|1 -> 1| - -________________________________________________________________________________________________ - -Start Simulation of grover-v-chain_indep_qiskit_3__________________________________________________ - -.i:...0...1...2 -.1:...h...|...| -.2:...|...h...| -.3:...|...|...x -.4:...|...c...s -.5:...x...c...| -.6:...c...|.sdg -.7:...x...c...| -.8:...c...|...s -.9:..ry...|...| p: (1.5708e+00) -10:...|...z...| -11:...c...x...| -12:..u2...|...| p: (-3.1416e+00) (-3.1416e+00) -13:...|...z...| -14:============ -15:...0...|...| -16:...|...1...| -17:...|...|...2 -.o:...0...1...2 -Total Permutations: 6 -Min time: 4.5044e-05s................. Permutation 3 : 0 -> 1|1 -> 2|2 -> 0| -Max time: 5.0667e-05s................. Permutation 2 : 0 -> 1|1 -> 0|2 -> 2| -Min active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Min max nodes: 8 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max max nodes: 10 nodes.................... Permutation 1 : 0 -> 0|1 -> 2|2 -> 1| -________________________________________________________________________________________________ - -6 permutations have 3 active nodes. -Index: 3 | Max_nodes: 8 | Time: 4.5044e-05s | 0 -> 1|1 -> 2|2 -> 0| -Index: 5 | Max_nodes: 8 | Time: 4.7292e-05s | 0 -> 2|1 -> 1|2 -> 0| -Index: 0 | Max_nodes: 8 | Time: 4.9464e-05s | 0 -> 0|1 -> 1|2 -> 2| -Index: 2 | Max_nodes: 8 | Time: 5.0667e-05s | 0 -> 1|1 -> 0|2 -> 2| -Index: 4 | Max_nodes: 10 | Time: 4.8273e-05s | 0 -> 2|1 -> 0|2 -> 1| -Index: 1 | Max_nodes: 10 | Time: 4.9411e-05s | 0 -> 0|1 -> 2|2 -> 1| - -........................... -Average time: 4.8358e-05s - -________________________________________________________________________________________________ - -4 permutations have 8 max nodes. -Index: 3 | Active_nodes: 3 | Time: 4.5044e-05s | 0 -> 1|1 -> 2|2 -> 0| -Index: 5 | Active_nodes: 3 | Time: 4.7292e-05s | 0 -> 2|1 -> 1|2 -> 0| -Index: 0 | Active_nodes: 3 | Time: 4.9464e-05s | 0 -> 0|1 -> 1|2 -> 2| -Index: 2 | Active_nodes: 3 | Time: 5.0667e-05s | 0 -> 1|1 -> 0|2 -> 2| - -........................... -Average time: 4.8117e-05s - -2 permutations have 10 max nodes. -Index: 4 | Active_nodes: 3 | Time: 4.8273e-05s | 0 -> 2|1 -> 0|2 -> 1| -Index: 1 | Active_nodes: 3 | Time: 4.9411e-05s | 0 -> 0|1 -> 2|2 -> 1| - -........................... -Average time: 4.8842e-05s - -________________________________________________________________________________________________ - -execution time of: 4.5044e-05s: Index: 3 | Max_nodes: 8 | Active_nodes: 3 | 0 -> 1|1 -> 2|2 -> 0| - -execution time of: 4.7292e-05s: Index: 5 | Max_nodes: 8 | Active_nodes: 3 | 0 -> 2|1 -> 1|2 -> 0| - -execution time of: 4.8273e-05s: Index: 4 | Max_nodes: 10 | Active_nodes: 3 | 0 -> 2|1 -> 0|2 -> 1| - -execution time of: 4.9411e-05s: Index: 1 | Max_nodes: 10 | Active_nodes: 3 | 0 -> 0|1 -> 2|2 -> 1| - -execution time of: 4.9464e-05s: Index: 0 | Max_nodes: 8 | Active_nodes: 3 | 0 -> 0|1 -> 1|2 -> 2| - -execution time of: 5.0667e-05s: Index: 2 | Max_nodes: 8 | Active_nodes: 3 | 0 -> 1|1 -> 0|2 -> 2| - -________________________________________________________________________________________________ - -Start Simulation of grover-v-chain_indep_qiskit_4__________________________________________________ - -.i:...0...1...2...3 -.1:...h...|...|...| -.2:...|...h...|...| -.3:...|...|...h...| -.4:...|...|...|...x -.5:...|...|...c...t -.6:...|...x...c...| -.7:...|...c...|.tdg -.8:...|...x...c...| -.9:...|...c...|...t -10:...x...c...|...| -11:...c...|...|.tdg -12:...x...|...c...| -13:...c...|...|...t -14:...x...c...|...| -15:...c...|...|.tdg -16:...|..ry...|...| p: (1.5708e+00) -17:...x...|...c...| -18:...c...|...|...t -19:..ry...|...|...| p: (1.5708e+00) -20:...|...|...z...| -21:...c...c...x...| -22:..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) -23:...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) -24:...|...|...z...| -25:...|...|...c...t -26:...|...x...c...| -27:...|...c...|.tdg -28:...|...x...c...| -29:...|...c...|...t -30:...x...c...|...| -31:...c...|...|.tdg -32:...x...|...c...| -33:...c...|...|...t -34:...x...c...|...| -35:...c...|...|.tdg -36:...|..ry...|...| p: (1.5708e+00) -37:...x...|...c...| -38:...c...|...|...t -39:..ry...|...|...| p: (1.5708e+00) -40:...|...|...z...| -41:...c...c...x...| -42:..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) -43:...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) -44:...|...|...z...| -45:================ -46:...0...|...|...| -47:...|...1...|...| -48:...|...|...2...| -49:...|...|...|...3 -.o:...0...1...2...3 -Total Permutations: 24 -Min time: 1.6474e-04s................. Permutation 9 : 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -Max time: 2.0009e-04s................. Permutation 14 : 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -Min active nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Min max nodes: 14 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Max active nodes: 7 nodes.................... Permutation 1 : 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -Max max nodes: 18 nodes.................... Permutation 3 : 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -________________________________________________________________________________________________ - -12 permutations have 6 active nodes. -Index: 9 | Max_nodes: 14 | Time: 1.6474e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -Index: 15 | Max_nodes: 14 | Time: 1.6971e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -Index: 11 | Max_nodes: 14 | Time: 1.7020e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -Index: 17 | Max_nodes: 14 | Time: 1.7318e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -Index: 21 | Max_nodes: 14 | Time: 1.7702e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| -Index: 23 | Max_nodes: 14 | Time: 1.7864e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -Index: 0 | Max_nodes: 14 | Time: 1.8331e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Index: 2 | Max_nodes: 14 | Time: 1.9061e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -Index: 6 | Max_nodes: 14 | Time: 1.9097e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -Index: 8 | Max_nodes: 14 | Time: 1.9299e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| -Index: 12 | Max_nodes: 14 | Time: 1.9486e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -Index: 14 | Max_nodes: 14 | Time: 2.0009e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| - -........................... -Average time: 1.8219e-04s - -12 permutations have 7 active nodes. -Index: 1 | Max_nodes: 16 | Time: 1.8305e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -Index: 7 | Max_nodes: 16 | Time: 1.8804e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -Index: 4 | Max_nodes: 16 | Time: 1.8966e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -Index: 18 | Max_nodes: 16 | Time: 1.9144e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| -Index: 20 | Max_nodes: 16 | Time: 1.9366e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -Index: 10 | Max_nodes: 16 | Time: 1.9590e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| -Index: 13 | Max_nodes: 18 | Time: 1.7781e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| -Index: 3 | Max_nodes: 18 | Time: 1.7881e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -Index: 16 | Max_nodes: 18 | Time: 1.8068e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| -Index: 19 | Max_nodes: 18 | Time: 1.8251e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| -Index: 5 | Max_nodes: 18 | Time: 1.8374e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| -Index: 22 | Max_nodes: 18 | Time: 1.8718e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| - -........................... -Average time: 1.8604e-04s - -________________________________________________________________________________________________ - -12 permutations have 14 max nodes. -Index: 9 | Active_nodes: 6 | Time: 1.6474e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -Index: 15 | Active_nodes: 6 | Time: 1.6971e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -Index: 11 | Active_nodes: 6 | Time: 1.7020e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -Index: 17 | Active_nodes: 6 | Time: 1.7318e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -Index: 21 | Active_nodes: 6 | Time: 1.7702e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| -Index: 23 | Active_nodes: 6 | Time: 1.7864e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -Index: 0 | Active_nodes: 6 | Time: 1.8331e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Index: 2 | Active_nodes: 6 | Time: 1.9061e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -Index: 6 | Active_nodes: 6 | Time: 1.9097e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -Index: 8 | Active_nodes: 6 | Time: 1.9299e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| -Index: 12 | Active_nodes: 6 | Time: 1.9486e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -Index: 14 | Active_nodes: 6 | Time: 2.0009e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| - -........................... -Average time: 1.8219e-04s - -6 permutations have 16 max nodes. -Index: 1 | Active_nodes: 7 | Time: 1.8305e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -Index: 7 | Active_nodes: 7 | Time: 1.8804e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -Index: 4 | Active_nodes: 7 | Time: 1.8966e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -Index: 18 | Active_nodes: 7 | Time: 1.9144e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| -Index: 20 | Active_nodes: 7 | Time: 1.9366e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -Index: 10 | Active_nodes: 7 | Time: 1.9590e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| - -........................... -Average time: 1.9029e-04s - -6 permutations have 18 max nodes. -Index: 13 | Active_nodes: 7 | Time: 1.7781e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| -Index: 3 | Active_nodes: 7 | Time: 1.7881e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -Index: 16 | Active_nodes: 7 | Time: 1.8068e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| -Index: 19 | Active_nodes: 7 | Time: 1.8251e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| -Index: 5 | Active_nodes: 7 | Time: 1.8374e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| -Index: 22 | Active_nodes: 7 | Time: 1.8718e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| - -........................... -Average time: 1.8179e-04s - -________________________________________________________________________________________________ - -execution time of: 1.6474e-04s: Index: 9 | Max_nodes: 14 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| - -execution time of: 1.6971e-04s: Index: 15 | Max_nodes: 14 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| - -execution time of: 1.7020e-04s: Index: 11 | Max_nodes: 14 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| - -execution time of: 1.7318e-04s: Index: 17 | Max_nodes: 14 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| - -execution time of: 1.7702e-04s: Index: 21 | Max_nodes: 14 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| - -execution time of: 1.7781e-04s: Index: 13 | Max_nodes: 18 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| - -execution time of: 1.7864e-04s: Index: 23 | Max_nodes: 14 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| - -execution time of: 1.7881e-04s: Index: 3 | Max_nodes: 18 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| - -execution time of: 1.8068e-04s: Index: 16 | Max_nodes: 18 | Active_nodes: 7 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| - -execution time of: 1.8251e-04s: Index: 19 | Max_nodes: 18 | Active_nodes: 7 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| - -execution time of: 1.8305e-04s: Index: 1 | Max_nodes: 16 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| - -execution time of: 1.8331e-04s: Index: 0 | Max_nodes: 14 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| - -execution time of: 1.8374e-04s: Index: 5 | Max_nodes: 18 | Active_nodes: 7 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| - -execution time of: 1.8718e-04s: Index: 22 | Max_nodes: 18 | Active_nodes: 7 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| - -execution time of: 1.8804e-04s: Index: 7 | Max_nodes: 16 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| - -execution time of: 1.8966e-04s: Index: 4 | Max_nodes: 16 | Active_nodes: 7 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| - -execution time of: 1.9061e-04s: Index: 2 | Max_nodes: 14 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| - -execution time of: 1.9097e-04s: Index: 6 | Max_nodes: 14 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| - -execution time of: 1.9144e-04s: Index: 18 | Max_nodes: 16 | Active_nodes: 7 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| - -execution time of: 1.9299e-04s: Index: 8 | Max_nodes: 14 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| - -execution time of: 1.9366e-04s: Index: 20 | Max_nodes: 16 | Active_nodes: 7 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| - -execution time of: 1.9486e-04s: Index: 12 | Max_nodes: 14 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| - -execution time of: 1.9590e-04s: Index: 10 | Max_nodes: 16 | Active_nodes: 7 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| - -execution time of: 2.0009e-04s: Index: 14 | Max_nodes: 14 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| - -________________________________________________________________________________________________ - -Start Simulation of grover-v-chain_indep_qiskit_5__________________________________________________ - -..i:...0...1...2...3...4 -..1:...h...|...|...|...| -..2:...|...h...|...|...| -..3:...|...|...h...|...| -..4:...|...|...|...h...| -..5:...|...|...|...|...x -..6:...|...|...|...c...p p: (3.9270e-01) -..7:...|...|...x...c...| -..8:...|...|...c...|...p p: (-3.9270e-01) -..9:...|...|...x...c...| -.10:...|...|...c...|...p p: (3.9270e-01) -.11:...|...x...c...|...| -.12:...|...c...|...|...p p: (-3.9270e-01) -.13:...|...x...|...c...| -.14:...|...c...|...|...p p: (3.9270e-01) -.15:...|...x...c...|...| -.16:...|...c...|...|...p p: (-3.9270e-01) -.17:...|...x...|...c...| -.18:...|...c...|...|...p p: (3.9270e-01) -.19:...x...c...|...|...| -.20:...c...|...|...|...p p: (-3.9270e-01) -.21:...x...|...|...c...| -.22:...c...|...|...|...p p: (3.9270e-01) -.23:...x...|...c...|...| -.24:...c...|...|...|...p p: (-3.9270e-01) -.25:...x...|...|...c...| -.26:...c...|...|...|...p p: (3.9270e-01) -.27:...x...c...|...|...| -.28:...c...|...|...|...p p: (-3.9270e-01) -.29:...|..ry...|...|...| p: (1.5708e+00) -.30:...x...|...|...c...| -.31:...c...|...|...|...p p: (3.9270e-01) -.32:...x...|...c...|...| -.33:...c...|...|...|...p p: (-3.9270e-01) -.34:...|...|..ry...|...| p: (1.5708e+00) -.35:...x...|...|...c...| -.36:...c...|...|...|...p p: (3.9270e-01) -.37:..ry...|...|...|...| p: (1.5708e+00) -.38:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...c...|...|...|...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -.39:...|...|...|...z...| -.40:...|...|...c...x...c -.41:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...c...|...|...|...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -.42:..u2...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) -.43:...|..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) -.44:...|...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) -.45:...|...|...|...z...| -.46:...|...|...|...c...p p: (3.9270e-01) -.47:...|...|...x...c...| -.48:...|...|...c...|...p p: (-3.9270e-01) -.49:...|...|...x...c...| -.50:...|...|...c...|...p p: (3.9270e-01) -.51:...|...x...c...|...| -.52:...|...c...|...|...p p: (-3.9270e-01) -.53:...|...x...|...c...| -.54:...|...c...|...|...p p: (3.9270e-01) -.55:...|...x...c...|...| -.56:...|...c...|...|...p p: (-3.9270e-01) -.57:...|...x...|...c...| -.58:...|...c...|...|...p p: (3.9270e-01) -.59:...x...c...|...|...| -.60:...c...|...|...|...p p: (-3.9270e-01) -.61:...x...|...|...c...| -.62:...c...|...|...|...p p: (3.9270e-01) -.63:...x...|...c...|...| -.64:...c...|...|...|...p p: (-3.9270e-01) -.65:...x...|...|...c...| -.66:...c...|...|...|...p p: (3.9270e-01) -.67:...x...c...|...|...| -.68:...c...|...|...|...p p: (-3.9270e-01) -.69:...|..ry...|...|...| p: (1.5708e+00) -.70:...x...|...|...c...| -.71:...c...|...|...|...p p: (3.9270e-01) -.72:...x...|...c...|...| -.73:...c...|...|...|...p p: (-3.9270e-01) -.74:...|...|..ry...|...| p: (1.5708e+00) -.75:...x...|...|...c...| -.76:...c...|...|...|...p p: (3.9270e-01) -.77:..ry...|...|...|...| p: (1.5708e+00) -.78:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...c...|...|...|...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -.79:...|...|...|...z...| -.80:...|...|...c...x...c -.81:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...c...|...|...|...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -.82:..u2...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) -.83:...|..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) -.84:...|...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) -.85:...|...|...|...z...| -.86:...|...|...|...c...p p: (3.9270e-01) -.87:...|...|...x...c...| -.88:...|...|...c...|...p p: (-3.9270e-01) -.89:...|...|...x...c...| -.90:...|...|...c...|...p p: (3.9270e-01) -.91:...|...x...c...|...| -.92:...|...c...|...|...p p: (-3.9270e-01) -.93:...|...x...|...c...| -.94:...|...c...|...|...p p: (3.9270e-01) -.95:...|...x...c...|...| -.96:...|...c...|...|...p p: (-3.9270e-01) -.97:...|...x...|...c...| -.98:...|...c...|...|...p p: (3.9270e-01) -.99:...x...c...|...|...| -100:...c...|...|...|...p p: (-3.9270e-01) -101:...x...|...|...c...| -102:...c...|...|...|...p p: (3.9270e-01) -103:...x...|...c...|...| -104:...c...|...|...|...p p: (-3.9270e-01) -105:...x...|...|...c...| -106:...c...|...|...|...p p: (3.9270e-01) -107:...x...c...|...|...| -108:...c...|...|...|...p p: (-3.9270e-01) -109:...|..ry...|...|...| p: (1.5708e+00) -110:...x...|...|...c...| -111:...c...|...|...|...p p: (3.9270e-01) -112:...x...|...c...|...| -113:...c...|...|...|...p p: (-3.9270e-01) -114:...|...|..ry...|...| p: (1.5708e+00) -115:...x...|...|...c...| -116:...c...|...|...|...p p: (3.9270e-01) -117:..ry...|...|...|...| p: (1.5708e+00) -118:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...c...|...|...|...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -119:...|...|...|...z...| -120:...|...|...c...x...c -121:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...c...|...|...|...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -122:..u2...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) -123:...|..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) -124:...|...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) -125:...|...|...|...z...| -126:==================== -127:...0...|...|...|...| -128:...|...1...|...|...| -129:...|...|...2...|...| -130:...|...|...|...3...| -131:...|...|...|...|...4 -..o:...0...1...2...3...4 -Total Permutations: 120 -Min time: 6.4358e-04s................. Permutation 81 : 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -Max time: 8.5690e-04s................. Permutation 7 : 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -Min active nodes: 8 nodes.................... Permutation 60 : 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -Min max nodes: 26 nodes.................... Permutation 65 : 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -Max active nodes: 12 nodes.................... Permutation 13 : 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -Max max nodes: 42 nodes.................... Permutation 9 : 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -________________________________________________________________________________________________ - -8 permutations have 8 active nodes. -Index: 119 | Max_nodes: 26 | Time: 6.7861e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -Index: 95 | Max_nodes: 26 | Time: 6.8031e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -Index: 117 | Max_nodes: 29 | Time: 6.6857e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -Index: 93 | Max_nodes: 29 | Time: 6.6916e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -Index: 86 | Max_nodes: 30 | Time: 7.6326e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -Index: 62 | Max_nodes: 30 | Time: 7.7129e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -Index: 60 | Max_nodes: 33 | Time: 7.6368e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -Index: 84 | Max_nodes: 33 | Time: 7.8203e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| - -........................... -Average time: 7.2211e-04s - -36 permutations have 9 active nodes. -Index: 89 | Max_nodes: 26 | Time: 6.7312e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -Index: 113 | Max_nodes: 26 | Time: 6.8592e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -Index: 65 | Max_nodes: 26 | Time: 6.8674e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -Index: 71 | Max_nodes: 26 | Time: 6.9490e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -Index: 57 | Max_nodes: 28 | Time: 6.5283e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -Index: 59 | Max_nodes: 28 | Time: 6.5539e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -Index: 63 | Max_nodes: 29 | Time: 6.5367e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -Index: 87 | Max_nodes: 29 | Time: 6.5484e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -Index: 69 | Max_nodes: 29 | Time: 6.6882e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -Index: 111 | Max_nodes: 29 | Time: 6.6888e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -Index: 33 | Max_nodes: 30 | Time: 6.5543e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -Index: 35 | Max_nodes: 30 | Time: 6.6908e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -Index: 110 | Max_nodes: 30 | Time: 7.5379e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -Index: 68 | Max_nodes: 30 | Time: 7.5488e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -Index: 56 | Max_nodes: 31 | Time: 7.6374e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -Index: 32 | Max_nodes: 31 | Time: 7.7415e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -Index: 80 | Max_nodes: 31 | Time: 7.7939e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -Index: 38 | Max_nodes: 31 | Time: 7.8623e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -Index: 116 | Max_nodes: 32 | Time: 7.2300e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -Index: 92 | Max_nodes: 32 | Time: 7.2350e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -Index: 24 | Max_nodes: 32 | Time: 7.2876e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -Index: 26 | Max_nodes: 32 | Time: 7.3653e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -Index: 54 | Max_nodes: 33 | Time: 7.3359e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -Index: 78 | Max_nodes: 33 | Time: 7.5010e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -Index: 108 | Max_nodes: 33 | Time: 7.6638e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -Index: 66 | Max_nodes: 33 | Time: 7.7747e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -Index: 94 | Max_nodes: 34 | Time: 7.0001e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -Index: 118 | Max_nodes: 34 | Time: 7.1483e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -Index: 2 | Max_nodes: 34 | Time: 7.5310e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -Index: 0 | Max_nodes: 34 | Time: 7.5901e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Index: 90 | Max_nodes: 35 | Time: 7.1572e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -Index: 114 | Max_nodes: 35 | Time: 7.1666e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -Index: 30 | Max_nodes: 35 | Time: 7.5556e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -Index: 36 | Max_nodes: 35 | Time: 7.5702e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -Index: 91 | Max_nodes: 40 | Time: 6.9590e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -Index: 115 | Max_nodes: 40 | Time: 6.9798e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| - -........................... -Average time: 7.1769e-04s - -40 permutations have 10 active nodes. -Index: 81 | Max_nodes: 28 | Time: 6.4358e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -Index: 105 | Max_nodes: 28 | Time: 6.6124e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -Index: 107 | Max_nodes: 28 | Time: 6.6662e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -Index: 83 | Max_nodes: 28 | Time: 6.7331e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -Index: 39 | Max_nodes: 30 | Time: 6.7311e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -Index: 45 | Max_nodes: 30 | Time: 6.7749e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -Index: 41 | Max_nodes: 30 | Time: 6.8346e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -Index: 47 | Max_nodes: 30 | Time: 6.8959e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -Index: 104 | Max_nodes: 31 | Time: 7.4955e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -Index: 34 | Max_nodes: 31 | Time: 7.8515e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -Index: 58 | Max_nodes: 31 | Time: 7.8990e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -Index: 44 | Max_nodes: 31 | Time: 8.1167e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -Index: 48 | Max_nodes: 32 | Time: 7.3658e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -Index: 72 | Max_nodes: 32 | Time: 7.4481e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -Index: 25 | Max_nodes: 32 | Time: 7.5083e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -Index: 28 | Max_nodes: 32 | Time: 7.5778e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -Index: 102 | Max_nodes: 33 | Time: 7.2991e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -Index: 55 | Max_nodes: 33 | Time: 7.5128e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -Index: 74 | Max_nodes: 33 | Time: 7.5502e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -Index: 50 | Max_nodes: 33 | Time: 7.6556e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -Index: 88 | Max_nodes: 34 | Time: 6.9409e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -Index: 112 | Max_nodes: 34 | Time: 6.9425e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -Index: 70 | Max_nodes: 34 | Time: 7.0675e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -Index: 64 | Max_nodes: 34 | Time: 7.2547e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -Index: 4 | Max_nodes: 34 | Time: 7.5161e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -Index: 27 | Max_nodes: 34 | Time: 7.5266e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -Index: 1 | Max_nodes: 34 | Time: 7.5276e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -Index: 29 | Max_nodes: 34 | Time: 7.5297e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -Index: 8 | Max_nodes: 35 | Time: 7.5785e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -Index: 31 | Max_nodes: 35 | Time: 7.5816e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -Index: 14 | Max_nodes: 35 | Time: 7.9280e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -Index: 42 | Max_nodes: 35 | Time: 8.4075e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -Index: 5 | Max_nodes: 36 | Time: 7.5326e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -Index: 3 | Max_nodes: 36 | Time: 7.5475e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -Index: 12 | Max_nodes: 36 | Time: 7.6280e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -Index: 6 | Max_nodes: 36 | Time: 7.6689e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -Index: 61 | Max_nodes: 40 | Time: 6.7637e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -Index: 85 | Max_nodes: 40 | Time: 6.8096e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -Index: 109 | Max_nodes: 40 | Time: 6.8389e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -Index: 67 | Max_nodes: 40 | Time: 6.8843e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| - -........................... -Average time: 7.3110e-04s - -20 permutations have 11 active nodes. -Index: 96 | Max_nodes: 32 | Time: 7.2165e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -Index: 49 | Max_nodes: 32 | Time: 7.5909e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -Index: 98 | Max_nodes: 33 | Time: 7.3915e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -Index: 82 | Max_nodes: 33 | Time: 7.4155e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -Index: 106 | Max_nodes: 33 | Time: 7.4483e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -Index: 40 | Max_nodes: 33 | Time: 7.7370e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -Index: 52 | Max_nodes: 33 | Time: 7.9347e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -Index: 46 | Max_nodes: 33 | Time: 8.3991e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -Index: 79 | Max_nodes: 35 | Time: 7.2090e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -Index: 103 | Max_nodes: 35 | Time: 7.3756e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -Index: 20 | Max_nodes: 35 | Time: 7.7090e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -Index: 10 | Max_nodes: 35 | Time: 7.7205e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -Index: 18 | Max_nodes: 36 | Time: 7.5765e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -Index: 7 | Max_nodes: 36 | Time: 8.5690e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -Index: 37 | Max_nodes: 37 | Time: 7.5246e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -Index: 43 | Max_nodes: 37 | Time: 8.1402e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -Index: 51 | Max_nodes: 38 | Time: 6.9879e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -Index: 53 | Max_nodes: 38 | Time: 7.1031e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -Index: 11 | Max_nodes: 42 | Time: 7.3455e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -Index: 9 | Max_nodes: 42 | Time: 7.3879e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| - -........................... -Average time: 7.5891e-04s - -16 permutations have 12 active nodes. -Index: 73 | Max_nodes: 34 | Time: 7.2311e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -Index: 97 | Max_nodes: 34 | Time: 7.3579e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -Index: 100 | Max_nodes: 35 | Time: 7.4020e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -Index: 76 | Max_nodes: 35 | Time: 7.4329e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -Index: 22 | Max_nodes: 37 | Time: 7.6102e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -Index: 16 | Max_nodes: 37 | Time: 7.7281e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -Index: 75 | Max_nodes: 38 | Time: 6.9863e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -Index: 99 | Max_nodes: 38 | Time: 7.1935e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -Index: 101 | Max_nodes: 38 | Time: 7.2075e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -Index: 77 | Max_nodes: 38 | Time: 7.2748e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -Index: 13 | Max_nodes: 38 | Time: 7.6598e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -Index: 19 | Max_nodes: 38 | Time: 7.9214e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -Index: 15 | Max_nodes: 42 | Time: 7.3653e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -Index: 17 | Max_nodes: 42 | Time: 7.4062e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -Index: 21 | Max_nodes: 42 | Time: 7.4935e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -Index: 23 | Max_nodes: 42 | Time: 7.5163e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| - -........................... -Average time: 7.4242e-04s - -________________________________________________________________________________________________ - -6 permutations have 26 max nodes. -Index: 119 | Active_nodes: 8 | Time: 6.7861e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -Index: 95 | Active_nodes: 8 | Time: 6.8031e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -Index: 89 | Active_nodes: 9 | Time: 6.7312e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -Index: 113 | Active_nodes: 9 | Time: 6.8592e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -Index: 65 | Active_nodes: 9 | Time: 6.8674e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -Index: 71 | Active_nodes: 9 | Time: 6.9490e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| - -........................... -Average time: 6.8327e-04s - -6 permutations have 28 max nodes. -Index: 57 | Active_nodes: 9 | Time: 6.5283e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -Index: 59 | Active_nodes: 9 | Time: 6.5539e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -Index: 81 | Active_nodes: 10 | Time: 6.4358e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -Index: 105 | Active_nodes: 10 | Time: 6.6124e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -Index: 107 | Active_nodes: 10 | Time: 6.6662e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -Index: 83 | Active_nodes: 10 | Time: 6.7331e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| - -........................... -Average time: 6.5883e-04s - -6 permutations have 29 max nodes. -Index: 117 | Active_nodes: 8 | Time: 6.6857e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -Index: 93 | Active_nodes: 8 | Time: 6.6916e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -Index: 63 | Active_nodes: 9 | Time: 6.5367e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -Index: 87 | Active_nodes: 9 | Time: 6.5484e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -Index: 69 | Active_nodes: 9 | Time: 6.6882e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -Index: 111 | Active_nodes: 9 | Time: 6.6888e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| - -........................... -Average time: 6.6399e-04s - -10 permutations have 30 max nodes. -Index: 86 | Active_nodes: 8 | Time: 7.6326e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -Index: 62 | Active_nodes: 8 | Time: 7.7129e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -Index: 33 | Active_nodes: 9 | Time: 6.5543e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -Index: 35 | Active_nodes: 9 | Time: 6.6908e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -Index: 110 | Active_nodes: 9 | Time: 7.5379e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -Index: 68 | Active_nodes: 9 | Time: 7.5488e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -Index: 39 | Active_nodes: 10 | Time: 6.7311e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -Index: 45 | Active_nodes: 10 | Time: 6.7749e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -Index: 41 | Active_nodes: 10 | Time: 6.8346e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -Index: 47 | Active_nodes: 10 | Time: 6.8959e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| - -........................... -Average time: 7.0914e-04s - -8 permutations have 31 max nodes. -Index: 56 | Active_nodes: 9 | Time: 7.6374e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -Index: 32 | Active_nodes: 9 | Time: 7.7415e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -Index: 80 | Active_nodes: 9 | Time: 7.7939e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -Index: 38 | Active_nodes: 9 | Time: 7.8623e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -Index: 104 | Active_nodes: 10 | Time: 7.4955e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -Index: 34 | Active_nodes: 10 | Time: 7.8515e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -Index: 58 | Active_nodes: 10 | Time: 7.8990e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -Index: 44 | Active_nodes: 10 | Time: 8.1167e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| - -........................... -Average time: 7.7997e-04s - -10 permutations have 32 max nodes. -Index: 116 | Active_nodes: 9 | Time: 7.2300e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -Index: 92 | Active_nodes: 9 | Time: 7.2350e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -Index: 24 | Active_nodes: 9 | Time: 7.2876e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -Index: 26 | Active_nodes: 9 | Time: 7.3653e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -Index: 48 | Active_nodes: 10 | Time: 7.3658e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -Index: 72 | Active_nodes: 10 | Time: 7.4481e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -Index: 25 | Active_nodes: 10 | Time: 7.5083e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -Index: 28 | Active_nodes: 10 | Time: 7.5778e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -Index: 96 | Active_nodes: 11 | Time: 7.2165e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -Index: 49 | Active_nodes: 11 | Time: 7.5909e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| - -........................... -Average time: 7.3825e-04s - -16 permutations have 33 max nodes. -Index: 60 | Active_nodes: 8 | Time: 7.6368e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -Index: 84 | Active_nodes: 8 | Time: 7.8203e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -Index: 54 | Active_nodes: 9 | Time: 7.3359e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -Index: 78 | Active_nodes: 9 | Time: 7.5010e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -Index: 108 | Active_nodes: 9 | Time: 7.6638e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -Index: 66 | Active_nodes: 9 | Time: 7.7747e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -Index: 102 | Active_nodes: 10 | Time: 7.2991e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -Index: 55 | Active_nodes: 10 | Time: 7.5128e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -Index: 74 | Active_nodes: 10 | Time: 7.5502e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -Index: 50 | Active_nodes: 10 | Time: 7.6556e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -Index: 98 | Active_nodes: 11 | Time: 7.3915e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -Index: 82 | Active_nodes: 11 | Time: 7.4155e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -Index: 106 | Active_nodes: 11 | Time: 7.4483e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -Index: 40 | Active_nodes: 11 | Time: 7.7370e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -Index: 52 | Active_nodes: 11 | Time: 7.9347e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -Index: 46 | Active_nodes: 11 | Time: 8.3991e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| - -........................... -Average time: 7.6298e-04s - -14 permutations have 34 max nodes. -Index: 94 | Active_nodes: 9 | Time: 7.0001e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -Index: 118 | Active_nodes: 9 | Time: 7.1483e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -Index: 2 | Active_nodes: 9 | Time: 7.5310e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -Index: 0 | Active_nodes: 9 | Time: 7.5901e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Index: 88 | Active_nodes: 10 | Time: 6.9409e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -Index: 112 | Active_nodes: 10 | Time: 6.9425e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -Index: 70 | Active_nodes: 10 | Time: 7.0675e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -Index: 64 | Active_nodes: 10 | Time: 7.2547e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -Index: 4 | Active_nodes: 10 | Time: 7.5161e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -Index: 27 | Active_nodes: 10 | Time: 7.5266e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -Index: 1 | Active_nodes: 10 | Time: 7.5276e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -Index: 29 | Active_nodes: 10 | Time: 7.5297e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -Index: 73 | Active_nodes: 12 | Time: 7.2311e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -Index: 97 | Active_nodes: 12 | Time: 7.3579e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| - -........................... -Average time: 7.2975e-04s - -14 permutations have 35 max nodes. -Index: 90 | Active_nodes: 9 | Time: 7.1572e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -Index: 114 | Active_nodes: 9 | Time: 7.1666e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -Index: 30 | Active_nodes: 9 | Time: 7.5556e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -Index: 36 | Active_nodes: 9 | Time: 7.5702e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -Index: 8 | Active_nodes: 10 | Time: 7.5785e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -Index: 31 | Active_nodes: 10 | Time: 7.5816e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -Index: 14 | Active_nodes: 10 | Time: 7.9280e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -Index: 42 | Active_nodes: 10 | Time: 8.4075e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -Index: 79 | Active_nodes: 11 | Time: 7.2090e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -Index: 103 | Active_nodes: 11 | Time: 7.3756e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -Index: 20 | Active_nodes: 11 | Time: 7.7090e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -Index: 10 | Active_nodes: 11 | Time: 7.7205e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -Index: 100 | Active_nodes: 12 | Time: 7.4020e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -Index: 76 | Active_nodes: 12 | Time: 7.4329e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| - -........................... -Average time: 7.5567e-04s - -6 permutations have 36 max nodes. -Index: 5 | Active_nodes: 10 | Time: 7.5326e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -Index: 3 | Active_nodes: 10 | Time: 7.5475e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -Index: 12 | Active_nodes: 10 | Time: 7.6280e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -Index: 6 | Active_nodes: 10 | Time: 7.6689e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -Index: 18 | Active_nodes: 11 | Time: 7.5765e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -Index: 7 | Active_nodes: 11 | Time: 8.5690e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| - -........................... -Average time: 7.7538e-04s - -4 permutations have 37 max nodes. -Index: 37 | Active_nodes: 11 | Time: 7.5246e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -Index: 43 | Active_nodes: 11 | Time: 8.1402e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -Index: 22 | Active_nodes: 12 | Time: 7.6102e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -Index: 16 | Active_nodes: 12 | Time: 7.7281e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| - -........................... -Average time: 7.7508e-04s - -8 permutations have 38 max nodes. -Index: 51 | Active_nodes: 11 | Time: 6.9879e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -Index: 53 | Active_nodes: 11 | Time: 7.1031e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -Index: 75 | Active_nodes: 12 | Time: 6.9863e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -Index: 99 | Active_nodes: 12 | Time: 7.1935e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -Index: 101 | Active_nodes: 12 | Time: 7.2075e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -Index: 77 | Active_nodes: 12 | Time: 7.2748e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -Index: 13 | Active_nodes: 12 | Time: 7.6598e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -Index: 19 | Active_nodes: 12 | Time: 7.9214e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| - -........................... -Average time: 7.2918e-04s - -6 permutations have 40 max nodes. -Index: 91 | Active_nodes: 9 | Time: 6.9590e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -Index: 115 | Active_nodes: 9 | Time: 6.9798e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -Index: 61 | Active_nodes: 10 | Time: 6.7637e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -Index: 85 | Active_nodes: 10 | Time: 6.8096e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -Index: 109 | Active_nodes: 10 | Time: 6.8389e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -Index: 67 | Active_nodes: 10 | Time: 6.8843e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| - -........................... -Average time: 6.8725e-04s - -6 permutations have 42 max nodes. -Index: 11 | Active_nodes: 11 | Time: 7.3455e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -Index: 9 | Active_nodes: 11 | Time: 7.3879e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -Index: 15 | Active_nodes: 12 | Time: 7.3653e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -Index: 17 | Active_nodes: 12 | Time: 7.4062e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -Index: 21 | Active_nodes: 12 | Time: 7.4935e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -Index: 23 | Active_nodes: 12 | Time: 7.5163e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| - -........................... -Average time: 7.4191e-04s - -________________________________________________________________________________________________ - -execution time of: 6.4358e-04s: Index: 81 | Max_nodes: 28 | Active_nodes: 10 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| - -execution time of: 6.5283e-04s: Index: 57 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| - -execution time of: 6.5367e-04s: Index: 63 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| - -execution time of: 6.5484e-04s: Index: 87 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| - -execution time of: 6.5539e-04s: Index: 59 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| - -execution time of: 6.5543e-04s: Index: 33 | Max_nodes: 30 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| - -execution time of: 6.6124e-04s: Index: 105 | Max_nodes: 28 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| - -execution time of: 6.6662e-04s: Index: 107 | Max_nodes: 28 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| - -execution time of: 6.6857e-04s: Index: 117 | Max_nodes: 29 | Active_nodes: 8 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| - -execution time of: 6.6882e-04s: Index: 69 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| - -execution time of: 6.6888e-04s: Index: 111 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| - -execution time of: 6.6908e-04s: Index: 35 | Max_nodes: 30 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| - -execution time of: 6.6916e-04s: Index: 93 | Max_nodes: 29 | Active_nodes: 8 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| - -execution time of: 6.7311e-04s: Index: 39 | Max_nodes: 30 | Active_nodes: 10 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| - -execution time of: 6.7312e-04s: Index: 89 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| - -execution time of: 6.7331e-04s: Index: 83 | Max_nodes: 28 | Active_nodes: 10 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| - -execution time of: 6.7637e-04s: Index: 61 | Max_nodes: 40 | Active_nodes: 10 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| - -execution time of: 6.7749e-04s: Index: 45 | Max_nodes: 30 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| - -execution time of: 6.7861e-04s: Index: 119 | Max_nodes: 26 | Active_nodes: 8 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| - -execution time of: 6.8031e-04s: Index: 95 | Max_nodes: 26 | Active_nodes: 8 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| - 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-execution time of: 8.5690e-04s: Index: 7 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| - -________________________________________________________________________________________________ - -Start Simulation of grover-v-chain_indep_qiskit_6__________________________________________________ - -..i:...0...1...2...3...4 -..1:...h...|...|...|...| -..2:...|...h...|...|...| -..3:...|...|...h...|...| -..4:...|...|...|...h...| -..5:...|...|...|...|...x -..6:...|...|...|...c...p p: (3.9270e-01) -..7:...|...|...x...c...| -..8:...|...|...c...|...p p: (-3.9270e-01) -..9:...|...|...x...c...| -.10:...|...|...c...|...p p: (3.9270e-01) -.11:...|...x...c...|...| -.12:...|...c...|...|...p p: (-3.9270e-01) -.13:...|...x...|...c...| -.14:...|...c...|...|...p p: (3.9270e-01) -.15:...|...x...c...|...| -.16:...|...c...|...|...p p: (-3.9270e-01) -.17:...|...x...|...c...| -.18:...|...c...|...|...p p: (3.9270e-01) -.19:...x...c...|...|...| -.20:...c...|...|...|...p p: (-3.9270e-01) -.21:...x...|...|...c...| -.22:...c...|...|...|...p p: (3.9270e-01) -.23:...x...|...c...|...| -.24:...c...|...|...|...p p: (-3.9270e-01) -.25:...x...|...|...c...| -.26:...c...|...|...|...p p: (3.9270e-01) -.27:...x...c...|...|...| -.28:...c...|...|...|...p p: (-3.9270e-01) -.29:...|..ry...|...|...| p: (1.5708e+00) -.30:...x...|...|...c...| -.31:...c...|...|...|...p p: (3.9270e-01) -.32:...x...|...c...|...| -.33:...c...|...|...|...p p: (-3.9270e-01) -.34:...|...|..ry...|...| p: (1.5708e+00) -.35:...x...|...|...c...| -.36:...c...|...|...|...p p: (3.9270e-01) -.37:..ry...|...|...|...| p: (1.5708e+00) -.38:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...c...|...|...|...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -.39:...|...|...|...z...| -.40:...|...|...c...x...c -.41:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...c...|...|...|...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -.42:..u2...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) -.43:...|..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) -.44:...|...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) -.45:...|...|...|...z...| -.46:...|...|...|...c...p p: (3.9270e-01) -.47:...|...|...x...c...| -.48:...|...|...c...|...p p: (-3.9270e-01) -.49:...|...|...x...c...| -.50:...|...|...c...|...p p: (3.9270e-01) -.51:...|...x...c...|...| -.52:...|...c...|...|...p p: (-3.9270e-01) -.53:...|...x...|...c...| -.54:...|...c...|...|...p p: (3.9270e-01) -.55:...|...x...c...|...| -.56:...|...c...|...|...p p: (-3.9270e-01) -.57:...|...x...|...c...| -.58:...|...c...|...|...p p: (3.9270e-01) -.59:...x...c...|...|...| -.60:...c...|...|...|...p p: (-3.9270e-01) -.61:...x...|...|...c...| -.62:...c...|...|...|...p p: (3.9270e-01) -.63:...x...|...c...|...| -.64:...c...|...|...|...p p: (-3.9270e-01) -.65:...x...|...|...c...| -.66:...c...|...|...|...p p: (3.9270e-01) -.67:...x...c...|...|...| -.68:...c...|...|...|...p p: (-3.9270e-01) -.69:...|..ry...|...|...| p: (1.5708e+00) -.70:...x...|...|...c...| -.71:...c...|...|...|...p p: (3.9270e-01) -.72:...x...|...c...|...| -.73:...c...|...|...|...p p: (-3.9270e-01) -.74:...|...|..ry...|...| p: (1.5708e+00) -.75:...x...|...|...c...| -.76:...c...|...|...|...p p: (3.9270e-01) -.77:..ry...|...|...|...| p: (1.5708e+00) -.78:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...c...|...|...|...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -.79:...|...|...|...z...| -.80:...|...|...c...x...c -.81:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...c...|...|...|...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -.82:..u2...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) -.83:...|..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) -.84:...|...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) -.85:...|...|...|...z...| -.86:...|...|...|...c...p p: (3.9270e-01) -.87:...|...|...x...c...| -.88:...|...|...c...|...p p: (-3.9270e-01) -.89:...|...|...x...c...| -.90:...|...|...c...|...p p: (3.9270e-01) -.91:...|...x...c...|...| -.92:...|...c...|...|...p p: (-3.9270e-01) -.93:...|...x...|...c...| -.94:...|...c...|...|...p p: (3.9270e-01) -.95:...|...x...c...|...| -.96:...|...c...|...|...p p: (-3.9270e-01) -.97:...|...x...|...c...| -.98:...|...c...|...|...p p: (3.9270e-01) -.99:...x...c...|...|...| -100:...c...|...|...|...p p: (-3.9270e-01) -101:...x...|...|...c...| -102:...c...|...|...|...p p: (3.9270e-01) -103:...x...|...c...|...| -104:...c...|...|...|...p p: (-3.9270e-01) -105:...x...|...|...c...| -106:...c...|...|...|...p p: (3.9270e-01) -107:...x...c...|...|...| -108:...c...|...|...|...p p: (-3.9270e-01) -109:...|..ry...|...|...| p: (1.5708e+00) -110:...x...|...|...c...| -111:...c...|...|...|...p p: (3.9270e-01) -112:...x...|...c...|...| -113:...c...|...|...|...p p: (-3.9270e-01) -114:...|...|..ry...|...| p: (1.5708e+00) -115:...x...|...|...c...| -116:...c...|...|...|...p p: (3.9270e-01) -117:..ry...|...|...|...| p: (1.5708e+00) -118:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...c...|...|...|...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -119:...|...|...|...z...| -120:...|...|...c...x...c -121:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...c...|...|...|...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -122:..u2...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) -123:...|..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) -124:...|...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) -125:...|...|...|...z...| -126:==================== -127:...0...|...|...|...| -128:...|...1...|...|...| -129:...|...|...2...|...| -130:...|...|...|...3...| -131:...|...|...|...|...4 -..o:...0...1...2...3...4 -Total Permutations: 120 -Min time: 1.7977e+308s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Max time: -1.7977e+308s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Min active nodes: 8 nodes.................... Permutation 60 : 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -Min max nodes: 26 nodes.................... Permutation 65 : 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -Max active nodes: 12 nodes.................... Permutation 13 : 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -Max max nodes: 42 nodes.................... Permutation 9 : 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -________________________________________________________________________________________________ - -8 permutations have 8 active nodes. -Index: 95 | Max_nodes: 26 | Time: nans | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -Index: 119 | Max_nodes: 26 | Time: nans | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -Index: 93 | Max_nodes: 29 | Time: nans | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -Index: 117 | Max_nodes: 29 | Time: nans | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -Index: 62 | Max_nodes: 30 | Time: nans | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -Index: 86 | Max_nodes: 30 | Time: nans | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -Index: 60 | Max_nodes: 33 | Time: nans | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -Index: 84 | Max_nodes: 33 | Time: nans | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| - -........................... -Average time: -nans - -36 permutations have 9 active nodes. -Index: 89 | Max_nodes: 26 | Time: nans | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -Index: 71 | Max_nodes: 26 | Time: nans | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -Index: 113 | Max_nodes: 26 | Time: nans | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -Index: 65 | Max_nodes: 26 | Time: nans | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -Index: 57 | Max_nodes: 28 | Time: nans | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -Index: 59 | Max_nodes: 28 | Time: nans | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -Index: 87 | Max_nodes: 29 | Time: nans | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -Index: 69 | Max_nodes: 29 | Time: nans | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -Index: 111 | Max_nodes: 29 | Time: nans | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -Index: 63 | Max_nodes: 29 | Time: nans | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -Index: 33 | Max_nodes: 30 | Time: nans | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -Index: 35 | Max_nodes: 30 | Time: nans | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -Index: 68 | Max_nodes: 30 | Time: nans | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -Index: 110 | Max_nodes: 30 | Time: nans | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -Index: 56 | Max_nodes: 31 | Time: nans | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -Index: 80 | Max_nodes: 31 | Time: nans | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -Index: 38 | Max_nodes: 31 | Time: nans | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -Index: 32 | Max_nodes: 31 | Time: nans | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -Index: 116 | Max_nodes: 32 | Time: nans | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -Index: 26 | Max_nodes: 32 | Time: nans | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -Index: 24 | Max_nodes: 32 | Time: nans | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -Index: 92 | Max_nodes: 32 | Time: nans | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -Index: 108 | Max_nodes: 33 | Time: nans | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -Index: 78 | Max_nodes: 33 | Time: nans | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -Index: 66 | Max_nodes: 33 | Time: nans | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -Index: 54 | Max_nodes: 33 | Time: nans | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -Index: 0 | Max_nodes: 34 | Time: nans | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Index: 118 | Max_nodes: 34 | Time: nans | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -Index: 94 | Max_nodes: 34 | Time: nans | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -Index: 2 | Max_nodes: 34 | Time: nans | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -Index: 90 | Max_nodes: 35 | Time: nans | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -Index: 36 | Max_nodes: 35 | Time: nans | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -Index: 114 | Max_nodes: 35 | Time: nans | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -Index: 30 | Max_nodes: 35 | Time: nans | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -Index: 91 | Max_nodes: 40 | Time: nans | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -Index: 115 | Max_nodes: 40 | Time: nans | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| - -........................... -Average time: -nans - -40 permutations have 10 active nodes. -Index: 107 | Max_nodes: 28 | Time: nans | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -Index: 105 | Max_nodes: 28 | Time: nans | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -Index: 83 | Max_nodes: 28 | Time: nans | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -Index: 81 | Max_nodes: 28 | Time: nans | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -Index: 45 | Max_nodes: 30 | Time: nans | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -Index: 41 | Max_nodes: 30 | Time: nans | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -Index: 39 | Max_nodes: 30 | Time: nans | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -Index: 47 | Max_nodes: 30 | Time: nans | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -Index: 44 | Max_nodes: 31 | Time: nans | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -Index: 34 | Max_nodes: 31 | Time: nans | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -Index: 58 | Max_nodes: 31 | Time: nans | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -Index: 104 | Max_nodes: 31 | Time: nans | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -Index: 28 | Max_nodes: 32 | Time: nans | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -Index: 25 | Max_nodes: 32 | Time: nans | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -Index: 72 | Max_nodes: 32 | Time: nans | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -Index: 48 | Max_nodes: 32 | Time: nans | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -Index: 50 | Max_nodes: 33 | Time: nans | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -Index: 74 | Max_nodes: 33 | Time: nans | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -Index: 55 | Max_nodes: 33 | Time: nans | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -Index: 102 | Max_nodes: 33 | Time: nans | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -Index: 64 | Max_nodes: 34 | Time: nans | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -Index: 112 | Max_nodes: 34 | Time: nans | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -Index: 70 | Max_nodes: 34 | Time: nans | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -Index: 88 | Max_nodes: 34 | Time: nans | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -Index: 1 | Max_nodes: 34 | Time: nans | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -Index: 29 | Max_nodes: 34 | Time: nans | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -Index: 27 | Max_nodes: 34 | Time: nans | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -Index: 4 | Max_nodes: 34 | Time: nans | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -Index: 42 | Max_nodes: 35 | Time: nans | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -Index: 31 | Max_nodes: 35 | Time: nans | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -Index: 14 | Max_nodes: 35 | Time: nans | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -Index: 8 | Max_nodes: 35 | Time: nans | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -Index: 12 | Max_nodes: 36 | Time: nans | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -Index: 6 | Max_nodes: 36 | Time: nans | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -Index: 5 | Max_nodes: 36 | Time: nans | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -Index: 3 | Max_nodes: 36 | Time: nans | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -Index: 61 | Max_nodes: 40 | Time: nans | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -Index: 67 | Max_nodes: 40 | Time: nans | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -Index: 85 | Max_nodes: 40 | Time: nans | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -Index: 109 | Max_nodes: 40 | Time: nans | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| - -........................... -Average time: -nans - -20 permutations have 11 active nodes. -Index: 96 | Max_nodes: 32 | Time: nans | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -Index: 49 | Max_nodes: 32 | Time: nans | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -Index: 106 | Max_nodes: 33 | Time: nans | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -Index: 98 | Max_nodes: 33 | Time: nans | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -Index: 82 | Max_nodes: 33 | Time: nans | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -Index: 52 | Max_nodes: 33 | Time: nans | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -Index: 46 | Max_nodes: 33 | Time: nans | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -Index: 40 | Max_nodes: 33 | Time: nans | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -Index: 20 | Max_nodes: 35 | Time: nans | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -Index: 79 | Max_nodes: 35 | Time: nans | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -Index: 10 | Max_nodes: 35 | Time: nans | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -Index: 103 | Max_nodes: 35 | Time: nans | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -Index: 18 | Max_nodes: 36 | Time: nans | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -Index: 7 | Max_nodes: 36 | Time: nans | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -Index: 43 | Max_nodes: 37 | Time: nans | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -Index: 37 | Max_nodes: 37 | Time: nans | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -Index: 51 | Max_nodes: 38 | Time: nans | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -Index: 53 | Max_nodes: 38 | Time: nans | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -Index: 11 | Max_nodes: 42 | Time: nans | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -Index: 9 | Max_nodes: 42 | Time: nans | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| - -........................... -Average time: -nans - -16 permutations have 12 active nodes. -Index: 73 | Max_nodes: 34 | Time: nans | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -Index: 97 | Max_nodes: 34 | Time: nans | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -Index: 76 | Max_nodes: 35 | Time: nans | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -Index: 100 | Max_nodes: 35 | Time: nans | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -Index: 16 | Max_nodes: 37 | Time: nans | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -Index: 22 | Max_nodes: 37 | Time: nans | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -Index: 13 | Max_nodes: 38 | Time: nans | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -Index: 19 | Max_nodes: 38 | Time: nans | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -Index: 75 | Max_nodes: 38 | Time: nans | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -Index: 77 | Max_nodes: 38 | Time: nans | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -Index: 99 | Max_nodes: 38 | Time: nans | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -Index: 101 | Max_nodes: 38 | Time: nans | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -Index: 15 | Max_nodes: 42 | Time: nans | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -Index: 17 | Max_nodes: 42 | Time: nans | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -Index: 21 | Max_nodes: 42 | Time: nans | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -Index: 23 | Max_nodes: 42 | Time: nans | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| - -........................... -Average time: -nans - -________________________________________________________________________________________________ - -6 permutations have 26 max nodes. -Index: 95 | Active_nodes: 8 | Time: nans | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -Index: 119 | Active_nodes: 8 | Time: nans | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -Index: 65 | Active_nodes: 9 | Time: nans | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -Index: 71 | Active_nodes: 9 | Time: nans | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -Index: 89 | Active_nodes: 9 | Time: nans | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -Index: 113 | Active_nodes: 9 | Time: nans | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| - -........................... -Average time: -nans - -6 permutations have 28 max nodes. -Index: 57 | Active_nodes: 9 | Time: nans | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -Index: 59 | Active_nodes: 9 | Time: nans | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -Index: 81 | Active_nodes: 10 | Time: nans | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -Index: 83 | Active_nodes: 10 | Time: nans | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -Index: 105 | Active_nodes: 10 | Time: nans | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -Index: 107 | Active_nodes: 10 | Time: nans | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| - -........................... -Average time: -nans - -6 permutations have 29 max nodes. -Index: 93 | Active_nodes: 8 | Time: nans | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -Index: 117 | Active_nodes: 8 | Time: nans | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -Index: 63 | Active_nodes: 9 | Time: nans | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -Index: 69 | Active_nodes: 9 | Time: nans | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -Index: 87 | Active_nodes: 9 | Time: nans | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -Index: 111 | Active_nodes: 9 | Time: nans | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| - -........................... -Average time: -nans - -10 permutations have 30 max nodes. -Index: 62 | Active_nodes: 8 | Time: nans | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -Index: 86 | Active_nodes: 8 | Time: nans | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -Index: 33 | Active_nodes: 9 | Time: nans | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -Index: 35 | Active_nodes: 9 | Time: nans | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -Index: 68 | Active_nodes: 9 | Time: nans | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -Index: 110 | Active_nodes: 9 | Time: nans | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -Index: 39 | Active_nodes: 10 | Time: nans | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -Index: 41 | Active_nodes: 10 | Time: nans | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -Index: 45 | Active_nodes: 10 | Time: nans | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -Index: 47 | Active_nodes: 10 | Time: nans | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| - -........................... -Average time: -nans - -8 permutations have 31 max nodes. -Index: 32 | Active_nodes: 9 | Time: nans | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -Index: 38 | Active_nodes: 9 | Time: nans | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -Index: 56 | Active_nodes: 9 | Time: nans | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -Index: 80 | Active_nodes: 9 | Time: nans | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -Index: 34 | Active_nodes: 10 | Time: nans | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -Index: 44 | Active_nodes: 10 | Time: nans | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -Index: 58 | Active_nodes: 10 | Time: nans | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -Index: 104 | Active_nodes: 10 | Time: nans | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| - -........................... -Average time: -nans - -10 permutations have 32 max nodes. -Index: 24 | Active_nodes: 9 | Time: nans | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -Index: 26 | Active_nodes: 9 | Time: nans | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -Index: 92 | Active_nodes: 9 | Time: nans | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -Index: 116 | Active_nodes: 9 | Time: nans | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -Index: 25 | Active_nodes: 10 | Time: nans | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -Index: 28 | Active_nodes: 10 | Time: nans | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -Index: 48 | Active_nodes: 10 | Time: nans | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -Index: 72 | Active_nodes: 10 | Time: nans | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -Index: 49 | Active_nodes: 11 | Time: nans | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -Index: 96 | Active_nodes: 11 | Time: nans | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| - -........................... -Average time: -nans - -16 permutations have 33 max nodes. -Index: 60 | Active_nodes: 8 | Time: nans | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -Index: 84 | Active_nodes: 8 | Time: nans | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -Index: 54 | Active_nodes: 9 | Time: nans | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -Index: 66 | Active_nodes: 9 | Time: nans | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -Index: 78 | Active_nodes: 9 | Time: nans | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -Index: 108 | Active_nodes: 9 | Time: nans | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -Index: 50 | Active_nodes: 10 | Time: nans | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -Index: 55 | Active_nodes: 10 | Time: nans | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -Index: 74 | Active_nodes: 10 | Time: nans | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -Index: 102 | Active_nodes: 10 | Time: nans | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -Index: 40 | Active_nodes: 11 | Time: nans | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -Index: 46 | Active_nodes: 11 | Time: nans | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -Index: 52 | Active_nodes: 11 | Time: nans | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -Index: 82 | Active_nodes: 11 | Time: nans | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -Index: 98 | Active_nodes: 11 | Time: nans | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -Index: 106 | Active_nodes: 11 | Time: nans | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| - -........................... -Average time: -nans - -14 permutations have 34 max nodes. -Index: 0 | Active_nodes: 9 | Time: nans | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Index: 2 | Active_nodes: 9 | Time: nans | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -Index: 94 | Active_nodes: 9 | Time: nans | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -Index: 118 | Active_nodes: 9 | Time: nans | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -Index: 1 | Active_nodes: 10 | Time: nans | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -Index: 4 | Active_nodes: 10 | Time: nans | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -Index: 27 | Active_nodes: 10 | Time: nans | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -Index: 29 | Active_nodes: 10 | Time: nans | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -Index: 64 | Active_nodes: 10 | Time: nans | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -Index: 70 | Active_nodes: 10 | Time: nans | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -Index: 88 | Active_nodes: 10 | Time: nans | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -Index: 112 | Active_nodes: 10 | Time: nans | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -Index: 73 | Active_nodes: 12 | Time: nans | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -Index: 97 | Active_nodes: 12 | Time: nans | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| - -........................... -Average time: -nans - -14 permutations have 35 max nodes. -Index: 30 | Active_nodes: 9 | Time: nans | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -Index: 36 | Active_nodes: 9 | Time: nans | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -Index: 90 | Active_nodes: 9 | Time: nans | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -Index: 114 | Active_nodes: 9 | Time: nans | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -Index: 8 | Active_nodes: 10 | Time: nans | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -Index: 14 | Active_nodes: 10 | Time: nans | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -Index: 31 | Active_nodes: 10 | Time: nans | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -Index: 42 | Active_nodes: 10 | Time: nans | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -Index: 10 | Active_nodes: 11 | Time: nans | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -Index: 20 | Active_nodes: 11 | Time: nans | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -Index: 79 | Active_nodes: 11 | Time: nans | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -Index: 103 | Active_nodes: 11 | Time: nans | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -Index: 76 | Active_nodes: 12 | Time: nans | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -Index: 100 | Active_nodes: 12 | Time: nans | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| - -........................... -Average time: -nans - -6 permutations have 36 max nodes. -Index: 3 | Active_nodes: 10 | Time: nans | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -Index: 5 | Active_nodes: 10 | Time: nans | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -Index: 6 | Active_nodes: 10 | Time: nans | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -Index: 12 | Active_nodes: 10 | Time: nans | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -Index: 7 | Active_nodes: 11 | Time: nans | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -Index: 18 | Active_nodes: 11 | Time: nans | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| - -........................... -Average time: -nans - -4 permutations have 37 max nodes. -Index: 37 | Active_nodes: 11 | Time: nans | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -Index: 43 | Active_nodes: 11 | Time: nans | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -Index: 16 | Active_nodes: 12 | Time: nans | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -Index: 22 | Active_nodes: 12 | Time: nans | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| - -........................... -Average time: -nans - -8 permutations have 38 max nodes. -Index: 51 | Active_nodes: 11 | Time: nans | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -Index: 53 | Active_nodes: 11 | Time: nans | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -Index: 13 | Active_nodes: 12 | Time: nans | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -Index: 19 | Active_nodes: 12 | Time: nans | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -Index: 75 | Active_nodes: 12 | Time: nans | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -Index: 77 | Active_nodes: 12 | Time: nans | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -Index: 99 | Active_nodes: 12 | Time: nans | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -Index: 101 | Active_nodes: 12 | Time: nans | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| - -........................... -Average time: -nans - -6 permutations have 40 max nodes. -Index: 91 | Active_nodes: 9 | Time: nans | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -Index: 115 | Active_nodes: 9 | Time: nans | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -Index: 61 | Active_nodes: 10 | Time: nans | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -Index: 67 | Active_nodes: 10 | Time: nans | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -Index: 85 | Active_nodes: 10 | Time: nans | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -Index: 109 | Active_nodes: 10 | Time: nans | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| - -........................... -Average time: -nans - -6 permutations have 42 max nodes. -Index: 9 | Active_nodes: 11 | Time: nans | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -Index: 11 | Active_nodes: 11 | Time: nans | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -Index: 15 | Active_nodes: 12 | Time: nans | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -Index: 17 | Active_nodes: 12 | Time: nans | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -Index: 21 | Active_nodes: 12 | Time: nans | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -Index: 23 | Active_nodes: 12 | Time: nans | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| - -........................... -Average time: -nans - -________________________________________________________________________________________________ - -execution time of: nans: Index: 0 | Max_nodes: 34 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Index: 1 | Max_nodes: 34 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -Index: 2 | Max_nodes: 34 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -Index: 3 | Max_nodes: 36 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -Index: 4 | Max_nodes: 34 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -Index: 5 | Max_nodes: 36 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -Index: 6 | Max_nodes: 36 | Active_nodes: 10 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -Index: 7 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -Index: 8 | Max_nodes: 35 | Active_nodes: 10 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -Index: 9 | Max_nodes: 42 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -Index: 10 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -Index: 11 | Max_nodes: 42 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -Index: 12 | Max_nodes: 36 | Active_nodes: 10 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -Index: 13 | Max_nodes: 38 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -Index: 14 | Max_nodes: 35 | Active_nodes: 10 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -Index: 15 | Max_nodes: 42 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -Index: 16 | Max_nodes: 37 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -Index: 17 | Max_nodes: 42 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -Index: 18 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -Index: 19 | Max_nodes: 38 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -Index: 20 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -Index: 21 | Max_nodes: 42 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -Index: 22 | Max_nodes: 37 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -Index: 23 | Max_nodes: 42 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -Index: 24 | Max_nodes: 32 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -Index: 25 | Max_nodes: 32 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -Index: 26 | Max_nodes: 32 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -Index: 27 | Max_nodes: 34 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -Index: 28 | Max_nodes: 32 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -Index: 29 | Max_nodes: 34 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -Index: 30 | Max_nodes: 35 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -Index: 31 | Max_nodes: 35 | Active_nodes: 10 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -Index: 32 | Max_nodes: 31 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -Index: 33 | Max_nodes: 30 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -Index: 34 | Max_nodes: 31 | Active_nodes: 10 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -Index: 35 | Max_nodes: 30 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -Index: 36 | Max_nodes: 35 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -Index: 37 | Max_nodes: 37 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -Index: 38 | Max_nodes: 31 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -Index: 39 | Max_nodes: 30 | Active_nodes: 10 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -Index: 40 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -Index: 41 | Max_nodes: 30 | Active_nodes: 10 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -Index: 42 | Max_nodes: 35 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -Index: 43 | Max_nodes: 37 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -Index: 44 | Max_nodes: 31 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -Index: 45 | Max_nodes: 30 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -Index: 46 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -Index: 47 | Max_nodes: 30 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -Index: 48 | Max_nodes: 32 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -Index: 49 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -Index: 50 | Max_nodes: 33 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -Index: 51 | Max_nodes: 38 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -Index: 52 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -Index: 53 | Max_nodes: 38 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -Index: 54 | Max_nodes: 33 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -Index: 55 | Max_nodes: 33 | Active_nodes: 10 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -Index: 56 | Max_nodes: 31 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -Index: 57 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -Index: 58 | Max_nodes: 31 | Active_nodes: 10 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -Index: 59 | Max_nodes: 28 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -Index: 60 | Max_nodes: 33 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -Index: 61 | Max_nodes: 40 | Active_nodes: 10 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -Index: 62 | Max_nodes: 30 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -Index: 63 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -Index: 64 | Max_nodes: 34 | Active_nodes: 10 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -Index: 65 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -Index: 66 | Max_nodes: 33 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -Index: 67 | Max_nodes: 40 | Active_nodes: 10 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -Index: 68 | Max_nodes: 30 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -Index: 69 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -Index: 70 | Max_nodes: 34 | Active_nodes: 10 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -Index: 71 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -Index: 72 | Max_nodes: 32 | Active_nodes: 10 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -Index: 73 | Max_nodes: 34 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -Index: 74 | Max_nodes: 33 | Active_nodes: 10 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -Index: 75 | Max_nodes: 38 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -Index: 76 | Max_nodes: 35 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -Index: 77 | Max_nodes: 38 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -Index: 78 | Max_nodes: 33 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -Index: 79 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -Index: 80 | Max_nodes: 31 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -Index: 81 | Max_nodes: 28 | Active_nodes: 10 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -Index: 82 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -Index: 83 | Max_nodes: 28 | Active_nodes: 10 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -Index: 84 | Max_nodes: 33 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -Index: 85 | Max_nodes: 40 | Active_nodes: 10 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -Index: 86 | Max_nodes: 30 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -Index: 87 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -Index: 88 | Max_nodes: 34 | Active_nodes: 10 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -Index: 89 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -Index: 90 | Max_nodes: 35 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -Index: 91 | Max_nodes: 40 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -Index: 92 | Max_nodes: 32 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -Index: 93 | Max_nodes: 29 | Active_nodes: 8 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -Index: 94 | Max_nodes: 34 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -Index: 95 | Max_nodes: 26 | Active_nodes: 8 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -Index: 96 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -Index: 97 | Max_nodes: 34 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -Index: 98 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -Index: 99 | Max_nodes: 38 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -Index: 100 | Max_nodes: 35 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -Index: 101 | Max_nodes: 38 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -Index: 102 | Max_nodes: 33 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -Index: 103 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -Index: 104 | Max_nodes: 31 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -Index: 105 | Max_nodes: 28 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -Index: 106 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -Index: 107 | Max_nodes: 28 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -Index: 108 | Max_nodes: 33 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -Index: 109 | Max_nodes: 40 | Active_nodes: 10 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -Index: 110 | Max_nodes: 30 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -Index: 111 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -Index: 112 | Max_nodes: 34 | Active_nodes: 10 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -Index: 113 | Max_nodes: 26 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -Index: 114 | Max_nodes: 35 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -Index: 115 | Max_nodes: 40 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -Index: 116 | Max_nodes: 32 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -Index: 117 | Max_nodes: 29 | Active_nodes: 8 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -Index: 118 | Max_nodes: 34 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -Index: 119 | Max_nodes: 26 | Active_nodes: 8 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| - -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/grover-v-chain_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/grover-v-chain_indep_qiskit_controls.txt deleted file mode 100644 index 64aa28f5..00000000 --- a/test/BenchmarkQuasm/results/grover-v-chain_indep_qiskit_controls.txt +++ /dev/null @@ -1,523 +0,0 @@ -Start Simulation of grover-v-chain_indep_qiskit_2__________________________________________________ - -i: 0 1 -1: h | -2: | x -3:======== -4: 0 | -5: | 1 -o: 0 1 -Computed Permutation: ................0 -> 0|1 -> 1| -Original Permutation: ................0 -> 0|1 -> 1| -Identity Duration: 9.3399e-06s............................. -Permuted 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-121:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...c...|...|...|...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -122:..u2...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) -123:...|..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) -124:...|...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) -125:...|...|...|...z...| -126:==================== -127:...0...|...|...|...| -128:...|...1...|...|...| -129:...|...|...2...|...| -130:...|...|...|...3...| -131:...|...|...|...|...4 -..o:...0...1...2...3...4 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: 7.5901e-04s............................. -Permuted Duration: 7.6202e-04s............................. -Identity active_nodes: 9 ...................................... -Permuted active_nodes: 9 ...................................... -Identity max_nodes: 34 ...................................... -Permuted max_nodes: 34 ...................................... -________________________________________________________________________________________________ - -Start Simulation of grover-v-chain_indep_qiskit_6__________________________________________________ - -..i:...0...1...2...3...4 -..1:...h...|...|...|...| -..2:...|...h...|...|...| -..3:...|...|...h...|...| -..4:...|...|...|...h...| -..5:...|...|...|...|...x -..6:...|...|...|...c...p p: (3.9270e-01) -..7:...|...|...x...c...| -..8:...|...|...c...|...p p: (-3.9270e-01) -..9:...|...|...x...c...| -.10:...|...|...c...|...p p: (3.9270e-01) -.11:...|...x...c...|...| -.12:...|...c...|...|...p p: (-3.9270e-01) -.13:...|...x...|...c...| -.14:...|...c...|...|...p p: (3.9270e-01) -.15:...|...x...c...|...| -.16:...|...c...|...|...p p: (-3.9270e-01) -.17:...|...x...|...c...| -.18:...|...c...|...|...p p: (3.9270e-01) -.19:...x...c...|...|...| -.20:...c...|...|...|...p p: (-3.9270e-01) -.21:...x...|...|...c...| -.22:...c...|...|...|...p p: (3.9270e-01) -.23:...x...|...c...|...| -.24:...c...|...|...|...p p: (-3.9270e-01) -.25:...x...|...|...c...| -.26:...c...|...|...|...p p: (3.9270e-01) -.27:...x...c...|...|...| -.28:...c...|...|...|...p p: (-3.9270e-01) -.29:...|..ry...|...|...| p: (1.5708e+00) -.30:...x...|...|...c...| -.31:...c...|...|...|...p p: (3.9270e-01) -.32:...x...|...c...|...| -.33:...c...|...|...|...p p: (-3.9270e-01) -.34:...|...|..ry...|...| p: (1.5708e+00) -.35:...x...|...|...c...| -.36:...c...|...|...|...p p: (3.9270e-01) -.37:..ry...|...|...|...| p: (1.5708e+00) -.38:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...c...|...|...|...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -.39:...|...|...|...z...| -.40:...|...|...c...x...c -.41:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...c...|...|...|...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -.42:..u2...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) -.43:...|..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) -.44:...|...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) -.45:...|...|...|...z...| -.46:...|...|...|...c...p p: (3.9270e-01) -.47:...|...|...x...c...| -.48:...|...|...c...|...p p: (-3.9270e-01) -.49:...|...|...x...c...| -.50:...|...|...c...|...p p: (3.9270e-01) -.51:...|...x...c...|...| -.52:...|...c...|...|...p p: (-3.9270e-01) -.53:...|...x...|...c...| -.54:...|...c...|...|...p p: (3.9270e-01) -.55:...|...x...c...|...| -.56:...|...c...|...|...p p: (-3.9270e-01) -.57:...|...x...|...c...| -.58:...|...c...|...|...p p: (3.9270e-01) -.59:...x...c...|...|...| -.60:...c...|...|...|...p p: (-3.9270e-01) -.61:...x...|...|...c...| -.62:...c...|...|...|...p p: (3.9270e-01) -.63:...x...|...c...|...| -.64:...c...|...|...|...p p: (-3.9270e-01) -.65:...x...|...|...c...| -.66:...c...|...|...|...p p: (3.9270e-01) -.67:...x...c...|...|...| -.68:...c...|...|...|...p p: (-3.9270e-01) -.69:...|..ry...|...|...| p: (1.5708e+00) -.70:...x...|...|...c...| -.71:...c...|...|...|...p p: (3.9270e-01) -.72:...x...|...c...|...| -.73:...c...|...|...|...p p: (-3.9270e-01) -.74:...|...|..ry...|...| p: (1.5708e+00) -.75:...x...|...|...c...| -.76:...c...|...|...|...p p: (3.9270e-01) -.77:..ry...|...|...|...| p: (1.5708e+00) -.78:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...c...|...|...|...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -.79:...|...|...|...z...| -.80:...|...|...c...x...c -.81:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...c...|...|...|...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -.82:..u2...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) -.83:...|..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) -.84:...|...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) -.85:...|...|...|...z...| -.86:...|...|...|...c...p p: (3.9270e-01) -.87:...|...|...x...c...| -.88:...|...|...c...|...p p: (-3.9270e-01) -.89:...|...|...x...c...| -.90:...|...|...c...|...p p: (3.9270e-01) -.91:...|...x...c...|...| -.92:...|...c...|...|...p p: (-3.9270e-01) -.93:...|...x...|...c...| -.94:...|...c...|...|...p p: (3.9270e-01) -.95:...|...x...c...|...| -.96:...|...c...|...|...p p: (-3.9270e-01) -.97:...|...x...|...c...| -.98:...|...c...|...|...p p: (3.9270e-01) -.99:...x...c...|...|...| -100:...c...|...|...|...p p: (-3.9270e-01) -101:...x...|...|...c...| -102:...c...|...|...|...p p: (3.9270e-01) -103:...x...|...c...|...| -104:...c...|...|...|...p p: (-3.9270e-01) -105:...x...|...|...c...| -106:...c...|...|...|...p p: (3.9270e-01) -107:...x...c...|...|...| -108:...c...|...|...|...p p: (-3.9270e-01) -109:...|..ry...|...|...| p: (1.5708e+00) -110:...x...|...|...c...| -111:...c...|...|...|...p p: (3.9270e-01) -112:...x...|...c...|...| -113:...c...|...|...|...p p: (-3.9270e-01) -114:...|...|..ry...|...| p: (1.5708e+00) -115:...x...|...|...c...| -116:...c...|...|...|...p p: (3.9270e-01) -117:..ry...|...|...|...| p: (1.5708e+00) -118:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...c...|...|...|...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -119:...|...|...|...z...| -120:...|...|...c...x...c -121:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...c...|...|...|...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -122:..u2...|...|...|...| p: (-3.1416e+00) (-3.1416e+00) -123:...|..u2...|...|...| p: (-3.1416e+00) (-3.1416e+00) -124:...|...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) -125:...|...|...|...z...| -126:==================== -127:...0...|...|...|...| -128:...|...1...|...|...| -129:...|...|...2...|...| -130:...|...|...|...3...| -131:...|...|...|...|...4 -..o:...0...1...2...3...4 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: -nans............................. -Permuted Duration: nans............................. -Identity active_nodes: 9 ...................................... -Permuted active_nodes: 9 ...................................... -Identity max_nodes: 34 ...................................... -Permuted max_nodes: 34 ...................................... -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/portfolioqaoa_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/portfolioqaoa_indep_qiskit_all.txt deleted file mode 100644 index 75a91eac..00000000 --- a/test/BenchmarkQuasm/results/portfolioqaoa_indep_qiskit_all.txt +++ /dev/null @@ -1,3814 +0,0 @@ -Start Simulation of portfolioqaoa_indep_qiskit_3__________________________________________________ - - i: 0 1 2 - 1: u2 | | p: (-0.0866959) (-3.14159) - 2: | u2 | p: (-0.0867691) (-3.14159) - 3: rzz rzz | p: (0.0863372) - 4: | | u2 p: (-0.0866348) (-3.14159) - 5: rzz | rzz p: (0.0863159) - 6: u | | p: (2.27248) (-1.1733) (-1.5708) - 7: | rzz rzz p: (0.0863219) - 8: | u | p: (2.27248) (-1.17562) (-1.5708) - 9: rzz rzz | p: (2.73274) -10: | | u p: (2.27248) (-1.17137) (-1.5708) -11: rzz | rzz p: (2.73207) -12: u | | p: (1.61322) (1.56931) (1.5708) -13: | rzz rzz p: (2.73226) -14: | u | p: (1.61322) (1.57196) (1.5708) -15: rzz rzz | p: (-3.12711) -16: | | u p: (1.61322) (1.5671) (1.5708) -17: rzz | rzz p: (-3.12634) -18: rx | | p: (-10.0815) -19: | rzz rzz p: (-3.12656) -20: | rx | p: (-10.0815) -21: | | rx p: (-10.0815) -22:============ -23: 0 | | -24: | 1 | -25: | | 2 -26:============ -27: 3 | | -28: | 4 | -29: | | 5 - o: 0 1 2 -Total Permutations: 6 -Min time: 1.4831e-04s................. Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| -Max time: 1.5200e-04s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Min active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Min max nodes: 14 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max max nodes: 14 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -________________________________________________________________________________________________ - -6 permutations have 3 active nodes. -Index: 5 | Max_nodes: 14 | Time: 1.4831e-04s | 0 -> 2|1 -> 1|2 -> 0| -Index: 4 | Max_nodes: 14 | Time: 1.4892e-04s | 0 -> 2|1 -> 0|2 -> 1| -Index: 1 | Max_nodes: 14 | Time: 1.5005e-04s | 0 -> 0|1 -> 2|2 -> 1| -Index: 2 | Max_nodes: 14 | Time: 1.5053e-04s | 0 -> 1|1 -> 0|2 -> 2| -Index: 3 | Max_nodes: 14 | Time: 1.5124e-04s | 0 -> 1|1 -> 2|2 -> 0| -Index: 0 | Max_nodes: 14 | Time: 1.5200e-04s | 0 -> 0|1 -> 1|2 -> 2| - -........................... -Average time: 1.5017e-04s - -________________________________________________________________________________________________ - -6 permutations have 14 max nodes. -Index: 5 | Active_nodes: 3 | Time: 1.4831e-04s | 0 -> 2|1 -> 1|2 -> 0| -Index: 4 | Active_nodes: 3 | Time: 1.4892e-04s | 0 -> 2|1 -> 0|2 -> 1| -Index: 1 | Active_nodes: 3 | Time: 1.5005e-04s | 0 -> 0|1 -> 2|2 -> 1| -Index: 2 | Active_nodes: 3 | Time: 1.5053e-04s | 0 -> 1|1 -> 0|2 -> 2| -Index: 3 | Active_nodes: 3 | Time: 1.5124e-04s | 0 -> 1|1 -> 2|2 -> 0| -Index: 0 | Active_nodes: 3 | Time: 1.5200e-04s | 0 -> 0|1 -> 1|2 -> 2| - -........................... -Average time: 1.5017e-04s - -________________________________________________________________________________________________ - -execution time of: 1.4831e-04s: Index: 5 | Max_nodes: 14 | Active_nodes: 3 | 0 -> 2|1 -> 1|2 -> 0| - -execution time of: 1.4892e-04s: Index: 4 | Max_nodes: 14 | Active_nodes: 3 | 0 -> 2|1 -> 0|2 -> 1| - -execution time of: 1.5005e-04s: Index: 1 | Max_nodes: 14 | Active_nodes: 3 | 0 -> 0|1 -> 2|2 -> 1| - -execution time of: 1.5053e-04s: Index: 2 | Max_nodes: 14 | Active_nodes: 3 | 0 -> 1|1 -> 0|2 -> 2| - -execution time of: 1.5124e-04s: Index: 3 | Max_nodes: 14 | Active_nodes: 3 | 0 -> 1|1 -> 2|2 -> 0| - -execution time of: 1.5200e-04s: Index: 0 | Max_nodes: 14 | Active_nodes: 3 | 0 -> 0|1 -> 1|2 -> 2| - -________________________________________________________________________________________________ - -Start Simulation of portfolioqaoa_indep_qiskit_4__________________________________________________ - -.i:...0...1...2...3 -.1:..u2...|...|...| p: (-7.9592e-02) (-3.1416e+00) -.2:...|..u2...|...| p: (-1.4045e-02) (-3.1416e+00) -.3:.rzz.rzz...|...| p: (7.0256e+00) -.4:...|...|..u2...| p: (-8.9335e-03) (-3.1416e+00) -.5:.rzz...|.rzz...| p: (7.0250e+00) -.6:...|.rzz.rzz...| p: (7.0255e+00) -.7:...|...|...|..u2 p: (3.7753e-02) (-3.1416e+00) -.8:.rzz...|...|.rzz p: (7.0264e+00) -.9:...u...|...|...| p: (2.8102e-01) (-1.5216e+00) (1.5708e+00) -10:...|.rzz...|.rzz p: (7.0255e+00) -11:...|...u...|...| p: (2.8102e-01) (-1.5621e+00) (1.5708e+00) -12:.rzz.rzz...|...| p: (-4.3431e+00) -13:...|...|.rzz.rzz p: (7.0262e+00) -14:...|...|...u...| p: (2.8102e-01) (-1.5653e+00) (1.5708e+00) -15:.rzz...|.rzz...| p: (-4.3427e+00) -16:...|.rzz.rzz...| p: (-4.3430e+00) -17:...|...|...|...u p: (2.8102e-01) (-1.5941e+00) (1.5708e+00) -18:.rzz...|...|.rzz p: (-4.3436e+00) -19:...u...|...|...| p: (2.5311e+00) (-1.5066e+00) (1.5708e+00) -20:...|.rzz...|.rzz p: (-4.3430e+00) -21:...|...u...|...| p: (2.5311e+00) (-1.5595e+00) (1.5708e+00) -22:.rzz.rzz...|...| p: (-5.6650e+00) -23:...|...|.rzz.rzz p: (-4.3435e+00) -24:...|...|...u...| p: (2.5311e+00) (-1.5636e+00) (1.5708e+00) -25:.rzz...|.rzz...| p: (-5.6645e+00) -26:...|.rzz.rzz...| p: (-5.6649e+00) -27:...|...|...|...u p: (2.5311e+00) (-1.6012e+00) (1.5708e+00) -28:.rzz...|...|.rzz p: (-5.6657e+00) -29:..rx...|...|...| p: (-3.1802e+00) -30:...|.rzz...|.rzz p: (-5.6649e+00) -31:...|..rx...|...| p: (-3.1802e+00) -32:...|...|.rzz.rzz p: (-5.6655e+00) -33:...|...|..rx...| p: (-3.1802e+00) -34:...|...|...|..rx p: (-3.1802e+00) -35:================ -36:...0...|...|...| -37:...|...1...|...| -38:...|...|...2...| -39:...|...|...|...3 -40:================ -41:...4...|...|...| -42:...|...5...|...| -43:...|...|...6...| -44:...|...|...|...7 -.o:...0...1...2...3 -Total Permutations: 24 -Min time: 2.9091e-04s................. Permutation 17 : 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -Max time: 3.1119e-04s................. Permutation 3 : 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -Min active nodes: 4 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Min max nodes: 30 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Max active nodes: 4 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Max max nodes: 30 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -________________________________________________________________________________________________ - -24 permutations have 4 active nodes. -Index: 17 | Max_nodes: 30 | Time: 2.9091e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -Index: 16 | Max_nodes: 30 | Time: 2.9265e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| -Index: 21 | Max_nodes: 30 | Time: 2.9433e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| -Index: 23 | Max_nodes: 30 | Time: 2.9475e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -Index: 15 | Max_nodes: 30 | Time: 2.9515e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -Index: 14 | Max_nodes: 30 | Time: 2.9588e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -Index: 22 | Max_nodes: 30 | Time: 2.9606e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| -Index: 20 | Max_nodes: 30 | Time: 2.9704e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -Index: 10 | Max_nodes: 30 | Time: 2.9815e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| -Index: 18 | Max_nodes: 30 | Time: 2.9818e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| -Index: 19 | Max_nodes: 30 | Time: 2.9819e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| -Index: 8 | Max_nodes: 30 | Time: 2.9877e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| -Index: 9 | Max_nodes: 30 | Time: 2.9924e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -Index: 12 | Max_nodes: 30 | Time: 2.9937e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -Index: 11 | Max_nodes: 30 | Time: 3.0105e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -Index: 7 | Max_nodes: 30 | Time: 3.0173e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -Index: 13 | Max_nodes: 30 | Time: 3.0225e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| -Index: 5 | Max_nodes: 30 | Time: 3.0303e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| -Index: 6 | Max_nodes: 30 | Time: 3.0368e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -Index: 4 | Max_nodes: 30 | Time: 3.0588e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -Index: 2 | Max_nodes: 30 | Time: 3.0806e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -Index: 0 | Max_nodes: 30 | Time: 3.0888e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Index: 1 | Max_nodes: 30 | Time: 3.1073e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -Index: 3 | Max_nodes: 30 | Time: 3.1119e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| - -........................... -Average time: 3.0021e-04s - -________________________________________________________________________________________________ - -24 permutations have 30 max nodes. -Index: 17 | Active_nodes: 4 | Time: 2.9091e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -Index: 16 | Active_nodes: 4 | Time: 2.9265e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| -Index: 21 | Active_nodes: 4 | Time: 2.9433e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| -Index: 23 | Active_nodes: 4 | Time: 2.9475e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -Index: 15 | Active_nodes: 4 | Time: 2.9515e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -Index: 14 | Active_nodes: 4 | Time: 2.9588e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -Index: 22 | Active_nodes: 4 | Time: 2.9606e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| -Index: 20 | Active_nodes: 4 | Time: 2.9704e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -Index: 10 | Active_nodes: 4 | Time: 2.9815e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| -Index: 18 | Active_nodes: 4 | Time: 2.9818e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| -Index: 19 | Active_nodes: 4 | Time: 2.9819e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| -Index: 8 | Active_nodes: 4 | Time: 2.9877e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| -Index: 9 | Active_nodes: 4 | Time: 2.9924e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -Index: 12 | Active_nodes: 4 | Time: 2.9937e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -Index: 11 | Active_nodes: 4 | Time: 3.0105e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -Index: 7 | Active_nodes: 4 | Time: 3.0173e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -Index: 13 | Active_nodes: 4 | Time: 3.0225e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| -Index: 5 | Active_nodes: 4 | Time: 3.0303e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| -Index: 6 | Active_nodes: 4 | Time: 3.0368e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -Index: 4 | Active_nodes: 4 | Time: 3.0588e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -Index: 2 | Active_nodes: 4 | Time: 3.0806e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -Index: 0 | Active_nodes: 4 | Time: 3.0888e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Index: 1 | Active_nodes: 4 | Time: 3.1073e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -Index: 3 | Active_nodes: 4 | Time: 3.1119e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| - -........................... -Average time: 3.0021e-04s - -________________________________________________________________________________________________ - -execution time of: 2.9091e-04s: Index: 17 | Max_nodes: 30 | Active_nodes: 4 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| - -execution time of: 2.9265e-04s: Index: 16 | Max_nodes: 30 | Active_nodes: 4 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| - -execution time of: 2.9433e-04s: Index: 21 | Max_nodes: 30 | Active_nodes: 4 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| - -execution time of: 2.9475e-04s: Index: 23 | Max_nodes: 30 | Active_nodes: 4 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| - -execution time of: 2.9515e-04s: Index: 15 | Max_nodes: 30 | Active_nodes: 4 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| - -execution time of: 2.9588e-04s: Index: 14 | Max_nodes: 30 | Active_nodes: 4 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| - -execution time of: 2.9606e-04s: Index: 22 | Max_nodes: 30 | Active_nodes: 4 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| - -execution time of: 2.9704e-04s: Index: 20 | Max_nodes: 30 | Active_nodes: 4 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| - -execution time of: 2.9815e-04s: Index: 10 | Max_nodes: 30 | Active_nodes: 4 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| - -execution time of: 2.9818e-04s: Index: 18 | Max_nodes: 30 | Active_nodes: 4 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| - -execution time of: 2.9819e-04s: Index: 19 | Max_nodes: 30 | Active_nodes: 4 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| - -execution time of: 2.9877e-04s: Index: 8 | Max_nodes: 30 | Active_nodes: 4 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| - -execution time of: 2.9924e-04s: Index: 9 | Max_nodes: 30 | Active_nodes: 4 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| - -execution time of: 2.9937e-04s: Index: 12 | Max_nodes: 30 | Active_nodes: 4 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| - -execution time of: 3.0105e-04s: Index: 11 | Max_nodes: 30 | Active_nodes: 4 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| - -execution time of: 3.0173e-04s: Index: 7 | Max_nodes: 30 | Active_nodes: 4 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| - -execution time of: 3.0225e-04s: Index: 13 | Max_nodes: 30 | Active_nodes: 4 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| - -execution time of: 3.0303e-04s: Index: 5 | Max_nodes: 30 | Active_nodes: 4 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| - -execution time of: 3.0368e-04s: Index: 6 | Max_nodes: 30 | Active_nodes: 4 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| - -execution time of: 3.0588e-04s: Index: 4 | Max_nodes: 30 | Active_nodes: 4 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| - -execution time of: 3.0806e-04s: Index: 2 | Max_nodes: 30 | Active_nodes: 4 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| - -execution time of: 3.0888e-04s: Index: 0 | Max_nodes: 30 | Active_nodes: 4 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| - -execution time of: 3.1073e-04s: Index: 1 | Max_nodes: 30 | Active_nodes: 4 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| - -execution time of: 3.1119e-04s: Index: 3 | Max_nodes: 30 | Active_nodes: 4 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| - -________________________________________________________________________________________________ - -Start Simulation of portfolioqaoa_indep_qiskit_5__________________________________________________ - -.i:...0...1...2...3...4 -.1:..u2...|...|...|...| p: (4.2880e-01) (-3.1416e+00) -.2:...|..u2...|...|...| p: (4.1371e-01) (-3.1416e+00) -.3:.rzz.rzz...|...|...| p: (5.8829e+00) -.4:...|...|..u2...|...| p: (3.6509e-01) (-3.1416e+00) -.5:.rzz...|.rzz...|...| p: (5.8836e+00) -.6:...|.rzz.rzz...|...| p: (5.8832e+00) -.7:...|...|...|..u2...| p: (4.0628e-01) (-3.1416e+00) -.8:.rzz...|...|.rzz...| p: (5.8834e+00) -.9:...|.rzz...|.rzz...| p: (5.8835e+00) -10:...|...|.rzz.rzz...| p: (5.8831e+00) -11:...|...|...|...|..u2 p: (3.7748e-01) (-3.1416e+00) -12:.rzz...|...|...|.rzz p: (5.8837e+00) -13:...u...|...|...|...| p: (1.8024e+00) (-2.8489e+00) (-1.5708e+00) -14:...|.rzz...|...|.rzz p: (5.8831e+00) -15:...|...u...|...|...| p: (1.8024e+00) (-2.8603e+00) (-1.5708e+00) -16:.rzz.rzz...|...|...| p: (4.4412e+00) -17:...|...|.rzz...|.rzz p: (5.8836e+00) -18:...|...|...u...|...| p: (1.8024e+00) (-2.8970e+00) (-1.5708e+00) -19:.rzz...|.rzz...|...| p: (4.4417e+00) -20:...|.rzz.rzz...|...| p: (4.4414e+00) -21:...|...|...|.rzz.rzz p: (5.8832e+00) -22:...|...|...|...u...| p: (1.8024e+00) (-2.8659e+00) (-1.5708e+00) -23:.rzz...|...|.rzz...| p: (4.4416e+00) -24:...|.rzz...|.rzz...| p: (4.4416e+00) -25:...|...|.rzz.rzz...| p: (4.4414e+00) -26:...|...|...|...|...u p: (1.8024e+00) (-2.8876e+00) (-1.5708e+00) -27:.rzz...|...|...|.rzz p: (4.4418e+00) -28:...u...|...|...|...| p: (1.0689e+00) (-2.4699e+00) (1.5708e+00) -29:...|.rzz...|...|.rzz p: (4.4414e+00) -30:...|...u...|...|...| p: (1.0689e+00) (-2.4884e+00) (1.5708e+00) -31:.rzz.rzz...|...|...| p: (7.2173e+00) -32:...|...|.rzz...|.rzz p: (4.4417e+00) -33:...|...|...u...|...| p: (1.0689e+00) (-2.5481e+00) (1.5708e+00) -34:.rzz...|.rzz...|...| p: (7.2182e+00) -35:...|.rzz.rzz...|...| p: (7.2177e+00) -36:...|...|...|.rzz.rzz p: (4.4414e+00) -37:...|...|...|...u...| p: (1.0689e+00) (-2.4976e+00) (1.5708e+00) -38:.rzz...|...|.rzz...| p: (7.2179e+00) -39:...|.rzz...|.rzz...| p: (7.2180e+00) -40:...|...|.rzz.rzz...| p: (7.2176e+00) -41:...|...|...|...|...u p: (1.0689e+00) (-2.5329e+00) (1.5708e+00) -42:.rzz...|...|...|.rzz p: (7.2182e+00) -43:..rx...|...|...|...| p: (8.7839e+00) -44:...|.rzz...|...|.rzz p: (7.2176e+00) -45:...|..rx...|...|...| p: (8.7839e+00) -46:...|...|.rzz...|.rzz p: (7.2182e+00) -47:...|...|..rx...|...| p: (8.7839e+00) -48:...|...|...|.rzz.rzz p: (7.2176e+00) -49:...|...|...|..rx...| p: (8.7839e+00) -50:...|...|...|...|..rx p: (8.7839e+00) -51:==================== -52:...0...|...|...|...| -53:...|...1...|...|...| -54:...|...|...2...|...| -55:...|...|...|...3...| -56:...|...|...|...|...4 -57:==================== -58:...5...|...|...|...| -59:...|...6...|...|...| -60:...|...|...7...|...| -61:...|...|...|...8...| -62:...|...|...|...|...9 -.o:...0...1...2...3...4 -Total Permutations: 120 -Min time: 5.6262e-04s................. Permutation 110: 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -Max time: 6.2413e-04s................. Permutation 18 : 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -Min active nodes: 5 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Min max nodes: 62 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Max active nodes: 5 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Max max nodes: 62 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -________________________________________________________________________________________________ - -120 permutations have 5 active nodes. -Index: 110 | Max_nodes: 62 | Time: 5.6262e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -Index: 92 | Max_nodes: 62 | Time: 5.6329e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -Index: 86 | Max_nodes: 62 | Time: 5.6536e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -Index: 115 | Max_nodes: 62 | Time: 5.6567e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -Index: 118 | Max_nodes: 62 | Time: 5.6575e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -Index: 94 | Max_nodes: 62 | Time: 5.6578e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -Index: 119 | Max_nodes: 62 | Time: 5.6621e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -Index: 116 | Max_nodes: 62 | Time: 5.6721e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -Index: 88 | Max_nodes: 62 | Time: 5.6750e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -Index: 89 | Max_nodes: 62 | Time: 5.6792e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -Index: 82 | Max_nodes: 62 | Time: 5.6807e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -Index: 80 | Max_nodes: 62 | Time: 5.6848e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -Index: 112 | Max_nodes: 62 | Time: 5.6890e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -Index: 70 | Max_nodes: 62 | Time: 5.6916e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -Index: 113 | Max_nodes: 62 | Time: 5.6943e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -Index: 91 | Max_nodes: 62 | Time: 5.6993e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -Index: 68 | Max_nodes: 62 | Time: 5.7046e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -Index: 117 | Max_nodes: 62 | Time: 5.7074e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -Index: 95 | Max_nodes: 62 | Time: 5.7076e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -Index: 62 | Max_nodes: 62 | Time: 5.7112e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -Index: 108 | Max_nodes: 62 | Time: 5.7131e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -Index: 103 | Max_nodes: 62 | Time: 5.7164e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -Index: 106 | Max_nodes: 62 | Time: 5.7181e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -Index: 104 | Max_nodes: 62 | Time: 5.7211e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -Index: 60 | Max_nodes: 62 | Time: 5.7273e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -Index: 71 | Max_nodes: 62 | Time: 5.7273e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -Index: 64 | Max_nodes: 62 | Time: 5.7283e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -Index: 114 | Max_nodes: 62 | Time: 5.7316e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -Index: 98 | Max_nodes: 62 | Time: 5.7336e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -Index: 79 | Max_nodes: 62 | Time: 5.7339e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -Index: 90 | Max_nodes: 62 | Time: 5.7343e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -Index: 67 | Max_nodes: 62 | Time: 5.7431e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -Index: 44 | Max_nodes: 62 | Time: 5.7442e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -Index: 58 | Max_nodes: 62 | Time: 5.7516e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -Index: 66 | Max_nodes: 62 | Time: 5.7522e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -Index: 65 | Max_nodes: 62 | Time: 5.7535e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -Index: 105 | Max_nodes: 62 | Time: 5.7536e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -Index: 102 | Max_nodes: 62 | Time: 5.7553e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -Index: 107 | Max_nodes: 62 | Time: 5.7553e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -Index: 111 | Max_nodes: 62 | Time: 5.7564e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -Index: 93 | Max_nodes: 62 | Time: 5.7604e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -Index: 38 | Max_nodes: 62 | Time: 5.7605e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -Index: 40 | Max_nodes: 62 | Time: 5.7628e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -Index: 83 | Max_nodes: 62 | Time: 5.7649e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -Index: 84 | Max_nodes: 62 | Time: 5.7667e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -Index: 78 | Max_nodes: 62 | Time: 5.7699e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -Index: 69 | Max_nodes: 62 | Time: 5.7790e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -Index: 97 | Max_nodes: 62 | Time: 5.7792e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -Index: 55 | Max_nodes: 62 | Time: 5.7827e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -Index: 109 | Max_nodes: 62 | Time: 5.7867e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -Index: 46 | Max_nodes: 62 | Time: 5.7877e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -Index: 43 | Max_nodes: 62 | Time: 5.7888e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -Index: 81 | Max_nodes: 62 | Time: 5.7906e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -Index: 56 | Max_nodes: 62 | Time: 5.7925e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -Index: 34 | Max_nodes: 62 | Time: 5.7941e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -Index: 87 | Max_nodes: 62 | Time: 5.7963e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -Index: 35 | Max_nodes: 62 | Time: 5.8024e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -Index: 63 | Max_nodes: 62 | Time: 5.8124e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -Index: 42 | Max_nodes: 62 | Time: 5.8208e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -Index: 101 | Max_nodes: 62 | Time: 5.8267e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -Index: 59 | Max_nodes: 62 | Time: 5.8275e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -Index: 54 | Max_nodes: 62 | Time: 5.8368e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -Index: 45 | Max_nodes: 62 | Time: 5.8370e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -Index: 77 | Max_nodes: 62 | Time: 5.8373e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -Index: 32 | Max_nodes: 62 | Time: 5.8385e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -Index: 73 | Max_nodes: 62 | Time: 5.8411e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -Index: 41 | Max_nodes: 62 | Time: 5.8463e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -Index: 47 | Max_nodes: 62 | Time: 5.8564e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -Index: 53 | Max_nodes: 62 | Time: 5.8622e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -Index: 57 | Max_nodes: 62 | Time: 5.8623e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -Index: 85 | Max_nodes: 62 | Time: 5.8624e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -Index: 49 | Max_nodes: 62 | Time: 5.8625e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -Index: 39 | Max_nodes: 62 | Time: 5.8709e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -Index: 14 | Max_nodes: 62 | Time: 5.8750e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -Index: 72 | Max_nodes: 62 | Time: 5.8789e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -Index: 99 | Max_nodes: 62 | Time: 5.8797e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -Index: 37 | Max_nodes: 62 | Time: 5.8820e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -Index: 33 | Max_nodes: 62 | Time: 5.8897e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -Index: 20 | Max_nodes: 62 | Time: 5.8913e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -Index: 96 | Max_nodes: 62 | Time: 5.8926e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -Index: 16 | Max_nodes: 62 | Time: 5.8948e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -Index: 31 | Max_nodes: 62 | Time: 5.8966e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -Index: 74 | Max_nodes: 62 | Time: 5.8979e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -Index: 75 | Max_nodes: 62 | Time: 5.9004e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -Index: 50 | Max_nodes: 62 | Time: 5.9053e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -Index: 30 | Max_nodes: 62 | Time: 5.9109e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -Index: 36 | Max_nodes: 62 | Time: 5.9132e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -Index: 51 | Max_nodes: 62 | Time: 5.9261e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -Index: 48 | Max_nodes: 62 | Time: 5.9328e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -Index: 61 | Max_nodes: 62 | Time: 5.9379e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -Index: 8 | Max_nodes: 62 | Time: 5.9454e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -Index: 28 | Max_nodes: 62 | Time: 5.9509e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -Index: 22 | Max_nodes: 62 | Time: 5.9515e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -Index: 17 | Max_nodes: 62 | Time: 5.9551e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -Index: 27 | Max_nodes: 62 | Time: 5.9558e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -Index: 26 | Max_nodes: 62 | Time: 5.9651e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -Index: 19 | Max_nodes: 62 | Time: 5.9696e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -Index: 11 | Max_nodes: 62 | Time: 5.9714e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -Index: 52 | Max_nodes: 62 | Time: 5.9714e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -Index: 23 | Max_nodes: 62 | Time: 5.9729e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -Index: 13 | Max_nodes: 62 | Time: 5.9749e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -Index: 29 | Max_nodes: 62 | Time: 5.9760e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -Index: 7 | Max_nodes: 62 | Time: 5.9803e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -Index: 21 | Max_nodes: 62 | Time: 5.9814e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -Index: 15 | Max_nodes: 62 | Time: 5.9819e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -Index: 9 | Max_nodes: 62 | Time: 5.9828e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -Index: 24 | Max_nodes: 62 | Time: 5.9843e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -Index: 25 | Max_nodes: 62 | Time: 5.9895e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -Index: 100 | Max_nodes: 62 | Time: 5.9938e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -Index: 76 | Max_nodes: 62 | Time: 5.9953e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -Index: 6 | Max_nodes: 62 | Time: 6.0149e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -Index: 4 | Max_nodes: 62 | Time: 6.0168e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -Index: 12 | Max_nodes: 62 | Time: 6.0432e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -Index: 0 | Max_nodes: 62 | Time: 6.0433e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Index: 10 | Max_nodes: 62 | Time: 6.0458e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -Index: 2 | Max_nodes: 62 | Time: 6.0639e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -Index: 1 | Max_nodes: 62 | Time: 6.0952e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -Index: 5 | Max_nodes: 62 | Time: 6.1572e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -Index: 3 | Max_nodes: 62 | Time: 6.1602e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -Index: 18 | Max_nodes: 62 | Time: 6.2413e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| - -........................... -Average time: 5.8391e-04s - -________________________________________________________________________________________________ - -120 permutations have 62 max nodes. -Index: 110 | Active_nodes: 5 | Time: 5.6262e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -Index: 92 | Active_nodes: 5 | Time: 5.6329e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -Index: 86 | Active_nodes: 5 | Time: 5.6536e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -Index: 115 | Active_nodes: 5 | Time: 5.6567e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -Index: 118 | Active_nodes: 5 | Time: 5.6575e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -Index: 94 | Active_nodes: 5 | Time: 5.6578e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -Index: 119 | Active_nodes: 5 | Time: 5.6621e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -Index: 116 | Active_nodes: 5 | Time: 5.6721e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -Index: 88 | Active_nodes: 5 | Time: 5.6750e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -Index: 89 | Active_nodes: 5 | Time: 5.6792e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -Index: 82 | Active_nodes: 5 | Time: 5.6807e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -Index: 80 | Active_nodes: 5 | Time: 5.6848e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -Index: 112 | Active_nodes: 5 | Time: 5.6890e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -Index: 70 | Active_nodes: 5 | Time: 5.6916e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -Index: 113 | Active_nodes: 5 | Time: 5.6943e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -Index: 91 | Active_nodes: 5 | Time: 5.6993e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -Index: 68 | Active_nodes: 5 | Time: 5.7046e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -Index: 117 | Active_nodes: 5 | Time: 5.7074e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -Index: 95 | Active_nodes: 5 | Time: 5.7076e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -Index: 62 | Active_nodes: 5 | Time: 5.7112e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -Index: 108 | Active_nodes: 5 | Time: 5.7131e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -Index: 103 | Active_nodes: 5 | Time: 5.7164e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -Index: 106 | Active_nodes: 5 | Time: 5.7181e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -Index: 104 | Active_nodes: 5 | Time: 5.7211e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -Index: 60 | Active_nodes: 5 | Time: 5.7273e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -Index: 71 | Active_nodes: 5 | Time: 5.7273e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -Index: 64 | Active_nodes: 5 | Time: 5.7283e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -Index: 114 | Active_nodes: 5 | Time: 5.7316e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -Index: 98 | Active_nodes: 5 | Time: 5.7336e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -Index: 79 | Active_nodes: 5 | Time: 5.7339e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -Index: 90 | Active_nodes: 5 | Time: 5.7343e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -Index: 67 | Active_nodes: 5 | Time: 5.7431e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -Index: 44 | Active_nodes: 5 | Time: 5.7442e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -Index: 58 | Active_nodes: 5 | Time: 5.7516e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -Index: 66 | Active_nodes: 5 | Time: 5.7522e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -Index: 65 | Active_nodes: 5 | Time: 5.7535e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -Index: 105 | Active_nodes: 5 | Time: 5.7536e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -Index: 102 | Active_nodes: 5 | Time: 5.7553e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -Index: 107 | Active_nodes: 5 | Time: 5.7553e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -Index: 111 | Active_nodes: 5 | Time: 5.7564e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -Index: 93 | Active_nodes: 5 | Time: 5.7604e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -Index: 38 | Active_nodes: 5 | Time: 5.7605e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -Index: 40 | Active_nodes: 5 | Time: 5.7628e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -Index: 83 | Active_nodes: 5 | Time: 5.7649e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -Index: 84 | Active_nodes: 5 | Time: 5.7667e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -Index: 78 | Active_nodes: 5 | Time: 5.7699e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -Index: 69 | Active_nodes: 5 | Time: 5.7790e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -Index: 97 | Active_nodes: 5 | Time: 5.7792e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -Index: 55 | Active_nodes: 5 | Time: 5.7827e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -Index: 109 | Active_nodes: 5 | Time: 5.7867e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -Index: 46 | Active_nodes: 5 | Time: 5.7877e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -Index: 43 | Active_nodes: 5 | Time: 5.7888e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -Index: 81 | Active_nodes: 5 | Time: 5.7906e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -Index: 56 | Active_nodes: 5 | Time: 5.7925e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -Index: 34 | Active_nodes: 5 | Time: 5.7941e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -Index: 87 | Active_nodes: 5 | Time: 5.7963e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -Index: 35 | Active_nodes: 5 | Time: 5.8024e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -Index: 63 | Active_nodes: 5 | Time: 5.8124e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -Index: 42 | Active_nodes: 5 | Time: 5.8208e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -Index: 101 | Active_nodes: 5 | Time: 5.8267e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -Index: 59 | Active_nodes: 5 | Time: 5.8275e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -Index: 54 | Active_nodes: 5 | Time: 5.8368e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -Index: 45 | Active_nodes: 5 | Time: 5.8370e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -Index: 77 | Active_nodes: 5 | Time: 5.8373e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -Index: 32 | Active_nodes: 5 | Time: 5.8385e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -Index: 73 | Active_nodes: 5 | Time: 5.8411e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -Index: 41 | Active_nodes: 5 | Time: 5.8463e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -Index: 47 | Active_nodes: 5 | Time: 5.8564e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -Index: 53 | Active_nodes: 5 | Time: 5.8622e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -Index: 57 | Active_nodes: 5 | Time: 5.8623e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -Index: 85 | Active_nodes: 5 | Time: 5.8624e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -Index: 49 | Active_nodes: 5 | Time: 5.8625e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -Index: 39 | Active_nodes: 5 | Time: 5.8709e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -Index: 14 | Active_nodes: 5 | Time: 5.8750e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -Index: 72 | Active_nodes: 5 | Time: 5.8789e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -Index: 99 | Active_nodes: 5 | Time: 5.8797e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -Index: 37 | Active_nodes: 5 | Time: 5.8820e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -Index: 33 | Active_nodes: 5 | Time: 5.8897e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -Index: 20 | Active_nodes: 5 | Time: 5.8913e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -Index: 96 | Active_nodes: 5 | Time: 5.8926e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -Index: 16 | Active_nodes: 5 | Time: 5.8948e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -Index: 31 | Active_nodes: 5 | Time: 5.8966e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -Index: 74 | Active_nodes: 5 | Time: 5.8979e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -Index: 75 | Active_nodes: 5 | Time: 5.9004e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -Index: 50 | Active_nodes: 5 | Time: 5.9053e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -Index: 30 | Active_nodes: 5 | Time: 5.9109e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -Index: 36 | Active_nodes: 5 | Time: 5.9132e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -Index: 51 | Active_nodes: 5 | Time: 5.9261e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -Index: 48 | Active_nodes: 5 | Time: 5.9328e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -Index: 61 | Active_nodes: 5 | Time: 5.9379e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -Index: 8 | Active_nodes: 5 | Time: 5.9454e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -Index: 28 | Active_nodes: 5 | Time: 5.9509e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -Index: 22 | Active_nodes: 5 | Time: 5.9515e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -Index: 17 | Active_nodes: 5 | Time: 5.9551e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -Index: 27 | Active_nodes: 5 | Time: 5.9558e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -Index: 26 | Active_nodes: 5 | Time: 5.9651e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -Index: 19 | Active_nodes: 5 | Time: 5.9696e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -Index: 11 | Active_nodes: 5 | Time: 5.9714e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -Index: 52 | Active_nodes: 5 | Time: 5.9714e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -Index: 23 | Active_nodes: 5 | Time: 5.9729e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -Index: 13 | Active_nodes: 5 | Time: 5.9749e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -Index: 29 | Active_nodes: 5 | Time: 5.9760e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -Index: 7 | Active_nodes: 5 | Time: 5.9803e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -Index: 21 | Active_nodes: 5 | Time: 5.9814e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -Index: 15 | Active_nodes: 5 | Time: 5.9819e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -Index: 9 | Active_nodes: 5 | Time: 5.9828e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -Index: 24 | Active_nodes: 5 | Time: 5.9843e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -Index: 25 | Active_nodes: 5 | Time: 5.9895e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -Index: 100 | Active_nodes: 5 | Time: 5.9938e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -Index: 76 | Active_nodes: 5 | Time: 5.9953e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -Index: 6 | Active_nodes: 5 | Time: 6.0149e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -Index: 4 | Active_nodes: 5 | Time: 6.0168e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -Index: 12 | Active_nodes: 5 | Time: 6.0432e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -Index: 0 | Active_nodes: 5 | Time: 6.0433e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Index: 10 | Active_nodes: 5 | Time: 6.0458e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -Index: 2 | Active_nodes: 5 | Time: 6.0639e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -Index: 1 | Active_nodes: 5 | Time: 6.0952e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -Index: 5 | Active_nodes: 5 | Time: 6.1572e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -Index: 3 | Active_nodes: 5 | Time: 6.1602e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -Index: 18 | Active_nodes: 5 | Time: 6.2413e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| - -........................... -Average time: 5.8391e-04s - -________________________________________________________________________________________________ - -execution time of: 5.6262e-04s: Index: 110 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| - -execution time of: 5.6329e-04s: Index: 92 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| - -execution time of: 5.6536e-04s: Index: 86 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| - -execution time of: 5.6567e-04s: Index: 115 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| - -execution time of: 5.6575e-04s: Index: 118 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| - -execution time of: 5.6578e-04s: Index: 94 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| - -execution time of: 5.6621e-04s: Index: 119 | Max_nodes: 62 | 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Active_nodes: 5 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| - -execution time of: 5.9953e-04s: Index: 76 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| - -execution time of: 6.0149e-04s: Index: 6 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| - -execution time of: 6.0168e-04s: Index: 4 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| - -execution time of: 6.0432e-04s: Index: 12 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| - -execution time of: 6.0433e-04s: Index: 0 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| - -execution time of: 6.0458e-04s: Index: 10 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| - -execution time of: 6.0639e-04s: Index: 2 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| - -execution time of: 6.0952e-04s: Index: 1 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| - -execution time of: 6.1572e-04s: Index: 5 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| - -execution time of: 6.1602e-04s: Index: 3 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| - -execution time of: 6.2413e-04s: Index: 18 | Max_nodes: 62 | Active_nodes: 5 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| - -________________________________________________________________________________________________ - -Start Simulation of portfolioqaoa_indep_qiskit_6__________________________________________________ - -.i:...0...1...2...3...4...5 -.1:..u2...|...|...|...|...| p: (1.1594e-02) (-3.1416e+00) -.2:...|..u2...|...|...|...| p: (-2.6131e-03) (-3.1416e+00) -.3:.rzz.rzz...|...|...|...| p: (-5.1216e+00) -.4:...|...|..u2...|...|...| p: (1.3002e-02) (-3.1416e+00) -.5:.rzz...|.rzz...|...|...| p: (-5.1216e+00) -.6:...|.rzz.rzz...|...|...| p: (-5.1202e+00) -.7:...|...|...|..u2...|...| p: (-1.7560e-02) (-3.1416e+00) -.8:.rzz...|...|.rzz...|...| p: (-5.1215e+00) -.9:...|.rzz...|.rzz...|...| p: (-5.1219e+00) -10:...|...|.rzz.rzz...|...| p: (-5.1202e+00) -11:...|...|...|...|..u2...| p: (8.8311e-03) (-3.1416e+00) -12:.rzz...|...|...|.rzz...| p: (-5.1208e+00) -13:...|.rzz...|...|.rzz...| p: (-5.1215e+00) -14:...|...|.rzz...|.rzz...| p: (-5.1211e+00) -15:...|...|...|.rzz.rzz...| p: (-5.1212e+00) -16:...|...|...|...|...|..u2 p: (4.9904e-03) (-3.1416e+00) -17:.rzz...|...|...|...|.rzz p: (-5.1212e+00) -18:...u...|...|...|...|...| p: (3.8100e-01) (-1.5727e+00) (1.5708e+00) -19:...|.rzz...|...|...|.rzz p: (-5.1211e+00) -20:...|...u...|...|...|...| p: (3.8100e-01) (-1.5704e+00) (1.5708e+00) -21:.rzz.rzz...|...|...|...| p: (8.5724e-01) -22:...|...|.rzz...|...|.rzz p: (-5.1216e+00) -23:...|...|...u...|...|...| p: (3.8100e-01) (-1.5730e+00) (1.5708e+00) -24:.rzz...|.rzz...|...|...| p: (8.5724e-01) -25:...|.rzz.rzz...|...|...| p: (8.5700e-01) -26:...|...|...|.rzz...|.rzz p: (-5.1209e+00) -27:...|...|...|...u...|...| p: (3.8100e-01) (-1.5679e+00) (1.5708e+00) -28:.rzz...|...|.rzz...|...| p: (8.5721e-01) -29:...|.rzz...|.rzz...|...| p: (8.5728e-01) -30:...|...|.rzz.rzz...|...| p: (8.5700e-01) -31:...|...|...|...|.rzz.rzz p: (-5.1212e+00) -32:...|...|...|...|...u...| p: (3.8100e-01) (-1.5723e+00) (1.5708e+00) -33:.rzz...|...|...|.rzz...| p: (8.5710e-01) -34:...|.rzz...|...|.rzz...| p: (8.5721e-01) -35:...|...|.rzz...|.rzz...| p: (8.5715e-01) -36:...|...|...|.rzz.rzz...| p: (8.5716e-01) -37:...|...|...|...|...|...u p: (3.8100e-01) (-1.5716e+00) (1.5708e+00) -38:.rzz...|...|...|...|.rzz p: (8.5717e-01) -39:...u...|...|...|...|...| p: (2.5230e+00) (1.5772e+00) (-1.5708e+00) -40:...|.rzz...|...|...|.rzz p: (8.5716e-01) -41:...|...u...|...|...|...| p: (2.5230e+00) (1.5694e+00) (-1.5708e+00) -42:.rzz.rzz...|...|...|...| p: (-2.8263e+00) -43:...|...|.rzz...|...|.rzz p: (8.5723e-01) -44:...|...|...u...|...|...| p: (2.5230e+00) (1.5780e+00) (-1.5708e+00) -45:.rzz...|.rzz...|...|...| p: (-2.8263e+00) -46:...|.rzz.rzz...|...|...| p: (-2.8255e+00) -47:...|...|...|.rzz...|.rzz p: (8.5712e-01) -48:...|...|...|...u...|...| p: (2.5230e+00) (1.5611e+00) (-1.5708e+00) -49:.rzz...|...|.rzz...|...| p: (-2.8262e+00) -50:...|.rzz...|.rzz...|...| p: (-2.8264e+00) -51:...|...|.rzz.rzz...|...| p: (-2.8255e+00) -52:...|...|...|...|.rzz.rzz p: (8.5716e-01) -53:...|...|...|...|...u...| p: (2.5230e+00) (1.5757e+00) (-1.5708e+00) -54:.rzz...|...|...|.rzz...| p: (-2.8258e+00) -55:...|.rzz...|...|.rzz...| p: (-2.8262e+00) -56:...|...|.rzz...|.rzz...| p: (-2.8260e+00) -57:...|...|...|.rzz.rzz...| p: (-2.8260e+00) -58:...|...|...|...|...|...u p: (2.5230e+00) (1.5736e+00) (-1.5708e+00) -59:.rzz...|...|...|...|.rzz p: (-2.8261e+00) -60:..rx...|...|...|...|...| p: (6.3244e+00) -61:...|.rzz...|...|...|.rzz p: (-2.8260e+00) -62:...|..rx...|...|...|...| p: (6.3244e+00) -63:...|...|.rzz...|...|.rzz p: (-2.8262e+00) -64:...|...|..rx...|...|...| p: (6.3244e+00) -65:...|...|...|.rzz...|.rzz p: (-2.8259e+00) -66:...|...|...|..rx...|...| p: (6.3244e+00) -67:...|...|...|...|.rzz.rzz p: (-2.8260e+00) -68:...|...|...|...|..rx...| p: (6.3244e+00) -69:...|...|...|...|...|..rx p: (6.3244e+00) -70:======================== -71:...0...|...|...|...|...| -72:...|...1...|...|...|...| -73:...|...|...2...|...|...| -74:...|...|...|...3...|...| -75:...|...|...|...|...4...| -76:...|...|...|...|...|...5 -77:======================== -78:...6...|...|...|...|...| -79:...|...7...|...|...|...| -80:...|...|...8...|...|...| -81:...|...|...|...9...|...| -82:...|...|...|...|..10...| -83:...|...|...|...|...|..11 -.o:...0...1...2...3...4...5 -Total Permutations: 720 -Min time: 1.1005e-03s................. Permutation 590: 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Max time: 1.2345e-03s................. Permutation 24 : 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Min active nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Min max nodes: 126 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Max active nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Max max nodes: 126 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -________________________________________________________________________________________________ - -720 permutations have 6 active nodes. -Index: 590 | Max_nodes: 126 | Time: 1.1005e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 714 | Max_nodes: 126 | Time: 1.1016e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 690 | Max_nodes: 126 | Time: 1.1024e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 686 | Max_nodes: 126 | Time: 1.1031e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 680 | Max_nodes: 126 | Time: 1.1035e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 710 | Max_nodes: 126 | Time: 1.1045e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 660 | Max_nodes: 126 | Time: 1.1051e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 574 | Max_nodes: 126 | Time: 1.1059e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 706 | Max_nodes: 126 | Time: 1.1068e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 476 | Max_nodes: 126 | Time: 1.1070e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 588 | Max_nodes: 126 | Time: 1.1071e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 470 | Max_nodes: 126 | Time: 1.1074e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 702 | Max_nodes: 126 | Time: 1.1077e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 548 | Max_nodes: 126 | Time: 1.1078e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 564 | Max_nodes: 126 | Time: 1.1079e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 674 | Max_nodes: 126 | Time: 1.1085e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 572 | Max_nodes: 126 | Time: 1.1091e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 666 | Max_nodes: 126 | Time: 1.1093e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 594 | Max_nodes: 126 | Time: 1.1097e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 454 | Max_nodes: 126 | Time: 1.1098e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 716 | Max_nodes: 126 | Time: 1.1101e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 542 | Max_nodes: 126 | Time: 1.1101e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 586 | Max_nodes: 126 | Time: 1.1101e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 446 | Max_nodes: 126 | Time: 1.1102e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 704 | Max_nodes: 126 | Time: 1.1104e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 668 | Max_nodes: 126 | Time: 1.1106e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 468 | Max_nodes: 126 | Time: 1.1107e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 692 | Max_nodes: 126 | Time: 1.1108e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 560 | Max_nodes: 126 | Time: 1.1109e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 568 | Max_nodes: 126 | Time: 1.1113e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 428 | Max_nodes: 126 | Time: 1.1115e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 718 | Max_nodes: 126 | Time: 1.1118e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 638 | Max_nodes: 126 | Time: 1.1119e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 464 | Max_nodes: 126 | Time: 1.1121e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 541 | Max_nodes: 126 | Time: 1.1125e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 694 | Max_nodes: 126 | Time: 1.1130e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 678 | Max_nodes: 126 | Time: 1.1130e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 538 | Max_nodes: 126 | Time: 1.1138e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 444 | Max_nodes: 126 | Time: 1.1138e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 698 | Max_nodes: 126 | Time: 1.1139e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 640 | Max_nodes: 126 | Time: 1.1141e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 452 | Max_nodes: 126 | Time: 1.1142e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 712 | Max_nodes: 126 | Time: 1.1144e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 562 | Max_nodes: 126 | Time: 1.1144e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 584 | Max_nodes: 126 | Time: 1.1144e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 682 | Max_nodes: 126 | Time: 1.1146e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 708 | Max_nodes: 126 | Time: 1.1146e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 664 | Max_nodes: 126 | Time: 1.1148e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 478 | Max_nodes: 126 | Time: 1.1148e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 596 | Max_nodes: 126 | Time: 1.1152e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 697 | Max_nodes: 126 | Time: 1.1152e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 592 | Max_nodes: 126 | Time: 1.1156e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 688 | Max_nodes: 126 | Time: 1.1156e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 474 | Max_nodes: 126 | Time: 1.1156e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 439 | Max_nodes: 126 | Time: 1.1156e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 544 | Max_nodes: 126 | Time: 1.1157e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 550 | Max_nodes: 126 | Time: 1.1160e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 302 | Max_nodes: 126 | Time: 1.1160e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 662 | Max_nodes: 126 | Time: 1.1163e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 566 | Max_nodes: 126 | Time: 1.1164e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 578 | Max_nodes: 126 | Time: 1.1164e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 679 | Max_nodes: 126 | Time: 1.1164e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 598 | Max_nodes: 126 | Time: 1.1166e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 440 | Max_nodes: 126 | Time: 1.1167e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 546 | Max_nodes: 126 | Time: 1.1168e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 570 | Max_nodes: 126 | Time: 1.1169e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 709 | Max_nodes: 126 | Time: 1.1170e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 576 | Max_nodes: 126 | Time: 1.1171e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 438 | Max_nodes: 126 | Time: 1.1172e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 462 | Max_nodes: 126 | Time: 1.1176e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 457 | Max_nodes: 126 | Time: 1.1179e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 448 | Max_nodes: 126 | Time: 1.1180e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 356 | Max_nodes: 126 | Time: 1.1180e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 654 | Max_nodes: 126 | Time: 1.1180e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 450 | Max_nodes: 126 | Time: 1.1182e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 646 | Max_nodes: 126 | Time: 1.1183e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 589 | Max_nodes: 126 | Time: 1.1187e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 582 | Max_nodes: 126 | Time: 1.1187e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 685 | Max_nodes: 126 | Time: 1.1187e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 636 | Max_nodes: 126 | Time: 1.1188e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 536 | Max_nodes: 126 | Time: 1.1189e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 696 | Max_nodes: 126 | Time: 1.1192e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 418 | Max_nodes: 126 | Time: 1.1194e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 511 | Max_nodes: 126 | Time: 1.1195e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 684 | Max_nodes: 126 | Time: 1.1198e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 715 | Max_nodes: 126 | Time: 1.1199e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 463 | Max_nodes: 126 | Time: 1.1202e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 348 | Max_nodes: 126 | Time: 1.1202e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 552 | Max_nodes: 126 | Time: 1.1203e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 328 | Max_nodes: 126 | Time: 1.1203e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 658 | Max_nodes: 126 | Time: 1.1203e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 422 | Max_nodes: 126 | Time: 1.1205e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 532 | Max_nodes: 126 | Time: 1.1205e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 522 | Max_nodes: 126 | Time: 1.1205e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 326 | Max_nodes: 126 | Time: 1.1208e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 703 | Max_nodes: 126 | Time: 1.1209e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 644 | Max_nodes: 126 | Time: 1.1210e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 520 | Max_nodes: 126 | Time: 1.1212e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 580 | Max_nodes: 126 | Time: 1.1216e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 632 | Max_nodes: 126 | Time: 1.1217e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 469 | Max_nodes: 126 | Time: 1.1217e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 332 | Max_nodes: 126 | Time: 1.1220e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 320 | Max_nodes: 126 | Time: 1.1221e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 655 | Max_nodes: 126 | Time: 1.1221e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 559 | Max_nodes: 126 | Time: 1.1224e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 512 | Max_nodes: 126 | Time: 1.1225e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 442 | Max_nodes: 126 | Time: 1.1227e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 466 | Max_nodes: 126 | Time: 1.1227e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 524 | Max_nodes: 126 | Time: 1.1230e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 306 | Max_nodes: 126 | Time: 1.1231e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 350 | Max_nodes: 126 | Time: 1.1232e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 398 | Max_nodes: 126 | Time: 1.1232e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 420 | Max_nodes: 126 | Time: 1.1233e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 472 | Max_nodes: 126 | Time: 1.1236e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 565 | Max_nodes: 126 | Time: 1.1237e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 691 | Max_nodes: 126 | Time: 1.1237e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 583 | Max_nodes: 126 | Time: 1.1238e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 404 | Max_nodes: 126 | Time: 1.1238e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 530 | Max_nodes: 126 | Time: 1.1240e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 458 | Max_nodes: 126 | Time: 1.1240e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 354 | Max_nodes: 126 | Time: 1.1240e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 342 | Max_nodes: 126 | Time: 1.1241e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 434 | Max_nodes: 126 | Time: 1.1243e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 451 | Max_nodes: 126 | Time: 1.1245e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 642 | Max_nodes: 126 | Time: 1.1246e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 352 | Max_nodes: 126 | Time: 1.1246e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 324 | Max_nodes: 126 | Time: 1.1247e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 424 | Max_nodes: 126 | Time: 1.1250e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 518 | Max_nodes: 126 | Time: 1.1251e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 670 | Max_nodes: 126 | Time: 1.1253e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 634 | Max_nodes: 126 | Time: 1.1253e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 430 | Max_nodes: 126 | Time: 1.1254e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 626 | Max_nodes: 126 | Time: 1.1254e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 656 | Max_nodes: 126 | Time: 1.1255e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 535 | Max_nodes: 126 | Time: 1.1256e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 595 | Max_nodes: 126 | Time: 1.1256e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 558 | Max_nodes: 126 | Time: 1.1258e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 540 | Max_nodes: 126 | Time: 1.1260e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 637 | Max_nodes: 126 | Time: 1.1262e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 695 | Max_nodes: 126 | Time: 1.1262e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 528 | Max_nodes: 126 | Time: 1.1262e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 433 | Max_nodes: 126 | Time: 1.1263e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 571 | Max_nodes: 126 | Time: 1.1263e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 410 | Max_nodes: 126 | Time: 1.1263e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 523 | Max_nodes: 126 | Time: 1.1264e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 599 | Max_nodes: 126 | Time: 1.1264e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 336 | Max_nodes: 126 | Time: 1.1266e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 392 | Max_nodes: 126 | Time: 1.1267e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 577 | Max_nodes: 126 | Time: 1.1271e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 456 | Max_nodes: 126 | Time: 1.1272e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 649 | Max_nodes: 126 | Time: 1.1272e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 426 | Max_nodes: 126 | Time: 1.1273e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 416 | Max_nodes: 126 | Time: 1.1275e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 672 | Max_nodes: 126 | Time: 1.1275e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 717 | Max_nodes: 126 | Time: 1.1277e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 445 | Max_nodes: 126 | Time: 1.1280e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 661 | Max_nodes: 126 | Time: 1.1280e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 631 | Max_nodes: 126 | Time: 1.1281e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 676 | Max_nodes: 126 | Time: 1.1284e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 701 | Max_nodes: 126 | Time: 1.1285e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 406 | Max_nodes: 126 | Time: 1.1286e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 396 | Max_nodes: 126 | Time: 1.1287e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 358 | Max_nodes: 126 | Time: 1.1288e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 298 | Max_nodes: 126 | Time: 1.1288e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 526 | Max_nodes: 126 | Time: 1.1290e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 514 | Max_nodes: 126 | Time: 1.1291e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 667 | Max_nodes: 126 | Time: 1.1291e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 628 | Max_nodes: 126 | Time: 1.1292e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 699 | Max_nodes: 126 | Time: 1.1294e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 516 | Max_nodes: 126 | Time: 1.1295e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 652 | Max_nodes: 126 | Time: 1.1295e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 334 | Max_nodes: 126 | Time: 1.1295e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 355 | Max_nodes: 126 | Time: 1.1298e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 650 | Max_nodes: 126 | Time: 1.1298e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 394 | Max_nodes: 126 | Time: 1.1298e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 553 | Max_nodes: 126 | Time: 1.1299e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 455 | Max_nodes: 126 | Time: 1.1300e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 460 | Max_nodes: 126 | Time: 1.1301e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 554 | Max_nodes: 126 | Time: 1.1303e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 337 | Max_nodes: 126 | Time: 1.1303e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 673 | Max_nodes: 126 | Time: 1.1303e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 308 | Max_nodes: 126 | Time: 1.1303e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 338 | Max_nodes: 126 | Time: 1.1304e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 630 | Max_nodes: 126 | Time: 1.1307e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 318 | Max_nodes: 126 | Time: 1.1308e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 280 | Max_nodes: 126 | Time: 1.1309e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 432 | Max_nodes: 126 | Time: 1.1311e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 643 | Max_nodes: 126 | Time: 1.1312e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 575 | Max_nodes: 126 | Time: 1.1314e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 719 | Max_nodes: 126 | Time: 1.1316e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 648 | Max_nodes: 126 | Time: 1.1316e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 294 | Max_nodes: 126 | Time: 1.1318e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 581 | Max_nodes: 126 | Time: 1.1319e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 547 | Max_nodes: 126 | Time: 1.1320e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 397 | Max_nodes: 126 | Time: 1.1322e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 322 | Max_nodes: 126 | Time: 1.1325e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 277 | Max_nodes: 126 | Time: 1.1325e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 625 | Max_nodes: 126 | Time: 1.1325e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 331 | Max_nodes: 126 | Time: 1.1326e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 344 | Max_nodes: 126 | Time: 1.1326e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 310 | Max_nodes: 126 | Time: 1.1327e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 529 | Max_nodes: 126 | Time: 1.1328e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 402 | Max_nodes: 126 | Time: 1.1330e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 693 | Max_nodes: 126 | Time: 1.1330e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 705 | Max_nodes: 126 | Time: 1.1331e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 556 | Max_nodes: 126 | Time: 1.1331e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 517 | Max_nodes: 126 | Time: 1.1332e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 307 | Max_nodes: 126 | Time: 1.1336e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 435 | Max_nodes: 126 | Time: 1.1340e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 300 | Max_nodes: 126 | Time: 1.1340e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 606 | Max_nodes: 126 | Time: 1.1341e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 711 | Max_nodes: 126 | Time: 1.1341e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 700 | Max_nodes: 126 | Time: 1.1341e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 475 | Max_nodes: 126 | Time: 1.1341e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 340 | Max_nodes: 126 | Time: 1.1344e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 319 | Max_nodes: 126 | Time: 1.1345e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 681 | Max_nodes: 126 | Time: 1.1347e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 325 | Max_nodes: 126 | Time: 1.1347e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 653 | Max_nodes: 126 | Time: 1.1347e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 555 | Max_nodes: 126 | Time: 1.1347e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 330 | Max_nodes: 126 | Time: 1.1352e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 436 | Max_nodes: 126 | Time: 1.1354e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 427 | Max_nodes: 126 | Time: 1.1354e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 557 | Max_nodes: 126 | Time: 1.1354e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 278 | Max_nodes: 126 | Time: 1.1355e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 713 | Max_nodes: 126 | Time: 1.1356e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 346 | Max_nodes: 126 | Time: 1.1357e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 286 | Max_nodes: 126 | Time: 1.1358e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 226 | Max_nodes: 126 | Time: 1.1360e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 403 | Max_nodes: 126 | Time: 1.1360e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 629 | Max_nodes: 126 | Time: 1.1361e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 669 | Max_nodes: 126 | Time: 1.1365e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 479 | Max_nodes: 126 | Time: 1.1365e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 477 | Max_nodes: 126 | Time: 1.1365e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 313 | Max_nodes: 126 | Time: 1.1367e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 214 | Max_nodes: 126 | Time: 1.1369e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 400 | Max_nodes: 126 | Time: 1.1371e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 343 | Max_nodes: 126 | Time: 1.1372e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 349 | Max_nodes: 126 | Time: 1.1373e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 585 | Max_nodes: 126 | Time: 1.1374e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 593 | Max_nodes: 126 | Time: 1.1374e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 234 | Max_nodes: 126 | Time: 1.1374e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 314 | Max_nodes: 126 | Time: 1.1375e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 587 | Max_nodes: 126 | Time: 1.1375e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 597 | Max_nodes: 126 | Time: 1.1376e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 235 | Max_nodes: 126 | Time: 1.1377e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 707 | Max_nodes: 126 | Time: 1.1378e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 614 | Max_nodes: 126 | Time: 1.1379e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 689 | Max_nodes: 126 | Time: 1.1380e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 212 | Max_nodes: 126 | Time: 1.1383e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 296 | Max_nodes: 126 | Time: 1.1384e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 295 | Max_nodes: 126 | Time: 1.1384e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 675 | Max_nodes: 126 | Time: 1.1384e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 505 | Max_nodes: 126 | Time: 1.1384e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 579 | Max_nodes: 126 | Time: 1.1387e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 510 | Max_nodes: 126 | Time: 1.1387e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 687 | Max_nodes: 126 | Time: 1.1387e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 459 | Max_nodes: 126 | Time: 1.1388e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 232 | Max_nodes: 126 | Time: 1.1390e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 421 | Max_nodes: 126 | Time: 1.1392e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 627 | Max_nodes: 126 | Time: 1.1392e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 622 | Max_nodes: 126 | Time: 1.1392e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 311 | Max_nodes: 126 | Time: 1.1392e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 412 | Max_nodes: 126 | Time: 1.1393e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 453 | Max_nodes: 126 | Time: 1.1393e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 182 | Max_nodes: 126 | Time: 1.1395e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 391 | Max_nodes: 126 | Time: 1.1396e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 223 | Max_nodes: 126 | Time: 1.1397e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 228 | Max_nodes: 126 | Time: 1.1397e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 502 | Max_nodes: 126 | Time: 1.1398e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 301 | Max_nodes: 126 | Time: 1.1398e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 533 | Max_nodes: 126 | Time: 1.1401e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 573 | Max_nodes: 126 | Time: 1.1401e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 274 | Max_nodes: 126 | Time: 1.1401e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 370 | Max_nodes: 126 | Time: 1.1403e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 414 | Max_nodes: 126 | Time: 1.1404e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 284 | Max_nodes: 126 | Time: 1.1406e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 157 | Max_nodes: 126 | Time: 1.1406e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 224 | Max_nodes: 126 | Time: 1.1407e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 677 | Max_nodes: 126 | Time: 1.1408e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 591 | Max_nodes: 126 | Time: 1.1409e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 359 | Max_nodes: 126 | Time: 1.1410e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 473 | Max_nodes: 126 | Time: 1.1410e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 238 | Max_nodes: 126 | Time: 1.1411e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 665 | Max_nodes: 126 | Time: 1.1412e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 498 | Max_nodes: 126 | Time: 1.1415e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 504 | Max_nodes: 126 | Time: 1.1415e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 569 | Max_nodes: 126 | Time: 1.1415e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 659 | Max_nodes: 126 | Time: 1.1415e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 447 | Max_nodes: 126 | Time: 1.1416e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 339 | Max_nodes: 126 | Time: 1.1418e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 493 | Max_nodes: 126 | Time: 1.1420e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 471 | Max_nodes: 126 | Time: 1.1420e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 176 | Max_nodes: 126 | Time: 1.1421e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 537 | Max_nodes: 126 | Time: 1.1421e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 415 | Max_nodes: 126 | Time: 1.1421e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 290 | Max_nodes: 126 | Time: 1.1422e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 607 | Max_nodes: 126 | Time: 1.1423e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 683 | Max_nodes: 126 | Time: 1.1423e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 534 | Max_nodes: 126 | Time: 1.1423e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 431 | Max_nodes: 126 | Time: 1.1424e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 327 | Max_nodes: 126 | Time: 1.1425e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 408 | Max_nodes: 126 | Time: 1.1425e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 385 | Max_nodes: 126 | Time: 1.1426e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 372 | Max_nodes: 126 | Time: 1.1427e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 200 | Max_nodes: 126 | Time: 1.1427e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 411 | Max_nodes: 126 | Time: 1.1429e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 312 | Max_nodes: 126 | Time: 1.1429e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 605 | Max_nodes: 126 | Time: 1.1429e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 282 | Max_nodes: 126 | Time: 1.1430e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 178 | Max_nodes: 126 | Time: 1.1430e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 671 | Max_nodes: 126 | Time: 1.1430e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 272 | Max_nodes: 126 | Time: 1.1431e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 390 | Max_nodes: 126 | Time: 1.1431e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 465 | Max_nodes: 126 | Time: 1.1432e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 531 | Max_nodes: 126 | Time: 1.1432e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 437 | Max_nodes: 126 | Time: 1.1433e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 624 | Max_nodes: 126 | Time: 1.1433e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 657 | Max_nodes: 126 | Time: 1.1435e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 283 | Max_nodes: 126 | Time: 1.1435e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 619 | Max_nodes: 126 | Time: 1.1437e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 384 | Max_nodes: 126 | Time: 1.1439e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 651 | Max_nodes: 126 | Time: 1.1439e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 270 | Max_nodes: 126 | Time: 1.1442e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 316 | Max_nodes: 126 | Time: 1.1443e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 543 | Max_nodes: 126 | Time: 1.1443e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 567 | Max_nodes: 126 | Time: 1.1444e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 461 | Max_nodes: 126 | Time: 1.1445e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 500 | Max_nodes: 126 | Time: 1.1445e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 304 | Max_nodes: 126 | Time: 1.1447e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 204 | Max_nodes: 126 | Time: 1.1447e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 616 | Max_nodes: 126 | Time: 1.1447e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 188 | Max_nodes: 126 | Time: 1.1448e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 663 | Max_nodes: 126 | Time: 1.1450e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 289 | Max_nodes: 126 | Time: 1.1452e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 230 | Max_nodes: 126 | Time: 1.1452e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 449 | Max_nodes: 126 | Time: 1.1453e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 409 | Max_nodes: 126 | Time: 1.1453e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 506 | Max_nodes: 126 | Time: 1.1454e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 208 | Max_nodes: 126 | Time: 1.1456e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 545 | Max_nodes: 126 | Time: 1.1457e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 551 | Max_nodes: 126 | Time: 1.1457e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 210 | Max_nodes: 126 | Time: 1.1458e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 612 | Max_nodes: 126 | Time: 1.1459e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 499 | Max_nodes: 126 | Time: 1.1460e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 507 | Max_nodes: 126 | Time: 1.1461e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 236 | Max_nodes: 126 | Time: 1.1462e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 443 | Max_nodes: 126 | Time: 1.1464e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 341 | Max_nodes: 126 | Time: 1.1464e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 610 | Max_nodes: 126 | Time: 1.1465e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 329 | Max_nodes: 126 | Time: 1.1469e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 645 | Max_nodes: 126 | Time: 1.1470e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 166 | Max_nodes: 126 | Time: 1.1471e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 292 | Max_nodes: 126 | Time: 1.1472e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 387 | Max_nodes: 126 | Time: 1.1472e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 190 | Max_nodes: 126 | Time: 1.1474e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 488 | Max_nodes: 126 | Time: 1.1476e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 186 | Max_nodes: 126 | Time: 1.1477e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 150 | Max_nodes: 126 | Time: 1.1477e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 206 | Max_nodes: 126 | Time: 1.1478e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 483 | Max_nodes: 126 | Time: 1.1480e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 184 | Max_nodes: 126 | Time: 1.1481e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 608 | Max_nodes: 126 | Time: 1.1481e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 603 | Max_nodes: 126 | Time: 1.1481e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 490 | Max_nodes: 126 | Time: 1.1482e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 429 | Max_nodes: 126 | Time: 1.1484e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 467 | Max_nodes: 126 | Time: 1.1485e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 152 | Max_nodes: 126 | Time: 1.1485e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 317 | Max_nodes: 126 | Time: 1.1487e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 353 | Max_nodes: 126 | Time: 1.1489e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 388 | Max_nodes: 126 | Time: 1.1489e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 380 | Max_nodes: 126 | Time: 1.1489e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 487 | Max_nodes: 126 | Time: 1.1490e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 315 | Max_nodes: 126 | Time: 1.1492e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 164 | Max_nodes: 126 | Time: 1.1493e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 376 | Max_nodes: 126 | Time: 1.1495e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 276 | Max_nodes: 126 | Time: 1.1496e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 151 | Max_nodes: 126 | Time: 1.1496e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 205 | Max_nodes: 126 | Time: 1.1496e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 635 | Max_nodes: 126 | Time: 1.1497e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 482 | Max_nodes: 126 | Time: 1.1498e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 549 | Max_nodes: 126 | Time: 1.1498e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 374 | Max_nodes: 126 | Time: 1.1502e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 633 | Max_nodes: 126 | Time: 1.1502e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 202 | Max_nodes: 126 | Time: 1.1505e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 519 | Max_nodes: 126 | Time: 1.1505e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 389 | Max_nodes: 126 | Time: 1.1505e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 174 | Max_nodes: 126 | Time: 1.1506e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 647 | Max_nodes: 126 | Time: 1.1508e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 351 | Max_nodes: 126 | Time: 1.1509e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 160 | Max_nodes: 126 | Time: 1.1509e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 321 | Max_nodes: 126 | Time: 1.1510e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 641 | Max_nodes: 126 | Time: 1.1513e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 163 | Max_nodes: 126 | Time: 1.1514e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 378 | Max_nodes: 126 | Time: 1.1514e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 158 | Max_nodes: 126 | Time: 1.1518e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 211 | Max_nodes: 126 | Time: 1.1519e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 198 | Max_nodes: 126 | Time: 1.1519e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 413 | Max_nodes: 126 | Time: 1.1521e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 563 | Max_nodes: 126 | Time: 1.1521e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 299 | Max_nodes: 126 | Time: 1.1521e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 509 | Max_nodes: 126 | Time: 1.1521e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 613 | Max_nodes: 126 | Time: 1.1521e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 508 | Max_nodes: 126 | Time: 1.1523e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 639 | Max_nodes: 126 | Time: 1.1523e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 561 | Max_nodes: 126 | Time: 1.1524e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 335 | Max_nodes: 126 | Time: 1.1526e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 539 | Max_nodes: 126 | Time: 1.1527e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 386 | Max_nodes: 126 | Time: 1.1527e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 604 | Max_nodes: 126 | Time: 1.1528e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 417 | Max_nodes: 126 | Time: 1.1530e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 379 | Max_nodes: 126 | Time: 1.1530e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 345 | Max_nodes: 126 | Time: 1.1531e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 484 | Max_nodes: 126 | Time: 1.1533e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 503 | Max_nodes: 126 | Time: 1.1533e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 288 | Max_nodes: 126 | Time: 1.1534e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 187 | Max_nodes: 126 | Time: 1.1537e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 162 | Max_nodes: 126 | Time: 1.1537e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 423 | Max_nodes: 126 | Time: 1.1539e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 221 | Max_nodes: 126 | Time: 1.1541e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 496 | Max_nodes: 126 | Time: 1.1544e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 305 | Max_nodes: 126 | Time: 1.1544e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 291 | Max_nodes: 126 | Time: 1.1544e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 180 | Max_nodes: 126 | Time: 1.1547e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 618 | Max_nodes: 126 | Time: 1.1547e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 357 | Max_nodes: 126 | Time: 1.1549e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 156 | Max_nodes: 126 | Time: 1.1549e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 229 | Max_nodes: 126 | Time: 1.1549e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 480 | Max_nodes: 126 | Time: 1.1551e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 521 | Max_nodes: 126 | Time: 1.1554e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 181 | Max_nodes: 126 | Time: 1.1554e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 297 | Max_nodes: 126 | Time: 1.1555e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 154 | Max_nodes: 126 | Time: 1.1556e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 260 | Max_nodes: 126 | Time: 1.1560e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 617 | Max_nodes: 126 | Time: 1.1563e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 195 | Max_nodes: 126 | Time: 1.1564e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 253 | Max_nodes: 126 | Time: 1.1565e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 441 | Max_nodes: 126 | Time: 1.1569e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 425 | Max_nodes: 126 | Time: 1.1572e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 405 | Max_nodes: 126 | Time: 1.1573e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 621 | Max_nodes: 126 | Time: 1.1574e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 303 | Max_nodes: 126 | Time: 1.1576e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 486 | Max_nodes: 126 | Time: 1.1578e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 525 | Max_nodes: 126 | Time: 1.1578e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 375 | Max_nodes: 126 | Time: 1.1579e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 347 | Max_nodes: 126 | Time: 1.1579e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 323 | Max_nodes: 126 | Time: 1.1581e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 222 | Max_nodes: 126 | Time: 1.1582e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 527 | Max_nodes: 126 | Time: 1.1583e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 620 | Max_nodes: 126 | Time: 1.1584e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 381 | Max_nodes: 126 | Time: 1.1584e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 219 | Max_nodes: 126 | Time: 1.1585e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 615 | Max_nodes: 126 | Time: 1.1585e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 382 | Max_nodes: 126 | Time: 1.1587e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 309 | Max_nodes: 126 | Time: 1.1588e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 170 | Max_nodes: 126 | Time: 1.1589e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 333 | Max_nodes: 126 | Time: 1.1591e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 268 | Max_nodes: 126 | Time: 1.1592e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 623 | Max_nodes: 126 | Time: 1.1595e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 199 | Max_nodes: 126 | Time: 1.1598e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 194 | Max_nodes: 126 | Time: 1.1599e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 501 | Max_nodes: 126 | Time: 1.1604e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 172 | Max_nodes: 126 | Time: 1.1604e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 602 | Max_nodes: 126 | Time: 1.1605e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 611 | Max_nodes: 126 | Time: 1.1605e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 600 | Max_nodes: 126 | Time: 1.1607e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 293 | Max_nodes: 126 | Time: 1.1609e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 481 | Max_nodes: 126 | Time: 1.1610e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 489 | Max_nodes: 126 | Time: 1.1612e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 217 | Max_nodes: 126 | Time: 1.1612e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 366 | Max_nodes: 126 | Time: 1.1614e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 271 | Max_nodes: 126 | Time: 1.1616e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 168 | Max_nodes: 126 | Time: 1.1616e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 513 | Max_nodes: 126 | Time: 1.1616e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 220 | Max_nodes: 126 | Time: 1.1617e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 407 | Max_nodes: 126 | Time: 1.1617e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 395 | Max_nodes: 126 | Time: 1.1619e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 492 | Max_nodes: 126 | Time: 1.1620e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 399 | Max_nodes: 126 | Time: 1.1625e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 216 | Max_nodes: 126 | Time: 1.1628e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 601 | Max_nodes: 126 | Time: 1.1629e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 252 | Max_nodes: 126 | Time: 1.1630e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 171 | Max_nodes: 126 | Time: 1.1631e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 250 | Max_nodes: 126 | Time: 1.1632e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 368 | Max_nodes: 126 | Time: 1.1634e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 369 | Max_nodes: 126 | Time: 1.1635e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 494 | Max_nodes: 126 | Time: 1.1640e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 175 | Max_nodes: 126 | Time: 1.1644e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 362 | Max_nodes: 126 | Time: 1.1647e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 197 | Max_nodes: 126 | Time: 1.1648e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 365 | Max_nodes: 126 | Time: 1.1649e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 419 | Max_nodes: 126 | Time: 1.1652e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 497 | Max_nodes: 126 | Time: 1.1652e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 262 | Max_nodes: 126 | Time: 1.1656e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 371 | Max_nodes: 126 | Time: 1.1656e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 266 | Max_nodes: 126 | Time: 1.1658e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 364 | Max_nodes: 126 | Time: 1.1660e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 138 | Max_nodes: 126 | Time: 1.1660e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 367 | Max_nodes: 126 | Time: 1.1661e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 495 | Max_nodes: 126 | Time: 1.1663e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 363 | Max_nodes: 126 | Time: 1.1664e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 255 | Max_nodes: 126 | Time: 1.1664e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 218 | Max_nodes: 126 | Time: 1.1664e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 193 | Max_nodes: 126 | Time: 1.1665e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 215 | Max_nodes: 126 | Time: 1.1665e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 259 | Max_nodes: 126 | Time: 1.1668e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 373 | Max_nodes: 126 | Time: 1.1669e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 383 | Max_nodes: 126 | Time: 1.1671e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 609 | Max_nodes: 126 | Time: 1.1672e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 267 | Max_nodes: 126 | Time: 1.1674e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 401 | Max_nodes: 126 | Time: 1.1676e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 269 | Max_nodes: 126 | Time: 1.1680e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 192 | Max_nodes: 126 | Time: 1.1681e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 239 | Max_nodes: 126 | Time: 1.1683e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 149 | Max_nodes: 126 | Time: 1.1683e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 273 | Max_nodes: 126 | Time: 1.1686e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 196 | Max_nodes: 126 | Time: 1.1687e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 247 | Max_nodes: 126 | Time: 1.1689e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 147 | Max_nodes: 126 | Time: 1.1689e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 227 | Max_nodes: 126 | Time: 1.1690e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 393 | Max_nodes: 126 | Time: 1.1690e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 485 | Max_nodes: 126 | Time: 1.1691e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 279 | Max_nodes: 126 | Time: 1.1693e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 256 | Max_nodes: 126 | Time: 1.1693e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 263 | Max_nodes: 126 | Time: 1.1695e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 257 | Max_nodes: 126 | Time: 1.1699e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 68 | Max_nodes: 126 | Time: 1.1700e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 248 | Max_nodes: 126 | Time: 1.1700e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 237 | Max_nodes: 126 | Time: 1.1700e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 213 | Max_nodes: 126 | Time: 1.1704e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 281 | Max_nodes: 126 | Time: 1.1710e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 258 | Max_nodes: 126 | Time: 1.1714e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 243 | Max_nodes: 126 | Time: 1.1717e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 246 | Max_nodes: 126 | Time: 1.1717e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 244 | Max_nodes: 126 | Time: 1.1718e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 265 | Max_nodes: 126 | Time: 1.1718e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 145 | Max_nodes: 126 | Time: 1.1719e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 191 | Max_nodes: 126 | Time: 1.1722e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 167 | Max_nodes: 126 | Time: 1.1724e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 173 | Max_nodes: 126 | Time: 1.1725e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 179 | Max_nodes: 126 | Time: 1.1725e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 165 | Max_nodes: 126 | Time: 1.1726e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 360 | Max_nodes: 126 | Time: 1.1727e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 254 | Max_nodes: 126 | Time: 1.1731e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 231 | Max_nodes: 126 | Time: 1.1732e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 491 | Max_nodes: 126 | Time: 1.1732e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 102 | Max_nodes: 126 | Time: 1.1734e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 361 | Max_nodes: 126 | Time: 1.1735e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 515 | Max_nodes: 126 | Time: 1.1735e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 146 | Max_nodes: 126 | Time: 1.1738e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 233 | Max_nodes: 126 | Time: 1.1738e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 261 | Max_nodes: 126 | Time: 1.1740e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 287 | Max_nodes: 126 | Time: 1.1742e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 245 | Max_nodes: 126 | Time: 1.1745e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 104 | Max_nodes: 126 | Time: 1.1749e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 148 | Max_nodes: 126 | Time: 1.1750e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 225 | Max_nodes: 126 | Time: 1.1753e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 114 | Max_nodes: 126 | Time: 1.1756e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 86 | Max_nodes: 126 | Time: 1.1760e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 144 | Max_nodes: 126 | Time: 1.1762e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 60 | Max_nodes: 126 | Time: 1.1768e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 78 | Max_nodes: 126 | Time: 1.1774e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 183 | Max_nodes: 126 | Time: 1.1776e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 38 | Max_nodes: 126 | Time: 1.1778e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 201 | Max_nodes: 126 | Time: 1.1778e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 110 | Max_nodes: 126 | Time: 1.1782e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 92 | Max_nodes: 126 | Time: 1.1782e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 116 | Max_nodes: 126 | Time: 1.1782e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 242 | Max_nodes: 126 | Time: 1.1785e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 155 | Max_nodes: 126 | Time: 1.1788e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 240 | Max_nodes: 126 | Time: 1.1788e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 377 | Max_nodes: 126 | Time: 1.1793e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 203 | Max_nodes: 126 | Time: 1.1795e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 73 | Max_nodes: 126 | Time: 1.1796e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 264 | Max_nodes: 126 | Time: 1.1797e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 90 | Max_nodes: 126 | Time: 1.1800e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 79 | Max_nodes: 126 | Time: 1.1800e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 115 | Max_nodes: 126 | Time: 1.1801e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 76 | Max_nodes: 126 | Time: 1.1801e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 285 | Max_nodes: 126 | Time: 1.1805e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 62 | Max_nodes: 126 | Time: 1.1806e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 177 | Max_nodes: 126 | Time: 1.1808e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 207 | Max_nodes: 126 | Time: 1.1808e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 189 | Max_nodes: 126 | Time: 1.1809e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 94 | Max_nodes: 126 | Time: 1.1809e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 88 | Max_nodes: 126 | Time: 1.1810e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 91 | Max_nodes: 126 | Time: 1.1813e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 61 | Max_nodes: 126 | Time: 1.1814e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 89 | Max_nodes: 126 | Time: 1.1817e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 185 | Max_nodes: 126 | Time: 1.1819e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 159 | Max_nodes: 126 | Time: 1.1820e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 251 | Max_nodes: 126 | Time: 1.1825e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 153 | Max_nodes: 126 | Time: 1.1825e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 66 | Max_nodes: 126 | Time: 1.1827e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 82 | Max_nodes: 126 | Time: 1.1834e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 209 | Max_nodes: 126 | Time: 1.1838e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 98 | Max_nodes: 126 | Time: 1.1839e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 85 | Max_nodes: 126 | Time: 1.1842e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 108 | Max_nodes: 126 | Time: 1.1848e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 93 | Max_nodes: 126 | Time: 1.1851e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 126 | Max_nodes: 126 | Time: 1.1851e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 103 | Max_nodes: 126 | Time: 1.1854e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 58 | Max_nodes: 126 | Time: 1.1854e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 46 | Max_nodes: 126 | Time: 1.1857e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 67 | Max_nodes: 126 | Time: 1.1859e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 249 | Max_nodes: 126 | Time: 1.1860e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 140 | Max_nodes: 126 | Time: 1.1861e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 134 | Max_nodes: 126 | Time: 1.1862e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 70 | Max_nodes: 126 | Time: 1.1863e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 143 | Max_nodes: 126 | Time: 1.1863e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 84 | Max_nodes: 126 | Time: 1.1863e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 275 | Max_nodes: 126 | Time: 1.1864e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 120 | Max_nodes: 126 | Time: 1.1865e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 74 | Max_nodes: 126 | Time: 1.1865e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 63 | Max_nodes: 126 | Time: 1.1874e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 137 | Max_nodes: 126 | Time: 1.1877e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 75 | Max_nodes: 126 | Time: 1.1878e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 241 | Max_nodes: 126 | Time: 1.1880e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 100 | Max_nodes: 126 | Time: 1.1880e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 42 | Max_nodes: 126 | Time: 1.1881e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 87 | Max_nodes: 126 | Time: 1.1883e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 124 | Max_nodes: 126 | Time: 1.1883e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 132 | Max_nodes: 126 | Time: 1.1886e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 169 | Max_nodes: 126 | Time: 1.1886e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 111 | Max_nodes: 126 | Time: 1.1887e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 56 | Max_nodes: 126 | Time: 1.1888e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 118 | Max_nodes: 126 | Time: 1.1891e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 96 | Max_nodes: 126 | Time: 1.1898e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 44 | Max_nodes: 126 | Time: 1.1901e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 135 | Max_nodes: 126 | Time: 1.1902e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 40 | Max_nodes: 126 | Time: 1.1902e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 109 | Max_nodes: 126 | Time: 1.1903e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 80 | Max_nodes: 126 | Time: 1.1904e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 123 | Max_nodes: 126 | Time: 1.1905e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 83 | Max_nodes: 126 | Time: 1.1908e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 71 | Max_nodes: 126 | Time: 1.1912e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 48 | Max_nodes: 126 | Time: 1.1912e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 64 | Max_nodes: 126 | Time: 1.1913e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 77 | Max_nodes: 126 | Time: 1.1921e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 36 | Max_nodes: 126 | Time: 1.1925e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 122 | Max_nodes: 126 | Time: 1.1926e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 113 | Max_nodes: 126 | Time: 1.1928e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 72 | Max_nodes: 126 | Time: 1.1929e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 65 | Max_nodes: 126 | Time: 1.1930e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 95 | Max_nodes: 126 | Time: 1.1932e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 106 | Max_nodes: 126 | Time: 1.1932e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 43 | Max_nodes: 126 | Time: 1.1934e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 101 | Max_nodes: 126 | Time: 1.1936e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 142 | Max_nodes: 126 | Time: 1.1936e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 129 | Max_nodes: 126 | Time: 1.1937e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 105 | Max_nodes: 126 | Time: 1.1939e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 112 | Max_nodes: 126 | Time: 1.1939e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 141 | Max_nodes: 126 | Time: 1.1942e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 136 | Max_nodes: 126 | Time: 1.1952e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 59 | Max_nodes: 126 | Time: 1.1954e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 69 | Max_nodes: 126 | Time: 1.1954e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 17 | Max_nodes: 126 | Time: 1.1956e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 53 | Max_nodes: 126 | Time: 1.1958e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 131 | Max_nodes: 126 | Time: 1.1960e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 34 | Max_nodes: 126 | Time: 1.1960e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 127 | Max_nodes: 126 | Time: 1.1961e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 97 | Max_nodes: 126 | Time: 1.1961e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 45 | Max_nodes: 126 | Time: 1.1965e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 117 | Max_nodes: 126 | Time: 1.1966e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 99 | Max_nodes: 126 | Time: 1.1967e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 50 | Max_nodes: 126 | Time: 1.1972e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 161 | Max_nodes: 126 | Time: 1.1974e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 22 | Max_nodes: 126 | Time: 1.1976e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 47 | Max_nodes: 126 | Time: 1.1976e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 9 | Max_nodes: 126 | Time: 1.1982e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 55 | Max_nodes: 126 | Time: 1.1982e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 139 | Max_nodes: 126 | Time: 1.1990e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 130 | Max_nodes: 126 | Time: 1.1991e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 119 | Max_nodes: 126 | Time: 1.1994e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 107 | Max_nodes: 126 | Time: 1.2003e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 54 | Max_nodes: 126 | Time: 1.2010e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 81 | Max_nodes: 126 | Time: 1.2010e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 8 | Max_nodes: 126 | Time: 1.2015e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 16 | Max_nodes: 126 | Time: 1.2018e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 128 | Max_nodes: 126 | Time: 1.2018e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 15 | Max_nodes: 126 | Time: 1.2026e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 21 | Max_nodes: 126 | Time: 1.2029e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 0 | Max_nodes: 126 | Time: 1.2036e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 57 | Max_nodes: 126 | Time: 1.2038e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 133 | Max_nodes: 126 | Time: 1.2042e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 30 | Max_nodes: 126 | Time: 1.2050e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 28 | Max_nodes: 126 | Time: 1.2057e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 51 | Max_nodes: 126 | Time: 1.2061e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 32 | Max_nodes: 126 | Time: 1.2061e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 52 | Max_nodes: 126 | Time: 1.2062e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 1 | Max_nodes: 126 | Time: 1.2068e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 14 | Max_nodes: 126 | Time: 1.2072e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 29 | Max_nodes: 126 | Time: 1.2072e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 35 | Max_nodes: 126 | Time: 1.2086e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 13 | Max_nodes: 126 | Time: 1.2096e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 37 | Max_nodes: 126 | Time: 1.2096e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 2 | Max_nodes: 126 | Time: 1.2097e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 33 | Max_nodes: 126 | Time: 1.2109e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 39 | Max_nodes: 126 | Time: 1.2116e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 121 | Max_nodes: 126 | Time: 1.2120e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 26 | Max_nodes: 126 | Time: 1.2123e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 49 | Max_nodes: 126 | Time: 1.2123e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 11 | Max_nodes: 126 | Time: 1.2130e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 41 | Max_nodes: 126 | Time: 1.2132e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 25 | Max_nodes: 126 | Time: 1.2143e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 19 | Max_nodes: 126 | Time: 1.2145e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 12 | Max_nodes: 126 | Time: 1.2160e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 27 | Max_nodes: 126 | Time: 1.2169e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 18 | Max_nodes: 126 | Time: 1.2170e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 6 | Max_nodes: 126 | Time: 1.2175e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 5 | Max_nodes: 126 | Time: 1.2189e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 10 | Max_nodes: 126 | Time: 1.2197e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 125 | Max_nodes: 126 | Time: 1.2198e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 4 | Max_nodes: 126 | Time: 1.2211e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 3 | Max_nodes: 126 | Time: 1.2229e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 20 | Max_nodes: 126 | Time: 1.2230e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 23 | Max_nodes: 126 | Time: 1.2237e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 31 | Max_nodes: 126 | Time: 1.2315e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 7 | Max_nodes: 126 | Time: 1.2327e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 24 | Max_nodes: 126 | Time: 1.2345e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| - -........................... -Average time: 1.1526e-03s - -________________________________________________________________________________________________ - -720 permutations have 126 max nodes. -Index: 590 | Active_nodes: 6 | Time: 1.1005e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 714 | Active_nodes: 6 | Time: 1.1016e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 690 | Active_nodes: 6 | Time: 1.1024e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 686 | Active_nodes: 6 | Time: 1.1031e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 680 | Active_nodes: 6 | Time: 1.1035e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 710 | Active_nodes: 6 | Time: 1.1045e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 660 | Active_nodes: 6 | Time: 1.1051e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 574 | Active_nodes: 6 | Time: 1.1059e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 706 | Active_nodes: 6 | Time: 1.1068e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 476 | Active_nodes: 6 | Time: 1.1070e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 588 | Active_nodes: 6 | Time: 1.1071e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 470 | Active_nodes: 6 | Time: 1.1074e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 702 | Active_nodes: 6 | Time: 1.1077e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 548 | Active_nodes: 6 | Time: 1.1078e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 564 | Active_nodes: 6 | Time: 1.1079e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 674 | Active_nodes: 6 | Time: 1.1085e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 572 | Active_nodes: 6 | Time: 1.1091e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 666 | Active_nodes: 6 | Time: 1.1093e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 594 | Active_nodes: 6 | Time: 1.1097e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 454 | Active_nodes: 6 | Time: 1.1098e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 716 | Active_nodes: 6 | Time: 1.1101e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 542 | Active_nodes: 6 | Time: 1.1101e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 586 | Active_nodes: 6 | Time: 1.1101e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 446 | Active_nodes: 6 | Time: 1.1102e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 704 | Active_nodes: 6 | Time: 1.1104e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 668 | Active_nodes: 6 | Time: 1.1106e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 468 | Active_nodes: 6 | Time: 1.1107e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 692 | Active_nodes: 6 | Time: 1.1108e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 560 | Active_nodes: 6 | Time: 1.1109e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 568 | Active_nodes: 6 | Time: 1.1113e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 428 | Active_nodes: 6 | Time: 1.1115e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 718 | Active_nodes: 6 | Time: 1.1118e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 638 | Active_nodes: 6 | Time: 1.1119e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 464 | Active_nodes: 6 | Time: 1.1121e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 541 | Active_nodes: 6 | Time: 1.1125e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 694 | Active_nodes: 6 | Time: 1.1130e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 678 | Active_nodes: 6 | Time: 1.1130e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 538 | Active_nodes: 6 | Time: 1.1138e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 444 | Active_nodes: 6 | Time: 1.1138e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 698 | Active_nodes: 6 | Time: 1.1139e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 640 | Active_nodes: 6 | Time: 1.1141e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 452 | Active_nodes: 6 | Time: 1.1142e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 712 | Active_nodes: 6 | Time: 1.1144e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 562 | Active_nodes: 6 | Time: 1.1144e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 584 | Active_nodes: 6 | Time: 1.1144e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 682 | Active_nodes: 6 | Time: 1.1146e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 708 | Active_nodes: 6 | Time: 1.1146e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 664 | Active_nodes: 6 | Time: 1.1148e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 478 | Active_nodes: 6 | Time: 1.1148e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 596 | Active_nodes: 6 | Time: 1.1152e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 697 | Active_nodes: 6 | Time: 1.1152e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 592 | Active_nodes: 6 | Time: 1.1156e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 688 | Active_nodes: 6 | Time: 1.1156e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 474 | Active_nodes: 6 | Time: 1.1156e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 439 | Active_nodes: 6 | Time: 1.1156e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 544 | Active_nodes: 6 | Time: 1.1157e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 550 | Active_nodes: 6 | Time: 1.1160e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 302 | Active_nodes: 6 | Time: 1.1160e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 662 | Active_nodes: 6 | Time: 1.1163e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 566 | Active_nodes: 6 | Time: 1.1164e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 578 | Active_nodes: 6 | Time: 1.1164e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 679 | Active_nodes: 6 | Time: 1.1164e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 598 | Active_nodes: 6 | Time: 1.1166e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 440 | Active_nodes: 6 | Time: 1.1167e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 546 | Active_nodes: 6 | Time: 1.1168e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 570 | Active_nodes: 6 | Time: 1.1169e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 709 | Active_nodes: 6 | Time: 1.1170e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 576 | Active_nodes: 6 | Time: 1.1171e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 438 | Active_nodes: 6 | Time: 1.1172e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 462 | Active_nodes: 6 | Time: 1.1176e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 457 | Active_nodes: 6 | Time: 1.1179e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 448 | Active_nodes: 6 | Time: 1.1180e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 356 | Active_nodes: 6 | Time: 1.1180e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 654 | Active_nodes: 6 | Time: 1.1180e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 450 | Active_nodes: 6 | Time: 1.1182e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 646 | Active_nodes: 6 | Time: 1.1183e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 589 | Active_nodes: 6 | Time: 1.1187e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 582 | Active_nodes: 6 | Time: 1.1187e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 685 | Active_nodes: 6 | Time: 1.1187e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 636 | Active_nodes: 6 | Time: 1.1188e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 536 | Active_nodes: 6 | Time: 1.1189e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 696 | Active_nodes: 6 | Time: 1.1192e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 418 | Active_nodes: 6 | Time: 1.1194e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 511 | Active_nodes: 6 | Time: 1.1195e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 684 | Active_nodes: 6 | Time: 1.1198e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 715 | Active_nodes: 6 | Time: 1.1199e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 463 | Active_nodes: 6 | Time: 1.1202e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 348 | Active_nodes: 6 | Time: 1.1202e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 552 | Active_nodes: 6 | Time: 1.1203e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 328 | Active_nodes: 6 | Time: 1.1203e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 658 | Active_nodes: 6 | Time: 1.1203e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 422 | Active_nodes: 6 | Time: 1.1205e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 532 | Active_nodes: 6 | Time: 1.1205e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 522 | Active_nodes: 6 | Time: 1.1205e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 326 | Active_nodes: 6 | Time: 1.1208e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 703 | Active_nodes: 6 | Time: 1.1209e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 644 | Active_nodes: 6 | Time: 1.1210e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 520 | Active_nodes: 6 | Time: 1.1212e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 580 | Active_nodes: 6 | Time: 1.1216e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 632 | Active_nodes: 6 | Time: 1.1217e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 469 | Active_nodes: 6 | Time: 1.1217e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 332 | Active_nodes: 6 | Time: 1.1220e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 320 | Active_nodes: 6 | Time: 1.1221e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 655 | Active_nodes: 6 | Time: 1.1221e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 559 | Active_nodes: 6 | Time: 1.1224e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 512 | Active_nodes: 6 | Time: 1.1225e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 442 | Active_nodes: 6 | Time: 1.1227e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 466 | Active_nodes: 6 | Time: 1.1227e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 524 | Active_nodes: 6 | Time: 1.1230e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 306 | Active_nodes: 6 | Time: 1.1231e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 350 | Active_nodes: 6 | Time: 1.1232e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 398 | Active_nodes: 6 | Time: 1.1232e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 420 | Active_nodes: 6 | Time: 1.1233e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 472 | Active_nodes: 6 | Time: 1.1236e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 565 | Active_nodes: 6 | Time: 1.1237e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 691 | Active_nodes: 6 | Time: 1.1237e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 583 | Active_nodes: 6 | Time: 1.1238e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 404 | Active_nodes: 6 | Time: 1.1238e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 530 | Active_nodes: 6 | Time: 1.1240e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 458 | Active_nodes: 6 | Time: 1.1240e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 354 | Active_nodes: 6 | Time: 1.1240e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 342 | Active_nodes: 6 | Time: 1.1241e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 434 | Active_nodes: 6 | Time: 1.1243e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 451 | Active_nodes: 6 | Time: 1.1245e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 642 | Active_nodes: 6 | Time: 1.1246e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 352 | Active_nodes: 6 | Time: 1.1246e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 324 | Active_nodes: 6 | Time: 1.1247e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 424 | Active_nodes: 6 | Time: 1.1250e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 518 | Active_nodes: 6 | Time: 1.1251e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 670 | Active_nodes: 6 | Time: 1.1253e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 634 | Active_nodes: 6 | Time: 1.1253e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 430 | Active_nodes: 6 | Time: 1.1254e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 626 | Active_nodes: 6 | Time: 1.1254e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 656 | Active_nodes: 6 | Time: 1.1255e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 535 | Active_nodes: 6 | Time: 1.1256e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 595 | Active_nodes: 6 | Time: 1.1256e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 558 | Active_nodes: 6 | Time: 1.1258e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 540 | Active_nodes: 6 | Time: 1.1260e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 637 | Active_nodes: 6 | Time: 1.1262e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 695 | Active_nodes: 6 | Time: 1.1262e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 528 | Active_nodes: 6 | Time: 1.1262e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 433 | Active_nodes: 6 | Time: 1.1263e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 571 | Active_nodes: 6 | Time: 1.1263e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 410 | Active_nodes: 6 | Time: 1.1263e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 523 | Active_nodes: 6 | Time: 1.1264e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 599 | Active_nodes: 6 | Time: 1.1264e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 336 | Active_nodes: 6 | Time: 1.1266e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 392 | Active_nodes: 6 | Time: 1.1267e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 577 | Active_nodes: 6 | Time: 1.1271e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 456 | Active_nodes: 6 | Time: 1.1272e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 649 | Active_nodes: 6 | Time: 1.1272e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 426 | Active_nodes: 6 | Time: 1.1273e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 416 | Active_nodes: 6 | Time: 1.1275e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 672 | Active_nodes: 6 | Time: 1.1275e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 717 | Active_nodes: 6 | Time: 1.1277e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 445 | Active_nodes: 6 | Time: 1.1280e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 661 | Active_nodes: 6 | Time: 1.1280e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 631 | Active_nodes: 6 | Time: 1.1281e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 676 | Active_nodes: 6 | Time: 1.1284e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 701 | Active_nodes: 6 | Time: 1.1285e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 406 | Active_nodes: 6 | Time: 1.1286e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 396 | Active_nodes: 6 | Time: 1.1287e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 358 | Active_nodes: 6 | Time: 1.1288e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 298 | Active_nodes: 6 | Time: 1.1288e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 526 | Active_nodes: 6 | Time: 1.1290e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 514 | Active_nodes: 6 | Time: 1.1291e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 667 | Active_nodes: 6 | Time: 1.1291e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 628 | Active_nodes: 6 | Time: 1.1292e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 699 | Active_nodes: 6 | Time: 1.1294e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 516 | Active_nodes: 6 | Time: 1.1295e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 652 | Active_nodes: 6 | Time: 1.1295e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 334 | Active_nodes: 6 | Time: 1.1295e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 355 | Active_nodes: 6 | Time: 1.1298e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 650 | Active_nodes: 6 | Time: 1.1298e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 394 | Active_nodes: 6 | Time: 1.1298e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 553 | Active_nodes: 6 | Time: 1.1299e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 455 | Active_nodes: 6 | Time: 1.1300e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 460 | Active_nodes: 6 | Time: 1.1301e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 554 | Active_nodes: 6 | Time: 1.1303e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 337 | Active_nodes: 6 | Time: 1.1303e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 673 | Active_nodes: 6 | Time: 1.1303e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 308 | Active_nodes: 6 | Time: 1.1303e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 338 | Active_nodes: 6 | Time: 1.1304e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 630 | Active_nodes: 6 | Time: 1.1307e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 318 | Active_nodes: 6 | Time: 1.1308e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 280 | Active_nodes: 6 | Time: 1.1309e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 432 | Active_nodes: 6 | Time: 1.1311e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 643 | Active_nodes: 6 | Time: 1.1312e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 575 | Active_nodes: 6 | Time: 1.1314e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 719 | Active_nodes: 6 | Time: 1.1316e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 648 | Active_nodes: 6 | Time: 1.1316e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 294 | Active_nodes: 6 | Time: 1.1318e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 581 | Active_nodes: 6 | Time: 1.1319e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 547 | Active_nodes: 6 | Time: 1.1320e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 397 | Active_nodes: 6 | Time: 1.1322e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 322 | Active_nodes: 6 | Time: 1.1325e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 277 | Active_nodes: 6 | Time: 1.1325e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 625 | Active_nodes: 6 | Time: 1.1325e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 331 | Active_nodes: 6 | Time: 1.1326e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 344 | Active_nodes: 6 | Time: 1.1326e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 310 | Active_nodes: 6 | Time: 1.1327e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 529 | Active_nodes: 6 | Time: 1.1328e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 402 | Active_nodes: 6 | Time: 1.1330e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 693 | Active_nodes: 6 | Time: 1.1330e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 705 | Active_nodes: 6 | Time: 1.1331e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 556 | Active_nodes: 6 | Time: 1.1331e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 517 | Active_nodes: 6 | Time: 1.1332e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 307 | Active_nodes: 6 | Time: 1.1336e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 435 | Active_nodes: 6 | Time: 1.1340e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 300 | Active_nodes: 6 | Time: 1.1340e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 606 | Active_nodes: 6 | Time: 1.1341e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 711 | Active_nodes: 6 | Time: 1.1341e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 700 | Active_nodes: 6 | Time: 1.1341e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 475 | Active_nodes: 6 | Time: 1.1341e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 340 | Active_nodes: 6 | Time: 1.1344e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 319 | Active_nodes: 6 | Time: 1.1345e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 681 | Active_nodes: 6 | Time: 1.1347e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 325 | Active_nodes: 6 | Time: 1.1347e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 653 | Active_nodes: 6 | Time: 1.1347e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 555 | Active_nodes: 6 | Time: 1.1347e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 330 | Active_nodes: 6 | Time: 1.1352e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 436 | Active_nodes: 6 | Time: 1.1354e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 427 | Active_nodes: 6 | Time: 1.1354e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 557 | Active_nodes: 6 | Time: 1.1354e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 278 | Active_nodes: 6 | Time: 1.1355e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 713 | Active_nodes: 6 | Time: 1.1356e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 346 | Active_nodes: 6 | Time: 1.1357e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 286 | Active_nodes: 6 | Time: 1.1358e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 226 | Active_nodes: 6 | Time: 1.1360e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 403 | Active_nodes: 6 | Time: 1.1360e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 629 | Active_nodes: 6 | Time: 1.1361e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 669 | Active_nodes: 6 | Time: 1.1365e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 479 | Active_nodes: 6 | Time: 1.1365e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 477 | Active_nodes: 6 | Time: 1.1365e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 313 | Active_nodes: 6 | Time: 1.1367e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 214 | Active_nodes: 6 | Time: 1.1369e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 400 | Active_nodes: 6 | Time: 1.1371e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 343 | Active_nodes: 6 | Time: 1.1372e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 349 | Active_nodes: 6 | Time: 1.1373e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 585 | Active_nodes: 6 | Time: 1.1374e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 593 | Active_nodes: 6 | Time: 1.1374e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 234 | Active_nodes: 6 | Time: 1.1374e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 314 | Active_nodes: 6 | Time: 1.1375e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 587 | Active_nodes: 6 | Time: 1.1375e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 597 | Active_nodes: 6 | Time: 1.1376e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 235 | Active_nodes: 6 | Time: 1.1377e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 707 | Active_nodes: 6 | Time: 1.1378e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 614 | Active_nodes: 6 | Time: 1.1379e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 689 | Active_nodes: 6 | Time: 1.1380e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 212 | Active_nodes: 6 | Time: 1.1383e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 296 | Active_nodes: 6 | Time: 1.1384e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 295 | Active_nodes: 6 | Time: 1.1384e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 675 | Active_nodes: 6 | Time: 1.1384e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 505 | Active_nodes: 6 | Time: 1.1384e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 579 | Active_nodes: 6 | Time: 1.1387e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 510 | Active_nodes: 6 | Time: 1.1387e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 687 | Active_nodes: 6 | Time: 1.1387e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 459 | Active_nodes: 6 | Time: 1.1388e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 232 | Active_nodes: 6 | Time: 1.1390e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 421 | Active_nodes: 6 | Time: 1.1392e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 627 | Active_nodes: 6 | Time: 1.1392e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 622 | Active_nodes: 6 | Time: 1.1392e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 311 | Active_nodes: 6 | Time: 1.1392e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 412 | Active_nodes: 6 | Time: 1.1393e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 453 | Active_nodes: 6 | Time: 1.1393e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 182 | Active_nodes: 6 | Time: 1.1395e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 391 | Active_nodes: 6 | Time: 1.1396e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 223 | Active_nodes: 6 | Time: 1.1397e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 228 | Active_nodes: 6 | Time: 1.1397e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 502 | Active_nodes: 6 | Time: 1.1398e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 301 | Active_nodes: 6 | Time: 1.1398e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 533 | Active_nodes: 6 | Time: 1.1401e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 573 | Active_nodes: 6 | Time: 1.1401e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 274 | Active_nodes: 6 | Time: 1.1401e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 370 | Active_nodes: 6 | Time: 1.1403e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 414 | Active_nodes: 6 | Time: 1.1404e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 284 | Active_nodes: 6 | Time: 1.1406e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 157 | Active_nodes: 6 | Time: 1.1406e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 224 | Active_nodes: 6 | Time: 1.1407e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 677 | Active_nodes: 6 | Time: 1.1408e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 591 | Active_nodes: 6 | Time: 1.1409e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 359 | Active_nodes: 6 | Time: 1.1410e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 473 | Active_nodes: 6 | Time: 1.1410e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 238 | Active_nodes: 6 | Time: 1.1411e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 665 | Active_nodes: 6 | Time: 1.1412e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 498 | Active_nodes: 6 | Time: 1.1415e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 504 | Active_nodes: 6 | Time: 1.1415e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 569 | Active_nodes: 6 | Time: 1.1415e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 659 | Active_nodes: 6 | Time: 1.1415e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 447 | Active_nodes: 6 | Time: 1.1416e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 339 | Active_nodes: 6 | Time: 1.1418e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 493 | Active_nodes: 6 | Time: 1.1420e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 471 | Active_nodes: 6 | Time: 1.1420e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 176 | Active_nodes: 6 | Time: 1.1421e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 537 | Active_nodes: 6 | Time: 1.1421e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 415 | Active_nodes: 6 | Time: 1.1421e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 290 | Active_nodes: 6 | Time: 1.1422e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 607 | Active_nodes: 6 | Time: 1.1423e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 683 | Active_nodes: 6 | Time: 1.1423e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 534 | Active_nodes: 6 | Time: 1.1423e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 431 | Active_nodes: 6 | Time: 1.1424e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 327 | Active_nodes: 6 | Time: 1.1425e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 408 | Active_nodes: 6 | Time: 1.1425e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 385 | Active_nodes: 6 | Time: 1.1426e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 372 | Active_nodes: 6 | Time: 1.1427e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 200 | Active_nodes: 6 | Time: 1.1427e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 411 | Active_nodes: 6 | Time: 1.1429e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 312 | Active_nodes: 6 | Time: 1.1429e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 605 | Active_nodes: 6 | Time: 1.1429e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 282 | Active_nodes: 6 | Time: 1.1430e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 178 | Active_nodes: 6 | Time: 1.1430e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 671 | Active_nodes: 6 | Time: 1.1430e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 272 | Active_nodes: 6 | Time: 1.1431e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 390 | Active_nodes: 6 | Time: 1.1431e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 465 | Active_nodes: 6 | Time: 1.1432e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 531 | Active_nodes: 6 | Time: 1.1432e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 437 | Active_nodes: 6 | Time: 1.1433e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 624 | Active_nodes: 6 | Time: 1.1433e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 657 | Active_nodes: 6 | Time: 1.1435e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 283 | Active_nodes: 6 | Time: 1.1435e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 619 | Active_nodes: 6 | Time: 1.1437e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 384 | Active_nodes: 6 | Time: 1.1439e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 651 | Active_nodes: 6 | Time: 1.1439e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 270 | Active_nodes: 6 | Time: 1.1442e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 316 | Active_nodes: 6 | Time: 1.1443e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 543 | Active_nodes: 6 | Time: 1.1443e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 567 | Active_nodes: 6 | Time: 1.1444e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 461 | Active_nodes: 6 | Time: 1.1445e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 500 | Active_nodes: 6 | Time: 1.1445e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 304 | Active_nodes: 6 | Time: 1.1447e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 204 | Active_nodes: 6 | Time: 1.1447e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 616 | Active_nodes: 6 | Time: 1.1447e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 188 | Active_nodes: 6 | Time: 1.1448e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 663 | Active_nodes: 6 | Time: 1.1450e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 289 | Active_nodes: 6 | Time: 1.1452e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 230 | Active_nodes: 6 | Time: 1.1452e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 449 | Active_nodes: 6 | Time: 1.1453e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 409 | Active_nodes: 6 | Time: 1.1453e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 506 | Active_nodes: 6 | Time: 1.1454e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 208 | Active_nodes: 6 | Time: 1.1456e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 545 | Active_nodes: 6 | Time: 1.1457e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 551 | Active_nodes: 6 | Time: 1.1457e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 210 | Active_nodes: 6 | Time: 1.1458e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 612 | Active_nodes: 6 | Time: 1.1459e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 499 | Active_nodes: 6 | Time: 1.1460e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 507 | Active_nodes: 6 | Time: 1.1461e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 236 | Active_nodes: 6 | Time: 1.1462e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 443 | Active_nodes: 6 | Time: 1.1464e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 341 | Active_nodes: 6 | Time: 1.1464e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 610 | Active_nodes: 6 | Time: 1.1465e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 329 | Active_nodes: 6 | Time: 1.1469e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 645 | Active_nodes: 6 | Time: 1.1470e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 166 | Active_nodes: 6 | Time: 1.1471e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 292 | Active_nodes: 6 | Time: 1.1472e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 387 | Active_nodes: 6 | Time: 1.1472e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 190 | Active_nodes: 6 | Time: 1.1474e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 488 | Active_nodes: 6 | Time: 1.1476e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 186 | Active_nodes: 6 | Time: 1.1477e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 150 | Active_nodes: 6 | Time: 1.1477e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 206 | Active_nodes: 6 | Time: 1.1478e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 483 | Active_nodes: 6 | Time: 1.1480e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 184 | Active_nodes: 6 | Time: 1.1481e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 608 | Active_nodes: 6 | Time: 1.1481e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 603 | Active_nodes: 6 | Time: 1.1481e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 490 | Active_nodes: 6 | Time: 1.1482e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 429 | Active_nodes: 6 | Time: 1.1484e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 467 | Active_nodes: 6 | Time: 1.1485e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 152 | Active_nodes: 6 | Time: 1.1485e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 317 | Active_nodes: 6 | Time: 1.1487e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 353 | Active_nodes: 6 | Time: 1.1489e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 388 | Active_nodes: 6 | Time: 1.1489e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 380 | Active_nodes: 6 | Time: 1.1489e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 487 | Active_nodes: 6 | Time: 1.1490e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 315 | Active_nodes: 6 | Time: 1.1492e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 164 | Active_nodes: 6 | Time: 1.1493e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 376 | Active_nodes: 6 | Time: 1.1495e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 276 | Active_nodes: 6 | Time: 1.1496e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 151 | Active_nodes: 6 | Time: 1.1496e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 205 | Active_nodes: 6 | Time: 1.1496e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 635 | Active_nodes: 6 | Time: 1.1497e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 482 | Active_nodes: 6 | Time: 1.1498e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 549 | Active_nodes: 6 | Time: 1.1498e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 374 | Active_nodes: 6 | Time: 1.1502e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 633 | Active_nodes: 6 | Time: 1.1502e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 202 | Active_nodes: 6 | Time: 1.1505e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 519 | Active_nodes: 6 | Time: 1.1505e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 389 | Active_nodes: 6 | Time: 1.1505e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 174 | Active_nodes: 6 | Time: 1.1506e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 647 | Active_nodes: 6 | Time: 1.1508e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 351 | Active_nodes: 6 | Time: 1.1509e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 160 | Active_nodes: 6 | Time: 1.1509e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 321 | Active_nodes: 6 | Time: 1.1510e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 641 | Active_nodes: 6 | Time: 1.1513e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 163 | Active_nodes: 6 | Time: 1.1514e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 378 | Active_nodes: 6 | Time: 1.1514e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 158 | Active_nodes: 6 | Time: 1.1518e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 211 | Active_nodes: 6 | Time: 1.1519e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 198 | Active_nodes: 6 | Time: 1.1519e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 413 | Active_nodes: 6 | Time: 1.1521e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 563 | Active_nodes: 6 | Time: 1.1521e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 299 | Active_nodes: 6 | Time: 1.1521e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 509 | Active_nodes: 6 | Time: 1.1521e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 613 | Active_nodes: 6 | Time: 1.1521e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 508 | Active_nodes: 6 | Time: 1.1523e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 639 | Active_nodes: 6 | Time: 1.1523e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 561 | Active_nodes: 6 | Time: 1.1524e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 335 | Active_nodes: 6 | Time: 1.1526e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 539 | Active_nodes: 6 | Time: 1.1527e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 386 | Active_nodes: 6 | Time: 1.1527e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 604 | Active_nodes: 6 | Time: 1.1528e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 417 | Active_nodes: 6 | Time: 1.1530e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 379 | Active_nodes: 6 | Time: 1.1530e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 345 | Active_nodes: 6 | Time: 1.1531e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 484 | Active_nodes: 6 | Time: 1.1533e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 503 | Active_nodes: 6 | Time: 1.1533e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 288 | Active_nodes: 6 | Time: 1.1534e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 187 | Active_nodes: 6 | Time: 1.1537e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 162 | Active_nodes: 6 | Time: 1.1537e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 423 | Active_nodes: 6 | Time: 1.1539e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 221 | Active_nodes: 6 | Time: 1.1541e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 496 | Active_nodes: 6 | Time: 1.1544e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 305 | Active_nodes: 6 | Time: 1.1544e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 291 | Active_nodes: 6 | Time: 1.1544e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 180 | Active_nodes: 6 | Time: 1.1547e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 618 | Active_nodes: 6 | Time: 1.1547e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 357 | Active_nodes: 6 | Time: 1.1549e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 156 | Active_nodes: 6 | Time: 1.1549e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 229 | Active_nodes: 6 | Time: 1.1549e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 480 | Active_nodes: 6 | Time: 1.1551e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 521 | Active_nodes: 6 | Time: 1.1554e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 181 | Active_nodes: 6 | Time: 1.1554e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 297 | Active_nodes: 6 | Time: 1.1555e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 154 | Active_nodes: 6 | Time: 1.1556e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 260 | Active_nodes: 6 | Time: 1.1560e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 617 | Active_nodes: 6 | Time: 1.1563e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 195 | Active_nodes: 6 | Time: 1.1564e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 253 | Active_nodes: 6 | Time: 1.1565e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 441 | Active_nodes: 6 | Time: 1.1569e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 425 | Active_nodes: 6 | Time: 1.1572e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 405 | Active_nodes: 6 | Time: 1.1573e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 621 | Active_nodes: 6 | Time: 1.1574e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 303 | Active_nodes: 6 | Time: 1.1576e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 486 | Active_nodes: 6 | Time: 1.1578e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 525 | Active_nodes: 6 | Time: 1.1578e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 375 | Active_nodes: 6 | Time: 1.1579e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 347 | Active_nodes: 6 | Time: 1.1579e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 323 | Active_nodes: 6 | Time: 1.1581e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 222 | Active_nodes: 6 | Time: 1.1582e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 527 | Active_nodes: 6 | Time: 1.1583e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 620 | Active_nodes: 6 | Time: 1.1584e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 381 | Active_nodes: 6 | Time: 1.1584e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 219 | Active_nodes: 6 | Time: 1.1585e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 615 | Active_nodes: 6 | Time: 1.1585e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 382 | Active_nodes: 6 | Time: 1.1587e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 309 | Active_nodes: 6 | Time: 1.1588e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 170 | Active_nodes: 6 | Time: 1.1589e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 333 | Active_nodes: 6 | Time: 1.1591e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 268 | Active_nodes: 6 | Time: 1.1592e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 623 | Active_nodes: 6 | Time: 1.1595e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 199 | Active_nodes: 6 | Time: 1.1598e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 194 | Active_nodes: 6 | Time: 1.1599e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 501 | Active_nodes: 6 | Time: 1.1604e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 172 | Active_nodes: 6 | Time: 1.1604e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 602 | Active_nodes: 6 | Time: 1.1605e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 611 | Active_nodes: 6 | Time: 1.1605e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 600 | Active_nodes: 6 | Time: 1.1607e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 293 | Active_nodes: 6 | Time: 1.1609e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 481 | Active_nodes: 6 | Time: 1.1610e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 489 | Active_nodes: 6 | Time: 1.1612e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 217 | Active_nodes: 6 | Time: 1.1612e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 366 | Active_nodes: 6 | Time: 1.1614e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 271 | Active_nodes: 6 | Time: 1.1616e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 168 | Active_nodes: 6 | Time: 1.1616e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 513 | Active_nodes: 6 | Time: 1.1616e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 220 | Active_nodes: 6 | Time: 1.1617e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 407 | Active_nodes: 6 | Time: 1.1617e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 395 | Active_nodes: 6 | Time: 1.1619e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 492 | Active_nodes: 6 | Time: 1.1620e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 399 | Active_nodes: 6 | Time: 1.1625e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 216 | Active_nodes: 6 | Time: 1.1628e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 601 | Active_nodes: 6 | Time: 1.1629e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 252 | Active_nodes: 6 | Time: 1.1630e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 171 | Active_nodes: 6 | Time: 1.1631e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 250 | Active_nodes: 6 | Time: 1.1632e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 368 | Active_nodes: 6 | Time: 1.1634e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 369 | Active_nodes: 6 | Time: 1.1635e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 494 | Active_nodes: 6 | Time: 1.1640e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 175 | Active_nodes: 6 | Time: 1.1644e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 362 | Active_nodes: 6 | Time: 1.1647e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 197 | Active_nodes: 6 | Time: 1.1648e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 365 | Active_nodes: 6 | Time: 1.1649e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 419 | Active_nodes: 6 | Time: 1.1652e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 497 | Active_nodes: 6 | Time: 1.1652e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 262 | Active_nodes: 6 | Time: 1.1656e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 371 | Active_nodes: 6 | Time: 1.1656e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 266 | Active_nodes: 6 | Time: 1.1658e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 364 | Active_nodes: 6 | Time: 1.1660e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 138 | Active_nodes: 6 | Time: 1.1660e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 367 | Active_nodes: 6 | Time: 1.1661e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 495 | Active_nodes: 6 | Time: 1.1663e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 363 | Active_nodes: 6 | Time: 1.1664e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 255 | Active_nodes: 6 | Time: 1.1664e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 218 | Active_nodes: 6 | Time: 1.1664e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 193 | Active_nodes: 6 | Time: 1.1665e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 215 | Active_nodes: 6 | Time: 1.1665e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 259 | Active_nodes: 6 | Time: 1.1668e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 373 | Active_nodes: 6 | Time: 1.1669e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 383 | Active_nodes: 6 | Time: 1.1671e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 609 | Active_nodes: 6 | Time: 1.1672e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 267 | Active_nodes: 6 | Time: 1.1674e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 401 | Active_nodes: 6 | Time: 1.1676e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 269 | Active_nodes: 6 | Time: 1.1680e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 192 | Active_nodes: 6 | Time: 1.1681e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 239 | Active_nodes: 6 | Time: 1.1683e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 149 | Active_nodes: 6 | Time: 1.1683e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 273 | Active_nodes: 6 | Time: 1.1686e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 196 | Active_nodes: 6 | Time: 1.1687e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 247 | Active_nodes: 6 | Time: 1.1689e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 147 | Active_nodes: 6 | Time: 1.1689e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 227 | Active_nodes: 6 | Time: 1.1690e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 393 | Active_nodes: 6 | Time: 1.1690e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 485 | Active_nodes: 6 | Time: 1.1691e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 279 | Active_nodes: 6 | Time: 1.1693e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 256 | Active_nodes: 6 | Time: 1.1693e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 263 | Active_nodes: 6 | Time: 1.1695e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 257 | Active_nodes: 6 | Time: 1.1699e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 68 | Active_nodes: 6 | Time: 1.1700e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 248 | Active_nodes: 6 | Time: 1.1700e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 237 | Active_nodes: 6 | Time: 1.1700e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 213 | Active_nodes: 6 | Time: 1.1704e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 281 | Active_nodes: 6 | Time: 1.1710e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 258 | Active_nodes: 6 | Time: 1.1714e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 243 | Active_nodes: 6 | Time: 1.1717e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 246 | Active_nodes: 6 | Time: 1.1717e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 244 | Active_nodes: 6 | Time: 1.1718e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 265 | Active_nodes: 6 | Time: 1.1718e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 145 | Active_nodes: 6 | Time: 1.1719e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 191 | Active_nodes: 6 | Time: 1.1722e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 167 | Active_nodes: 6 | Time: 1.1724e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 173 | Active_nodes: 6 | Time: 1.1725e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 179 | Active_nodes: 6 | Time: 1.1725e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 165 | Active_nodes: 6 | Time: 1.1726e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 360 | Active_nodes: 6 | Time: 1.1727e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 254 | Active_nodes: 6 | Time: 1.1731e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 231 | Active_nodes: 6 | Time: 1.1732e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 491 | Active_nodes: 6 | Time: 1.1732e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 102 | Active_nodes: 6 | Time: 1.1734e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 361 | Active_nodes: 6 | Time: 1.1735e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 515 | Active_nodes: 6 | Time: 1.1735e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 146 | Active_nodes: 6 | Time: 1.1738e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 233 | Active_nodes: 6 | Time: 1.1738e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 261 | Active_nodes: 6 | Time: 1.1740e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 287 | Active_nodes: 6 | Time: 1.1742e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 245 | Active_nodes: 6 | Time: 1.1745e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 104 | Active_nodes: 6 | Time: 1.1749e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 148 | Active_nodes: 6 | Time: 1.1750e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 225 | Active_nodes: 6 | Time: 1.1753e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 114 | Active_nodes: 6 | Time: 1.1756e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 86 | Active_nodes: 6 | Time: 1.1760e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 144 | Active_nodes: 6 | Time: 1.1762e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 60 | Active_nodes: 6 | Time: 1.1768e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 78 | Active_nodes: 6 | Time: 1.1774e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 183 | Active_nodes: 6 | Time: 1.1776e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 38 | Active_nodes: 6 | Time: 1.1778e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 201 | Active_nodes: 6 | Time: 1.1778e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 110 | Active_nodes: 6 | Time: 1.1782e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 92 | Active_nodes: 6 | Time: 1.1782e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 116 | Active_nodes: 6 | Time: 1.1782e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 242 | Active_nodes: 6 | Time: 1.1785e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 155 | Active_nodes: 6 | Time: 1.1788e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 240 | Active_nodes: 6 | Time: 1.1788e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 377 | Active_nodes: 6 | Time: 1.1793e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 203 | Active_nodes: 6 | Time: 1.1795e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 73 | Active_nodes: 6 | Time: 1.1796e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 264 | Active_nodes: 6 | Time: 1.1797e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 90 | Active_nodes: 6 | Time: 1.1800e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 79 | Active_nodes: 6 | Time: 1.1800e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 115 | Active_nodes: 6 | Time: 1.1801e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 76 | Active_nodes: 6 | Time: 1.1801e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 285 | Active_nodes: 6 | Time: 1.1805e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 62 | Active_nodes: 6 | Time: 1.1806e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 177 | Active_nodes: 6 | Time: 1.1808e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 207 | Active_nodes: 6 | Time: 1.1808e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 189 | Active_nodes: 6 | Time: 1.1809e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 94 | Active_nodes: 6 | Time: 1.1809e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 88 | Active_nodes: 6 | Time: 1.1810e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 91 | Active_nodes: 6 | Time: 1.1813e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 61 | Active_nodes: 6 | Time: 1.1814e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 89 | Active_nodes: 6 | Time: 1.1817e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 185 | Active_nodes: 6 | Time: 1.1819e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 159 | Active_nodes: 6 | Time: 1.1820e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 251 | Active_nodes: 6 | Time: 1.1825e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 153 | Active_nodes: 6 | Time: 1.1825e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 66 | Active_nodes: 6 | Time: 1.1827e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 82 | Active_nodes: 6 | Time: 1.1834e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 209 | Active_nodes: 6 | Time: 1.1838e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 98 | Active_nodes: 6 | Time: 1.1839e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 85 | Active_nodes: 6 | Time: 1.1842e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 108 | Active_nodes: 6 | Time: 1.1848e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 93 | Active_nodes: 6 | Time: 1.1851e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 126 | Active_nodes: 6 | Time: 1.1851e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 103 | Active_nodes: 6 | Time: 1.1854e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 58 | Active_nodes: 6 | Time: 1.1854e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 46 | Active_nodes: 6 | Time: 1.1857e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 67 | Active_nodes: 6 | Time: 1.1859e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 249 | Active_nodes: 6 | Time: 1.1860e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 140 | Active_nodes: 6 | Time: 1.1861e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 134 | Active_nodes: 6 | Time: 1.1862e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 70 | Active_nodes: 6 | Time: 1.1863e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 143 | Active_nodes: 6 | Time: 1.1863e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 84 | Active_nodes: 6 | Time: 1.1863e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 275 | Active_nodes: 6 | Time: 1.1864e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 120 | Active_nodes: 6 | Time: 1.1865e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 74 | Active_nodes: 6 | Time: 1.1865e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 63 | Active_nodes: 6 | Time: 1.1874e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 137 | Active_nodes: 6 | Time: 1.1877e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 75 | Active_nodes: 6 | Time: 1.1878e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 241 | Active_nodes: 6 | Time: 1.1880e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 100 | Active_nodes: 6 | Time: 1.1880e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 42 | Active_nodes: 6 | Time: 1.1881e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 87 | Active_nodes: 6 | Time: 1.1883e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 124 | Active_nodes: 6 | Time: 1.1883e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 132 | Active_nodes: 6 | Time: 1.1886e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 169 | Active_nodes: 6 | Time: 1.1886e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 111 | Active_nodes: 6 | Time: 1.1887e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 56 | Active_nodes: 6 | Time: 1.1888e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 118 | Active_nodes: 6 | Time: 1.1891e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 96 | Active_nodes: 6 | Time: 1.1898e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 44 | Active_nodes: 6 | Time: 1.1901e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 135 | Active_nodes: 6 | Time: 1.1902e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 40 | Active_nodes: 6 | Time: 1.1902e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 109 | Active_nodes: 6 | Time: 1.1903e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 80 | Active_nodes: 6 | Time: 1.1904e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 123 | Active_nodes: 6 | Time: 1.1905e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 83 | Active_nodes: 6 | Time: 1.1908e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 71 | Active_nodes: 6 | Time: 1.1912e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 48 | Active_nodes: 6 | Time: 1.1912e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 64 | Active_nodes: 6 | Time: 1.1913e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 77 | Active_nodes: 6 | Time: 1.1921e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 36 | Active_nodes: 6 | Time: 1.1925e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 122 | Active_nodes: 6 | Time: 1.1926e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 113 | Active_nodes: 6 | Time: 1.1928e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 72 | Active_nodes: 6 | Time: 1.1929e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 65 | Active_nodes: 6 | Time: 1.1930e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 95 | Active_nodes: 6 | Time: 1.1932e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 106 | Active_nodes: 6 | Time: 1.1932e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 43 | Active_nodes: 6 | Time: 1.1934e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 101 | Active_nodes: 6 | Time: 1.1936e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 142 | Active_nodes: 6 | Time: 1.1936e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 129 | Active_nodes: 6 | Time: 1.1937e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 105 | Active_nodes: 6 | Time: 1.1939e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 112 | Active_nodes: 6 | Time: 1.1939e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 141 | Active_nodes: 6 | Time: 1.1942e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 136 | Active_nodes: 6 | Time: 1.1952e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 59 | Active_nodes: 6 | Time: 1.1954e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 69 | Active_nodes: 6 | Time: 1.1954e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 17 | Active_nodes: 6 | Time: 1.1956e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 53 | Active_nodes: 6 | Time: 1.1958e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 131 | Active_nodes: 6 | Time: 1.1960e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 34 | Active_nodes: 6 | Time: 1.1960e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 127 | Active_nodes: 6 | Time: 1.1961e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 97 | Active_nodes: 6 | Time: 1.1961e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 45 | Active_nodes: 6 | Time: 1.1965e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 117 | Active_nodes: 6 | Time: 1.1966e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 99 | Active_nodes: 6 | Time: 1.1967e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 50 | Active_nodes: 6 | Time: 1.1972e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 161 | Active_nodes: 6 | Time: 1.1974e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 22 | Active_nodes: 6 | Time: 1.1976e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 47 | Active_nodes: 6 | Time: 1.1976e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 9 | Active_nodes: 6 | Time: 1.1982e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 55 | Active_nodes: 6 | Time: 1.1982e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 139 | Active_nodes: 6 | Time: 1.1990e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 130 | Active_nodes: 6 | Time: 1.1991e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 119 | Active_nodes: 6 | Time: 1.1994e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 107 | Active_nodes: 6 | Time: 1.2003e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 54 | Active_nodes: 6 | Time: 1.2010e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 81 | Active_nodes: 6 | Time: 1.2010e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 8 | Active_nodes: 6 | Time: 1.2015e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 16 | Active_nodes: 6 | Time: 1.2018e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 128 | Active_nodes: 6 | Time: 1.2018e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 15 | Active_nodes: 6 | Time: 1.2026e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 21 | Active_nodes: 6 | Time: 1.2029e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 0 | Active_nodes: 6 | Time: 1.2036e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 57 | Active_nodes: 6 | Time: 1.2038e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 133 | Active_nodes: 6 | Time: 1.2042e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 30 | Active_nodes: 6 | Time: 1.2050e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 28 | Active_nodes: 6 | Time: 1.2057e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 51 | Active_nodes: 6 | Time: 1.2061e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 32 | Active_nodes: 6 | Time: 1.2061e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 52 | Active_nodes: 6 | Time: 1.2062e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 1 | Active_nodes: 6 | Time: 1.2068e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 14 | Active_nodes: 6 | Time: 1.2072e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 29 | Active_nodes: 6 | Time: 1.2072e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 35 | Active_nodes: 6 | Time: 1.2086e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 13 | Active_nodes: 6 | Time: 1.2096e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 37 | Active_nodes: 6 | Time: 1.2096e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 2 | Active_nodes: 6 | Time: 1.2097e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 33 | Active_nodes: 6 | Time: 1.2109e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 39 | Active_nodes: 6 | Time: 1.2116e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 121 | Active_nodes: 6 | Time: 1.2120e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 26 | Active_nodes: 6 | Time: 1.2123e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 49 | Active_nodes: 6 | Time: 1.2123e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 11 | Active_nodes: 6 | Time: 1.2130e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 41 | Active_nodes: 6 | Time: 1.2132e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 25 | Active_nodes: 6 | Time: 1.2143e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 19 | Active_nodes: 6 | Time: 1.2145e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 12 | Active_nodes: 6 | Time: 1.2160e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 27 | Active_nodes: 6 | Time: 1.2169e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 18 | Active_nodes: 6 | Time: 1.2170e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 6 | Active_nodes: 6 | Time: 1.2175e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 5 | Active_nodes: 6 | Time: 1.2189e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 10 | Active_nodes: 6 | Time: 1.2197e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 125 | Active_nodes: 6 | Time: 1.2198e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 4 | Active_nodes: 6 | Time: 1.2211e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 3 | Active_nodes: 6 | Time: 1.2229e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 20 | Active_nodes: 6 | Time: 1.2230e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 23 | Active_nodes: 6 | Time: 1.2237e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 31 | Active_nodes: 6 | Time: 1.2315e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 7 | Active_nodes: 6 | Time: 1.2327e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 24 | Active_nodes: 6 | Time: 1.2345e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| - -........................... -Average time: 1.1526e-03s - -________________________________________________________________________________________________ - -execution time of: 1.1005e-03s: Index: 590 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| - -execution time of: 1.1016e-03s: Index: 714 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| - -execution time of: 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time of: 1.1071e-03s: Index: 588 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| - -execution time of: 1.1074e-03s: Index: 470 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| - -execution time of: 1.1077e-03s: Index: 702 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| - -execution time of: 1.1078e-03s: Index: 548 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| - -execution time of: 1.1079e-03s: Index: 564 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| - -execution time of: 1.1085e-03s: Index: 674 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| - -execution time of: 1.1091e-03s: Index: 572 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| - -execution time of: 1.1093e-03s: Index: 666 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| - -execution time of: 1.1097e-03s: Index: 594 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| - -execution time of: 1.1098e-03s: Index: 454 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| - -execution time of: 1.1101e-03s: Index: 716 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| - -execution time of: 1.1101e-03s: Index: 542 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| - -execution time of: 1.1101e-03s: Index: 586 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| - -execution time of: 1.1102e-03s: Index: 446 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| - -execution time of: 1.1104e-03s: Index: 704 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| - -execution time of: 1.1106e-03s: Index: 668 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| - -execution time of: 1.1107e-03s: Index: 468 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| - -execution time of: 1.1108e-03s: Index: 692 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| - -execution time of: 1.1109e-03s: Index: 560 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| - -execution time of: 1.1113e-03s: Index: 568 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| - -execution time of: 1.1115e-03s: Index: 428 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| - -execution time of: 1.1118e-03s: Index: 718 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| - -execution time of: 1.1119e-03s: Index: 638 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| - -execution time of: 1.1121e-03s: Index: 464 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| - -execution time of: 1.1125e-03s: Index: 541 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| - -execution time of: 1.1130e-03s: Index: 694 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| - -execution time of: 1.1130e-03s: Index: 678 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| - -execution time of: 1.1138e-03s: Index: 538 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| - -execution time of: 1.1138e-03s: Index: 444 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| - -execution time of: 1.1139e-03s: Index: 698 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| - -execution time of: 1.1141e-03s: Index: 640 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| - -execution time of: 1.1142e-03s: Index: 452 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| - -execution time of: 1.1144e-03s: Index: 712 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| - -execution time of: 1.1144e-03s: Index: 562 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| - -execution time of: 1.1144e-03s: Index: 584 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| - -execution time of: 1.1146e-03s: Index: 682 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| - -execution time of: 1.1146e-03s: Index: 708 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| - -execution time of: 1.1148e-03s: Index: 664 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| - -execution time of: 1.1148e-03s: Index: 478 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| - -execution time of: 1.1152e-03s: Index: 596 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| - -execution time of: 1.1152e-03s: Index: 697 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| - -execution time of: 1.1156e-03s: Index: 592 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| - -execution time of: 1.1156e-03s: Index: 688 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| - -execution time of: 1.1156e-03s: Index: 474 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| - -execution time of: 1.1156e-03s: Index: 439 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2| - -execution time of: 1.1157e-03s: Index: 544 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| - -execution time of: 1.1160e-03s: Index: 550 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| - -execution time of: 1.1160e-03s: Index: 302 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| - -execution time of: 1.1163e-03s: Index: 662 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| - -execution time of: 1.1164e-03s: Index: 566 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| - -execution time of: 1.1164e-03s: Index: 578 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| - -execution time of: 1.1164e-03s: Index: 679 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| - -execution time of: 1.1166e-03s: Index: 598 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| - -execution time of: 1.1167e-03s: Index: 440 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| - -execution time of: 1.1168e-03s: Index: 546 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| - -execution time of: 1.1169e-03s: Index: 570 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| - -execution time of: 1.1170e-03s: Index: 709 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| - -execution time of: 1.1171e-03s: Index: 576 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| - -execution time of: 1.1172e-03s: Index: 438 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| - -execution time of: 1.1176e-03s: Index: 462 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 4| - -execution time of: 1.1179e-03s: Index: 457 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| - -execution time of: 1.1180e-03s: Index: 448 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| - -execution time of: 1.1180e-03s: Index: 356 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| - -execution time of: 1.1180e-03s: Index: 654 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4| - -execution time of: 1.1182e-03s: Index: 450 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| - -execution time of: 1.1183e-03s: Index: 646 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| - -execution time of: 1.1187e-03s: Index: 589 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| - -execution time of: 1.1187e-03s: Index: 582 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3| - -execution time of: 1.1187e-03s: Index: 685 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| - -execution time of: 1.1188e-03s: Index: 636 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| - -execution time of: 1.1189e-03s: Index: 536 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| - -execution time of: 1.1192e-03s: Index: 696 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 3| - -execution time of: 1.1194e-03s: Index: 418 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| - -execution time of: 1.1195e-03s: Index: 511 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 3| - -execution time of: 1.1198e-03s: Index: 684 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| - -execution time of: 1.1199e-03s: Index: 715 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| - -execution time of: 1.1202e-03s: Index: 463 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 2| - -execution time of: 1.1202e-03s: Index: 348 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 4| - -execution time of: 1.1203e-03s: Index: 552 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| - -execution time of: 1.1203e-03s: Index: 328 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| - -execution time of: 1.1203e-03s: Index: 658 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| - -execution time of: 1.1205e-03s: Index: 422 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| - -execution time of: 1.1205e-03s: Index: 532 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| - -execution time of: 1.1205e-03s: Index: 522 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| - -execution time of: 1.1208e-03s: Index: 326 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| - -execution time of: 1.1209e-03s: Index: 703 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| - -execution time of: 1.1210e-03s: Index: 644 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| - -execution time of: 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time of: 1.1225e-03s: Index: 512 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| - -execution time of: 1.1227e-03s: Index: 442 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| - -execution time of: 1.1227e-03s: Index: 466 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| - -execution time of: 1.1230e-03s: Index: 524 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| - -execution time of: 1.1231e-03s: Index: 306 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| - -execution time of: 1.1232e-03s: Index: 350 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| - -execution time of: 1.1232e-03s: Index: 398 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| - -execution time of: 1.1233e-03s: Index: 420 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| - -execution time of: 1.1236e-03s: Index: 472 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| - -execution time of: 1.1237e-03s: Index: 565 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| - -execution time of: 1.1237e-03s: Index: 691 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| - -execution time of: 1.1238e-03s: Index: 583 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| - -execution time of: 1.1238e-03s: Index: 404 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| - -execution time of: 1.1240e-03s: Index: 530 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| - -execution time of: 1.1240e-03s: Index: 458 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| - -execution time of: 1.1240e-03s: Index: 354 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 3| - -execution time of: 1.1241e-03s: Index: 342 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 4| - -execution time of: 1.1243e-03s: Index: 434 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| - -execution time of: 1.1245e-03s: Index: 451 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| - -execution time of: 1.1246e-03s: Index: 642 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| - -execution time of: 1.1246e-03s: Index: 352 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| - -execution time of: 1.1247e-03s: Index: 324 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| - -execution time of: 1.1250e-03s: Index: 424 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| - -execution time of: 1.1251e-03s: Index: 518 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| - -execution time of: 1.1253e-03s: Index: 670 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| - -execution time of: 1.1253e-03s: Index: 634 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| - -execution time of: 1.1254e-03s: Index: 430 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| - -execution time of: 1.1254e-03s: Index: 626 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| - -execution time of: 1.1255e-03s: Index: 656 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| - -execution time of: 1.1256e-03s: Index: 535 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 3| - -execution time of: 1.1256e-03s: Index: 595 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| - -execution time of: 1.1258e-03s: Index: 558 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| - -execution time of: 1.1260e-03s: Index: 540 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| - -execution time of: 1.1262e-03s: Index: 637 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 2| - -execution time of: 1.1262e-03s: Index: 695 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| - -execution time of: 1.1262e-03s: Index: 528 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| - -execution time of: 1.1263e-03s: Index: 433 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 2| - -execution time of: 1.1263e-03s: Index: 571 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| - -execution time of: 1.1263e-03s: Index: 410 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| - -execution time of: 1.1264e-03s: Index: 523 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| - -execution time of: 1.1264e-03s: Index: 599 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| - -execution time of: 1.1266e-03s: Index: 336 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| - -execution time of: 1.1267e-03s: Index: 392 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| - -execution time of: 1.1271e-03s: Index: 577 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| - -execution time of: 1.1272e-03s: Index: 456 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| - -execution time of: 1.1272e-03s: Index: 649 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 3| - -execution time of: 1.1273e-03s: Index: 426 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| - -execution time of: 1.1275e-03s: Index: 416 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| - -execution time of: 1.1275e-03s: Index: 672 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| - -execution time of: 1.1277e-03s: Index: 717 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| - -execution time of: 1.1280e-03s: Index: 445 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| - -execution time of: 1.1280e-03s: Index: 661 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| - -execution time of: 1.1281e-03s: Index: 631 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 3| - -execution time of: 1.1284e-03s: Index: 676 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| - -execution time of: 1.1285e-03s: Index: 701 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| - -execution time of: 1.1286e-03s: Index: 406 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| - -execution time of: 1.1287e-03s: Index: 396 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| - -execution time of: 1.1288e-03s: Index: 358 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| - -execution time of: 1.1288e-03s: Index: 298 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| - -execution time of: 1.1290e-03s: Index: 526 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 2| - -execution time of: 1.1291e-03s: Index: 514 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| - -execution time of: 1.1291e-03s: Index: 667 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| - -execution time of: 1.1292e-03s: Index: 628 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 3| - -execution time of: 1.1294e-03s: Index: 699 | Max_nodes: 126 | 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Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| - -execution time of: 1.1301e-03s: Index: 460 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 2| - -execution time of: 1.1303e-03s: Index: 554 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| - -execution time of: 1.1303e-03s: Index: 337 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| - -execution time of: 1.1303e-03s: Index: 673 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| - -execution time of: 1.1303e-03s: Index: 308 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| - -execution time of: 1.1304e-03s: Index: 338 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| - -execution time of: 1.1307e-03s: Index: 630 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| - -execution time of: 1.1308e-03s: Index: 318 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 5| - -execution time of: 1.1309e-03s: Index: 280 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| - -execution time of: 1.1311e-03s: Index: 432 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| - -execution time of: 1.1312e-03s: Index: 643 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| - -execution time of: 1.1314e-03s: Index: 575 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| - -execution time of: 1.1316e-03s: Index: 719 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| - -execution time of: 1.1316e-03s: Index: 648 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| - -execution time of: 1.1318e-03s: Index: 294 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| - -execution time of: 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-execution time of: 1.1340e-03s: Index: 435 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| - -execution time of: 1.1340e-03s: Index: 300 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| - -execution time of: 1.1341e-03s: Index: 606 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4| - -execution time of: 1.1341e-03s: Index: 711 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| - -execution time of: 1.1341e-03s: Index: 700 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 2| - -execution time of: 1.1341e-03s: Index: 475 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| - -execution time of: 1.1344e-03s: Index: 340 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| - -execution time of: 1.1345e-03s: Index: 319 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 3| - -execution time of: 1.1347e-03s: Index: 681 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| - -execution time of: 1.1347e-03s: Index: 325 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1| - -execution time of: 1.1347e-03s: Index: 653 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| - -execution time of: 1.1347e-03s: Index: 555 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| - -execution time of: 1.1352e-03s: Index: 330 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| - -execution time of: 1.1354e-03s: Index: 436 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 2| - -execution time of: 1.1354e-03s: Index: 427 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 1| - -execution time of: 1.1354e-03s: Index: 557 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| - -execution time of: 1.1355e-03s: Index: 278 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| - -execution time of: 1.1356e-03s: Index: 713 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| - -execution time of: 1.1357e-03s: Index: 346 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| - -execution time of: 1.1358e-03s: Index: 286 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 3| - -execution time of: 1.1360e-03s: Index: 226 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| - -execution time of: 1.1360e-03s: Index: 403 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2| - -execution time of: 1.1361e-03s: Index: 629 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| - -execution time of: 1.1365e-03s: Index: 669 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| - -execution time of: 1.1365e-03s: Index: 479 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| - -execution time of: 1.1365e-03s: Index: 477 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| - -execution time of: 1.1367e-03s: Index: 313 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3| - -execution time of: 1.1369e-03s: Index: 214 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 2| - -execution time of: 1.1371e-03s: Index: 400 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| - -execution time of: 1.1372e-03s: Index: 343 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 3| - -execution time of: 1.1373e-03s: Index: 349 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| - -execution time of: 1.1374e-03s: Index: 585 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| - -execution time of: 1.1374e-03s: Index: 593 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| - -execution time of: 1.1374e-03s: Index: 234 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 3| - -execution time of: 1.1375e-03s: Index: 314 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| - -execution time of: 1.1375e-03s: Index: 587 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| - -execution time of: 1.1376e-03s: Index: 597 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| - -execution time of: 1.1377e-03s: Index: 235 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| - -execution time of: 1.1378e-03s: Index: 707 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| - -execution time of: 1.1379e-03s: Index: 614 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4| - -execution time of: 1.1380e-03s: Index: 689 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| - -execution time of: 1.1383e-03s: Index: 212 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| - -execution time of: 1.1384e-03s: Index: 296 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| - -execution time of: 1.1384e-03s: Index: 295 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 4| - -execution time of: 1.1384e-03s: Index: 675 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1| - -execution time of: 1.1384e-03s: Index: 505 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 3| - -execution time of: 1.1387e-03s: Index: 579 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1| - -execution time of: 1.1387e-03s: Index: 510 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| - -execution time of: 1.1387e-03s: Index: 687 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| - -execution time of: 1.1388e-03s: Index: 459 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 1| - -execution time of: 1.1390e-03s: Index: 232 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| - -execution time of: 1.1392e-03s: Index: 421 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| - -execution time of: 1.1392e-03s: Index: 627 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 2| - -execution time of: 1.1392e-03s: Index: 622 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| - -execution time of: 1.1392e-03s: Index: 311 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| - -execution time of: 1.1393e-03s: Index: 412 | Max_nodes: 126 | 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Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 1| - -execution time of: 1.1401e-03s: Index: 573 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| - -execution time of: 1.1401e-03s: Index: 274 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| - -execution time of: 1.1403e-03s: Index: 370 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 4| - -execution time of: 1.1404e-03s: Index: 414 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| - -execution time of: 1.1406e-03s: Index: 284 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| - -execution time of: 1.1406e-03s: Index: 157 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| - -execution time of: 1.1407e-03s: Index: 224 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| - -execution time of: 1.1408e-03s: Index: 677 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| - -execution time of: 1.1409e-03s: Index: 591 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| - -execution time of: 1.1410e-03s: Index: 359 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| - -execution time of: 1.1410e-03s: Index: 473 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| - -execution time of: 1.1411e-03s: Index: 238 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 2| - -execution time of: 1.1412e-03s: Index: 665 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| - -execution time of: 1.1415e-03s: Index: 498 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| - -execution time of: 1.1415e-03s: Index: 504 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 5| - -execution time of: 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-execution time of: 1.1426e-03s: Index: 385 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4| - -execution time of: 1.1427e-03s: Index: 372 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| - -execution time of: 1.1427e-03s: Index: 200 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| - -execution time of: 1.1429e-03s: Index: 411 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 1| - -execution time of: 1.1429e-03s: Index: 312 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| - -execution time of: 1.1429e-03s: Index: 605 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 2| - -execution time of: 1.1430e-03s: Index: 282 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| - -execution time of: 1.1430e-03s: Index: 178 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| - -execution time of: 1.1430e-03s: Index: 671 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| - -execution time of: 1.1431e-03s: Index: 272 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| - -execution time of: 1.1431e-03s: Index: 390 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| - -execution time of: 1.1432e-03s: Index: 465 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| - -execution time of: 1.1432e-03s: Index: 531 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| - -execution time of: 1.1433e-03s: Index: 437 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 1| - -execution time of: 1.1433e-03s: Index: 624 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| - -execution time of: 1.1435e-03s: Index: 657 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| - -execution time of: 1.1435e-03s: Index: 283 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| - -execution time of: 1.1437e-03s: Index: 619 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2| - -execution time of: 1.1439e-03s: Index: 384 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| - -execution time of: 1.1439e-03s: Index: 651 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| - -execution time of: 1.1442e-03s: Index: 270 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| - -execution time of: 1.1443e-03s: Index: 316 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| - -execution time of: 1.1443e-03s: Index: 543 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| - -execution time of: 1.1444e-03s: Index: 567 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| - -execution time of: 1.1445e-03s: Index: 461 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 1| - -execution time of: 1.1445e-03s: Index: 500 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 3| - -execution time of: 1.1447e-03s: Index: 304 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| - -execution time of: 1.1447e-03s: Index: 204 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| - -execution time of: 1.1447e-03s: Index: 616 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| - -execution time of: 1.1448e-03s: Index: 188 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 4| - -execution time of: 1.1450e-03s: Index: 663 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| - -execution time of: 1.1452e-03s: Index: 289 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| - -execution time of: 1.1452e-03s: Index: 230 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| - -execution time of: 1.1453e-03s: Index: 449 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| - -execution time of: 1.1453e-03s: Index: 409 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| - -execution time of: 1.1454e-03s: Index: 506 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| - -execution time of: 1.1456e-03s: Index: 208 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 2| - -execution time of: 1.1457e-03s: Index: 545 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| - -execution time of: 1.1457e-03s: Index: 551 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| - -execution time of: 1.1458e-03s: Index: 210 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| - -execution time of: 1.1459e-03s: Index: 612 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4| - -execution time of: 1.1460e-03s: Index: 499 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| - -execution time of: 1.1461e-03s: Index: 507 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 2| - -execution time of: 1.1462e-03s: Index: 236 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| - -execution time of: 1.1464e-03s: Index: 443 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| - -execution time of: 1.1464e-03s: Index: 341 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| - -execution time of: 1.1465e-03s: Index: 610 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 3| - -execution time of: 1.1469e-03s: Index: 329 | Max_nodes: 126 | Active_nodes: 6 | 0 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Index: 164 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| - -execution time of: 1.1495e-03s: Index: 376 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2| - -execution time of: 1.1496e-03s: Index: 276 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| - -execution time of: 1.1496e-03s: Index: 151 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| - -execution time of: 1.1496e-03s: Index: 205 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| - -execution time of: 1.1497e-03s: Index: 635 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| - -execution time of: 1.1498e-03s: Index: 482 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| - -execution time of: 1.1498e-03s: Index: 549 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| - -execution time of: 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time of: 1.1509e-03s: Index: 160 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| - -execution time of: 1.1510e-03s: Index: 321 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| - -execution time of: 1.1513e-03s: Index: 641 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| - -execution time of: 1.1514e-03s: Index: 163 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| - -execution time of: 1.1514e-03s: Index: 378 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 4| - -execution time of: 1.1518e-03s: Index: 158 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| - -execution time of: 1.1519e-03s: Index: 211 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 2| - -execution time of: 1.1519e-03s: Index: 198 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| - -execution time of: 1.1521e-03s: Index: 413 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 1| - -execution time of: 1.1521e-03s: Index: 563 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| - -execution time of: 1.1521e-03s: Index: 299 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| - -execution time of: 1.1521e-03s: Index: 509 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 2| - -execution time of: 1.1521e-03s: Index: 613 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| - -execution time of: 1.1523e-03s: Index: 508 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 3| - -execution time of: 1.1523e-03s: Index: 639 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| - -execution time of: 1.1524e-03s: Index: 561 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| - -execution time of: 1.1526e-03s: Index: 335 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| - -execution time of: 1.1527e-03s: Index: 539 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| - -execution time of: 1.1527e-03s: Index: 386 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| - -execution time of: 1.1528e-03s: Index: 604 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| - -execution time of: 1.1530e-03s: Index: 417 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| - -execution time of: 1.1530e-03s: Index: 379 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| - -execution time of: 1.1531e-03s: Index: 345 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| - -execution time of: 1.1533e-03s: Index: 484 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| - -execution time of: 1.1533e-03s: Index: 503 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1| - -execution time of: 1.1534e-03s: Index: 288 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| - -execution time of: 1.1537e-03s: Index: 187 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| - -execution time of: 1.1537e-03s: Index: 162 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| - -execution time of: 1.1539e-03s: Index: 423 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| - -execution time of: 1.1541e-03s: Index: 221 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| - -execution time of: 1.1544e-03s: Index: 496 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 2| - -execution time of: 1.1544e-03s: Index: 305 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| - -execution time of: 1.1544e-03s: Index: 291 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| - -execution time of: 1.1547e-03s: Index: 180 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| - -execution time of: 1.1547e-03s: Index: 618 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| - -execution time of: 1.1549e-03s: Index: 357 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| - -execution time of: 1.1549e-03s: Index: 156 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| - -execution time of: 1.1549e-03s: Index: 229 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2| - -execution time of: 1.1551e-03s: Index: 480 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| - -execution time of: 1.1554e-03s: Index: 521 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| - -execution time of: 1.1554e-03s: Index: 181 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| - -execution time of: 1.1555e-03s: Index: 297 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| - -execution time of: 1.1556e-03s: Index: 154 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| - -execution time of: 1.1560e-03s: Index: 260 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 4| - -execution time of: 1.1563e-03s: Index: 617 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| - -execution time of: 1.1564e-03s: Index: 195 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| - -execution time of: 1.1565e-03s: Index: 253 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| - -execution time of: 1.1569e-03s: Index: 441 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| - -execution time of: 1.1572e-03s: Index: 425 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| - -execution time of: 1.1573e-03s: Index: 405 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| - -execution time of: 1.1574e-03s: Index: 621 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| - -execution time of: 1.1576e-03s: Index: 303 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| - -execution time of: 1.1578e-03s: Index: 486 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| - -execution time of: 1.1578e-03s: Index: 525 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| - -execution time of: 1.1579e-03s: Index: 375 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| - -execution time of: 1.1579e-03s: Index: 347 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| - -execution time of: 1.1581e-03s: Index: 323 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| - -execution time of: 1.1582e-03s: Index: 222 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| - -execution time of: 1.1583e-03s: Index: 527 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| - -execution time of: 1.1584e-03s: Index: 620 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| - -execution time of: 1.1584e-03s: Index: 381 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1| - -execution time of: 1.1585e-03s: Index: 219 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| - -execution time of: 1.1585e-03s: Index: 615 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 1| - -execution time of: 1.1587e-03s: Index: 382 | Max_nodes: 126 | 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Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| - -execution time of: 1.1604e-03s: Index: 172 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| - -execution time of: 1.1605e-03s: Index: 602 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 4| - -execution time of: 1.1605e-03s: Index: 611 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 1| - -execution time of: 1.1607e-03s: Index: 600 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| - -execution time of: 1.1609e-03s: Index: 293 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 1| - -execution time of: 1.1610e-03s: Index: 481 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 3| - -execution time of: 1.1612e-03s: Index: 489 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1| - -execution time of: 1.1612e-03s: Index: 217 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| - -execution time of: 1.1614e-03s: Index: 366 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| - -execution time of: 1.1616e-03s: Index: 271 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| - -execution time of: 1.1616e-03s: Index: 168 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| - -execution time of: 1.1616e-03s: Index: 513 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| - -execution time of: 1.1617e-03s: Index: 220 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| - -execution time of: 1.1617e-03s: Index: 407 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| - -execution time of: 1.1619e-03s: Index: 395 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| - -execution time of: 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-> 2| - -execution time of: 1.1664e-03s: Index: 255 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| - -execution time of: 1.1664e-03s: Index: 218 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| - -execution time of: 1.1665e-03s: Index: 193 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| - -execution time of: 1.1665e-03s: Index: 215 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| - -execution time of: 1.1668e-03s: Index: 259 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| - -execution time of: 1.1669e-03s: Index: 373 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 2| - -execution time of: 1.1671e-03s: Index: 383 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| - -execution time of: 1.1672e-03s: Index: 609 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| - -execution time of: 1.1674e-03s: Index: 267 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| - -execution time of: 1.1676e-03s: Index: 401 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0| - -execution time of: 1.1680e-03s: Index: 269 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| - -execution time of: 1.1681e-03s: Index: 192 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| - -execution time of: 1.1683e-03s: Index: 239 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| - -execution time of: 1.1683e-03s: Index: 149 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| - -execution time of: 1.1686e-03s: Index: 273 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| - -execution time of: 1.1687e-03s: Index: 196 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| - -execution time of: 1.1689e-03s: Index: 247 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| - -execution time of: 1.1689e-03s: Index: 147 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| - -execution time of: 1.1690e-03s: Index: 227 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| - -execution time of: 1.1690e-03s: Index: 393 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| - -execution time of: 1.1691e-03s: Index: 485 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| - -execution time of: 1.1693e-03s: Index: 279 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| - -execution time of: 1.1693e-03s: Index: 256 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| - -execution time of: 1.1695e-03s: Index: 263 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| - -execution time of: 1.1699e-03s: Index: 257 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| - -execution time of: 1.1700e-03s: Index: 68 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| - -execution time of: 1.1700e-03s: Index: 248 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| - -execution time of: 1.1700e-03s: Index: 237 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| - -execution time of: 1.1704e-03s: Index: 213 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| - -execution time of: 1.1710e-03s: Index: 281 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| - -execution time of: 1.1714e-03s: Index: 258 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| - -execution time of: 1.1717e-03s: Index: 243 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 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0| - -execution time of: 1.1865e-03s: Index: 120 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| - -execution time of: 1.1865e-03s: Index: 74 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| - -execution time of: 1.1874e-03s: Index: 63 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| - -execution time of: 1.1877e-03s: Index: 137 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| - -execution time of: 1.1878e-03s: Index: 75 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| - -execution time of: 1.1880e-03s: Index: 241 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| - -execution time of: 1.1880e-03s: Index: 100 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| - -execution time of: 1.1881e-03s: Index: 42 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| - -execution time of: 1.1883e-03s: Index: 87 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| - -execution time of: 1.1883e-03s: Index: 124 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| - -execution time of: 1.1886e-03s: Index: 132 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| - -execution time of: 1.1886e-03s: Index: 169 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| - -execution time of: 1.1887e-03s: Index: 111 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| - -execution time of: 1.1888e-03s: Index: 56 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| - -execution time of: 1.1891e-03s: Index: 118 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| - -execution time of: 1.1898e-03s: Index: 96 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| - -execution time of: 1.1901e-03s: Index: 44 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| - -execution time of: 1.1902e-03s: Index: 135 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| - -execution time of: 1.1902e-03s: Index: 40 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| - -execution time of: 1.1903e-03s: Index: 109 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| - -execution time of: 1.1904e-03s: Index: 80 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| - -execution time of: 1.1905e-03s: Index: 123 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| - -execution time of: 1.1908e-03s: Index: 83 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| - -execution time of: 1.1912e-03s: Index: 71 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| - -execution time of: 1.1912e-03s: Index: 48 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| - -execution time of: 1.1913e-03s: Index: 64 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| - -execution time of: 1.1921e-03s: Index: 77 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| - -execution time of: 1.1925e-03s: Index: 36 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| - -execution time of: 1.1926e-03s: Index: 122 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| - -execution time of: 1.1928e-03s: Index: 113 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| - -execution time of: 1.1929e-03s: Index: 72 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| - -execution time of: 1.1930e-03s: Index: 65 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| - -execution time of: 1.1932e-03s: Index: 95 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| - -execution time of: 1.1932e-03s: Index: 106 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| - -execution time of: 1.1934e-03s: Index: 43 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| - -execution time of: 1.1936e-03s: Index: 101 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| - -execution time of: 1.1936e-03s: Index: 142 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| - -execution time of: 1.1937e-03s: Index: 129 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| - -execution time of: 1.1939e-03s: Index: 105 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| - -execution time of: 1.1939e-03s: Index: 112 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| - -execution time of: 1.1942e-03s: Index: 141 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| - -execution time of: 1.1952e-03s: Index: 136 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| - -execution time of: 1.1954e-03s: Index: 59 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| - -execution time of: 1.1954e-03s: Index: 69 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| - -execution time of: 1.1956e-03s: Index: 17 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| - -execution time of: 1.1958e-03s: Index: 53 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| - -execution time of: 1.1960e-03s: Index: 131 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| - -execution time of: 1.1960e-03s: Index: 34 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| - -execution time of: 1.1961e-03s: Index: 127 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| - -execution time of: 1.1961e-03s: Index: 97 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| - -execution time of: 1.1965e-03s: Index: 45 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| - -execution time of: 1.1966e-03s: Index: 117 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| - -execution time of: 1.1967e-03s: Index: 99 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| - -execution time of: 1.1972e-03s: Index: 50 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| - -execution time of: 1.1974e-03s: Index: 161 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| - -execution time of: 1.1976e-03s: Index: 22 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| - -execution time of: 1.1976e-03s: Index: 47 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| - -execution time of: 1.1982e-03s: Index: 9 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| - -execution time of: 1.1982e-03s: Index: 55 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| - -execution time of: 1.1990e-03s: Index: 139 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| - -execution time of: 1.1991e-03s: Index: 130 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| - -execution time of: 1.1994e-03s: Index: 119 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| - -execution time of: 1.2003e-03s: Index: 107 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| - -execution time of: 1.2010e-03s: Index: 54 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| - -execution time of: 1.2010e-03s: Index: 81 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| - -execution time of: 1.2015e-03s: Index: 8 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| - -execution time of: 1.2018e-03s: Index: 16 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| - -execution time of: 1.2018e-03s: Index: 128 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| - -execution time of: 1.2026e-03s: Index: 15 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| - -execution time of: 1.2029e-03s: Index: 21 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| - -execution time of: 1.2036e-03s: Index: 0 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| - -execution time of: 1.2038e-03s: Index: 57 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| - -execution time of: 1.2042e-03s: Index: 133 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| - -execution time of: 1.2050e-03s: Index: 30 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| - -execution time of: 1.2057e-03s: Index: 28 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| - -execution time of: 1.2061e-03s: Index: 51 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| - -execution time of: 1.2061e-03s: Index: 32 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| - -execution time of: 1.2062e-03s: Index: 52 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| - -execution time of: 1.2068e-03s: Index: 1 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| - -execution time of: 1.2072e-03s: Index: 14 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| - -execution time of: 1.2072e-03s: Index: 29 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| - -execution time of: 1.2086e-03s: Index: 35 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| - -execution time of: 1.2096e-03s: Index: 13 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| - -execution time of: 1.2096e-03s: Index: 37 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| - -execution time of: 1.2097e-03s: Index: 2 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| - -execution time of: 1.2109e-03s: Index: 33 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| - -execution time of: 1.2116e-03s: Index: 39 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| - -execution time of: 1.2120e-03s: Index: 121 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| - -execution time of: 1.2123e-03s: Index: 26 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| - -execution time of: 1.2123e-03s: Index: 49 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| - -execution time of: 1.2130e-03s: Index: 11 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| - -execution time of: 1.2132e-03s: Index: 41 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| - -execution time of: 1.2143e-03s: Index: 25 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| - -execution time of: 1.2145e-03s: Index: 19 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| - -execution time of: 1.2160e-03s: Index: 12 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| - -execution time of: 1.2169e-03s: Index: 27 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| - -execution time of: 1.2170e-03s: Index: 18 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| - -execution time of: 1.2175e-03s: Index: 6 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| - -execution time of: 1.2189e-03s: Index: 5 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| - -execution time of: 1.2197e-03s: Index: 10 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| - -execution time of: 1.2198e-03s: Index: 125 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| - -execution time of: 1.2211e-03s: Index: 4 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| - -execution time of: 1.2229e-03s: Index: 3 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| - -execution time of: 1.2230e-03s: Index: 20 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| - -execution time of: 1.2237e-03s: Index: 23 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| - -execution time of: 1.2315e-03s: Index: 31 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| - -execution time of: 1.2327e-03s: Index: 7 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| - -execution time of: 1.2345e-03s: Index: 24 | Max_nodes: 126 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| - -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/portfolioqaoa_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/portfolioqaoa_indep_qiskit_controls.txt deleted file mode 100644 index b5d4fc8d..00000000 --- a/test/BenchmarkQuasm/results/portfolioqaoa_indep_qiskit_controls.txt +++ /dev/null @@ -1,274 +0,0 @@ -Start Simulation of portfolioqaoa_indep_qiskit_3__________________________________________________ - - i: 0 1 2 - 1: u2 | | p: (-0.0866959) (-3.14159) - 2: | u2 | p: (-0.0867691) (-3.14159) - 3: rzz rzz | p: (0.0863372) - 4: | | u2 p: (-0.0866348) (-3.14159) - 5: rzz | rzz p: (0.0863159) - 6: u | | p: (2.27248) (-1.1733) (-1.5708) - 7: | rzz rzz p: (0.0863219) - 8: | u | p: (2.27248) (-1.17562) (-1.5708) - 9: rzz rzz | p: (2.73274) -10: | | u p: (2.27248) (-1.17137) (-1.5708) -11: rzz | rzz p: (2.73207) -12: u | | p: (1.61322) (1.56931) (1.5708) -13: | rzz rzz p: (2.73226) -14: | u | p: (1.61322) (1.57196) (1.5708) -15: rzz rzz | p: (-3.12711) -16: | | u p: (1.61322) (1.5671) (1.5708) -17: rzz | rzz p: (-3.12634) -18: rx | | p: (-10.0815) -19: | rzz rzz p: (-3.12656) -20: | rx | p: (-10.0815) -21: | | rx p: (-10.0815) -22:============ -23: 0 | | -24: | 1 | -25: | | 2 -26:============ -27: 3 | | -28: | 4 | -29: | | 5 - o: 0 1 2 -Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 1.5200e-04s............................. -Permuted Duration: 1.5393e-04s............................. -Identity active_nodes: 3 ...................................... -Permuted active_nodes: 3 ...................................... -Identity max_nodes: 14 ...................................... -Permuted max_nodes: 14 ...................................... -________________________________________________________________________________________________ - -Start Simulation of portfolioqaoa_indep_qiskit_4__________________________________________________ - -.i:...0...1...2...3 -.1:..u2...|...|...| p: (-7.9592e-02) (-3.1416e+00) -.2:...|..u2...|...| p: (-1.4045e-02) (-3.1416e+00) -.3:.rzz.rzz...|...| p: (7.0256e+00) -.4:...|...|..u2...| p: (-8.9335e-03) (-3.1416e+00) -.5:.rzz...|.rzz...| p: (7.0250e+00) -.6:...|.rzz.rzz...| p: (7.0255e+00) -.7:...|...|...|..u2 p: (3.7753e-02) (-3.1416e+00) -.8:.rzz...|...|.rzz p: (7.0264e+00) -.9:...u...|...|...| p: (2.8102e-01) (-1.5216e+00) (1.5708e+00) -10:...|.rzz...|.rzz p: (7.0255e+00) -11:...|...u...|...| p: (2.8102e-01) (-1.5621e+00) (1.5708e+00) -12:.rzz.rzz...|...| p: (-4.3431e+00) -13:...|...|.rzz.rzz p: (7.0262e+00) -14:...|...|...u...| p: (2.8102e-01) (-1.5653e+00) (1.5708e+00) -15:.rzz...|.rzz...| p: (-4.3427e+00) -16:...|.rzz.rzz...| p: (-4.3430e+00) -17:...|...|...|...u p: (2.8102e-01) (-1.5941e+00) (1.5708e+00) -18:.rzz...|...|.rzz p: (-4.3436e+00) -19:...u...|...|...| p: (2.5311e+00) (-1.5066e+00) (1.5708e+00) -20:...|.rzz...|.rzz p: (-4.3430e+00) -21:...|...u...|...| p: (2.5311e+00) (-1.5595e+00) (1.5708e+00) -22:.rzz.rzz...|...| p: (-5.6650e+00) -23:...|...|.rzz.rzz p: (-4.3435e+00) -24:...|...|...u...| p: (2.5311e+00) (-1.5636e+00) (1.5708e+00) -25:.rzz...|.rzz...| p: (-5.6645e+00) -26:...|.rzz.rzz...| p: (-5.6649e+00) -27:...|...|...|...u p: (2.5311e+00) (-1.6012e+00) (1.5708e+00) -28:.rzz...|...|.rzz p: (-5.6657e+00) -29:..rx...|...|...| p: (-3.1802e+00) -30:...|.rzz...|.rzz p: (-5.6649e+00) -31:...|..rx...|...| p: (-3.1802e+00) -32:...|...|.rzz.rzz p: (-5.6655e+00) -33:...|...|..rx...| p: (-3.1802e+00) -34:...|...|...|..rx p: (-3.1802e+00) -35:================ -36:...0...|...|...| -37:...|...1...|...| -38:...|...|...2...| -39:...|...|...|...3 -40:================ -41:...4...|...|...| -42:...|...5...|...| -43:...|...|...6...| -44:...|...|...|...7 -.o:...0...1...2...3 -Computed Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Identity Duration: 3.0888e-04s............................. -Permuted Duration: 3.0650e-04s............................. -Identity active_nodes: 4 ...................................... -Permuted active_nodes: 4 ...................................... -Identity max_nodes: 30 ...................................... -Permuted max_nodes: 30 ...................................... -________________________________________________________________________________________________ - -Start Simulation of portfolioqaoa_indep_qiskit_5__________________________________________________ - -.i:...0...1...2...3...4 -.1:..u2...|...|...|...| p: (4.2880e-01) (-3.1416e+00) -.2:...|..u2...|...|...| p: (4.1371e-01) (-3.1416e+00) -.3:.rzz.rzz...|...|...| p: (5.8829e+00) -.4:...|...|..u2...|...| p: (3.6509e-01) (-3.1416e+00) -.5:.rzz...|.rzz...|...| p: (5.8836e+00) -.6:...|.rzz.rzz...|...| p: (5.8832e+00) -.7:...|...|...|..u2...| p: (4.0628e-01) (-3.1416e+00) -.8:.rzz...|...|.rzz...| p: (5.8834e+00) -.9:...|.rzz...|.rzz...| p: (5.8835e+00) -10:...|...|.rzz.rzz...| p: (5.8831e+00) -11:...|...|...|...|..u2 p: (3.7748e-01) (-3.1416e+00) -12:.rzz...|...|...|.rzz p: (5.8837e+00) -13:...u...|...|...|...| p: (1.8024e+00) (-2.8489e+00) (-1.5708e+00) -14:...|.rzz...|...|.rzz p: (5.8831e+00) -15:...|...u...|...|...| p: (1.8024e+00) (-2.8603e+00) (-1.5708e+00) -16:.rzz.rzz...|...|...| p: (4.4412e+00) -17:...|...|.rzz...|.rzz p: (5.8836e+00) -18:...|...|...u...|...| p: (1.8024e+00) (-2.8970e+00) (-1.5708e+00) -19:.rzz...|.rzz...|...| p: (4.4417e+00) -20:...|.rzz.rzz...|...| p: (4.4414e+00) -21:...|...|...|.rzz.rzz p: (5.8832e+00) -22:...|...|...|...u...| p: (1.8024e+00) (-2.8659e+00) (-1.5708e+00) -23:.rzz...|...|.rzz...| p: (4.4416e+00) -24:...|.rzz...|.rzz...| p: (4.4416e+00) -25:...|...|.rzz.rzz...| p: (4.4414e+00) -26:...|...|...|...|...u p: (1.8024e+00) (-2.8876e+00) (-1.5708e+00) -27:.rzz...|...|...|.rzz p: (4.4418e+00) -28:...u...|...|...|...| p: (1.0689e+00) (-2.4699e+00) (1.5708e+00) -29:...|.rzz...|...|.rzz p: (4.4414e+00) -30:...|...u...|...|...| p: (1.0689e+00) (-2.4884e+00) (1.5708e+00) -31:.rzz.rzz...|...|...| p: (7.2173e+00) -32:...|...|.rzz...|.rzz p: (4.4417e+00) -33:...|...|...u...|...| p: (1.0689e+00) (-2.5481e+00) (1.5708e+00) -34:.rzz...|.rzz...|...| p: (7.2182e+00) -35:...|.rzz.rzz...|...| p: (7.2177e+00) -36:...|...|...|.rzz.rzz p: (4.4414e+00) -37:...|...|...|...u...| p: (1.0689e+00) (-2.4976e+00) (1.5708e+00) -38:.rzz...|...|.rzz...| p: (7.2179e+00) -39:...|.rzz...|.rzz...| p: (7.2180e+00) -40:...|...|.rzz.rzz...| p: (7.2176e+00) -41:...|...|...|...|...u p: (1.0689e+00) (-2.5329e+00) (1.5708e+00) -42:.rzz...|...|...|.rzz p: (7.2182e+00) -43:..rx...|...|...|...| p: (8.7839e+00) -44:...|.rzz...|...|.rzz p: (7.2176e+00) -45:...|..rx...|...|...| p: (8.7839e+00) -46:...|...|.rzz...|.rzz p: (7.2182e+00) -47:...|...|..rx...|...| p: (8.7839e+00) -48:...|...|...|.rzz.rzz p: (7.2176e+00) -49:...|...|...|..rx...| p: (8.7839e+00) -50:...|...|...|...|..rx p: (8.7839e+00) -51:==================== -52:...0...|...|...|...| -53:...|...1...|...|...| -54:...|...|...2...|...| -55:...|...|...|...3...| -56:...|...|...|...|...4 -57:==================== -58:...5...|...|...|...| -59:...|...6...|...|...| -60:...|...|...7...|...| -61:...|...|...|...8...| -62:...|...|...|...|...9 -.o:...0...1...2...3...4 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: 6.0433e-04s............................. -Permuted Duration: 6.0458e-04s............................. -Identity active_nodes: 5 ...................................... -Permuted active_nodes: 5 ...................................... -Identity max_nodes: 62 ...................................... -Permuted max_nodes: 62 ...................................... -________________________________________________________________________________________________ - -Start Simulation of portfolioqaoa_indep_qiskit_6__________________________________________________ - -.i:...0...1...2...3...4...5 -.1:..u2...|...|...|...|...| p: (1.1594e-02) (-3.1416e+00) -.2:...|..u2...|...|...|...| p: (-2.6131e-03) (-3.1416e+00) -.3:.rzz.rzz...|...|...|...| p: (-5.1216e+00) -.4:...|...|..u2...|...|...| p: (1.3002e-02) (-3.1416e+00) -.5:.rzz...|.rzz...|...|...| p: (-5.1216e+00) -.6:...|.rzz.rzz...|...|...| p: (-5.1202e+00) -.7:...|...|...|..u2...|...| p: (-1.7560e-02) (-3.1416e+00) -.8:.rzz...|...|.rzz...|...| p: (-5.1215e+00) -.9:...|.rzz...|.rzz...|...| p: (-5.1219e+00) -10:...|...|.rzz.rzz...|...| p: (-5.1202e+00) -11:...|...|...|...|..u2...| p: (8.8311e-03) (-3.1416e+00) -12:.rzz...|...|...|.rzz...| p: (-5.1208e+00) -13:...|.rzz...|...|.rzz...| p: (-5.1215e+00) -14:...|...|.rzz...|.rzz...| p: (-5.1211e+00) -15:...|...|...|.rzz.rzz...| p: (-5.1212e+00) -16:...|...|...|...|...|..u2 p: (4.9904e-03) (-3.1416e+00) -17:.rzz...|...|...|...|.rzz p: (-5.1212e+00) -18:...u...|...|...|...|...| p: (3.8100e-01) (-1.5727e+00) (1.5708e+00) -19:...|.rzz...|...|...|.rzz p: (-5.1211e+00) -20:...|...u...|...|...|...| p: (3.8100e-01) (-1.5704e+00) (1.5708e+00) -21:.rzz.rzz...|...|...|...| p: (8.5724e-01) -22:...|...|.rzz...|...|.rzz p: (-5.1216e+00) -23:...|...|...u...|...|...| p: (3.8100e-01) (-1.5730e+00) (1.5708e+00) -24:.rzz...|.rzz...|...|...| p: (8.5724e-01) -25:...|.rzz.rzz...|...|...| p: (8.5700e-01) -26:...|...|...|.rzz...|.rzz p: (-5.1209e+00) -27:...|...|...|...u...|...| p: (3.8100e-01) (-1.5679e+00) (1.5708e+00) -28:.rzz...|...|.rzz...|...| p: (8.5721e-01) -29:...|.rzz...|.rzz...|...| p: (8.5728e-01) -30:...|...|.rzz.rzz...|...| p: (8.5700e-01) -31:...|...|...|...|.rzz.rzz p: (-5.1212e+00) -32:...|...|...|...|...u...| p: (3.8100e-01) (-1.5723e+00) (1.5708e+00) -33:.rzz...|...|...|.rzz...| p: (8.5710e-01) -34:...|.rzz...|...|.rzz...| p: (8.5721e-01) -35:...|...|.rzz...|.rzz...| p: (8.5715e-01) -36:...|...|...|.rzz.rzz...| p: (8.5716e-01) -37:...|...|...|...|...|...u p: (3.8100e-01) (-1.5716e+00) (1.5708e+00) -38:.rzz...|...|...|...|.rzz p: (8.5717e-01) -39:...u...|...|...|...|...| p: (2.5230e+00) (1.5772e+00) (-1.5708e+00) -40:...|.rzz...|...|...|.rzz p: (8.5716e-01) -41:...|...u...|...|...|...| p: (2.5230e+00) (1.5694e+00) (-1.5708e+00) -42:.rzz.rzz...|...|...|...| p: (-2.8263e+00) -43:...|...|.rzz...|...|.rzz p: (8.5723e-01) -44:...|...|...u...|...|...| p: (2.5230e+00) (1.5780e+00) (-1.5708e+00) -45:.rzz...|.rzz...|...|...| p: (-2.8263e+00) -46:...|.rzz.rzz...|...|...| p: (-2.8255e+00) -47:...|...|...|.rzz...|.rzz p: (8.5712e-01) -48:...|...|...|...u...|...| p: (2.5230e+00) (1.5611e+00) (-1.5708e+00) -49:.rzz...|...|.rzz...|...| p: (-2.8262e+00) -50:...|.rzz...|.rzz...|...| p: (-2.8264e+00) -51:...|...|.rzz.rzz...|...| p: (-2.8255e+00) -52:...|...|...|...|.rzz.rzz p: (8.5716e-01) -53:...|...|...|...|...u...| p: (2.5230e+00) (1.5757e+00) (-1.5708e+00) -54:.rzz...|...|...|.rzz...| p: (-2.8258e+00) -55:...|.rzz...|...|.rzz...| p: (-2.8262e+00) -56:...|...|.rzz...|.rzz...| p: (-2.8260e+00) -57:...|...|...|.rzz.rzz...| p: (-2.8260e+00) -58:...|...|...|...|...|...u p: (2.5230e+00) (1.5736e+00) (-1.5708e+00) -59:.rzz...|...|...|...|.rzz p: (-2.8261e+00) -60:..rx...|...|...|...|...| p: (6.3244e+00) -61:...|.rzz...|...|...|.rzz p: (-2.8260e+00) -62:...|..rx...|...|...|...| p: (6.3244e+00) -63:...|...|.rzz...|...|.rzz p: (-2.8262e+00) -64:...|...|..rx...|...|...| p: (6.3244e+00) -65:...|...|...|.rzz...|.rzz p: (-2.8259e+00) -66:...|...|...|..rx...|...| p: (6.3244e+00) -67:...|...|...|...|.rzz.rzz p: (-2.8260e+00) -68:...|...|...|...|..rx...| p: (6.3244e+00) -69:...|...|...|...|...|..rx p: (6.3244e+00) -70:======================== -71:...0...|...|...|...|...| -72:...|...1...|...|...|...| -73:...|...|...2...|...|...| -74:...|...|...|...3...|...| -75:...|...|...|...|...4...| -76:...|...|...|...|...|...5 -77:======================== -78:...6...|...|...|...|...| -79:...|...7...|...|...|...| -80:...|...|...8...|...|...| -81:...|...|...|...9...|...| -82:...|...|...|...|..10...| -83:...|...|...|...|...|..11 -.o:...0...1...2...3...4...5 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Identity Duration: 1.2036e-03s............................. -Permuted Duration: 1.2283e-03s............................. -Identity active_nodes: 6 ...................................... -Permuted active_nodes: 6 ...................................... -Identity max_nodes: 126...................................... -Permuted max_nodes: 126...................................... -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/portfoliovqe_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/portfoliovqe_indep_qiskit_all.txt deleted file mode 100644 index 829afa7c..00000000 --- a/test/BenchmarkQuasm/results/portfoliovqe_indep_qiskit_all.txt +++ /dev/null @@ -1,3792 +0,0 @@ -Start Simulation of portfoliovqe_indep_qiskit_3__________________________________________________ - - i: 0 1 2 - 1: ry | | p: (4.70253) - 2: | ry | p: (0.279129) - 3: c z | - 4: | | ry p: (3.13245) - 5: c | z - 6: ry | | p: (-5.91084) - 7: | c z - 8: | ry | p: (-2.80637) - 9: c z | -10: | | ry p: (-3.66226) -11: c | z -12: ry | | p: (-0.298379) -13: | c z -14: | ry | p: (-4.13072) -15: c z | -16: | | ry p: (-1.02349) -17: c | z -18: ry | | p: (-2.80957) -19: | c z -20: | ry | p: (1.23483) -21: | | ry p: (0.152069) -22:============ -23: 0 | | -24: | 1 | -25: | | 2 - o: 0 1 2 -Total Permutations: 6 -Min time: 8.9452e-05s................. Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| -Max time: 9.4406e-05s................. Permutation 2 : 0 -> 1|1 -> 0|2 -> 2| -Min active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Min max nodes: 14 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max max nodes: 14 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -________________________________________________________________________________________________ - -6 permutations have 7 active nodes. -Index: 5 | Max_nodes: 14 | Time: 8.9452e-05s | 0 -> 2|1 -> 1|2 -> 0| -Index: 3 | Max_nodes: 14 | Time: 9.1369e-05s | 0 -> 1|1 -> 2|2 -> 0| -Index: 4 | Max_nodes: 14 | Time: 9.2665e-05s | 0 -> 2|1 -> 0|2 -> 1| -Index: 1 | Max_nodes: 14 | Time: 9.2758e-05s | 0 -> 0|1 -> 2|2 -> 1| -Index: 0 | Max_nodes: 14 | Time: 9.4211e-05s | 0 -> 0|1 -> 1|2 -> 2| -Index: 2 | Max_nodes: 14 | Time: 9.4406e-05s | 0 -> 1|1 -> 0|2 -> 2| - -........................... -Average time: 9.2477e-05s - -________________________________________________________________________________________________ - -6 permutations have 14 max nodes. -Index: 5 | Active_nodes: 7 | Time: 8.9452e-05s | 0 -> 2|1 -> 1|2 -> 0| -Index: 3 | Active_nodes: 7 | Time: 9.1369e-05s | 0 -> 1|1 -> 2|2 -> 0| -Index: 4 | Active_nodes: 7 | Time: 9.2665e-05s | 0 -> 2|1 -> 0|2 -> 1| -Index: 1 | Active_nodes: 7 | Time: 9.2758e-05s | 0 -> 0|1 -> 2|2 -> 1| -Index: 0 | Active_nodes: 7 | Time: 9.4211e-05s | 0 -> 0|1 -> 1|2 -> 2| -Index: 2 | Active_nodes: 7 | Time: 9.4406e-05s | 0 -> 1|1 -> 0|2 -> 2| - -........................... -Average time: 9.2477e-05s - -________________________________________________________________________________________________ - -execution time of: 8.9452e-05s: Index: 5 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 0| - -execution time of: 9.1369e-05s: Index: 3 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 0| - -execution time of: 9.2665e-05s: Index: 4 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 1| - -execution time of: 9.2758e-05s: Index: 1 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 1| - -execution time of: 9.4211e-05s: Index: 0 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 2| - -execution time of: 9.4406e-05s: Index: 2 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 2| - -________________________________________________________________________________________________ - -Start Simulation of portfoliovqe_indep_qiskit_4__________________________________________________ - -.i:...0...1...2...3 -.1:..ry...|...|...| p: (-5.3475e+00) -.2:...|..ry...|...| p: (-2.7757e-01) -.3:...c...z...|...| -.4:...|...|..ry...| p: (4.3889e+00) -.5:...c...|...z...| -.6:...|...c...z...| -.7:...|...|...|..ry p: (4.9982e-01) -.8:...c...|...|...z -.9:..ry...|...|...| p: (-3.1597e+00) -10:...|...c...|...z -11:...|..ry...|...| p: (-3.6050e+00) -12:...c...z...|...| -13:...|...|...c...z -14:...|...|..ry...| p: (3.1442e+00) -15:...c...|...z...| -16:...|...c...z...| -17:...|...|...|..ry p: (-1.2438e+00) -18:...c...|...|...z -19:..ry...|...|...| p: (2.9747e+00) -20:...|...c...|...z -21:...|..ry...|...| p: (-2.9164e+00) -22:...c...z...|...| -23:...|...|...c...z -24:...|...|..ry...| p: (-1.0917e+00) -25:...c...|...z...| -26:...|...c...z...| -27:...|...|...|..ry p: (5.9923e+00) -28:...c...|...|...z -29:..ry...|...|...| p: (-1.5523e-01) -30:...|...c...|...z -31:...|..ry...|...| p: (-6.9895e-01) -32:...|...|...c...z -33:...|...|..ry...| p: (2.5328e+00) -34:...|...|...|..ry p: (5.1912e+00) -35:================ -36:...0...|...|...| -37:...|...1...|...| -38:...|...|...2...| -39:...|...|...|...3 -.o:...0...1...2...3 -Total Permutations: 24 -Min time: 1.7308e-04s................. Permutation 23 : 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -Max time: 1.8973e-04s................. Permutation 1 : 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -Min active nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Min max nodes: 30 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Max active nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Max max nodes: 30 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -________________________________________________________________________________________________ - -24 permutations have 15 active nodes. -Index: 23 | Max_nodes: 30 | Time: 1.7308e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -Index: 21 | Max_nodes: 30 | Time: 1.7333e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| -Index: 5 | Max_nodes: 30 | Time: 1.7461e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| -Index: 22 | Max_nodes: 30 | Time: 1.7517e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| -Index: 15 | Max_nodes: 30 | Time: 1.7560e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -Index: 19 | Max_nodes: 30 | Time: 1.7571e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| -Index: 17 | Max_nodes: 30 | Time: 1.7584e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -Index: 13 | Max_nodes: 30 | Time: 1.7592e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| -Index: 7 | Max_nodes: 30 | Time: 1.7676e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -Index: 11 | Max_nodes: 30 | Time: 1.7709e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -Index: 18 | Max_nodes: 30 | Time: 1.7714e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| -Index: 12 | Max_nodes: 30 | Time: 1.7739e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -Index: 6 | Max_nodes: 30 | Time: 1.7759e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -Index: 20 | Max_nodes: 30 | Time: 1.7775e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -Index: 14 | Max_nodes: 30 | Time: 1.7814e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -Index: 16 | Max_nodes: 30 | Time: 1.7858e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| -Index: 9 | Max_nodes: 30 | Time: 1.7942e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -Index: 3 | Max_nodes: 30 | Time: 1.7971e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -Index: 4 | Max_nodes: 30 | Time: 1.8043e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -Index: 8 | Max_nodes: 30 | Time: 1.8053e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| -Index: 10 | Max_nodes: 30 | Time: 1.8062e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| -Index: 2 | Max_nodes: 30 | Time: 1.8766e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -Index: 0 | Max_nodes: 30 | Time: 1.8854e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Index: 1 | Max_nodes: 30 | Time: 1.8973e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| - -........................... -Average time: 1.7860e-04s - -________________________________________________________________________________________________ - -24 permutations have 30 max nodes. -Index: 23 | Active_nodes: 15 | Time: 1.7308e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -Index: 21 | Active_nodes: 15 | Time: 1.7333e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| -Index: 5 | Active_nodes: 15 | Time: 1.7461e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| -Index: 22 | Active_nodes: 15 | Time: 1.7517e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| -Index: 15 | Active_nodes: 15 | Time: 1.7560e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -Index: 19 | Active_nodes: 15 | Time: 1.7571e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| -Index: 17 | Active_nodes: 15 | Time: 1.7584e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -Index: 13 | Active_nodes: 15 | Time: 1.7592e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| -Index: 7 | Active_nodes: 15 | Time: 1.7676e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -Index: 11 | Active_nodes: 15 | Time: 1.7709e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -Index: 18 | Active_nodes: 15 | Time: 1.7714e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| -Index: 12 | Active_nodes: 15 | Time: 1.7739e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -Index: 6 | Active_nodes: 15 | Time: 1.7759e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -Index: 20 | Active_nodes: 15 | Time: 1.7775e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -Index: 14 | Active_nodes: 15 | Time: 1.7814e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -Index: 16 | Active_nodes: 15 | Time: 1.7858e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| -Index: 9 | Active_nodes: 15 | Time: 1.7942e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -Index: 3 | Active_nodes: 15 | Time: 1.7971e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -Index: 4 | Active_nodes: 15 | Time: 1.8043e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -Index: 8 | Active_nodes: 15 | Time: 1.8053e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| -Index: 10 | Active_nodes: 15 | Time: 1.8062e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| -Index: 2 | Active_nodes: 15 | Time: 1.8766e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -Index: 0 | Active_nodes: 15 | Time: 1.8854e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Index: 1 | Active_nodes: 15 | Time: 1.8973e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| - -........................... -Average time: 1.7860e-04s - -________________________________________________________________________________________________ - -execution time of: 1.7308e-04s: Index: 23 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| - -execution time of: 1.7333e-04s: Index: 21 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| - -execution time of: 1.7461e-04s: Index: 5 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| - -execution time of: 1.7517e-04s: Index: 22 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| - -execution time of: 1.7560e-04s: Index: 15 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| - -execution time of: 1.7571e-04s: Index: 19 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| - -execution time of: 1.7584e-04s: Index: 17 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| - -execution time of: 1.7592e-04s: Index: 13 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| - -execution time of: 1.7676e-04s: Index: 7 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| - -execution time of: 1.7709e-04s: Index: 11 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| - -execution time of: 1.7714e-04s: Index: 18 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| - -execution time of: 1.7739e-04s: Index: 12 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| - -execution time of: 1.7759e-04s: Index: 6 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| - -execution time of: 1.7775e-04s: Index: 20 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| - -execution time of: 1.7814e-04s: Index: 14 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| - -execution time of: 1.7858e-04s: Index: 16 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| - -execution time of: 1.7942e-04s: Index: 9 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| - -execution time of: 1.7971e-04s: Index: 3 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| - -execution time of: 1.8043e-04s: Index: 4 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| - -execution time of: 1.8053e-04s: Index: 8 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| - -execution time of: 1.8062e-04s: Index: 10 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| - -execution time of: 1.8766e-04s: Index: 2 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| - -execution time of: 1.8854e-04s: Index: 0 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| - -execution time of: 1.8973e-04s: Index: 1 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| - -________________________________________________________________________________________________ - -Start Simulation of portfoliovqe_indep_qiskit_5__________________________________________________ - -.i:...0...1...2...3...4 -.1:..ry...|...|...|...| p: (5.8128e+00) -.2:...|..ry...|...|...| p: (6.4605e+00) -.3:...c...z...|...|...| -.4:...|...|..ry...|...| p: (3.5146e+00) -.5:...c...|...z...|...| -.6:...|...c...z...|...| -.7:...|...|...|..ry...| p: (-8.2034e-01) -.8:...c...|...|...z...| -.9:...|...c...|...z...| -10:...|...|...c...z...| -11:...|...|...|...|..ry p: (5.0260e+00) -12:...c...|...|...|...z -13:..ry...|...|...|...| p: (3.6782e+00) -14:...|...c...|...|...z -15:...|..ry...|...|...| p: (3.1406e+00) -16:...c...z...|...|...| -17:...|...|...c...|...z -18:...|...|..ry...|...| p: (-2.6015e+00) -19:...c...|...z...|...| -20:...|...c...z...|...| -21:...|...|...|...c...z -22:...|...|...|..ry...| p: (1.5721e+00) -23:...c...|...|...z...| -24:...|...c...|...z...| -25:...|...|...c...z...| -26:...|...|...|...|..ry p: (-3.0917e+00) -27:...c...|...|...|...z -28:..ry...|...|...|...| p: (5.1285e+00) -29:...|...c...|...|...z -30:...|..ry...|...|...| p: (6.0232e+00) -31:...c...z...|...|...| -32:...|...|...c...|...z -33:...|...|..ry...|...| p: (-5.2320e+00) -34:...c...|...z...|...| -35:...|...c...z...|...| -36:...|...|...|...c...z -37:...|...|...|..ry...| p: (-2.6430e+00) -38:...c...|...|...z...| -39:...|...c...|...z...| -40:...|...|...c...z...| -41:...|...|...|...|..ry p: (-5.0962e+00) -42:...c...|...|...|...z -43:..ry...|...|...|...| p: (5.2096e-01) -44:...|...c...|...|...z -45:...|..ry...|...|...| p: (3.0252e+00) -46:...|...|...c...|...z -47:...|...|..ry...|...| p: (1.1917e+00) -48:...|...|...|...c...z -49:...|...|...|..ry...| p: (-1.1157e+00) -50:...|...|...|...|..ry p: (6.1674e+00) -51:==================== -52:...0...|...|...|...| -53:...|...1...|...|...| -54:...|...|...2...|...| -55:...|...|...|...3...| -56:...|...|...|...|...4 -.o:...0...1...2...3...4 -Total Permutations: 120 -Min time: 3.2721e-04s................. Permutation 101: 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -Max time: 5.3439e-04s................. Permutation 40 : 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -Min active nodes: 31 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Min max nodes: 62 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Max active nodes: 31 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Max max nodes: 62 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -________________________________________________________________________________________________ - -120 permutations have 31 active nodes. -Index: 101 | Max_nodes: 62 | Time: 3.2721e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -Index: 29 | Max_nodes: 62 | Time: 3.2794e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -Index: 5 | Max_nodes: 62 | Time: 3.2810e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -Index: 25 | Max_nodes: 62 | Time: 3.2868e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -Index: 21 | Max_nodes: 62 | Time: 3.2881e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -Index: 19 | Max_nodes: 62 | Time: 3.2935e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -Index: 11 | Max_nodes: 62 | Time: 3.2946e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -Index: 24 | Max_nodes: 62 | Time: 3.2983e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -Index: 22 | Max_nodes: 62 | Time: 3.3011e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -Index: 49 | Max_nodes: 62 | Time: 3.3068e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -Index: 15 | Max_nodes: 62 | Time: 3.3072e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -Index: 9 | Max_nodes: 62 | Time: 3.3115e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -Index: 27 | Max_nodes: 62 | Time: 3.3141e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -Index: 115 | Max_nodes: 62 | Time: 3.3145e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -Index: 48 | Max_nodes: 62 | Time: 3.3157e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -Index: 53 | Max_nodes: 62 | Time: 3.3162e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -Index: 23 | Max_nodes: 62 | Time: 3.3170e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -Index: 55 | Max_nodes: 62 | Time: 3.3194e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -Index: 16 | Max_nodes: 62 | Time: 3.3204e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -Index: 18 | Max_nodes: 62 | Time: 3.3210e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -Index: 28 | Max_nodes: 62 | Time: 3.3220e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -Index: 99 | Max_nodes: 62 | Time: 3.3232e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -Index: 7 | Max_nodes: 62 | Time: 3.3279e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -Index: 6 | Max_nodes: 62 | Time: 3.3287e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -Index: 14 | Max_nodes: 62 | Time: 3.3292e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -Index: 72 | Max_nodes: 62 | Time: 3.3304e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -Index: 75 | Max_nodes: 62 | Time: 3.3336e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -Index: 13 | Max_nodes: 62 | Time: 3.3371e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -Index: 73 | Max_nodes: 62 | Time: 3.3374e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -Index: 30 | Max_nodes: 62 | Time: 3.3397e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -Index: 97 | Max_nodes: 62 | Time: 3.3399e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -Index: 96 | Max_nodes: 62 | Time: 3.3403e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -Index: 91 | Max_nodes: 62 | Time: 3.3411e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -Index: 117 | Max_nodes: 62 | Time: 3.3494e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -Index: 54 | Max_nodes: 62 | Time: 3.3495e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -Index: 109 | Max_nodes: 62 | Time: 3.3495e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -Index: 103 | Max_nodes: 62 | Time: 3.3500e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -Index: 102 | Max_nodes: 62 | Time: 3.3509e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -Index: 12 | Max_nodes: 62 | Time: 3.3516e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -Index: 85 | Max_nodes: 62 | Time: 3.3525e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -Index: 26 | Max_nodes: 62 | Time: 3.3532e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -Index: 114 | Max_nodes: 62 | Time: 3.3539e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -Index: 8 | Max_nodes: 62 | Time: 3.3587e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -Index: 52 | Max_nodes: 62 | Time: 3.3589e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -Index: 17 | Max_nodes: 62 | Time: 3.3622e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -Index: 43 | Max_nodes: 62 | Time: 3.3627e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -Index: 20 | Max_nodes: 62 | Time: 3.3632e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -Index: 107 | Max_nodes: 62 | Time: 3.3635e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -Index: 116 | Max_nodes: 62 | Time: 3.3639e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -Index: 51 | Max_nodes: 62 | Time: 3.3655e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -Index: 10 | Max_nodes: 62 | Time: 3.3659e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -Index: 118 | Max_nodes: 62 | Time: 3.3664e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -Index: 94 | Max_nodes: 62 | Time: 3.3674e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -Index: 61 | Max_nodes: 62 | Time: 3.3674e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -Index: 93 | Max_nodes: 62 | Time: 3.3702e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -Index: 76 | Max_nodes: 62 | Time: 3.3706e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -Index: 105 | Max_nodes: 62 | Time: 3.3706e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -Index: 71 | Max_nodes: 62 | Time: 3.3706e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -Index: 100 | Max_nodes: 62 | Time: 3.3717e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -Index: 112 | Max_nodes: 62 | Time: 3.3772e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -Index: 42 | Max_nodes: 62 | Time: 3.3773e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -Index: 67 | Max_nodes: 62 | Time: 3.3796e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -Index: 113 | Max_nodes: 62 | Time: 3.3797e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -Index: 59 | Max_nodes: 62 | Time: 3.3797e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -Index: 77 | Max_nodes: 62 | Time: 3.3799e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -Index: 74 | Max_nodes: 62 | Time: 3.3809e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -Index: 98 | Max_nodes: 62 | Time: 3.3819e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -Index: 70 | Max_nodes: 62 | Time: 3.3821e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -Index: 110 | Max_nodes: 62 | Time: 3.3837e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -Index: 86 | Max_nodes: 62 | Time: 3.3848e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -Index: 83 | Max_nodes: 62 | Time: 3.3852e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -Index: 92 | Max_nodes: 62 | Time: 3.3878e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -Index: 4 | Max_nodes: 62 | Time: 3.3881e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -Index: 108 | Max_nodes: 62 | Time: 3.3887e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -Index: 45 | Max_nodes: 62 | Time: 3.3895e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -Index: 50 | Max_nodes: 62 | Time: 3.3901e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -Index: 69 | Max_nodes: 62 | Time: 3.3905e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -Index: 89 | Max_nodes: 62 | Time: 3.3958e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -Index: 111 | Max_nodes: 62 | Time: 3.3973e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -Index: 47 | Max_nodes: 62 | Time: 3.3980e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -Index: 41 | Max_nodes: 62 | Time: 3.4002e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -Index: 63 | Max_nodes: 62 | Time: 3.4025e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -Index: 1 | Max_nodes: 62 | Time: 3.4033e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -Index: 37 | Max_nodes: 62 | Time: 3.4038e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -Index: 62 | Max_nodes: 62 | Time: 3.4042e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -Index: 88 | Max_nodes: 62 | Time: 3.4053e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -Index: 39 | Max_nodes: 62 | Time: 3.4064e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -Index: 57 | Max_nodes: 62 | Time: 3.4069e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -Index: 87 | Max_nodes: 62 | Time: 3.4088e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -Index: 3 | Max_nodes: 62 | Time: 3.4095e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -Index: 81 | Max_nodes: 62 | Time: 3.4104e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -Index: 66 | Max_nodes: 62 | Time: 3.4116e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -Index: 119 | Max_nodes: 62 | Time: 3.4117e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -Index: 106 | Max_nodes: 62 | Time: 3.4127e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -Index: 90 | Max_nodes: 62 | Time: 3.4129e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -Index: 80 | Max_nodes: 62 | Time: 3.4154e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -Index: 0 | Max_nodes: 62 | Time: 3.4161e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Index: 65 | Max_nodes: 62 | Time: 3.4202e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -Index: 2 | Max_nodes: 62 | Time: 3.4213e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -Index: 38 | Max_nodes: 62 | Time: 3.4232e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -Index: 64 | Max_nodes: 62 | Time: 3.4251e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -Index: 82 | Max_nodes: 62 | Time: 3.4260e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -Index: 68 | Max_nodes: 62 | Time: 3.4265e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -Index: 56 | Max_nodes: 62 | Time: 3.4292e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -Index: 84 | Max_nodes: 62 | Time: 3.4310e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -Index: 104 | Max_nodes: 62 | Time: 3.4351e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -Index: 60 | Max_nodes: 62 | Time: 3.4474e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -Index: 79 | Max_nodes: 62 | Time: 3.4493e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -Index: 44 | Max_nodes: 62 | Time: 3.4500e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -Index: 78 | Max_nodes: 62 | Time: 3.4536e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -Index: 58 | Max_nodes: 62 | Time: 3.4614e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -Index: 36 | Max_nodes: 62 | Time: 3.4722e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -Index: 31 | Max_nodes: 62 | Time: 3.4939e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -Index: 35 | Max_nodes: 62 | Time: 3.5097e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -Index: 95 | Max_nodes: 62 | Time: 3.5265e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -Index: 34 | Max_nodes: 62 | Time: 3.5784e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -Index: 32 | Max_nodes: 62 | Time: 3.5997e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -Index: 33 | Max_nodes: 62 | Time: 3.6260e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -Index: 46 | Max_nodes: 62 | Time: 5.3317e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -Index: 40 | Max_nodes: 62 | Time: 5.3439e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| - -........................... -Average time: 3.4116e-04s - -________________________________________________________________________________________________ - -120 permutations have 62 max nodes. -Index: 101 | Active_nodes: 31 | Time: 3.2721e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -Index: 29 | Active_nodes: 31 | Time: 3.2794e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -Index: 5 | Active_nodes: 31 | Time: 3.2810e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -Index: 25 | Active_nodes: 31 | Time: 3.2868e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -Index: 21 | Active_nodes: 31 | Time: 3.2881e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -Index: 19 | Active_nodes: 31 | Time: 3.2935e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -Index: 11 | Active_nodes: 31 | Time: 3.2946e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -Index: 24 | Active_nodes: 31 | Time: 3.2983e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -Index: 22 | Active_nodes: 31 | Time: 3.3011e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -Index: 49 | Active_nodes: 31 | Time: 3.3068e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -Index: 15 | Active_nodes: 31 | Time: 3.3072e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -Index: 9 | Active_nodes: 31 | Time: 3.3115e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -Index: 27 | Active_nodes: 31 | Time: 3.3141e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -Index: 115 | Active_nodes: 31 | Time: 3.3145e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -Index: 48 | Active_nodes: 31 | Time: 3.3157e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -Index: 53 | Active_nodes: 31 | Time: 3.3162e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -Index: 23 | Active_nodes: 31 | Time: 3.3170e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -Index: 55 | Active_nodes: 31 | Time: 3.3194e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -Index: 16 | Active_nodes: 31 | Time: 3.3204e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -Index: 18 | Active_nodes: 31 | Time: 3.3210e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -Index: 28 | Active_nodes: 31 | Time: 3.3220e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -Index: 99 | Active_nodes: 31 | Time: 3.3232e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -Index: 7 | Active_nodes: 31 | Time: 3.3279e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -Index: 6 | Active_nodes: 31 | Time: 3.3287e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -Index: 14 | Active_nodes: 31 | Time: 3.3292e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -Index: 72 | Active_nodes: 31 | Time: 3.3304e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -Index: 75 | Active_nodes: 31 | Time: 3.3336e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -Index: 13 | Active_nodes: 31 | Time: 3.3371e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -Index: 73 | Active_nodes: 31 | Time: 3.3374e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -Index: 30 | Active_nodes: 31 | Time: 3.3397e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -Index: 97 | Active_nodes: 31 | Time: 3.3399e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -Index: 96 | Active_nodes: 31 | Time: 3.3403e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -Index: 91 | Active_nodes: 31 | Time: 3.3411e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -Index: 117 | Active_nodes: 31 | Time: 3.3494e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -Index: 54 | Active_nodes: 31 | Time: 3.3495e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -Index: 109 | Active_nodes: 31 | Time: 3.3495e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -Index: 103 | Active_nodes: 31 | Time: 3.3500e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -Index: 102 | Active_nodes: 31 | Time: 3.3509e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -Index: 12 | Active_nodes: 31 | Time: 3.3516e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -Index: 85 | Active_nodes: 31 | Time: 3.3525e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -Index: 26 | Active_nodes: 31 | Time: 3.3532e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -Index: 114 | Active_nodes: 31 | Time: 3.3539e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -Index: 8 | Active_nodes: 31 | Time: 3.3587e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -Index: 52 | Active_nodes: 31 | Time: 3.3589e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -Index: 17 | Active_nodes: 31 | Time: 3.3622e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -Index: 43 | Active_nodes: 31 | Time: 3.3627e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -Index: 20 | Active_nodes: 31 | Time: 3.3632e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -Index: 107 | Active_nodes: 31 | Time: 3.3635e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -Index: 116 | Active_nodes: 31 | Time: 3.3639e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -Index: 51 | Active_nodes: 31 | Time: 3.3655e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -Index: 10 | Active_nodes: 31 | Time: 3.3659e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -Index: 118 | Active_nodes: 31 | Time: 3.3664e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -Index: 94 | Active_nodes: 31 | Time: 3.3674e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -Index: 61 | Active_nodes: 31 | Time: 3.3674e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -Index: 93 | Active_nodes: 31 | Time: 3.3702e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -Index: 76 | Active_nodes: 31 | Time: 3.3706e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -Index: 105 | Active_nodes: 31 | Time: 3.3706e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -Index: 71 | Active_nodes: 31 | Time: 3.3706e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -Index: 100 | Active_nodes: 31 | Time: 3.3717e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -Index: 112 | Active_nodes: 31 | Time: 3.3772e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -Index: 42 | Active_nodes: 31 | Time: 3.3773e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -Index: 67 | Active_nodes: 31 | Time: 3.3796e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -Index: 113 | Active_nodes: 31 | Time: 3.3797e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -Index: 59 | Active_nodes: 31 | Time: 3.3797e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -Index: 77 | Active_nodes: 31 | Time: 3.3799e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -Index: 74 | Active_nodes: 31 | Time: 3.3809e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -Index: 98 | Active_nodes: 31 | Time: 3.3819e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -Index: 70 | Active_nodes: 31 | Time: 3.3821e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -Index: 110 | Active_nodes: 31 | Time: 3.3837e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -Index: 86 | Active_nodes: 31 | Time: 3.3848e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -Index: 83 | Active_nodes: 31 | Time: 3.3852e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -Index: 92 | Active_nodes: 31 | Time: 3.3878e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -Index: 4 | Active_nodes: 31 | Time: 3.3881e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -Index: 108 | Active_nodes: 31 | Time: 3.3887e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -Index: 45 | Active_nodes: 31 | Time: 3.3895e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -Index: 50 | Active_nodes: 31 | Time: 3.3901e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -Index: 69 | Active_nodes: 31 | Time: 3.3905e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -Index: 89 | Active_nodes: 31 | Time: 3.3958e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -Index: 111 | Active_nodes: 31 | Time: 3.3973e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -Index: 47 | Active_nodes: 31 | Time: 3.3980e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -Index: 41 | Active_nodes: 31 | Time: 3.4002e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -Index: 63 | Active_nodes: 31 | Time: 3.4025e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -Index: 1 | Active_nodes: 31 | Time: 3.4033e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -Index: 37 | Active_nodes: 31 | Time: 3.4038e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -Index: 62 | Active_nodes: 31 | Time: 3.4042e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -Index: 88 | Active_nodes: 31 | Time: 3.4053e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -Index: 39 | Active_nodes: 31 | Time: 3.4064e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -Index: 57 | Active_nodes: 31 | Time: 3.4069e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -Index: 87 | Active_nodes: 31 | Time: 3.4088e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -Index: 3 | Active_nodes: 31 | Time: 3.4095e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -Index: 81 | Active_nodes: 31 | Time: 3.4104e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -Index: 66 | Active_nodes: 31 | Time: 3.4116e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -Index: 119 | Active_nodes: 31 | Time: 3.4117e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -Index: 106 | Active_nodes: 31 | Time: 3.4127e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -Index: 90 | Active_nodes: 31 | Time: 3.4129e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -Index: 80 | Active_nodes: 31 | Time: 3.4154e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -Index: 0 | Active_nodes: 31 | Time: 3.4161e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Index: 65 | Active_nodes: 31 | Time: 3.4202e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -Index: 2 | Active_nodes: 31 | Time: 3.4213e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -Index: 38 | Active_nodes: 31 | Time: 3.4232e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -Index: 64 | Active_nodes: 31 | Time: 3.4251e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -Index: 82 | Active_nodes: 31 | Time: 3.4260e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -Index: 68 | Active_nodes: 31 | Time: 3.4265e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -Index: 56 | Active_nodes: 31 | Time: 3.4292e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -Index: 84 | Active_nodes: 31 | Time: 3.4310e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -Index: 104 | Active_nodes: 31 | Time: 3.4351e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -Index: 60 | Active_nodes: 31 | Time: 3.4474e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -Index: 79 | Active_nodes: 31 | Time: 3.4493e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -Index: 44 | Active_nodes: 31 | Time: 3.4500e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -Index: 78 | Active_nodes: 31 | Time: 3.4536e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -Index: 58 | Active_nodes: 31 | Time: 3.4614e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -Index: 36 | Active_nodes: 31 | Time: 3.4722e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -Index: 31 | Active_nodes: 31 | Time: 3.4939e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -Index: 35 | Active_nodes: 31 | Time: 3.5097e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -Index: 95 | Active_nodes: 31 | Time: 3.5265e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -Index: 34 | Active_nodes: 31 | Time: 3.5784e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -Index: 32 | Active_nodes: 31 | Time: 3.5997e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -Index: 33 | Active_nodes: 31 | Time: 3.6260e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -Index: 46 | Active_nodes: 31 | Time: 5.3317e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -Index: 40 | Active_nodes: 31 | Time: 5.3439e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| - -........................... -Average time: 3.4116e-04s - -________________________________________________________________________________________________ - -execution time of: 3.2721e-04s: Index: 101 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| - -execution time of: 3.2794e-04s: Index: 29 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| - -execution time of: 3.2810e-04s: Index: 5 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| - -execution time of: 3.2868e-04s: Index: 25 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| - -execution time of: 3.2881e-04s: Index: 21 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| - -execution time of: 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-> 1|2 -> 4|3 -> 2|4 -> 3| - -execution time of: 3.3887e-04s: Index: 108 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| - -execution time of: 3.3895e-04s: Index: 45 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| - -execution time of: 3.3901e-04s: Index: 50 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| - -execution time of: 3.3905e-04s: Index: 69 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| - -execution time of: 3.3958e-04s: Index: 89 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| - -execution time of: 3.3973e-04s: Index: 111 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| - -execution time of: 3.3980e-04s: Index: 47 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| - -execution time of: 3.4002e-04s: Index: 41 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| - -execution time of: 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| 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| - -execution time of: 3.4104e-04s: Index: 81 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| - -execution time of: 3.4116e-04s: Index: 66 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| - -execution time of: 3.4117e-04s: Index: 119 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| - -execution time of: 3.4127e-04s: Index: 106 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| - -execution time of: 3.4129e-04s: Index: 90 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| - -execution time of: 3.4154e-04s: Index: 80 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| - -execution time of: 3.4161e-04s: Index: 0 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| - -execution time of: 3.4202e-04s: Index: 65 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| - -execution time of: 3.4213e-04s: Index: 2 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| - -execution time of: 3.4232e-04s: Index: 38 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| - -execution time of: 3.4251e-04s: Index: 64 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| - -execution time of: 3.4260e-04s: Index: 82 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| - -execution time of: 3.4265e-04s: Index: 68 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| - -execution time of: 3.4292e-04s: Index: 56 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| - -execution time of: 3.4310e-04s: Index: 84 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| - -execution time of: 3.4351e-04s: Index: 104 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| - -execution time of: 3.4474e-04s: Index: 60 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| - -execution time of: 3.4493e-04s: Index: 79 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| - -execution time of: 3.4500e-04s: Index: 44 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| - -execution time of: 3.4536e-04s: Index: 78 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| - -execution time of: 3.4614e-04s: Index: 58 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| - -execution time of: 3.4722e-04s: Index: 36 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| - -execution time of: 3.4939e-04s: Index: 31 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| - -execution time of: 3.5097e-04s: Index: 35 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| - -execution time of: 3.5265e-04s: Index: 95 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| - -execution time of: 3.5784e-04s: Index: 34 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| - -execution time of: 3.5997e-04s: Index: 32 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| - -execution time of: 3.6260e-04s: Index: 33 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| - -execution time of: 5.3317e-04s: Index: 46 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| - -execution time of: 5.3439e-04s: Index: 40 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| - -________________________________________________________________________________________________ - -Start Simulation of portfoliovqe_indep_qiskit_6__________________________________________________ - -.i:...0...1...2...3...4...5 -.1:..ry...|...|...|...|...| p: (6.5721e-01) -.2:...|..ry...|...|...|...| p: (3.6191e+00) -.3:...c...z...|...|...|...| -.4:...|...|..ry...|...|...| p: (5.9263e+00) -.5:...c...|...z...|...|...| -.6:...|...c...z...|...|...| -.7:...|...|...|..ry...|...| p: (-5.6321e-01) -.8:...c...|...|...z...|...| -.9:...|...c...|...z...|...| -10:...|...|...c...z...|...| -11:...|...|...|...|..ry...| p: (-5.8995e+00) -12:...c...|...|...|...z...| -13:...|...c...|...|...z...| -14:...|...|...c...|...z...| -15:...|...|...|...c...z...| -16:...|...|...|...|...|..ry p: (-3.3354e+00) -17:...c...|...|...|...|...z -18:..ry...|...|...|...|...| p: (6.2190e+00) -19:...|...c...|...|...|...z -20:...|..ry...|...|...|...| p: (-1.8746e+00) -21:...c...z...|...|...|...| -22:...|...|...c...|...|...z -23:...|...|..ry...|...|...| p: (4.6908e+00) -24:...c...|...z...|...|...| -25:...|...c...z...|...|...| -26:...|...|...|...c...|...z -27:...|...|...|..ry...|...| p: (6.1911e+00) -28:...c...|...|...z...|...| -29:...|...c...|...z...|...| -30:...|...|...c...z...|...| -31:...|...|...|...|...c...z -32:...|...|...|...|..ry...| p: (3.3594e+00) -33:...c...|...|...|...z...| -34:...|...c...|...|...z...| -35:...|...|...c...|...z...| -36:...|...|...|...c...z...| -37:...|...|...|...|...|..ry p: (4.5205e+00) -38:...c...|...|...|...|...z -39:..ry...|...|...|...|...| p: (-2.6300e-01) -40:...|...c...|...|...|...z -41:...|..ry...|...|...|...| p: (6.1670e+00) -42:...c...z...|...|...|...| -43:...|...|...c...|...|...z -44:...|...|..ry...|...|...| p: (-4.4921e+00) -45:...c...|...z...|...|...| -46:...|...c...z...|...|...| -47:...|...|...|...c...|...z -48:...|...|...|..ry...|...| p: (-4.9080e+00) -49:...c...|...|...z...|...| -50:...|...c...|...z...|...| -51:...|...|...c...z...|...| -52:...|...|...|...|...c...z -53:...|...|...|...|..ry...| p: (-4.7502e+00) -54:...c...|...|...|...z...| -55:...|...c...|...|...z...| -56:...|...|...c...|...z...| -57:...|...|...|...c...z...| -58:...|...|...|...|...|..ry p: (-2.3632e-01) -59:...c...|...|...|...|...z -60:..ry...|...|...|...|...| p: (3.2746e+00) -61:...|...c...|...|...|...z -62:...|..ry...|...|...|...| p: (-5.2263e+00) -63:...|...|...c...|...|...z -64:...|...|..ry...|...|...| p: (-5.1405e-01) -65:...|...|...|...c...|...z -66:...|...|...|..ry...|...| p: (4.5001e-01) -67:...|...|...|...|...c...z -68:...|...|...|...|..ry...| p: (-4.6583e+00) -69:...|...|...|...|...|..ry p: (-5.9235e-01) -70:======================== -71:...0...|...|...|...|...| -72:...|...1...|...|...|...| -73:...|...|...2...|...|...| -74:...|...|...|...3...|...| -75:...|...|...|...|...4...| -76:...|...|...|...|...|...5 -.o:...0...1...2...3...4...5 -Total Permutations: 720 -Min time: 6.0827e-04s................. Permutation 5 : 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Max time: 6.7328e-04s................. Permutation 656: 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Min active nodes: 63 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Min max nodes: 126 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Max active nodes: 63 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Max max nodes: 126 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -________________________________________________________________________________________________ - -720 permutations have 63 active nodes. -Index: 5 | Max_nodes: 126 | Time: 6.0827e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 29 | Max_nodes: 126 | Time: 6.0973e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 143 | Max_nodes: 126 | Time: 6.0986e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 3 | Max_nodes: 126 | Time: 6.1006e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 245 | Max_nodes: 126 | Time: 6.1012e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 123 | Max_nodes: 126 | Time: 6.1076e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 125 | Max_nodes: 126 | Time: 6.1101e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 149 | Max_nodes: 126 | Time: 6.1102e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 53 | Max_nodes: 126 | Time: 6.1155e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 11 | Max_nodes: 126 | Time: 6.1162e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 147 | Max_nodes: 126 | Time: 6.1179e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 9 | Max_nodes: 126 | Time: 6.1182e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 24 | Max_nodes: 126 | Time: 6.1203e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 4 | Max_nodes: 126 | Time: 6.1206e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 23 | Max_nodes: 126 | Time: 6.1225e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 131 | Max_nodes: 126 | Time: 6.1251e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 129 | Max_nodes: 126 | Time: 6.1269e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 121 | Max_nodes: 126 | Time: 6.1288e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 122 | Max_nodes: 126 | Time: 6.1292e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 7 | Max_nodes: 126 | Time: 6.1336e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 13 | Max_nodes: 126 | Time: 6.1339e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 133 | Max_nodes: 126 | Time: 6.1356e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 6 | Max_nodes: 126 | Time: 6.1361e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 124 | Max_nodes: 126 | Time: 6.1374e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 267 | Max_nodes: 126 | Time: 6.1374e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 139 | Max_nodes: 126 | Time: 6.1409e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 241 | Max_nodes: 126 | Time: 6.1418e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 15 | Max_nodes: 126 | Time: 6.1460e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 137 | Max_nodes: 126 | Time: 6.1466e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 17 | Max_nodes: 126 | Time: 6.1492e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 28 | Max_nodes: 126 | Time: 6.1522e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 101 | Max_nodes: 126 | Time: 6.1588e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 22 | Max_nodes: 126 | Time: 6.1621e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 142 | Max_nodes: 126 | Time: 6.1643e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 145 | Max_nodes: 126 | Time: 6.1646e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 25 | Max_nodes: 126 | Time: 6.1653e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 2 | Max_nodes: 126 | Time: 6.1655e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 126 | Max_nodes: 126 | Time: 6.1658e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 365 | Max_nodes: 126 | Time: 6.1667e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 141 | Max_nodes: 126 | Time: 6.1674e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 140 | Max_nodes: 126 | Time: 6.1745e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 99 | Max_nodes: 126 | Time: 6.1760e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 14 | Max_nodes: 126 | Time: 6.1767e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 16 | Max_nodes: 126 | Time: 6.1777e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 18 | Max_nodes: 126 | Time: 6.1780e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 264 | Max_nodes: 126 | Time: 6.1807e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 120 | Max_nodes: 126 | Time: 6.1819e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 27 | Max_nodes: 126 | Time: 6.1827e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 49 | Max_nodes: 126 | Time: 6.1831e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 148 | Max_nodes: 126 | Time: 6.1838e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 1 | Max_nodes: 126 | Time: 6.1846e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 243 | Max_nodes: 126 | Time: 6.1851e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 128 | Max_nodes: 126 | Time: 6.1856e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 265 | Max_nodes: 126 | Time: 6.1875e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 197 | Max_nodes: 126 | Time: 6.1879e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 240 | Max_nodes: 126 | Time: 6.1887e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 266 | Max_nodes: 126 | Time: 6.1898e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 135 | Max_nodes: 126 | Time: 6.1901e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 26 | Max_nodes: 126 | Time: 6.1903e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 31 | Max_nodes: 126 | Time: 6.1924e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 244 | Max_nodes: 126 | Time: 6.1940e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 30 | Max_nodes: 126 | Time: 6.1949e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 134 | Max_nodes: 126 | Time: 6.1955e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 136 | Max_nodes: 126 | Time: 6.1977e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 43 | Max_nodes: 126 | Time: 6.1991e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 72 | Max_nodes: 126 | Time: 6.1999e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 242 | Max_nodes: 126 | Time: 6.2003e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 75 | Max_nodes: 126 | Time: 6.2021e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 195 | Max_nodes: 126 | Time: 6.2029e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 48 | Max_nodes: 126 | Time: 6.2033e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 132 | Max_nodes: 126 | Time: 6.2043e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 77 | Max_nodes: 126 | Time: 6.2063e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 95 | Max_nodes: 126 | Time: 6.2088e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 47 | Max_nodes: 126 | Time: 6.2100e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 483 | Max_nodes: 126 | Time: 6.2102e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 127 | Max_nodes: 126 | Time: 6.2107e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 361 | Max_nodes: 126 | Time: 6.2114e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 96 | Max_nodes: 126 | Time: 6.2132e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 20 | Max_nodes: 126 | Time: 6.2138e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 221 | Max_nodes: 126 | Time: 6.2148e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 21 | Max_nodes: 126 | Time: 6.2150e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 247 | Max_nodes: 126 | Time: 6.2151e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 130 | Max_nodes: 126 | Time: 6.2162e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 113 | Max_nodes: 126 | Time: 6.2173e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 485 | Max_nodes: 126 | Time: 6.2187e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 169 | Max_nodes: 126 | Time: 6.2193e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 360 | Max_nodes: 126 | Time: 6.2203e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 10 | Max_nodes: 126 | Time: 6.2205e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 263 | Max_nodes: 126 | Time: 6.2210e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 41 | Max_nodes: 126 | Time: 6.2215e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 54 | Max_nodes: 126 | Time: 6.2218e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 90 | Max_nodes: 126 | Time: 6.2225e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 45 | Max_nodes: 126 | Time: 6.2227e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 109 | Max_nodes: 126 | Time: 6.2227e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 269 | Max_nodes: 126 | Time: 6.2227e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 268 | Max_nodes: 126 | Time: 6.2229e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 219 | Max_nodes: 126 | Time: 6.2247e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 144 | Max_nodes: 126 | Time: 6.2255e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 605 | Max_nodes: 126 | Time: 6.2261e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 51 | Max_nodes: 126 | Time: 6.2265e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 114 | Max_nodes: 126 | Time: 6.2276e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 481 | Max_nodes: 126 | Time: 6.2284e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 146 | Max_nodes: 126 | Time: 6.2296e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 74 | Max_nodes: 126 | Time: 6.2314e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 603 | Max_nodes: 126 | Time: 6.2315e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 385 | Max_nodes: 126 | Time: 6.2333e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 91 | Max_nodes: 126 | Time: 6.2340e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 258 | Max_nodes: 126 | Time: 6.2343e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 119 | Max_nodes: 126 | Time: 6.2353e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 98 | Max_nodes: 126 | Time: 6.2363e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 71 | Max_nodes: 126 | Time: 6.2390e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 55 | Max_nodes: 126 | Time: 6.2405e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 61 | Max_nodes: 126 | Time: 6.2412e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 253 | Max_nodes: 126 | Time: 6.2424e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 84 | Max_nodes: 126 | Time: 6.2457e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 70 | Max_nodes: 126 | Time: 6.2458e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 249 | Max_nodes: 126 | Time: 6.2459e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 85 | Max_nodes: 126 | Time: 6.2466e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 259 | Max_nodes: 126 | Time: 6.2472e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 617 | Max_nodes: 126 | Time: 6.2497e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 19 | Max_nodes: 126 | Time: 6.2505e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 168 | Max_nodes: 126 | Time: 6.2507e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 36 | Max_nodes: 126 | Time: 6.2509e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 363 | Max_nodes: 126 | Time: 6.2533e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 482 | Max_nodes: 126 | Time: 6.2542e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 487 | Max_nodes: 126 | Time: 6.2550e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 100 | Max_nodes: 126 | Time: 6.2556e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 8 | Max_nodes: 126 | Time: 6.2562e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 107 | Max_nodes: 126 | Time: 6.2562e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 606 | Max_nodes: 126 | Time: 6.2565e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 196 | Max_nodes: 126 | Time: 6.2570e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 63 | Max_nodes: 126 | Time: 6.2573e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 67 | Max_nodes: 126 | Time: 6.2583e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 57 | Max_nodes: 126 | Time: 6.2594e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 366 | Max_nodes: 126 | Time: 6.2597e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 252 | Max_nodes: 126 | Time: 6.2597e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 112 | Max_nodes: 126 | Time: 6.2602e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 35 | Max_nodes: 126 | Time: 6.2604e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 506 | Max_nodes: 126 | Time: 6.2606e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 97 | Max_nodes: 126 | Time: 6.2617e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 601 | Max_nodes: 126 | Time: 6.2623e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 60 | Max_nodes: 126 | Time: 6.2628e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 39 | Max_nodes: 126 | Time: 6.2629e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 486 | Max_nodes: 126 | Time: 6.2636e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 619 | Max_nodes: 126 | Time: 6.2644e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 607 | Max_nodes: 126 | Time: 6.2657e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 46 | Max_nodes: 126 | Time: 6.2658e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 367 | Max_nodes: 126 | Time: 6.2661e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 118 | Max_nodes: 126 | Time: 6.2662e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 73 | Max_nodes: 126 | Time: 6.2676e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 76 | Max_nodes: 126 | Time: 6.2678e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 89 | Max_nodes: 126 | Time: 6.2679e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 33 | Max_nodes: 126 | Time: 6.2685e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 609 | Max_nodes: 126 | Time: 6.2701e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 629 | Max_nodes: 126 | Time: 6.2708e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 170 | Max_nodes: 126 | Time: 6.2733e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 251 | Max_nodes: 126 | Time: 6.2743e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 383 | Max_nodes: 126 | Time: 6.2744e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 364 | Max_nodes: 126 | Time: 6.2749e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 52 | Max_nodes: 126 | Time: 6.2752e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 379 | Max_nodes: 126 | Time: 6.2754e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 69 | Max_nodes: 126 | Time: 6.2757e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 78 | Max_nodes: 126 | Time: 6.2759e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 108 | Max_nodes: 126 | Time: 6.2762e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 386 | Max_nodes: 126 | Time: 6.2765e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 88 | Max_nodes: 126 | Time: 6.2771e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 50 | Max_nodes: 126 | Time: 6.2779e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 261 | Max_nodes: 126 | Time: 6.2791e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 172 | Max_nodes: 126 | Time: 6.2797e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 491 | Max_nodes: 126 | Time: 6.2802e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 626 | Max_nodes: 126 | Time: 6.2824e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 371 | Max_nodes: 126 | Time: 6.2825e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 37 | Max_nodes: 126 | Time: 6.2838e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 362 | Max_nodes: 126 | Time: 6.2839e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 81 | Max_nodes: 126 | Time: 6.2855e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 369 | Max_nodes: 126 | Time: 6.2859e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 12 | Max_nodes: 126 | Time: 6.2860e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 220 | Max_nodes: 126 | Time: 6.2865e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 257 | Max_nodes: 126 | Time: 6.2866e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 116 | Max_nodes: 126 | Time: 6.2873e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 411 | Max_nodes: 126 | Time: 6.2876e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 375 | Max_nodes: 126 | Time: 6.2892e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 623 | Max_nodes: 126 | Time: 6.2895e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 377 | Max_nodes: 126 | Time: 6.2905e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 235 | Max_nodes: 126 | Time: 6.2913e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 246 | Max_nodes: 126 | Time: 6.2938e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 648 | Max_nodes: 126 | Time: 6.2941e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 86 | Max_nodes: 126 | Time: 6.2949e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 105 | Max_nodes: 126 | Time: 6.2952e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 218 | Max_nodes: 126 | Time: 6.2953e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 389 | Max_nodes: 126 | Time: 6.2954e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 622 | Max_nodes: 126 | Time: 6.2963e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 171 | Max_nodes: 126 | Time: 6.2964e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 615 | Max_nodes: 126 | Time: 6.2965e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 117 | Max_nodes: 126 | Time: 6.2969e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 83 | Max_nodes: 126 | Time: 6.2971e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 600 | Max_nodes: 126 | Time: 6.2983e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 115 | Max_nodes: 126 | Time: 6.2984e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 701 | Max_nodes: 126 | Time: 6.2994e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 497 | Max_nodes: 126 | Time: 6.2997e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 312 | Max_nodes: 126 | Time: 6.3001e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 499 | Max_nodes: 126 | Time: 6.3004e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 59 | Max_nodes: 126 | Time: 6.3012e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 628 | Max_nodes: 126 | Time: 6.3025e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 44 | Max_nodes: 126 | Time: 6.3029e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 173 | Max_nodes: 126 | Time: 6.3030e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 627 | Max_nodes: 126 | Time: 6.3031e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 174 | Max_nodes: 126 | Time: 6.3038e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 697 | Max_nodes: 126 | Time: 6.3038e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 93 | Max_nodes: 126 | Time: 6.3041e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 502 | Max_nodes: 126 | Time: 6.3048e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 87 | Max_nodes: 126 | Time: 6.3049e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 507 | Max_nodes: 126 | Time: 6.3051e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 611 | Max_nodes: 126 | Time: 6.3060e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 408 | Max_nodes: 126 | Time: 6.3060e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 387 | Max_nodes: 126 | Time: 6.3066e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 604 | Max_nodes: 126 | Time: 6.3067e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 581 | Max_nodes: 126 | Time: 6.3067e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 38 | Max_nodes: 126 | Time: 6.3068e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 649 | Max_nodes: 126 | Time: 6.3086e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 493 | Max_nodes: 126 | Time: 6.3101e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 382 | Max_nodes: 126 | Time: 6.3105e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 376 | Max_nodes: 126 | Time: 6.3110e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 529 | Max_nodes: 126 | Time: 6.3115e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 194 | Max_nodes: 126 | Time: 6.3119e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 508 | Max_nodes: 126 | Time: 6.3124e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 56 | Max_nodes: 126 | Time: 6.3129e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 613 | Max_nodes: 126 | Time: 6.3132e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 111 | Max_nodes: 126 | Time: 6.3134e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 337 | Max_nodes: 126 | Time: 6.3137e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 32 | Max_nodes: 126 | Time: 6.3150e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 409 | Max_nodes: 126 | Time: 6.3154e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 531 | Max_nodes: 126 | Time: 6.3155e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 262 | Max_nodes: 126 | Time: 6.3159e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 653 | Max_nodes: 126 | Time: 6.3173e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 34 | Max_nodes: 126 | Time: 6.3178e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 533 | Max_nodes: 126 | Time: 6.3182e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 62 | Max_nodes: 126 | Time: 6.3187e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 391 | Max_nodes: 126 | Time: 6.3188e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 699 | Max_nodes: 126 | Time: 6.3194e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 461 | Max_nodes: 126 | Time: 6.3202e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 673 | Max_nodes: 126 | Time: 6.3205e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 42 | Max_nodes: 126 | Time: 6.3206e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 503 | Max_nodes: 126 | Time: 6.3210e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 193 | Max_nodes: 126 | Time: 6.3220e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 384 | Max_nodes: 126 | Time: 6.3227e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 68 | Max_nodes: 126 | Time: 6.3247e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 79 | Max_nodes: 126 | Time: 6.3248e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 277 | Max_nodes: 126 | Time: 6.3261e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 489 | Max_nodes: 126 | Time: 6.3265e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 291 | Max_nodes: 126 | Time: 6.3269e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 336 | Max_nodes: 126 | Time: 6.3280e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 509 | Max_nodes: 126 | Time: 6.3284e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 248 | Max_nodes: 126 | Time: 6.3297e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 388 | Max_nodes: 126 | Time: 6.3302e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 557 | Max_nodes: 126 | Time: 6.3312e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 103 | Max_nodes: 126 | Time: 6.3312e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 494 | Max_nodes: 126 | Time: 6.3318e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 651 | Max_nodes: 126 | Time: 6.3321e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 621 | Max_nodes: 126 | Time: 6.3322e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 163 | Max_nodes: 126 | Time: 6.3327e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 496 | Max_nodes: 126 | Time: 6.3329e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 437 | Max_nodes: 126 | Time: 6.3339e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 433 | Max_nodes: 126 | Time: 6.3343e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 138 | Max_nodes: 126 | Time: 6.3343e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 577 | Max_nodes: 126 | Time: 6.3345e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 106 | Max_nodes: 126 | Time: 6.3345e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 555 | Max_nodes: 126 | Time: 6.3347e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 616 | Max_nodes: 126 | Time: 6.3347e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 283 | Max_nodes: 126 | Time: 6.3348e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 58 | Max_nodes: 126 | Time: 6.3352e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 270 | Max_nodes: 126 | Time: 6.3353e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 480 | Max_nodes: 126 | Time: 6.3359e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 205 | Max_nodes: 126 | Time: 6.3361e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 672 | Max_nodes: 126 | Time: 6.3364e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 675 | Max_nodes: 126 | Time: 6.3365e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 415 | Max_nodes: 126 | Time: 6.3368e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 528 | Max_nodes: 126 | Time: 6.3374e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 553 | Max_nodes: 126 | Time: 6.3392e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 260 | Max_nodes: 126 | Time: 6.3398e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 198 | Max_nodes: 126 | Time: 6.3398e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 255 | Max_nodes: 126 | Time: 6.3401e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 534 | Max_nodes: 126 | Time: 6.3411e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 199 | Max_nodes: 126 | Time: 6.3427e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 94 | Max_nodes: 126 | Time: 6.3428e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 66 | Max_nodes: 126 | Time: 6.3435e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 64 | Max_nodes: 126 | Time: 6.3439e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 162 | Max_nodes: 126 | Time: 6.3442e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 459 | Max_nodes: 126 | Time: 6.3444e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 234 | Max_nodes: 126 | Time: 6.3447e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 319 | Max_nodes: 126 | Time: 6.3455e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 677 | Max_nodes: 126 | Time: 6.3463e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 92 | Max_nodes: 126 | Time: 6.3466e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 696 | Max_nodes: 126 | Time: 6.3468e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 620 | Max_nodes: 126 | Time: 6.3470e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 192 | Max_nodes: 126 | Time: 6.3486e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 457 | Max_nodes: 126 | Time: 6.3498e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 229 | Max_nodes: 126 | Time: 6.3501e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 456 | Max_nodes: 126 | Time: 6.3507e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 223 | Max_nodes: 126 | Time: 6.3510e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 256 | Max_nodes: 126 | Time: 6.3512e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 250 | Max_nodes: 126 | Time: 6.3512e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 510 | Max_nodes: 126 | Time: 6.3520e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 403 | Max_nodes: 126 | Time: 6.3530e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 294 | Max_nodes: 126 | Time: 6.3531e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 282 | Max_nodes: 126 | Time: 6.3535e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 432 | Max_nodes: 126 | Time: 6.3548e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 110 | Max_nodes: 126 | Time: 6.3551e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 288 | Max_nodes: 126 | Time: 6.3554e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 397 | Max_nodes: 126 | Time: 6.3568e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 523 | Max_nodes: 126 | Time: 6.3578e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 104 | Max_nodes: 126 | Time: 6.3578e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 295 | Max_nodes: 126 | Time: 6.3584e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 505 | Max_nodes: 126 | Time: 6.3591e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 293 | Max_nodes: 126 | Time: 6.3598e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 40 | Max_nodes: 126 | Time: 6.3600e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 102 | Max_nodes: 126 | Time: 6.3602e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 700 | Max_nodes: 126 | Time: 6.3603e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 614 | Max_nodes: 126 | Time: 6.3614e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 602 | Max_nodes: 126 | Time: 6.3617e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 180 | Max_nodes: 126 | Time: 6.3630e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 576 | Max_nodes: 126 | Time: 6.3632e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 315 | Max_nodes: 126 | Time: 6.3642e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 82 | Max_nodes: 126 | Time: 6.3647e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 511 | Max_nodes: 126 | Time: 6.3650e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 624 | Max_nodes: 126 | Time: 6.3662e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 271 | Max_nodes: 126 | Time: 6.3664e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 187 | Max_nodes: 126 | Time: 6.3671e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 204 | Max_nodes: 126 | Time: 6.3699e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 228 | Max_nodes: 126 | Time: 6.3702e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 579 | Max_nodes: 126 | Time: 6.3717e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 655 | Max_nodes: 126 | Time: 6.3721e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 313 | Max_nodes: 126 | Time: 6.3724e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 484 | Max_nodes: 126 | Time: 6.3727e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 343 | Max_nodes: 126 | Time: 6.3759e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 535 | Max_nodes: 126 | Time: 6.3759e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 501 | Max_nodes: 126 | Time: 6.3762e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 702 | Max_nodes: 126 | Time: 6.3770e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 678 | Max_nodes: 126 | Time: 6.3780e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 254 | Max_nodes: 126 | Time: 6.3785e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 370 | Max_nodes: 126 | Time: 6.3791e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 175 | Max_nodes: 126 | Time: 6.3792e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 698 | Max_nodes: 126 | Time: 6.3796e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 643 | Max_nodes: 126 | Time: 6.3809e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 150 | Max_nodes: 126 | Time: 6.3810e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 222 | Max_nodes: 126 | Time: 6.3812e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 80 | Max_nodes: 126 | Time: 6.3814e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 156 | Max_nodes: 126 | Time: 6.3821e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 703 | Max_nodes: 126 | Time: 6.3823e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 380 | Max_nodes: 126 | Time: 6.3830e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 679 | Max_nodes: 126 | Time: 6.3842e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 498 | Max_nodes: 126 | Time: 6.3843e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 637 | Max_nodes: 126 | Time: 6.3844e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 631 | Max_nodes: 126 | Time: 6.3845e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 654 | Max_nodes: 126 | Time: 6.3856e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 552 | Max_nodes: 126 | Time: 6.3862e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 210 | Max_nodes: 126 | Time: 6.3872e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 414 | Max_nodes: 126 | Time: 6.3875e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 402 | Max_nodes: 126 | Time: 6.3879e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 216 | Max_nodes: 126 | Time: 6.3879e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 636 | Max_nodes: 126 | Time: 6.3883e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 0 | Max_nodes: 126 | Time: 6.3896e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 488 | Max_nodes: 126 | Time: 6.3900e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 289 | Max_nodes: 126 | Time: 6.3912e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 558 | Max_nodes: 126 | Time: 6.3915e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 342 | Max_nodes: 126 | Time: 6.3916e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 490 | Max_nodes: 126 | Time: 6.3920e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 374 | Max_nodes: 126 | Time: 6.3931e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 381 | Max_nodes: 126 | Time: 6.3936e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 317 | Max_nodes: 126 | Time: 6.3946e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 462 | Max_nodes: 126 | Time: 6.3963e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 65 | Max_nodes: 126 | Time: 6.3972e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 211 | Max_nodes: 126 | Time: 6.3987e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 608 | Max_nodes: 126 | Time: 6.3991e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 435 | Max_nodes: 126 | Time: 6.3991e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 676 | Max_nodes: 126 | Time: 6.3992e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 438 | Max_nodes: 126 | Time: 6.4003e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 368 | Max_nodes: 126 | Time: 6.4047e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 458 | Max_nodes: 126 | Time: 6.4056e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 583 | Max_nodes: 126 | Time: 6.4079e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 181 | Max_nodes: 126 | Time: 6.4080e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 186 | Max_nodes: 126 | Time: 6.4081e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 390 | Max_nodes: 126 | Time: 6.4093e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 674 | Max_nodes: 126 | Time: 6.4100e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 396 | Max_nodes: 126 | Time: 6.4102e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 495 | Max_nodes: 126 | Time: 6.4135e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 630 | Max_nodes: 126 | Time: 6.4145e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 582 | Max_nodes: 126 | Time: 6.4167e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 516 | Max_nodes: 126 | Time: 6.4172e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 341 | Max_nodes: 126 | Time: 6.4184e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 517 | Max_nodes: 126 | Time: 6.4185e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 580 | Max_nodes: 126 | Time: 6.4197e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 413 | Max_nodes: 126 | Time: 6.4205e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 434 | Max_nodes: 126 | Time: 6.4225e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 625 | Max_nodes: 126 | Time: 6.4230e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 475 | Max_nodes: 126 | Time: 6.4247e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 522 | Max_nodes: 126 | Time: 6.4258e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 715 | Max_nodes: 126 | Time: 6.4274e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 500 | Max_nodes: 126 | Time: 6.4278e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 714 | Max_nodes: 126 | Time: 6.4293e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 354 | Max_nodes: 126 | Time: 6.4298e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 318 | Max_nodes: 126 | Time: 6.4308e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 708 | Max_nodes: 126 | Time: 6.4312e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 530 | Max_nodes: 126 | Time: 6.4317e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 355 | Max_nodes: 126 | Time: 6.4317e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 412 | Max_nodes: 126 | Time: 6.4319e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 338 | Max_nodes: 126 | Time: 6.4380e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 276 | Max_nodes: 126 | Time: 6.4386e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 642 | Max_nodes: 126 | Time: 6.4407e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 690 | Max_nodes: 126 | Time: 6.4415e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 504 | Max_nodes: 126 | Time: 6.4418e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 650 | Max_nodes: 126 | Time: 6.4420e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 316 | Max_nodes: 126 | Time: 6.4421e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 292 | Max_nodes: 126 | Time: 6.4425e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 610 | Max_nodes: 126 | Time: 6.4430e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 559 | Max_nodes: 126 | Time: 6.4433e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 281 | Max_nodes: 126 | Time: 6.4440e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 556 | Max_nodes: 126 | Time: 6.4443e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 460 | Max_nodes: 126 | Time: 6.4447e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 287 | Max_nodes: 126 | Time: 6.4455e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 410 | Max_nodes: 126 | Time: 6.4460e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 578 | Max_nodes: 126 | Time: 6.4473e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 436 | Max_nodes: 126 | Time: 6.4475e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 554 | Max_nodes: 126 | Time: 6.4488e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 474 | Max_nodes: 126 | Time: 6.4495e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 444 | Max_nodes: 126 | Time: 6.4520e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 314 | Max_nodes: 126 | Time: 6.4527e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 588 | Max_nodes: 126 | Time: 6.4531e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 532 | Max_nodes: 126 | Time: 6.4537e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 419 | Max_nodes: 126 | Time: 6.4559e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 348 | Max_nodes: 126 | Time: 6.4577e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 179 | Max_nodes: 126 | Time: 6.4593e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 450 | Max_nodes: 126 | Time: 6.4599e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 564 | Max_nodes: 126 | Time: 6.4605e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 618 | Max_nodes: 126 | Time: 6.4612e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 339 | Max_nodes: 126 | Time: 6.4615e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 565 | Max_nodes: 126 | Time: 6.4622e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 660 | Max_nodes: 126 | Time: 6.4638e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 684 | Max_nodes: 126 | Time: 6.4648e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 589 | Max_nodes: 126 | Time: 6.4649e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 652 | Max_nodes: 126 | Time: 6.4655e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 324 | Max_nodes: 126 | Time: 6.4657e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 161 | Max_nodes: 126 | Time: 6.4658e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 667 | Max_nodes: 126 | Time: 6.4664e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 157 | Max_nodes: 126 | Time: 6.4707e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 227 | Max_nodes: 126 | Time: 6.4714e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 595 | Max_nodes: 126 | Time: 6.4717e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 540 | Max_nodes: 126 | Time: 6.4719e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 420 | Max_nodes: 126 | Time: 6.4741e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 393 | Max_nodes: 126 | Time: 6.4769e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 331 | Max_nodes: 126 | Time: 6.4769e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 233 | Max_nodes: 126 | Time: 6.4782e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 594 | Max_nodes: 126 | Time: 6.4783e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 340 | Max_nodes: 126 | Time: 6.4794e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 426 | Max_nodes: 126 | Time: 6.4798e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 547 | Max_nodes: 126 | Time: 6.4800e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 378 | Max_nodes: 126 | Time: 6.4801e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 599 | Max_nodes: 126 | Time: 6.4817e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 213 | Max_nodes: 126 | Time: 6.4818e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 719 | Max_nodes: 126 | Time: 6.4819e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 539 | Max_nodes: 126 | Time: 6.4820e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 191 | Max_nodes: 126 | Time: 6.4821e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 273 | Max_nodes: 126 | Time: 6.4827e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 666 | Max_nodes: 126 | Time: 6.4835e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 155 | Max_nodes: 126 | Time: 6.4837e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 217 | Max_nodes: 126 | Time: 6.4849e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 451 | Max_nodes: 126 | Time: 6.4852e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 323 | Max_nodes: 126 | Time: 6.4854e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 421 | Max_nodes: 126 | Time: 6.4858e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 469 | Max_nodes: 126 | Time: 6.4863e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 203 | Max_nodes: 126 | Time: 6.4865e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 401 | Max_nodes: 126 | Time: 6.4871e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 417 | Max_nodes: 126 | Time: 6.4875e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 685 | Max_nodes: 126 | Time: 6.4892e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 571 | Max_nodes: 126 | Time: 6.4895e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 325 | Max_nodes: 126 | Time: 6.4934e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 587 | Max_nodes: 126 | Time: 6.4940e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 645 | Max_nodes: 126 | Time: 6.4943e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 177 | Max_nodes: 126 | Time: 6.4943e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 427 | Max_nodes: 126 | Time: 6.4955e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 225 | Max_nodes: 126 | Time: 6.4959e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 661 | Max_nodes: 126 | Time: 6.4967e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 709 | Max_nodes: 126 | Time: 6.4969e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 537 | Max_nodes: 126 | Time: 6.4969e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 647 | Max_nodes: 126 | Time: 6.4995e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 349 | Max_nodes: 126 | Time: 6.4995e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 639 | Max_nodes: 126 | Time: 6.5004e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 285 | Max_nodes: 126 | Time: 6.5021e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 275 | Max_nodes: 126 | Time: 6.5027e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 705 | Max_nodes: 126 | Time: 6.5027e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 515 | Max_nodes: 126 | Time: 6.5031e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 321 | Max_nodes: 126 | Time: 6.5034e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 527 | Max_nodes: 126 | Time: 6.5047e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 297 | Max_nodes: 126 | Time: 6.5048e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 373 | Max_nodes: 126 | Time: 6.5052e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 718 | Max_nodes: 126 | Time: 6.5057e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 299 | Max_nodes: 126 | Time: 6.5061e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 395 | Max_nodes: 126 | Time: 6.5077e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 479 | Max_nodes: 126 | Time: 6.5077e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 236 | Max_nodes: 126 | Time: 6.5081e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 683 | Max_nodes: 126 | Time: 6.5083e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 407 | Max_nodes: 126 | Time: 6.5091e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 707 | Max_nodes: 126 | Time: 6.5094e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 359 | Max_nodes: 126 | Time: 6.5113e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 185 | Max_nodes: 126 | Time: 6.5116e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 570 | Max_nodes: 126 | Time: 6.5118e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 306 | Max_nodes: 126 | Time: 6.5125e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 633 | Max_nodes: 126 | Time: 6.5131e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 717 | Max_nodes: 126 | Time: 6.5133e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 463 | Max_nodes: 126 | Time: 6.5134e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 301 | Max_nodes: 126 | Time: 6.5145e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 166 | Max_nodes: 126 | Time: 6.5153e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 153 | Max_nodes: 126 | Time: 6.5158e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 201 | Max_nodes: 126 | Time: 6.5164e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 681 | Max_nodes: 126 | Time: 6.5185e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 566 | Max_nodes: 126 | Time: 6.5185e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 330 | Max_nodes: 126 | Time: 6.5192e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 167 | Max_nodes: 126 | Time: 6.5197e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 238 | Max_nodes: 126 | Time: 6.5215e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 209 | Max_nodes: 126 | Time: 6.5217e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 439 | Max_nodes: 126 | Time: 6.5222e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 190 | Max_nodes: 126 | Time: 6.5229e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 165 | Max_nodes: 126 | Time: 6.5230e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 468 | Max_nodes: 126 | Time: 6.5241e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 525 | Max_nodes: 126 | Time: 6.5245e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 635 | Max_nodes: 126 | Time: 6.5245e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 207 | Max_nodes: 126 | Time: 6.5246e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 612 | Max_nodes: 126 | Time: 6.5249e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 405 | Max_nodes: 126 | Time: 6.5270e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 290 | Max_nodes: 126 | Time: 6.5283e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 671 | Max_nodes: 126 | Time: 6.5284e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 399 | Max_nodes: 126 | Time: 6.5287e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 431 | Max_nodes: 126 | Time: 6.5299e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 206 | Max_nodes: 126 | Time: 6.5303e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 593 | Max_nodes: 126 | Time: 6.5316e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 286 | Max_nodes: 126 | Time: 6.5322e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 691 | Max_nodes: 126 | Time: 6.5327e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 541 | Max_nodes: 126 | Time: 6.5339e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 513 | Max_nodes: 126 | Time: 6.5342e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 546 | Max_nodes: 126 | Time: 6.5349e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 237 | Max_nodes: 126 | Time: 6.5364e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 158 | Max_nodes: 126 | Time: 6.5367e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 333 | Max_nodes: 126 | Time: 6.5371e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 279 | Max_nodes: 126 | Time: 6.5373e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 445 | Max_nodes: 126 | Time: 6.5384e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 164 | Max_nodes: 126 | Time: 6.5386e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 465 | Max_nodes: 126 | Time: 6.5394e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 711 | Max_nodes: 126 | Time: 6.5404e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 151 | Max_nodes: 126 | Time: 6.5420e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 467 | Max_nodes: 126 | Time: 6.5422e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 208 | Max_nodes: 126 | Time: 6.5423e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 526 | Max_nodes: 126 | Time: 6.5423e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 441 | Max_nodes: 126 | Time: 6.5440e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 585 | Max_nodes: 126 | Time: 6.5445e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 455 | Max_nodes: 126 | Time: 6.5445e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 357 | Max_nodes: 126 | Time: 6.5447e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 300 | Max_nodes: 126 | Time: 6.5470e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 518 | Max_nodes: 126 | Time: 6.5473e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 596 | Max_nodes: 126 | Time: 6.5479e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 154 | Max_nodes: 126 | Time: 6.5487e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 446 | Max_nodes: 126 | Time: 6.5491e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 640 | Max_nodes: 126 | Time: 6.5493e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 591 | Max_nodes: 126 | Time: 6.5513e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 239 | Max_nodes: 126 | Time: 6.5521e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 329 | Max_nodes: 126 | Time: 6.5524e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 184 | Max_nodes: 126 | Time: 6.5526e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 335 | Max_nodes: 126 | Time: 6.5530e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 710 | Max_nodes: 126 | Time: 6.5530e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 597 | Max_nodes: 126 | Time: 6.5531e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 358 | Max_nodes: 126 | Time: 6.5534e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 686 | Max_nodes: 126 | Time: 6.5534e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 280 | Max_nodes: 126 | Time: 6.5536e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 449 | Max_nodes: 126 | Time: 6.5539e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 305 | Max_nodes: 126 | Time: 6.5545e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 669 | Max_nodes: 126 | Time: 6.5552e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 476 | Max_nodes: 126 | Time: 6.5555e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 274 | Max_nodes: 126 | Time: 6.5559e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 519 | Max_nodes: 126 | Time: 6.5573e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 214 | Max_nodes: 126 | Time: 6.5575e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 713 | Max_nodes: 126 | Time: 6.5581e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 215 | Max_nodes: 126 | Time: 6.5582e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 425 | Max_nodes: 126 | Time: 6.5592e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 307 | Max_nodes: 126 | Time: 6.5593e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 716 | Max_nodes: 126 | Time: 6.5595e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 542 | Max_nodes: 126 | Time: 6.5605e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 665 | Max_nodes: 126 | Time: 6.5613e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 551 | Max_nodes: 126 | Time: 6.5614e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 159 | Max_nodes: 126 | Time: 6.5621e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 478 | Max_nodes: 126 | Time: 6.5621e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 272 | Max_nodes: 126 | Time: 6.5642e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 598 | Max_nodes: 126 | Time: 6.5643e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 454 | Max_nodes: 126 | Time: 6.5649e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 638 | Max_nodes: 126 | Time: 6.5651e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 641 | Max_nodes: 126 | Time: 6.5652e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 563 | Max_nodes: 126 | Time: 6.5652e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 694 | Max_nodes: 126 | Time: 6.5654e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 189 | Max_nodes: 126 | Time: 6.5655e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 663 | Max_nodes: 126 | Time: 6.5663e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 440 | Max_nodes: 126 | Time: 6.5667e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 453 | Max_nodes: 126 | Time: 6.5675e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 687 | Max_nodes: 126 | Time: 6.5681e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 309 | Max_nodes: 126 | Time: 6.5683e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 332 | Max_nodes: 126 | Time: 6.5684e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 550 | Max_nodes: 126 | Time: 6.5685e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 424 | Max_nodes: 126 | Time: 6.5698e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 188 | Max_nodes: 126 | Time: 6.5698e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 350 | Max_nodes: 126 | Time: 6.5711e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 646 | Max_nodes: 126 | Time: 6.5713e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 584 | Max_nodes: 126 | Time: 6.5734e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 334 | Max_nodes: 126 | Time: 6.5766e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 404 | Max_nodes: 126 | Time: 6.5772e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 443 | Max_nodes: 126 | Time: 6.5774e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 231 | Max_nodes: 126 | Time: 6.5796e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 230 | Max_nodes: 126 | Time: 6.5798e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 452 | Max_nodes: 126 | Time: 6.5809e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 590 | Max_nodes: 126 | Time: 6.5828e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 567 | Max_nodes: 126 | Time: 6.5830e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 664 | Max_nodes: 126 | Time: 6.5831e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 477 | Max_nodes: 126 | Time: 6.5841e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 429 | Max_nodes: 126 | Time: 6.5842e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 473 | Max_nodes: 126 | Time: 6.5849e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 561 | Max_nodes: 126 | Time: 6.5852e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 569 | Max_nodes: 126 | Time: 6.5863e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 430 | Max_nodes: 126 | Time: 6.5878e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 659 | Max_nodes: 126 | Time: 6.5880e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 302 | Max_nodes: 126 | Time: 6.5885e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 706 | Max_nodes: 126 | Time: 6.5886e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 470 | Max_nodes: 126 | Time: 6.5912e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 695 | Max_nodes: 126 | Time: 6.5912e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 278 | Max_nodes: 126 | Time: 6.5922e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 224 | Max_nodes: 126 | Time: 6.5923e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 680 | Max_nodes: 126 | Time: 6.5926e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 212 | Max_nodes: 126 | Time: 6.5928e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 657 | Max_nodes: 126 | Time: 6.5934e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 353 | Max_nodes: 126 | Time: 6.5935e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 303 | Max_nodes: 126 | Time: 6.5942e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 308 | Max_nodes: 126 | Time: 6.5945e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 492 | Max_nodes: 126 | Time: 6.5947e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 545 | Max_nodes: 126 | Time: 6.5956e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 586 | Max_nodes: 126 | Time: 6.5959e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 178 | Max_nodes: 126 | Time: 6.5963e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 226 | Max_nodes: 126 | Time: 6.5964e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 712 | Max_nodes: 126 | Time: 6.5966e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 670 | Max_nodes: 126 | Time: 6.5967e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 400 | Max_nodes: 126 | Time: 6.5969e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 326 | Max_nodes: 126 | Time: 6.5972e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 356 | Max_nodes: 126 | Time: 6.5974e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 328 | Max_nodes: 126 | Time: 6.5983e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 536 | Max_nodes: 126 | Time: 6.5986e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 471 | Max_nodes: 126 | Time: 6.5993e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 520 | Max_nodes: 126 | Time: 6.5998e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 592 | Max_nodes: 126 | Time: 6.6000e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 572 | Max_nodes: 126 | Time: 6.6017e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 689 | Max_nodes: 126 | Time: 6.6021e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 662 | Max_nodes: 126 | Time: 6.6024e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 392 | Max_nodes: 126 | Time: 6.6027e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 512 | Max_nodes: 126 | Time: 6.6028e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 668 | Max_nodes: 126 | Time: 6.6030e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 682 | Max_nodes: 126 | Time: 6.6034e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 573 | Max_nodes: 126 | Time: 6.6035e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 549 | Max_nodes: 126 | Time: 6.6037e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 160 | Max_nodes: 126 | Time: 6.6038e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 320 | Max_nodes: 126 | Time: 6.6046e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 692 | Max_nodes: 126 | Time: 6.6056e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 311 | Max_nodes: 126 | Time: 6.6062e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 351 | Max_nodes: 126 | Time: 6.6069e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 521 | Max_nodes: 126 | Time: 6.6070e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 574 | Max_nodes: 126 | Time: 6.6074e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 394 | Max_nodes: 126 | Time: 6.6089e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 704 | Max_nodes: 126 | Time: 6.6091e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 152 | Max_nodes: 126 | Time: 6.6094e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 346 | Max_nodes: 126 | Time: 6.6097e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 632 | Max_nodes: 126 | Time: 6.6105e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 416 | Max_nodes: 126 | Time: 6.6123e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 464 | Max_nodes: 126 | Time: 6.6124e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 688 | Max_nodes: 126 | Time: 6.6134e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 310 | Max_nodes: 126 | Time: 6.6149e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 693 | Max_nodes: 126 | Time: 6.6168e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 543 | Max_nodes: 126 | Time: 6.6190e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 406 | Max_nodes: 126 | Time: 6.6194e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 644 | Max_nodes: 126 | Time: 6.6196e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 296 | Max_nodes: 126 | Time: 6.6202e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 345 | Max_nodes: 126 | Time: 6.6207e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 183 | Max_nodes: 126 | Time: 6.6207e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 442 | Max_nodes: 126 | Time: 6.6213e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 422 | Max_nodes: 126 | Time: 6.6230e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 634 | Max_nodes: 126 | Time: 6.6241e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 658 | Max_nodes: 126 | Time: 6.6258e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 182 | Max_nodes: 126 | Time: 6.6268e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 575 | Max_nodes: 126 | Time: 6.6280e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 447 | Max_nodes: 126 | Time: 6.6282e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 176 | Max_nodes: 126 | Time: 6.6305e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 202 | Max_nodes: 126 | Time: 6.6321e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 472 | Max_nodes: 126 | Time: 6.6337e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 418 | Max_nodes: 126 | Time: 6.6350e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 347 | Max_nodes: 126 | Time: 6.6362e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 466 | Max_nodes: 126 | Time: 6.6366e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 298 | Max_nodes: 126 | Time: 6.6380e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 544 | Max_nodes: 126 | Time: 6.6385e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 327 | Max_nodes: 126 | Time: 6.6399e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 284 | Max_nodes: 126 | Time: 6.6401e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 200 | Max_nodes: 126 | Time: 6.6401e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 428 | Max_nodes: 126 | Time: 6.6438e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 304 | Max_nodes: 126 | Time: 6.6442e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 562 | Max_nodes: 126 | Time: 6.6457e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 448 | Max_nodes: 126 | Time: 6.6479e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 560 | Max_nodes: 126 | Time: 6.6547e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 372 | Max_nodes: 126 | Time: 6.6579e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 232 | Max_nodes: 126 | Time: 6.6590e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 398 | Max_nodes: 126 | Time: 6.6608e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 548 | Max_nodes: 126 | Time: 6.6628e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 538 | Max_nodes: 126 | Time: 6.6689e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 322 | Max_nodes: 126 | Time: 6.6707e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 352 | Max_nodes: 126 | Time: 6.6737e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 568 | Max_nodes: 126 | Time: 6.6743e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 524 | Max_nodes: 126 | Time: 6.6760e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 423 | Max_nodes: 126 | Time: 6.7024e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 344 | Max_nodes: 126 | Time: 6.7059e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 514 | Max_nodes: 126 | Time: 6.7242e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 656 | Max_nodes: 126 | Time: 6.7328e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| - -........................... -Average time: 6.4029e-04s - -________________________________________________________________________________________________ - -720 permutations have 126 max nodes. -Index: 5 | Active_nodes: 63 | Time: 6.0827e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 29 | Active_nodes: 63 | Time: 6.0973e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 143 | Active_nodes: 63 | Time: 6.0986e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 3 | Active_nodes: 63 | Time: 6.1006e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 245 | Active_nodes: 63 | Time: 6.1012e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 123 | Active_nodes: 63 | Time: 6.1076e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 125 | Active_nodes: 63 | Time: 6.1101e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 149 | Active_nodes: 63 | Time: 6.1102e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 53 | Active_nodes: 63 | Time: 6.1155e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 11 | Active_nodes: 63 | Time: 6.1162e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 147 | Active_nodes: 63 | Time: 6.1179e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 9 | Active_nodes: 63 | Time: 6.1182e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 24 | Active_nodes: 63 | Time: 6.1203e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 4 | Active_nodes: 63 | Time: 6.1206e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 23 | Active_nodes: 63 | Time: 6.1225e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 131 | Active_nodes: 63 | Time: 6.1251e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 129 | Active_nodes: 63 | Time: 6.1269e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 121 | Active_nodes: 63 | Time: 6.1288e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 122 | Active_nodes: 63 | Time: 6.1292e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 7 | Active_nodes: 63 | Time: 6.1336e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 13 | Active_nodes: 63 | Time: 6.1339e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 133 | Active_nodes: 63 | Time: 6.1356e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 6 | Active_nodes: 63 | Time: 6.1361e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 124 | Active_nodes: 63 | Time: 6.1374e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 267 | Active_nodes: 63 | Time: 6.1374e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 139 | Active_nodes: 63 | Time: 6.1409e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 241 | Active_nodes: 63 | Time: 6.1418e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 15 | Active_nodes: 63 | Time: 6.1460e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 137 | Active_nodes: 63 | Time: 6.1466e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 17 | Active_nodes: 63 | Time: 6.1492e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 28 | Active_nodes: 63 | Time: 6.1522e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 101 | Active_nodes: 63 | Time: 6.1588e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 22 | Active_nodes: 63 | Time: 6.1621e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 142 | Active_nodes: 63 | Time: 6.1643e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 145 | Active_nodes: 63 | Time: 6.1646e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 25 | Active_nodes: 63 | Time: 6.1653e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 2 | Active_nodes: 63 | Time: 6.1655e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 126 | Active_nodes: 63 | Time: 6.1658e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 365 | Active_nodes: 63 | Time: 6.1667e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 141 | Active_nodes: 63 | Time: 6.1674e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 140 | Active_nodes: 63 | Time: 6.1745e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 99 | Active_nodes: 63 | Time: 6.1760e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 14 | Active_nodes: 63 | Time: 6.1767e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 16 | Active_nodes: 63 | Time: 6.1777e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 18 | Active_nodes: 63 | Time: 6.1780e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 264 | Active_nodes: 63 | Time: 6.1807e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 120 | Active_nodes: 63 | Time: 6.1819e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 27 | Active_nodes: 63 | Time: 6.1827e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 49 | Active_nodes: 63 | Time: 6.1831e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 148 | Active_nodes: 63 | Time: 6.1838e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 1 | Active_nodes: 63 | Time: 6.1846e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 243 | Active_nodes: 63 | Time: 6.1851e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 128 | Active_nodes: 63 | Time: 6.1856e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 265 | Active_nodes: 63 | Time: 6.1875e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 197 | Active_nodes: 63 | Time: 6.1879e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 240 | Active_nodes: 63 | Time: 6.1887e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 266 | Active_nodes: 63 | Time: 6.1898e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 135 | Active_nodes: 63 | Time: 6.1901e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 26 | Active_nodes: 63 | Time: 6.1903e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 31 | Active_nodes: 63 | Time: 6.1924e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 244 | Active_nodes: 63 | Time: 6.1940e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 30 | Active_nodes: 63 | Time: 6.1949e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 134 | Active_nodes: 63 | Time: 6.1955e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 136 | Active_nodes: 63 | Time: 6.1977e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 43 | Active_nodes: 63 | Time: 6.1991e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 72 | Active_nodes: 63 | Time: 6.1999e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 242 | Active_nodes: 63 | Time: 6.2003e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 75 | Active_nodes: 63 | Time: 6.2021e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 195 | Active_nodes: 63 | Time: 6.2029e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 48 | Active_nodes: 63 | Time: 6.2033e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 132 | Active_nodes: 63 | Time: 6.2043e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 77 | Active_nodes: 63 | Time: 6.2063e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 95 | Active_nodes: 63 | Time: 6.2088e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 47 | Active_nodes: 63 | Time: 6.2100e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 483 | Active_nodes: 63 | Time: 6.2102e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 127 | Active_nodes: 63 | Time: 6.2107e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 361 | Active_nodes: 63 | Time: 6.2114e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 96 | Active_nodes: 63 | Time: 6.2132e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 20 | Active_nodes: 63 | Time: 6.2138e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 221 | Active_nodes: 63 | Time: 6.2148e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 21 | Active_nodes: 63 | Time: 6.2150e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 247 | Active_nodes: 63 | Time: 6.2151e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 130 | Active_nodes: 63 | Time: 6.2162e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 113 | Active_nodes: 63 | Time: 6.2173e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 485 | Active_nodes: 63 | Time: 6.2187e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 169 | Active_nodes: 63 | Time: 6.2193e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 360 | Active_nodes: 63 | Time: 6.2203e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 10 | Active_nodes: 63 | Time: 6.2205e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 263 | Active_nodes: 63 | Time: 6.2210e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 41 | Active_nodes: 63 | Time: 6.2215e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 54 | Active_nodes: 63 | Time: 6.2218e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 90 | Active_nodes: 63 | Time: 6.2225e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 45 | Active_nodes: 63 | Time: 6.2227e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 109 | Active_nodes: 63 | Time: 6.2227e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 269 | Active_nodes: 63 | Time: 6.2227e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 268 | Active_nodes: 63 | Time: 6.2229e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 219 | Active_nodes: 63 | Time: 6.2247e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 144 | Active_nodes: 63 | Time: 6.2255e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 605 | Active_nodes: 63 | Time: 6.2261e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 51 | Active_nodes: 63 | Time: 6.2265e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 114 | Active_nodes: 63 | Time: 6.2276e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 481 | Active_nodes: 63 | Time: 6.2284e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 146 | Active_nodes: 63 | Time: 6.2296e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 74 | Active_nodes: 63 | Time: 6.2314e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 603 | Active_nodes: 63 | Time: 6.2315e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 385 | Active_nodes: 63 | Time: 6.2333e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 91 | Active_nodes: 63 | Time: 6.2340e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 258 | Active_nodes: 63 | Time: 6.2343e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 119 | Active_nodes: 63 | Time: 6.2353e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 98 | Active_nodes: 63 | Time: 6.2363e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 71 | Active_nodes: 63 | Time: 6.2390e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 55 | Active_nodes: 63 | Time: 6.2405e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 61 | Active_nodes: 63 | Time: 6.2412e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 253 | Active_nodes: 63 | Time: 6.2424e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 84 | Active_nodes: 63 | Time: 6.2457e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 70 | Active_nodes: 63 | Time: 6.2458e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 249 | Active_nodes: 63 | Time: 6.2459e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 85 | Active_nodes: 63 | Time: 6.2466e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 259 | Active_nodes: 63 | Time: 6.2472e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 617 | Active_nodes: 63 | Time: 6.2497e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 19 | Active_nodes: 63 | Time: 6.2505e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 168 | Active_nodes: 63 | Time: 6.2507e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 36 | Active_nodes: 63 | Time: 6.2509e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 363 | Active_nodes: 63 | Time: 6.2533e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 482 | Active_nodes: 63 | Time: 6.2542e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 487 | Active_nodes: 63 | Time: 6.2550e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 100 | Active_nodes: 63 | Time: 6.2556e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 8 | Active_nodes: 63 | Time: 6.2562e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 107 | Active_nodes: 63 | Time: 6.2562e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 606 | Active_nodes: 63 | Time: 6.2565e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 196 | Active_nodes: 63 | Time: 6.2570e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 63 | Active_nodes: 63 | Time: 6.2573e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 67 | Active_nodes: 63 | Time: 6.2583e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 57 | Active_nodes: 63 | Time: 6.2594e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 366 | Active_nodes: 63 | Time: 6.2597e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 252 | Active_nodes: 63 | Time: 6.2597e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 112 | Active_nodes: 63 | Time: 6.2602e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 35 | Active_nodes: 63 | Time: 6.2604e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 506 | Active_nodes: 63 | Time: 6.2606e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 97 | Active_nodes: 63 | Time: 6.2617e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 601 | Active_nodes: 63 | Time: 6.2623e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 60 | Active_nodes: 63 | Time: 6.2628e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 39 | Active_nodes: 63 | Time: 6.2629e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 486 | Active_nodes: 63 | Time: 6.2636e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 619 | Active_nodes: 63 | Time: 6.2644e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 607 | Active_nodes: 63 | Time: 6.2657e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 46 | Active_nodes: 63 | Time: 6.2658e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 367 | Active_nodes: 63 | Time: 6.2661e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 118 | Active_nodes: 63 | Time: 6.2662e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 73 | Active_nodes: 63 | Time: 6.2676e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 76 | Active_nodes: 63 | Time: 6.2678e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 89 | Active_nodes: 63 | Time: 6.2679e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 33 | Active_nodes: 63 | Time: 6.2685e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 609 | Active_nodes: 63 | Time: 6.2701e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 629 | Active_nodes: 63 | Time: 6.2708e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 170 | Active_nodes: 63 | Time: 6.2733e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 251 | Active_nodes: 63 | Time: 6.2743e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 383 | Active_nodes: 63 | Time: 6.2744e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 364 | Active_nodes: 63 | Time: 6.2749e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 52 | Active_nodes: 63 | Time: 6.2752e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 379 | Active_nodes: 63 | Time: 6.2754e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 69 | Active_nodes: 63 | Time: 6.2757e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 78 | Active_nodes: 63 | Time: 6.2759e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 108 | Active_nodes: 63 | Time: 6.2762e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 386 | Active_nodes: 63 | Time: 6.2765e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 88 | Active_nodes: 63 | Time: 6.2771e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 50 | Active_nodes: 63 | Time: 6.2779e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 261 | Active_nodes: 63 | Time: 6.2791e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 172 | Active_nodes: 63 | Time: 6.2797e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 491 | Active_nodes: 63 | Time: 6.2802e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 626 | Active_nodes: 63 | Time: 6.2824e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 371 | Active_nodes: 63 | Time: 6.2825e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 37 | Active_nodes: 63 | Time: 6.2838e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 362 | Active_nodes: 63 | Time: 6.2839e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 81 | Active_nodes: 63 | Time: 6.2855e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 369 | Active_nodes: 63 | Time: 6.2859e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 12 | Active_nodes: 63 | Time: 6.2860e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 220 | Active_nodes: 63 | Time: 6.2865e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 257 | Active_nodes: 63 | Time: 6.2866e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 116 | Active_nodes: 63 | Time: 6.2873e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 411 | Active_nodes: 63 | Time: 6.2876e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 375 | Active_nodes: 63 | Time: 6.2892e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 623 | Active_nodes: 63 | Time: 6.2895e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 377 | Active_nodes: 63 | Time: 6.2905e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 235 | Active_nodes: 63 | Time: 6.2913e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 246 | Active_nodes: 63 | Time: 6.2938e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 648 | Active_nodes: 63 | Time: 6.2941e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 86 | Active_nodes: 63 | Time: 6.2949e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 105 | Active_nodes: 63 | Time: 6.2952e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 218 | Active_nodes: 63 | Time: 6.2953e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 389 | Active_nodes: 63 | Time: 6.2954e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 622 | Active_nodes: 63 | Time: 6.2963e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 171 | Active_nodes: 63 | Time: 6.2964e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 615 | Active_nodes: 63 | Time: 6.2965e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 117 | Active_nodes: 63 | Time: 6.2969e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 83 | Active_nodes: 63 | Time: 6.2971e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 600 | Active_nodes: 63 | Time: 6.2983e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 115 | Active_nodes: 63 | Time: 6.2984e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 701 | Active_nodes: 63 | Time: 6.2994e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 497 | Active_nodes: 63 | Time: 6.2997e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 312 | Active_nodes: 63 | Time: 6.3001e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 499 | Active_nodes: 63 | Time: 6.3004e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 59 | Active_nodes: 63 | Time: 6.3012e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 628 | Active_nodes: 63 | Time: 6.3025e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 44 | Active_nodes: 63 | Time: 6.3029e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 173 | Active_nodes: 63 | Time: 6.3030e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 627 | Active_nodes: 63 | Time: 6.3031e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 174 | Active_nodes: 63 | Time: 6.3038e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 697 | Active_nodes: 63 | Time: 6.3038e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 93 | Active_nodes: 63 | Time: 6.3041e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 502 | Active_nodes: 63 | Time: 6.3048e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 87 | Active_nodes: 63 | Time: 6.3049e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 507 | Active_nodes: 63 | Time: 6.3051e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 611 | Active_nodes: 63 | Time: 6.3060e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 408 | Active_nodes: 63 | Time: 6.3060e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 387 | Active_nodes: 63 | Time: 6.3066e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 604 | Active_nodes: 63 | Time: 6.3067e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 581 | Active_nodes: 63 | Time: 6.3067e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 38 | Active_nodes: 63 | Time: 6.3068e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 649 | Active_nodes: 63 | Time: 6.3086e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 493 | Active_nodes: 63 | Time: 6.3101e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 382 | Active_nodes: 63 | Time: 6.3105e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 376 | Active_nodes: 63 | Time: 6.3110e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 529 | Active_nodes: 63 | Time: 6.3115e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 194 | Active_nodes: 63 | Time: 6.3119e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 508 | Active_nodes: 63 | Time: 6.3124e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 56 | Active_nodes: 63 | Time: 6.3129e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 613 | Active_nodes: 63 | Time: 6.3132e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 111 | Active_nodes: 63 | Time: 6.3134e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 337 | Active_nodes: 63 | Time: 6.3137e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 32 | Active_nodes: 63 | Time: 6.3150e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 409 | Active_nodes: 63 | Time: 6.3154e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 531 | Active_nodes: 63 | Time: 6.3155e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 262 | Active_nodes: 63 | Time: 6.3159e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 653 | Active_nodes: 63 | Time: 6.3173e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 34 | Active_nodes: 63 | Time: 6.3178e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 533 | Active_nodes: 63 | Time: 6.3182e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 62 | Active_nodes: 63 | Time: 6.3187e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 391 | Active_nodes: 63 | Time: 6.3188e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 699 | Active_nodes: 63 | Time: 6.3194e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 461 | Active_nodes: 63 | Time: 6.3202e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 673 | Active_nodes: 63 | Time: 6.3205e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 42 | Active_nodes: 63 | Time: 6.3206e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 503 | Active_nodes: 63 | Time: 6.3210e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 193 | Active_nodes: 63 | Time: 6.3220e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 384 | Active_nodes: 63 | Time: 6.3227e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 68 | Active_nodes: 63 | Time: 6.3247e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 79 | Active_nodes: 63 | Time: 6.3248e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 277 | Active_nodes: 63 | Time: 6.3261e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 489 | Active_nodes: 63 | Time: 6.3265e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 291 | Active_nodes: 63 | Time: 6.3269e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 336 | Active_nodes: 63 | Time: 6.3280e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 509 | Active_nodes: 63 | Time: 6.3284e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 248 | Active_nodes: 63 | Time: 6.3297e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 388 | Active_nodes: 63 | Time: 6.3302e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 557 | Active_nodes: 63 | Time: 6.3312e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 103 | Active_nodes: 63 | Time: 6.3312e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 494 | Active_nodes: 63 | Time: 6.3318e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 651 | Active_nodes: 63 | Time: 6.3321e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 621 | Active_nodes: 63 | Time: 6.3322e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 163 | Active_nodes: 63 | Time: 6.3327e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 496 | Active_nodes: 63 | Time: 6.3329e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 437 | Active_nodes: 63 | Time: 6.3339e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 433 | Active_nodes: 63 | Time: 6.3343e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 138 | Active_nodes: 63 | Time: 6.3343e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 577 | Active_nodes: 63 | Time: 6.3345e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 106 | Active_nodes: 63 | Time: 6.3345e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 555 | Active_nodes: 63 | Time: 6.3347e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 616 | Active_nodes: 63 | Time: 6.3347e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 283 | Active_nodes: 63 | Time: 6.3348e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 58 | Active_nodes: 63 | Time: 6.3352e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 270 | Active_nodes: 63 | Time: 6.3353e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 480 | Active_nodes: 63 | Time: 6.3359e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 205 | Active_nodes: 63 | Time: 6.3361e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 672 | Active_nodes: 63 | Time: 6.3364e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 675 | Active_nodes: 63 | Time: 6.3365e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 415 | Active_nodes: 63 | Time: 6.3368e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 528 | Active_nodes: 63 | Time: 6.3374e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 553 | Active_nodes: 63 | Time: 6.3392e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 260 | Active_nodes: 63 | Time: 6.3398e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 198 | Active_nodes: 63 | Time: 6.3398e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 255 | Active_nodes: 63 | Time: 6.3401e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 534 | Active_nodes: 63 | Time: 6.3411e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 199 | Active_nodes: 63 | Time: 6.3427e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 94 | Active_nodes: 63 | Time: 6.3428e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 66 | Active_nodes: 63 | Time: 6.3435e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 64 | Active_nodes: 63 | Time: 6.3439e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 162 | Active_nodes: 63 | Time: 6.3442e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 459 | Active_nodes: 63 | Time: 6.3444e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 234 | Active_nodes: 63 | Time: 6.3447e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 319 | Active_nodes: 63 | Time: 6.3455e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 677 | Active_nodes: 63 | Time: 6.3463e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 92 | Active_nodes: 63 | Time: 6.3466e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 696 | Active_nodes: 63 | Time: 6.3468e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 620 | Active_nodes: 63 | Time: 6.3470e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 192 | Active_nodes: 63 | Time: 6.3486e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 457 | Active_nodes: 63 | Time: 6.3498e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 229 | Active_nodes: 63 | Time: 6.3501e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 456 | Active_nodes: 63 | Time: 6.3507e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 223 | Active_nodes: 63 | Time: 6.3510e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 256 | Active_nodes: 63 | Time: 6.3512e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 250 | Active_nodes: 63 | Time: 6.3512e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 510 | Active_nodes: 63 | Time: 6.3520e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 403 | Active_nodes: 63 | Time: 6.3530e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 294 | Active_nodes: 63 | Time: 6.3531e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 282 | Active_nodes: 63 | Time: 6.3535e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 432 | Active_nodes: 63 | Time: 6.3548e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 110 | Active_nodes: 63 | Time: 6.3551e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 288 | Active_nodes: 63 | Time: 6.3554e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 397 | Active_nodes: 63 | Time: 6.3568e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 523 | Active_nodes: 63 | Time: 6.3578e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 104 | Active_nodes: 63 | Time: 6.3578e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 295 | Active_nodes: 63 | Time: 6.3584e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 505 | Active_nodes: 63 | Time: 6.3591e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 293 | Active_nodes: 63 | Time: 6.3598e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 40 | Active_nodes: 63 | Time: 6.3600e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 102 | Active_nodes: 63 | Time: 6.3602e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 700 | Active_nodes: 63 | Time: 6.3603e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 614 | Active_nodes: 63 | Time: 6.3614e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 602 | Active_nodes: 63 | Time: 6.3617e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 180 | Active_nodes: 63 | Time: 6.3630e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 576 | Active_nodes: 63 | Time: 6.3632e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 315 | Active_nodes: 63 | Time: 6.3642e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 82 | Active_nodes: 63 | Time: 6.3647e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 511 | Active_nodes: 63 | Time: 6.3650e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 624 | Active_nodes: 63 | Time: 6.3662e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 271 | Active_nodes: 63 | Time: 6.3664e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 187 | Active_nodes: 63 | Time: 6.3671e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 204 | Active_nodes: 63 | Time: 6.3699e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 228 | Active_nodes: 63 | Time: 6.3702e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 579 | Active_nodes: 63 | Time: 6.3717e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 655 | Active_nodes: 63 | Time: 6.3721e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 313 | Active_nodes: 63 | Time: 6.3724e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 484 | Active_nodes: 63 | Time: 6.3727e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 343 | Active_nodes: 63 | Time: 6.3759e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 535 | Active_nodes: 63 | Time: 6.3759e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 501 | Active_nodes: 63 | Time: 6.3762e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 702 | Active_nodes: 63 | Time: 6.3770e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 678 | Active_nodes: 63 | Time: 6.3780e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 254 | Active_nodes: 63 | Time: 6.3785e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 370 | Active_nodes: 63 | Time: 6.3791e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 175 | Active_nodes: 63 | Time: 6.3792e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 698 | Active_nodes: 63 | Time: 6.3796e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 643 | Active_nodes: 63 | Time: 6.3809e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 150 | Active_nodes: 63 | Time: 6.3810e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 222 | Active_nodes: 63 | Time: 6.3812e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 80 | Active_nodes: 63 | Time: 6.3814e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 156 | Active_nodes: 63 | Time: 6.3821e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 703 | Active_nodes: 63 | Time: 6.3823e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 380 | Active_nodes: 63 | Time: 6.3830e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 679 | Active_nodes: 63 | Time: 6.3842e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 498 | Active_nodes: 63 | Time: 6.3843e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 637 | Active_nodes: 63 | Time: 6.3844e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 631 | Active_nodes: 63 | Time: 6.3845e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 654 | Active_nodes: 63 | Time: 6.3856e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 552 | Active_nodes: 63 | Time: 6.3862e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 210 | Active_nodes: 63 | Time: 6.3872e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 414 | Active_nodes: 63 | Time: 6.3875e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 402 | Active_nodes: 63 | Time: 6.3879e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 216 | Active_nodes: 63 | Time: 6.3879e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 636 | Active_nodes: 63 | Time: 6.3883e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 0 | Active_nodes: 63 | Time: 6.3896e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 488 | Active_nodes: 63 | Time: 6.3900e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 289 | Active_nodes: 63 | Time: 6.3912e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 558 | Active_nodes: 63 | Time: 6.3915e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 342 | Active_nodes: 63 | Time: 6.3916e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 490 | Active_nodes: 63 | Time: 6.3920e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 374 | Active_nodes: 63 | Time: 6.3931e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 381 | Active_nodes: 63 | Time: 6.3936e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 317 | Active_nodes: 63 | Time: 6.3946e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 462 | Active_nodes: 63 | Time: 6.3963e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 65 | Active_nodes: 63 | Time: 6.3972e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 211 | Active_nodes: 63 | Time: 6.3987e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 608 | Active_nodes: 63 | Time: 6.3991e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 435 | Active_nodes: 63 | Time: 6.3991e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 676 | Active_nodes: 63 | Time: 6.3992e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 438 | Active_nodes: 63 | Time: 6.4003e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 368 | Active_nodes: 63 | Time: 6.4047e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 458 | Active_nodes: 63 | Time: 6.4056e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 583 | Active_nodes: 63 | Time: 6.4079e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 181 | Active_nodes: 63 | Time: 6.4080e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 186 | Active_nodes: 63 | Time: 6.4081e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 390 | Active_nodes: 63 | Time: 6.4093e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 674 | Active_nodes: 63 | Time: 6.4100e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 396 | Active_nodes: 63 | Time: 6.4102e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 495 | Active_nodes: 63 | Time: 6.4135e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 630 | Active_nodes: 63 | Time: 6.4145e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 582 | Active_nodes: 63 | Time: 6.4167e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 516 | Active_nodes: 63 | Time: 6.4172e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 341 | Active_nodes: 63 | Time: 6.4184e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 517 | Active_nodes: 63 | Time: 6.4185e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 580 | Active_nodes: 63 | Time: 6.4197e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 413 | Active_nodes: 63 | Time: 6.4205e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 434 | Active_nodes: 63 | Time: 6.4225e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 625 | Active_nodes: 63 | Time: 6.4230e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 475 | Active_nodes: 63 | Time: 6.4247e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 522 | Active_nodes: 63 | Time: 6.4258e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 715 | Active_nodes: 63 | Time: 6.4274e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 500 | Active_nodes: 63 | Time: 6.4278e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 714 | Active_nodes: 63 | Time: 6.4293e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 354 | Active_nodes: 63 | Time: 6.4298e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 318 | Active_nodes: 63 | Time: 6.4308e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 708 | Active_nodes: 63 | Time: 6.4312e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 530 | Active_nodes: 63 | Time: 6.4317e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 355 | Active_nodes: 63 | Time: 6.4317e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 412 | Active_nodes: 63 | Time: 6.4319e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 338 | Active_nodes: 63 | Time: 6.4380e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 276 | Active_nodes: 63 | Time: 6.4386e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 642 | Active_nodes: 63 | Time: 6.4407e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 690 | Active_nodes: 63 | Time: 6.4415e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 504 | Active_nodes: 63 | Time: 6.4418e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 650 | Active_nodes: 63 | Time: 6.4420e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 316 | Active_nodes: 63 | Time: 6.4421e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 292 | Active_nodes: 63 | Time: 6.4425e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 610 | Active_nodes: 63 | Time: 6.4430e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 559 | Active_nodes: 63 | Time: 6.4433e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 281 | Active_nodes: 63 | Time: 6.4440e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 556 | Active_nodes: 63 | Time: 6.4443e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 460 | Active_nodes: 63 | Time: 6.4447e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 287 | Active_nodes: 63 | Time: 6.4455e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 410 | Active_nodes: 63 | Time: 6.4460e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 578 | Active_nodes: 63 | Time: 6.4473e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 436 | Active_nodes: 63 | Time: 6.4475e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 554 | Active_nodes: 63 | Time: 6.4488e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 474 | Active_nodes: 63 | Time: 6.4495e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 444 | Active_nodes: 63 | Time: 6.4520e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 314 | Active_nodes: 63 | Time: 6.4527e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 588 | Active_nodes: 63 | Time: 6.4531e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 532 | Active_nodes: 63 | Time: 6.4537e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 419 | Active_nodes: 63 | Time: 6.4559e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 348 | Active_nodes: 63 | Time: 6.4577e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 179 | Active_nodes: 63 | Time: 6.4593e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 450 | Active_nodes: 63 | Time: 6.4599e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 564 | Active_nodes: 63 | Time: 6.4605e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 618 | Active_nodes: 63 | Time: 6.4612e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 339 | Active_nodes: 63 | Time: 6.4615e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 565 | Active_nodes: 63 | Time: 6.4622e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 660 | Active_nodes: 63 | Time: 6.4638e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 684 | Active_nodes: 63 | Time: 6.4648e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 589 | Active_nodes: 63 | Time: 6.4649e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 652 | Active_nodes: 63 | Time: 6.4655e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 324 | Active_nodes: 63 | Time: 6.4657e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 161 | Active_nodes: 63 | Time: 6.4658e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 667 | Active_nodes: 63 | Time: 6.4664e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 157 | Active_nodes: 63 | Time: 6.4707e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 227 | Active_nodes: 63 | Time: 6.4714e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 595 | Active_nodes: 63 | Time: 6.4717e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 540 | Active_nodes: 63 | Time: 6.4719e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 420 | Active_nodes: 63 | Time: 6.4741e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 393 | Active_nodes: 63 | Time: 6.4769e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 331 | Active_nodes: 63 | Time: 6.4769e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 233 | Active_nodes: 63 | Time: 6.4782e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 594 | Active_nodes: 63 | Time: 6.4783e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 340 | Active_nodes: 63 | Time: 6.4794e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 426 | Active_nodes: 63 | Time: 6.4798e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 547 | Active_nodes: 63 | Time: 6.4800e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 378 | Active_nodes: 63 | Time: 6.4801e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 599 | Active_nodes: 63 | Time: 6.4817e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 213 | Active_nodes: 63 | Time: 6.4818e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 719 | Active_nodes: 63 | Time: 6.4819e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 539 | Active_nodes: 63 | Time: 6.4820e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 191 | Active_nodes: 63 | Time: 6.4821e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 273 | Active_nodes: 63 | Time: 6.4827e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 666 | Active_nodes: 63 | Time: 6.4835e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 155 | Active_nodes: 63 | Time: 6.4837e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 217 | Active_nodes: 63 | Time: 6.4849e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 451 | Active_nodes: 63 | Time: 6.4852e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 323 | Active_nodes: 63 | Time: 6.4854e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 421 | Active_nodes: 63 | Time: 6.4858e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 469 | Active_nodes: 63 | Time: 6.4863e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 203 | Active_nodes: 63 | Time: 6.4865e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 401 | Active_nodes: 63 | Time: 6.4871e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 417 | Active_nodes: 63 | Time: 6.4875e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 685 | Active_nodes: 63 | Time: 6.4892e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 571 | Active_nodes: 63 | Time: 6.4895e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 325 | Active_nodes: 63 | Time: 6.4934e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 587 | Active_nodes: 63 | Time: 6.4940e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 645 | Active_nodes: 63 | Time: 6.4943e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 177 | Active_nodes: 63 | Time: 6.4943e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 427 | Active_nodes: 63 | Time: 6.4955e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 225 | Active_nodes: 63 | Time: 6.4959e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 661 | Active_nodes: 63 | Time: 6.4967e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 709 | Active_nodes: 63 | Time: 6.4969e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 537 | Active_nodes: 63 | Time: 6.4969e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 647 | Active_nodes: 63 | Time: 6.4995e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 349 | Active_nodes: 63 | Time: 6.4995e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 639 | Active_nodes: 63 | Time: 6.5004e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 285 | Active_nodes: 63 | Time: 6.5021e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 275 | Active_nodes: 63 | Time: 6.5027e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 705 | Active_nodes: 63 | Time: 6.5027e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 515 | Active_nodes: 63 | Time: 6.5031e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 321 | Active_nodes: 63 | Time: 6.5034e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 527 | Active_nodes: 63 | Time: 6.5047e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 297 | Active_nodes: 63 | Time: 6.5048e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 373 | Active_nodes: 63 | Time: 6.5052e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 718 | Active_nodes: 63 | Time: 6.5057e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 299 | Active_nodes: 63 | Time: 6.5061e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 395 | Active_nodes: 63 | Time: 6.5077e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 479 | Active_nodes: 63 | Time: 6.5077e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 236 | Active_nodes: 63 | Time: 6.5081e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 683 | Active_nodes: 63 | Time: 6.5083e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 407 | Active_nodes: 63 | Time: 6.5091e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 707 | Active_nodes: 63 | Time: 6.5094e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 359 | Active_nodes: 63 | Time: 6.5113e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 185 | Active_nodes: 63 | Time: 6.5116e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 570 | Active_nodes: 63 | Time: 6.5118e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 306 | Active_nodes: 63 | Time: 6.5125e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 633 | Active_nodes: 63 | Time: 6.5131e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 717 | Active_nodes: 63 | Time: 6.5133e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 463 | Active_nodes: 63 | Time: 6.5134e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 301 | Active_nodes: 63 | Time: 6.5145e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 166 | Active_nodes: 63 | Time: 6.5153e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 153 | Active_nodes: 63 | Time: 6.5158e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 201 | Active_nodes: 63 | Time: 6.5164e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 681 | Active_nodes: 63 | Time: 6.5185e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 566 | Active_nodes: 63 | Time: 6.5185e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 330 | Active_nodes: 63 | Time: 6.5192e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 167 | Active_nodes: 63 | Time: 6.5197e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 238 | Active_nodes: 63 | Time: 6.5215e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 209 | Active_nodes: 63 | Time: 6.5217e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 439 | Active_nodes: 63 | Time: 6.5222e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 190 | Active_nodes: 63 | Time: 6.5229e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 165 | Active_nodes: 63 | Time: 6.5230e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 468 | Active_nodes: 63 | Time: 6.5241e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 525 | Active_nodes: 63 | Time: 6.5245e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 635 | Active_nodes: 63 | Time: 6.5245e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 207 | Active_nodes: 63 | Time: 6.5246e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 612 | Active_nodes: 63 | Time: 6.5249e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 405 | Active_nodes: 63 | Time: 6.5270e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 290 | Active_nodes: 63 | Time: 6.5283e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 671 | Active_nodes: 63 | Time: 6.5284e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 399 | Active_nodes: 63 | Time: 6.5287e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 431 | Active_nodes: 63 | Time: 6.5299e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 206 | Active_nodes: 63 | Time: 6.5303e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 593 | Active_nodes: 63 | Time: 6.5316e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 286 | Active_nodes: 63 | Time: 6.5322e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 691 | Active_nodes: 63 | Time: 6.5327e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 541 | Active_nodes: 63 | Time: 6.5339e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 513 | Active_nodes: 63 | Time: 6.5342e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 546 | Active_nodes: 63 | Time: 6.5349e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 237 | Active_nodes: 63 | Time: 6.5364e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 158 | Active_nodes: 63 | Time: 6.5367e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 333 | Active_nodes: 63 | Time: 6.5371e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 279 | Active_nodes: 63 | Time: 6.5373e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 445 | Active_nodes: 63 | Time: 6.5384e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 164 | Active_nodes: 63 | Time: 6.5386e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 465 | Active_nodes: 63 | Time: 6.5394e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 711 | Active_nodes: 63 | Time: 6.5404e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 151 | Active_nodes: 63 | Time: 6.5420e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 467 | Active_nodes: 63 | Time: 6.5422e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 208 | Active_nodes: 63 | Time: 6.5423e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 526 | Active_nodes: 63 | Time: 6.5423e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 441 | Active_nodes: 63 | Time: 6.5440e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 585 | Active_nodes: 63 | Time: 6.5445e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 455 | Active_nodes: 63 | Time: 6.5445e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 357 | Active_nodes: 63 | Time: 6.5447e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 300 | Active_nodes: 63 | Time: 6.5470e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 518 | Active_nodes: 63 | Time: 6.5473e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 596 | Active_nodes: 63 | Time: 6.5479e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 154 | Active_nodes: 63 | Time: 6.5487e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 446 | Active_nodes: 63 | Time: 6.5491e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 640 | Active_nodes: 63 | Time: 6.5493e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 591 | Active_nodes: 63 | Time: 6.5513e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 239 | Active_nodes: 63 | Time: 6.5521e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 329 | Active_nodes: 63 | Time: 6.5524e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 184 | Active_nodes: 63 | Time: 6.5526e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 335 | Active_nodes: 63 | Time: 6.5530e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 710 | Active_nodes: 63 | Time: 6.5530e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 597 | Active_nodes: 63 | Time: 6.5531e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 358 | Active_nodes: 63 | Time: 6.5534e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 686 | Active_nodes: 63 | Time: 6.5534e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 280 | Active_nodes: 63 | Time: 6.5536e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 449 | Active_nodes: 63 | Time: 6.5539e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 305 | Active_nodes: 63 | Time: 6.5545e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 669 | Active_nodes: 63 | Time: 6.5552e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 476 | Active_nodes: 63 | Time: 6.5555e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 274 | Active_nodes: 63 | Time: 6.5559e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 519 | Active_nodes: 63 | Time: 6.5573e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 214 | Active_nodes: 63 | Time: 6.5575e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 713 | Active_nodes: 63 | Time: 6.5581e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 215 | Active_nodes: 63 | Time: 6.5582e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 425 | Active_nodes: 63 | Time: 6.5592e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 307 | Active_nodes: 63 | Time: 6.5593e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 716 | Active_nodes: 63 | Time: 6.5595e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 542 | Active_nodes: 63 | Time: 6.5605e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 665 | Active_nodes: 63 | Time: 6.5613e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 551 | Active_nodes: 63 | Time: 6.5614e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 159 | Active_nodes: 63 | Time: 6.5621e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 478 | Active_nodes: 63 | Time: 6.5621e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 272 | Active_nodes: 63 | Time: 6.5642e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 598 | Active_nodes: 63 | Time: 6.5643e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 454 | Active_nodes: 63 | Time: 6.5649e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 638 | Active_nodes: 63 | Time: 6.5651e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 641 | Active_nodes: 63 | Time: 6.5652e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 563 | Active_nodes: 63 | Time: 6.5652e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 694 | Active_nodes: 63 | Time: 6.5654e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 189 | Active_nodes: 63 | Time: 6.5655e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 663 | Active_nodes: 63 | Time: 6.5663e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 440 | Active_nodes: 63 | Time: 6.5667e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 453 | Active_nodes: 63 | Time: 6.5675e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 687 | Active_nodes: 63 | Time: 6.5681e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 309 | Active_nodes: 63 | Time: 6.5683e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 332 | Active_nodes: 63 | Time: 6.5684e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 550 | Active_nodes: 63 | Time: 6.5685e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 424 | Active_nodes: 63 | Time: 6.5698e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 188 | Active_nodes: 63 | Time: 6.5698e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 350 | Active_nodes: 63 | Time: 6.5711e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 646 | Active_nodes: 63 | Time: 6.5713e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 584 | Active_nodes: 63 | Time: 6.5734e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 334 | Active_nodes: 63 | Time: 6.5766e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 404 | Active_nodes: 63 | Time: 6.5772e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 443 | Active_nodes: 63 | Time: 6.5774e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 231 | Active_nodes: 63 | Time: 6.5796e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 230 | Active_nodes: 63 | Time: 6.5798e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 452 | Active_nodes: 63 | Time: 6.5809e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 590 | Active_nodes: 63 | Time: 6.5828e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 567 | Active_nodes: 63 | Time: 6.5830e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 664 | Active_nodes: 63 | Time: 6.5831e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 477 | Active_nodes: 63 | Time: 6.5841e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 429 | Active_nodes: 63 | Time: 6.5842e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 473 | Active_nodes: 63 | Time: 6.5849e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 561 | Active_nodes: 63 | Time: 6.5852e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 569 | Active_nodes: 63 | Time: 6.5863e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 430 | Active_nodes: 63 | Time: 6.5878e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 659 | Active_nodes: 63 | Time: 6.5880e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 302 | Active_nodes: 63 | Time: 6.5885e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 706 | Active_nodes: 63 | Time: 6.5886e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 470 | Active_nodes: 63 | Time: 6.5912e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 695 | Active_nodes: 63 | Time: 6.5912e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 278 | Active_nodes: 63 | Time: 6.5922e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 224 | Active_nodes: 63 | Time: 6.5923e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 680 | Active_nodes: 63 | Time: 6.5926e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 212 | Active_nodes: 63 | Time: 6.5928e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 657 | Active_nodes: 63 | Time: 6.5934e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 353 | Active_nodes: 63 | Time: 6.5935e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 303 | Active_nodes: 63 | Time: 6.5942e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 308 | Active_nodes: 63 | Time: 6.5945e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 492 | Active_nodes: 63 | Time: 6.5947e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 545 | Active_nodes: 63 | Time: 6.5956e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 586 | Active_nodes: 63 | Time: 6.5959e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 178 | Active_nodes: 63 | Time: 6.5963e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 226 | Active_nodes: 63 | Time: 6.5964e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 712 | Active_nodes: 63 | Time: 6.5966e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 670 | Active_nodes: 63 | Time: 6.5967e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 400 | Active_nodes: 63 | Time: 6.5969e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 326 | Active_nodes: 63 | Time: 6.5972e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 356 | Active_nodes: 63 | Time: 6.5974e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 328 | Active_nodes: 63 | Time: 6.5983e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 536 | Active_nodes: 63 | Time: 6.5986e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 471 | Active_nodes: 63 | Time: 6.5993e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 520 | Active_nodes: 63 | Time: 6.5998e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 592 | Active_nodes: 63 | Time: 6.6000e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 572 | Active_nodes: 63 | Time: 6.6017e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 689 | Active_nodes: 63 | Time: 6.6021e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 662 | Active_nodes: 63 | Time: 6.6024e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 392 | Active_nodes: 63 | Time: 6.6027e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 512 | Active_nodes: 63 | Time: 6.6028e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 668 | Active_nodes: 63 | Time: 6.6030e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 682 | Active_nodes: 63 | Time: 6.6034e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 573 | Active_nodes: 63 | Time: 6.6035e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 549 | Active_nodes: 63 | Time: 6.6037e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 160 | Active_nodes: 63 | Time: 6.6038e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 320 | Active_nodes: 63 | Time: 6.6046e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 692 | Active_nodes: 63 | Time: 6.6056e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 311 | Active_nodes: 63 | Time: 6.6062e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 351 | Active_nodes: 63 | Time: 6.6069e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 521 | Active_nodes: 63 | Time: 6.6070e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 574 | Active_nodes: 63 | Time: 6.6074e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 394 | Active_nodes: 63 | Time: 6.6089e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 704 | Active_nodes: 63 | Time: 6.6091e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 152 | Active_nodes: 63 | Time: 6.6094e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 346 | Active_nodes: 63 | Time: 6.6097e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 632 | Active_nodes: 63 | Time: 6.6105e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 416 | Active_nodes: 63 | Time: 6.6123e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 464 | Active_nodes: 63 | Time: 6.6124e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 688 | Active_nodes: 63 | Time: 6.6134e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 310 | Active_nodes: 63 | Time: 6.6149e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 693 | Active_nodes: 63 | Time: 6.6168e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 543 | Active_nodes: 63 | Time: 6.6190e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 406 | Active_nodes: 63 | Time: 6.6194e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 644 | Active_nodes: 63 | Time: 6.6196e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 296 | Active_nodes: 63 | Time: 6.6202e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 345 | Active_nodes: 63 | Time: 6.6207e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 183 | Active_nodes: 63 | Time: 6.6207e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 442 | Active_nodes: 63 | Time: 6.6213e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 422 | Active_nodes: 63 | Time: 6.6230e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 634 | Active_nodes: 63 | Time: 6.6241e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 658 | Active_nodes: 63 | Time: 6.6258e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 182 | Active_nodes: 63 | Time: 6.6268e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 575 | Active_nodes: 63 | Time: 6.6280e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 447 | Active_nodes: 63 | Time: 6.6282e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 176 | Active_nodes: 63 | Time: 6.6305e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 202 | Active_nodes: 63 | Time: 6.6321e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 472 | Active_nodes: 63 | Time: 6.6337e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 418 | Active_nodes: 63 | Time: 6.6350e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 347 | Active_nodes: 63 | Time: 6.6362e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 466 | Active_nodes: 63 | Time: 6.6366e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 298 | Active_nodes: 63 | Time: 6.6380e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 544 | Active_nodes: 63 | Time: 6.6385e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 327 | Active_nodes: 63 | Time: 6.6399e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 284 | Active_nodes: 63 | Time: 6.6401e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 200 | Active_nodes: 63 | Time: 6.6401e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 428 | Active_nodes: 63 | Time: 6.6438e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 304 | Active_nodes: 63 | Time: 6.6442e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 562 | Active_nodes: 63 | Time: 6.6457e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 448 | Active_nodes: 63 | Time: 6.6479e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 560 | Active_nodes: 63 | Time: 6.6547e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 372 | Active_nodes: 63 | Time: 6.6579e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 232 | Active_nodes: 63 | Time: 6.6590e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 398 | Active_nodes: 63 | Time: 6.6608e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 548 | Active_nodes: 63 | Time: 6.6628e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 538 | Active_nodes: 63 | Time: 6.6689e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 322 | Active_nodes: 63 | Time: 6.6707e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 352 | Active_nodes: 63 | Time: 6.6737e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 568 | Active_nodes: 63 | Time: 6.6743e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 524 | Active_nodes: 63 | Time: 6.6760e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 423 | Active_nodes: 63 | Time: 6.7024e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 344 | Active_nodes: 63 | Time: 6.7059e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 514 | Active_nodes: 63 | Time: 6.7242e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 656 | Active_nodes: 63 | Time: 6.7328e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| - -........................... -Average time: 6.4029e-04s - -________________________________________________________________________________________________ - -execution time of: 6.0827e-04s: Index: 5 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| - -execution time of: 6.0973e-04s: Index: 29 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| - -execution time of: 6.0986e-04s: Index: 143 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| - -execution time of: 6.1006e-04s: Index: 3 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| - -execution time of: 6.1012e-04s: Index: 245 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| - -execution time of: 6.1076e-04s: Index: 123 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| - -execution time of: 6.1101e-04s: Index: 125 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| - -execution time of: 6.1102e-04s: Index: 149 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| - -execution time of: 6.1155e-04s: Index: 53 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| - -execution time of: 6.1162e-04s: Index: 11 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| - -execution time of: 6.1179e-04s: Index: 147 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| - -execution time of: 6.1182e-04s: Index: 9 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| - -execution time of: 6.1203e-04s: Index: 24 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| - -execution time of: 6.1206e-04s: Index: 4 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| - -execution time of: 6.1225e-04s: Index: 23 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| - -execution time of: 6.1251e-04s: Index: 131 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| - -execution time of: 6.1269e-04s: Index: 129 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| - -execution time of: 6.1288e-04s: Index: 121 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| - -execution time of: 6.1292e-04s: Index: 122 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| - -execution time of: 6.1336e-04s: Index: 7 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| - -execution time of: 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-execution time of: 6.1466e-04s: Index: 137 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| - -execution time of: 6.1492e-04s: Index: 17 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| - -execution time of: 6.1522e-04s: Index: 28 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| - -execution time of: 6.1588e-04s: Index: 101 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| - -execution time of: 6.1621e-04s: Index: 22 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| - -execution time of: 6.1643e-04s: Index: 142 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| - -execution time of: 6.1646e-04s: Index: 145 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| - -execution time of: 6.1653e-04s: Index: 25 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| - -execution time of: 6.1655e-04s: Index: 2 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| - -execution time of: 6.1658e-04s: Index: 126 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| - -execution time of: 6.1667e-04s: Index: 365 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| - -execution time of: 6.1674e-04s: Index: 141 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| - -execution time of: 6.1745e-04s: Index: 140 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| - -execution time of: 6.1760e-04s: Index: 99 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| - -execution time of: 6.1767e-04s: Index: 14 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| - -execution time of: 6.1777e-04s: Index: 16 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| - -execution time of: 6.1780e-04s: Index: 18 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| - -execution time of: 6.1807e-04s: Index: 264 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| - -execution time of: 6.1819e-04s: Index: 120 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| - -execution time of: 6.1827e-04s: Index: 27 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| - -execution time of: 6.1831e-04s: Index: 49 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| - -execution time of: 6.1838e-04s: Index: 148 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| - -execution time of: 6.1846e-04s: Index: 1 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| - -execution time of: 6.1851e-04s: Index: 243 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| - -execution time of: 6.1856e-04s: Index: 128 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| - -execution time of: 6.1875e-04s: Index: 265 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| - -execution time of: 6.1879e-04s: Index: 197 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| - -execution time of: 6.1887e-04s: Index: 240 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| - -execution time of: 6.1898e-04s: Index: 266 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| - -execution time of: 6.1901e-04s: Index: 135 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| - -execution time of: 6.1903e-04s: Index: 26 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| - -execution time of: 6.1924e-04s: Index: 31 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| - -execution time of: 6.1940e-04s: Index: 244 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| - -execution time of: 6.1949e-04s: Index: 30 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| - -execution time of: 6.1955e-04s: Index: 134 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| - -execution time of: 6.1977e-04s: Index: 136 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| - -execution time of: 6.1991e-04s: Index: 43 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| - -execution time of: 6.1999e-04s: Index: 72 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| - -execution time of: 6.2003e-04s: Index: 242 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| - -execution time of: 6.2021e-04s: Index: 75 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| - -execution time of: 6.2029e-04s: Index: 195 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| - -execution time of: 6.2033e-04s: Index: 48 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| - -execution time of: 6.2043e-04s: Index: 132 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| - -execution time of: 6.2063e-04s: Index: 77 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| - -execution time of: 6.2088e-04s: Index: 95 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| - -execution time of: 6.2100e-04s: Index: 47 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| - -execution time of: 6.2102e-04s: Index: 483 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| - -execution time of: 6.2107e-04s: Index: 127 | 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Index: 113 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| - -execution time of: 6.2187e-04s: Index: 485 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| - -execution time of: 6.2193e-04s: Index: 169 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| - -execution time of: 6.2203e-04s: Index: 360 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| - -execution time of: 6.2205e-04s: Index: 10 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| - -execution time of: 6.2210e-04s: Index: 263 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| - -execution time of: 6.2215e-04s: Index: 41 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| - -execution time of: 6.2218e-04s: Index: 54 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| - -execution time of: 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-execution time of: 6.2265e-04s: Index: 51 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| - -execution time of: 6.2276e-04s: Index: 114 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| - -execution time of: 6.2284e-04s: Index: 481 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 3| - -execution time of: 6.2296e-04s: Index: 146 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| - -execution time of: 6.2314e-04s: Index: 74 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| - -execution time of: 6.2315e-04s: Index: 603 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2| - -execution time of: 6.2333e-04s: Index: 385 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4| - -execution time of: 6.2340e-04s: Index: 91 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 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-> 1|4 -> 2|5 -> 5| - -execution time of: 6.2458e-04s: Index: 70 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| - -execution time of: 6.2459e-04s: Index: 249 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| - -execution time of: 6.2466e-04s: Index: 85 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| - -execution time of: 6.2472e-04s: Index: 259 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| - -execution time of: 6.2497e-04s: Index: 617 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| - -execution time of: 6.2505e-04s: Index: 19 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| - -execution time of: 6.2507e-04s: Index: 168 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| - -execution time of: 6.2509e-04s: Index: 36 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 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| 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| - -execution time of: 6.2573e-04s: Index: 63 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| - -execution time of: 6.2583e-04s: Index: 67 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| - -execution time of: 6.2594e-04s: Index: 57 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| - -execution time of: 6.2597e-04s: Index: 366 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| - -execution time of: 6.2597e-04s: Index: 252 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| - -execution time of: 6.2602e-04s: Index: 112 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| - -execution time of: 6.2604e-04s: Index: 35 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| - -execution time of: 6.2606e-04s: Index: 506 | Max_nodes: 126 | 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Index: 629 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| - -execution time of: 6.2733e-04s: Index: 170 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| - -execution time of: 6.2743e-04s: Index: 251 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| - -execution time of: 6.2744e-04s: Index: 383 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| - -execution time of: 6.2749e-04s: Index: 364 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| - -execution time of: 6.2752e-04s: Index: 52 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| - -execution time of: 6.2754e-04s: Index: 379 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| - -execution time of: 6.2757e-04s: Index: 69 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| - -execution time of: 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-execution time of: 6.2824e-04s: Index: 626 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| - -execution time of: 6.2825e-04s: Index: 371 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| - -execution time of: 6.2838e-04s: Index: 37 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| - -execution time of: 6.2839e-04s: Index: 362 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| - -execution time of: 6.2855e-04s: Index: 81 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| - -execution time of: 6.2859e-04s: Index: 369 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 1| - -execution time of: 6.2860e-04s: Index: 12 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| - -execution time of: 6.2865e-04s: Index: 220 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 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-> 3|3 -> 1|4 -> 4|5 -> 5| - -execution time of: 6.2941e-04s: Index: 648 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| - -execution time of: 6.2949e-04s: Index: 86 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| - -execution time of: 6.2952e-04s: Index: 105 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| - -execution time of: 6.2953e-04s: Index: 218 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| - -execution time of: 6.2954e-04s: Index: 389 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| - -execution time of: 6.2963e-04s: Index: 622 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| - -execution time of: 6.2964e-04s: Index: 171 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| - -execution time of: 6.2965e-04s: Index: 615 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 1| - -execution time of: 6.2969e-04s: Index: 117 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| - -execution time of: 6.2971e-04s: Index: 83 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| - -execution time of: 6.2983e-04s: Index: 600 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| - -execution time of: 6.2984e-04s: Index: 115 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| - -execution time of: 6.2994e-04s: Index: 701 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| - -execution time of: 6.2997e-04s: Index: 497 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 1| - -execution time of: 6.3001e-04s: Index: 312 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| - -execution time of: 6.3004e-04s: Index: 499 | Max_nodes: 126 | 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-execution time of: 6.3124e-04s: Index: 508 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 3| - -execution time of: 6.3129e-04s: Index: 56 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| - -execution time of: 6.3132e-04s: Index: 613 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| - -execution time of: 6.3134e-04s: Index: 111 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| - -execution time of: 6.3137e-04s: Index: 337 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| - -execution time of: 6.3150e-04s: Index: 32 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| - -execution time of: 6.3154e-04s: Index: 409 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| - -execution time of: 6.3155e-04s: Index: 531 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| - -execution time of: 6.3159e-04s: Index: 262 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| - -execution time of: 6.3173e-04s: Index: 653 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| - -execution time of: 6.3178e-04s: Index: 34 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| - -execution time of: 6.3182e-04s: Index: 533 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 1| - -execution time of: 6.3187e-04s: Index: 62 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| - -execution time of: 6.3188e-04s: Index: 391 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| - -execution time of: 6.3194e-04s: Index: 699 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| - -execution time of: 6.3202e-04s: Index: 461 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 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-> 1|5 -> 3| - -execution time of: 6.3809e-04s: Index: 643 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| - -execution time of: 6.3810e-04s: Index: 150 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| - -execution time of: 6.3812e-04s: Index: 222 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| - -execution time of: 6.3814e-04s: Index: 80 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| - -execution time of: 6.3821e-04s: Index: 156 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| - -execution time of: 6.3823e-04s: Index: 703 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| - -execution time of: 6.3830e-04s: Index: 380 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 4| - -execution time of: 6.3842e-04s: Index: 679 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 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-> 2|5 -> 1| - -execution time of: 6.4278e-04s: Index: 500 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 3| - -execution time of: 6.4293e-04s: Index: 714 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| - -execution time of: 6.4298e-04s: Index: 354 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 3| - -execution time of: 6.4308e-04s: Index: 318 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 5| - -execution time of: 6.4312e-04s: Index: 708 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| - -execution time of: 6.4317e-04s: Index: 530 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| - -execution time of: 6.4317e-04s: Index: 355 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| - -execution time of: 6.4319e-04s: Index: 412 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 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-> 4|5 -> 0| - -execution time of: 6.5133e-04s: Index: 717 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| - -execution time of: 6.5134e-04s: Index: 463 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 2| - -execution time of: 6.5145e-04s: Index: 301 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| - -execution time of: 6.5153e-04s: Index: 166 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 3| - -execution time of: 6.5158e-04s: Index: 153 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| - -execution time of: 6.5164e-04s: Index: 201 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| - -execution time of: 6.5185e-04s: Index: 681 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| - -execution time of: 6.5185e-04s: Index: 566 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 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-> 3|5 -> 0| - -execution time of: 6.5521e-04s: Index: 239 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| - -execution time of: 6.5524e-04s: Index: 329 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| - -execution time of: 6.5526e-04s: Index: 184 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| - -execution time of: 6.5530e-04s: Index: 335 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| - -execution time of: 6.5530e-04s: Index: 710 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| - -execution time of: 6.5531e-04s: Index: 597 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| - -execution time of: 6.5534e-04s: Index: 358 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| - -execution time of: 6.5534e-04s: Index: 686 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 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-> 0|5 -> 1| - -execution time of: 6.5841e-04s: Index: 477 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| - -execution time of: 6.5842e-04s: Index: 429 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| - -execution time of: 6.5849e-04s: Index: 473 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| - -execution time of: 6.5852e-04s: Index: 561 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| - -execution time of: 6.5863e-04s: Index: 569 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| - -execution time of: 6.5878e-04s: Index: 430 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| - -execution time of: 6.5880e-04s: Index: 659 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| - -execution time of: 6.5885e-04s: Index: 302 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| - -execution time of: 6.5886e-04s: Index: 706 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| - -execution time of: 6.5912e-04s: Index: 470 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| - -execution time of: 6.5912e-04s: Index: 695 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| - -execution time of: 6.5922e-04s: Index: 278 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| - -execution time of: 6.5923e-04s: Index: 224 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| - -execution time of: 6.5926e-04s: Index: 680 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| - -execution time of: 6.5928e-04s: Index: 212 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| - -execution time of: 6.5934e-04s: Index: 657 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| - -execution time of: 6.5935e-04s: Index: 353 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| - -execution time of: 6.5942e-04s: Index: 303 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| - -execution time of: 6.5945e-04s: Index: 308 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| - -execution time of: 6.5947e-04s: Index: 492 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| - -execution time of: 6.5956e-04s: Index: 545 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| - -execution time of: 6.5959e-04s: Index: 586 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| - -execution time of: 6.5963e-04s: Index: 178 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| - -execution time of: 6.5964e-04s: Index: 226 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| - -execution time of: 6.5966e-04s: Index: 712 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| - -execution time of: 6.5967e-04s: Index: 670 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| - -execution time of: 6.5969e-04s: Index: 400 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| - -execution time of: 6.5972e-04s: Index: 326 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| - -execution time of: 6.5974e-04s: Index: 356 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| - -execution time of: 6.5983e-04s: Index: 328 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| - -execution time of: 6.5986e-04s: Index: 536 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| - -execution time of: 6.5993e-04s: Index: 471 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| - -execution time of: 6.5998e-04s: Index: 520 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| - -execution time of: 6.6000e-04s: Index: 592 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| - -execution time of: 6.6017e-04s: Index: 572 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| - -execution time of: 6.6021e-04s: Index: 689 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| - -execution time of: 6.6024e-04s: Index: 662 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| - -execution time of: 6.6027e-04s: Index: 392 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| - -execution time of: 6.6028e-04s: Index: 512 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| - -execution time of: 6.6030e-04s: Index: 668 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| - -execution time of: 6.6034e-04s: Index: 682 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| - -execution time of: 6.6035e-04s: Index: 573 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| - -execution time of: 6.6037e-04s: Index: 549 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| - -execution time of: 6.6038e-04s: Index: 160 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| - -execution time of: 6.6046e-04s: Index: 320 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| - -execution time of: 6.6056e-04s: Index: 692 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| - -execution time of: 6.6062e-04s: Index: 311 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| - -execution time of: 6.6069e-04s: Index: 351 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| - -execution time of: 6.6070e-04s: Index: 521 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| - -execution time of: 6.6074e-04s: Index: 574 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| - -execution time of: 6.6089e-04s: Index: 394 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| - -execution time of: 6.6091e-04s: Index: 704 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| - -execution time of: 6.6094e-04s: Index: 152 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| - -execution time of: 6.6097e-04s: Index: 346 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| - -execution time of: 6.6105e-04s: Index: 632 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| - -execution time of: 6.6123e-04s: Index: 416 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| - -execution time of: 6.6124e-04s: Index: 464 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| - -execution time of: 6.6134e-04s: Index: 688 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| - -execution time of: 6.6149e-04s: Index: 310 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| - -execution time of: 6.6168e-04s: Index: 693 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| - -execution time of: 6.6190e-04s: Index: 543 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| - -execution time of: 6.6194e-04s: Index: 406 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| - -execution time of: 6.6196e-04s: Index: 644 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| - -execution time of: 6.6202e-04s: Index: 296 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| - -execution time of: 6.6207e-04s: Index: 345 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| - -execution time of: 6.6207e-04s: Index: 183 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| - -execution time of: 6.6213e-04s: Index: 442 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| - -execution time of: 6.6230e-04s: Index: 422 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| - -execution time of: 6.6241e-04s: Index: 634 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| - -execution time of: 6.6258e-04s: Index: 658 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| - -execution time of: 6.6268e-04s: Index: 182 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| - -execution time of: 6.6280e-04s: Index: 575 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| - -execution time of: 6.6282e-04s: Index: 447 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| - -execution time of: 6.6305e-04s: Index: 176 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| - -execution time of: 6.6321e-04s: Index: 202 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| - -execution time of: 6.6337e-04s: Index: 472 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| - -execution time of: 6.6350e-04s: Index: 418 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| - -execution time of: 6.6362e-04s: Index: 347 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| - -execution time of: 6.6366e-04s: Index: 466 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| - -execution time of: 6.6380e-04s: Index: 298 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| - -execution time of: 6.6385e-04s: Index: 544 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| - -execution time of: 6.6399e-04s: Index: 327 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| - -execution time of: 6.6401e-04s: Index: 284 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| - -execution time of: 6.6401e-04s: Index: 200 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| - -execution time of: 6.6438e-04s: Index: 428 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| - -execution time of: 6.6442e-04s: Index: 304 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| - -execution time of: 6.6457e-04s: Index: 562 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| - -execution time of: 6.6479e-04s: Index: 448 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| - -execution time of: 6.6547e-04s: Index: 560 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| - -execution time of: 6.6579e-04s: Index: 372 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| - -execution time of: 6.6590e-04s: Index: 232 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| - -execution time of: 6.6608e-04s: Index: 398 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| - -execution time of: 6.6628e-04s: Index: 548 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| - -execution time of: 6.6689e-04s: Index: 538 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| - -execution time of: 6.6707e-04s: Index: 322 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| - -execution time of: 6.6737e-04s: Index: 352 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| - -execution time of: 6.6743e-04s: Index: 568 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| - -execution time of: 6.6760e-04s: Index: 524 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| - -execution time of: 6.7024e-04s: Index: 423 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| - -execution time of: 6.7059e-04s: Index: 344 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| - -execution time of: 6.7242e-04s: Index: 514 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| - -execution time of: 6.7328e-04s: Index: 656 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| - -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/portfoliovqe_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/portfoliovqe_indep_qiskit_controls.txt deleted file mode 100644 index 8d91a584..00000000 --- a/test/BenchmarkQuasm/results/portfoliovqe_indep_qiskit_controls.txt +++ /dev/null @@ -1,252 +0,0 @@ -Start Simulation of portfoliovqe_indep_qiskit_3__________________________________________________ - - i: 0 1 2 - 1: ry | | p: (4.70253) - 2: | ry | p: (0.279129) - 3: c z | - 4: | | ry p: (3.13245) - 5: c | z - 6: ry | | p: (-5.91084) - 7: | c z - 8: | ry | p: (-2.80637) - 9: c z | -10: | | ry p: (-3.66226) -11: c | z -12: ry | | p: (-0.298379) -13: | c z -14: | ry | p: (-4.13072) -15: c z | -16: | | ry p: (-1.02349) -17: c | z -18: ry | | p: (-2.80957) -19: | c z -20: | ry | p: (1.23483) -21: | | ry p: (0.152069) -22:============ -23: 0 | | -24: | 1 | -25: | | 2 - o: 0 1 2 -Computed Permutation: .........0 -> 2|1 -> 1|2 -> 0| -Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 9.4211e-05s............................. -Permuted Duration: 9.0052e-05s............................. -Identity active_nodes: 7 ...................................... -Permuted active_nodes: 7 ...................................... -Identity max_nodes: 14 ...................................... -Permuted max_nodes: 14 ...................................... -________________________________________________________________________________________________ - -Start Simulation of portfoliovqe_indep_qiskit_4__________________________________________________ - -.i:...0...1...2...3 -.1:..ry...|...|...| p: (-5.3475e+00) -.2:...|..ry...|...| p: (-2.7757e-01) -.3:...c...z...|...| -.4:...|...|..ry...| p: (4.3889e+00) -.5:...c...|...z...| -.6:...|...c...z...| -.7:...|...|...|..ry p: (4.9982e-01) -.8:...c...|...|...z -.9:..ry...|...|...| p: (-3.1597e+00) -10:...|...c...|...z -11:...|..ry...|...| p: (-3.6050e+00) -12:...c...z...|...| -13:...|...|...c...z -14:...|...|..ry...| p: (3.1442e+00) -15:...c...|...z...| -16:...|...c...z...| -17:...|...|...|..ry p: (-1.2438e+00) -18:...c...|...|...z -19:..ry...|...|...| p: (2.9747e+00) -20:...|...c...|...z -21:...|..ry...|...| p: (-2.9164e+00) -22:...c...z...|...| -23:...|...|...c...z -24:...|...|..ry...| p: (-1.0917e+00) -25:...c...|...z...| -26:...|...c...z...| -27:...|...|...|..ry p: (5.9923e+00) -28:...c...|...|...z -29:..ry...|...|...| p: (-1.5523e-01) -30:...|...c...|...z -31:...|..ry...|...| p: (-6.9895e-01) -32:...|...|...c...z -33:...|...|..ry...| p: (2.5328e+00) -34:...|...|...|..ry p: (5.1912e+00) -35:================ -36:...0...|...|...| -37:...|...1...|...| -38:...|...|...2...| -39:...|...|...|...3 -.o:...0...1...2...3 -Computed Permutation: ..0 -> 3|1 -> 2|2 -> 1|3 -> 0| -Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Identity Duration: 1.8854e-04s............................. -Permuted Duration: 1.8358e-04s............................. -Identity active_nodes: 15 ...................................... -Permuted active_nodes: 15 ...................................... -Identity max_nodes: 30 ...................................... -Permuted max_nodes: 30 ...................................... -________________________________________________________________________________________________ - -Start Simulation of portfoliovqe_indep_qiskit_5__________________________________________________ - -.i:...0...1...2...3...4 -.1:..ry...|...|...|...| p: (5.8128e+00) -.2:...|..ry...|...|...| p: (6.4605e+00) -.3:...c...z...|...|...| -.4:...|...|..ry...|...| p: (3.5146e+00) -.5:...c...|...z...|...| -.6:...|...c...z...|...| -.7:...|...|...|..ry...| p: (-8.2034e-01) -.8:...c...|...|...z...| -.9:...|...c...|...z...| -10:...|...|...c...z...| -11:...|...|...|...|..ry p: (5.0260e+00) -12:...c...|...|...|...z -13:..ry...|...|...|...| p: (3.6782e+00) -14:...|...c...|...|...z -15:...|..ry...|...|...| p: (3.1406e+00) -16:...c...z...|...|...| -17:...|...|...c...|...z -18:...|...|..ry...|...| p: (-2.6015e+00) -19:...c...|...z...|...| -20:...|...c...z...|...| -21:...|...|...|...c...z -22:...|...|...|..ry...| p: (1.5721e+00) -23:...c...|...|...z...| -24:...|...c...|...z...| -25:...|...|...c...z...| -26:...|...|...|...|..ry p: (-3.0917e+00) -27:...c...|...|...|...z -28:..ry...|...|...|...| p: (5.1285e+00) -29:...|...c...|...|...z -30:...|..ry...|...|...| p: (6.0232e+00) -31:...c...z...|...|...| -32:...|...|...c...|...z -33:...|...|..ry...|...| p: (-5.2320e+00) -34:...c...|...z...|...| -35:...|...c...z...|...| -36:...|...|...|...c...z -37:...|...|...|..ry...| p: (-2.6430e+00) -38:...c...|...|...z...| -39:...|...c...|...z...| -40:...|...|...c...z...| -41:...|...|...|...|..ry p: (-5.0962e+00) -42:...c...|...|...|...z -43:..ry...|...|...|...| p: (5.2096e-01) -44:...|...c...|...|...z -45:...|..ry...|...|...| p: (3.0252e+00) -46:...|...|...c...|...z -47:...|...|..ry...|...| p: (1.1917e+00) -48:...|...|...|...c...z -49:...|...|...|..ry...| p: (-1.1157e+00) -50:...|...|...|...|..ry p: (6.1674e+00) -51:==================== -52:...0...|...|...|...| -53:...|...1...|...|...| -54:...|...|...2...|...| -55:...|...|...|...3...| -56:...|...|...|...|...4 -.o:...0...1...2...3...4 -Computed Permutation: 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: 3.4161e-04s............................. -Permuted Duration: 3.5481e-04s............................. -Identity active_nodes: 31 ...................................... -Permuted active_nodes: 31 ...................................... -Identity max_nodes: 62 ...................................... -Permuted max_nodes: 62 ...................................... -________________________________________________________________________________________________ - -Start Simulation of portfoliovqe_indep_qiskit_6__________________________________________________ - -.i:...0...1...2...3...4...5 -.1:..ry...|...|...|...|...| p: (6.5721e-01) -.2:...|..ry...|...|...|...| p: (3.6191e+00) -.3:...c...z...|...|...|...| -.4:...|...|..ry...|...|...| p: (5.9263e+00) -.5:...c...|...z...|...|...| -.6:...|...c...z...|...|...| -.7:...|...|...|..ry...|...| p: (-5.6321e-01) -.8:...c...|...|...z...|...| -.9:...|...c...|...z...|...| -10:...|...|...c...z...|...| -11:...|...|...|...|..ry...| p: (-5.8995e+00) -12:...c...|...|...|...z...| -13:...|...c...|...|...z...| -14:...|...|...c...|...z...| -15:...|...|...|...c...z...| -16:...|...|...|...|...|..ry p: (-3.3354e+00) -17:...c...|...|...|...|...z -18:..ry...|...|...|...|...| p: (6.2190e+00) -19:...|...c...|...|...|...z -20:...|..ry...|...|...|...| p: (-1.8746e+00) -21:...c...z...|...|...|...| -22:...|...|...c...|...|...z -23:...|...|..ry...|...|...| p: (4.6908e+00) -24:...c...|...z...|...|...| -25:...|...c...z...|...|...| -26:...|...|...|...c...|...z -27:...|...|...|..ry...|...| p: (6.1911e+00) -28:...c...|...|...z...|...| -29:...|...c...|...z...|...| -30:...|...|...c...z...|...| -31:...|...|...|...|...c...z -32:...|...|...|...|..ry...| p: (3.3594e+00) -33:...c...|...|...|...z...| -34:...|...c...|...|...z...| -35:...|...|...c...|...z...| -36:...|...|...|...c...z...| -37:...|...|...|...|...|..ry p: (4.5205e+00) -38:...c...|...|...|...|...z -39:..ry...|...|...|...|...| p: (-2.6300e-01) -40:...|...c...|...|...|...z -41:...|..ry...|...|...|...| p: (6.1670e+00) -42:...c...z...|...|...|...| -43:...|...|...c...|...|...z -44:...|...|..ry...|...|...| p: (-4.4921e+00) -45:...c...|...z...|...|...| -46:...|...c...z...|...|...| -47:...|...|...|...c...|...z -48:...|...|...|..ry...|...| p: (-4.9080e+00) -49:...c...|...|...z...|...| -50:...|...c...|...z...|...| -51:...|...|...c...z...|...| -52:...|...|...|...|...c...z -53:...|...|...|...|..ry...| p: (-4.7502e+00) -54:...c...|...|...|...z...| -55:...|...c...|...|...z...| -56:...|...|...c...|...z...| -57:...|...|...|...c...z...| -58:...|...|...|...|...|..ry p: (-2.3632e-01) -59:...c...|...|...|...|...z -60:..ry...|...|...|...|...| p: (3.2746e+00) -61:...|...c...|...|...|...z -62:...|..ry...|...|...|...| p: (-5.2263e+00) -63:...|...|...c...|...|...z -64:...|...|..ry...|...|...| p: (-5.1405e-01) -65:...|...|...|...c...|...z -66:...|...|...|..ry...|...| p: (4.5001e-01) -67:...|...|...|...|...c...z -68:...|...|...|...|..ry...| p: (-4.6583e+00) -69:...|...|...|...|...|..ry p: (-5.9235e-01) -70:======================== -71:...0...|...|...|...|...| -72:...|...1...|...|...|...| -73:...|...|...2...|...|...| -74:...|...|...|...3...|...| -75:...|...|...|...|...4...| -76:...|...|...|...|...|...5 -.o:...0...1...2...3...4...5 -Computed Permutation: 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Identity Duration: 6.3896e-04s............................. -Permuted Duration: 6.6722e-04s............................. -Identity active_nodes: 63 ...................................... -Permuted active_nodes: 63 ...................................... -Identity max_nodes: 126...................................... -Permuted max_nodes: 126...................................... -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/qaoa_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/qaoa_indep_qiskit_all.txt deleted file mode 100644 index e736c14b..00000000 --- a/test/BenchmarkQuasm/results/qaoa_indep_qiskit_all.txt +++ /dev/null @@ -1,3718 +0,0 @@ -Start Simulation of qaoa_indep_qiskit_3__________________________________________________ - - i: 0 1 2 - 1: h | | - 2: | h | - 3: rzz rzz | p: (5.09401) - 4: | | h - 5: rzz | rzz p: (5.09401) - 6: rx | | p: (-6.86031) - 7: | rzz rzz p: (5.09401) - 8: | rx | p: (-6.86031) - 9: rzz rzz | p: (-5.14152) -10: | | rx p: (-6.86031) -11: rzz | rzz p: (-5.14152) -12: rx | | p: (8.16593) -13: | rzz rzz p: (-5.14152) -14: | rx | p: (8.16593) -15: | | rx p: (8.16593) -16:============ -17: 0 | | -18: | 1 | -19: | | 2 - o: 0 1 2 -Total Permutations: 6 -Min time: 7.2774e-05s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max time: 7.6906e-05s................. Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| -Min active nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Min max nodes: 14 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max active nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max max nodes: 14 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -________________________________________________________________________________________________ - -6 permutations have 6 active nodes. -Index: 0 | Max_nodes: 14 | Time: 7.2774e-05s | 0 -> 0|1 -> 1|2 -> 2| -Index: 1 | Max_nodes: 14 | Time: 7.3270e-05s | 0 -> 0|1 -> 2|2 -> 1| -Index: 3 | Max_nodes: 14 | Time: 7.4035e-05s | 0 -> 1|1 -> 2|2 -> 0| -Index: 2 | Max_nodes: 14 | Time: 7.4663e-05s | 0 -> 1|1 -> 0|2 -> 2| -Index: 4 | Max_nodes: 14 | Time: 7.5641e-05s | 0 -> 2|1 -> 0|2 -> 1| -Index: 5 | Max_nodes: 14 | Time: 7.6906e-05s | 0 -> 2|1 -> 1|2 -> 0| - -........................... -Average time: 7.4548e-05s - -________________________________________________________________________________________________ - -6 permutations have 14 max nodes. -Index: 0 | Active_nodes: 6 | Time: 7.2774e-05s | 0 -> 0|1 -> 1|2 -> 2| -Index: 1 | Active_nodes: 6 | Time: 7.3270e-05s | 0 -> 0|1 -> 2|2 -> 1| -Index: 3 | Active_nodes: 6 | Time: 7.4035e-05s | 0 -> 1|1 -> 2|2 -> 0| -Index: 2 | Active_nodes: 6 | Time: 7.4663e-05s | 0 -> 1|1 -> 0|2 -> 2| -Index: 4 | Active_nodes: 6 | Time: 7.5641e-05s | 0 -> 2|1 -> 0|2 -> 1| -Index: 5 | Active_nodes: 6 | Time: 7.6906e-05s | 0 -> 2|1 -> 1|2 -> 0| - -........................... -Average time: 7.4548e-05s - -________________________________________________________________________________________________ - -execution time of: 7.2774e-05s: Index: 0 | Max_nodes: 14 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 2| - -execution time of: 7.3270e-05s: Index: 1 | Max_nodes: 14 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 1| - -execution time of: 7.4035e-05s: Index: 3 | Max_nodes: 14 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 0| - -execution time of: 7.4663e-05s: Index: 2 | Max_nodes: 14 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 2| - -execution time of: 7.5641e-05s: Index: 4 | Max_nodes: 14 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 1| - -execution time of: 7.6906e-05s: Index: 5 | Max_nodes: 14 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 0| - -________________________________________________________________________________________________ - -Start Simulation of qaoa_indep_qiskit_4__________________________________________________ - -.i:...0...1...2...3 -.1:...h...|...|...| -.2:...|...h...|...| -.3:.rzz.rzz...|...| p: (-4.7124e+00) -.4:...|...|...h...| -.5:.rzz...|.rzz...| p: (-4.7124e+00) -.6:..rx...|...|...| p: (8.6394e+00) -.7:...|...|...|...h -.8:...|.rzz...|.rzz p: (-4.7124e+00) -.9:...|..rx...|...| p: (8.6394e+00) -10:.rzz.rzz...|...| p: (7.8539e-01) -11:...|...|.rzz.rzz p: (-4.7124e+00) -12:...|...|..rx...| p: (8.6394e+00) -13:.rzz...|.rzz...| p: (7.8539e-01) -14:..rx...|...|...| p: (4.7124e+00) -15:...|...|...|..rx p: (8.6394e+00) -16:...|.rzz...|.rzz p: (7.8539e-01) -17:...|..rx...|...| p: (4.7124e+00) -18:...|...|.rzz.rzz p: (7.8539e-01) -19:...|...|..rx...| p: (4.7124e+00) -20:...|...|...|..rx p: (4.7124e+00) -21:================ -22:...0...|...|...| -23:...|...1...|...| -24:...|...|...2...| -25:...|...|...|...3 -.o:...0...1...2...3 -Total Permutations: 24 -Min time: 1.2685e-04s................. Permutation 1 : 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -Max time: 1.3818e-04s................. Permutation 18 : 0 -> 3|1 -> 0|2 -> 1|3 -> 2| -Min active nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Min max nodes: 30 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Max active nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Max max nodes: 30 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -________________________________________________________________________________________________ - -24 permutations have 15 active nodes. -Index: 1 | Max_nodes: 30 | Time: 1.2685e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -Index: 4 | Max_nodes: 30 | Time: 1.2792e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -Index: 0 | Max_nodes: 30 | Time: 1.2815e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Index: 8 | Max_nodes: 30 | Time: 1.3027e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| -Index: 2 | Max_nodes: 30 | Time: 1.3055e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -Index: 5 | Max_nodes: 30 | Time: 1.3110e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| -Index: 3 | Max_nodes: 30 | Time: 1.3122e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -Index: 15 | Max_nodes: 30 | Time: 1.3126e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -Index: 10 | Max_nodes: 30 | Time: 1.3149e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| -Index: 17 | Max_nodes: 30 | Time: 1.3179e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -Index: 21 | Max_nodes: 30 | Time: 1.3204e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| -Index: 7 | Max_nodes: 30 | Time: 1.3223e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -Index: 23 | Max_nodes: 30 | Time: 1.3284e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -Index: 6 | Max_nodes: 30 | Time: 1.3291e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -Index: 11 | Max_nodes: 30 | Time: 1.3374e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -Index: 13 | Max_nodes: 30 | Time: 1.3400e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| -Index: 16 | Max_nodes: 30 | Time: 1.3401e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| -Index: 22 | Max_nodes: 30 | Time: 1.3403e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| -Index: 12 | Max_nodes: 30 | Time: 1.3435e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -Index: 19 | Max_nodes: 30 | Time: 1.3436e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| -Index: 14 | Max_nodes: 30 | Time: 1.3508e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -Index: 20 | Max_nodes: 30 | Time: 1.3591e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -Index: 9 | Max_nodes: 30 | Time: 1.3656e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -Index: 18 | Max_nodes: 30 | Time: 1.3818e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| - -........................... -Average time: 1.3254e-04s - -________________________________________________________________________________________________ - -24 permutations have 30 max nodes. -Index: 1 | Active_nodes: 15 | Time: 1.2685e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -Index: 4 | Active_nodes: 15 | Time: 1.2792e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -Index: 0 | Active_nodes: 15 | Time: 1.2815e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Index: 8 | Active_nodes: 15 | Time: 1.3027e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| -Index: 2 | Active_nodes: 15 | Time: 1.3055e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -Index: 5 | Active_nodes: 15 | Time: 1.3110e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| -Index: 3 | Active_nodes: 15 | Time: 1.3122e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -Index: 15 | Active_nodes: 15 | Time: 1.3126e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -Index: 10 | Active_nodes: 15 | Time: 1.3149e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| -Index: 17 | Active_nodes: 15 | Time: 1.3179e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -Index: 21 | Active_nodes: 15 | Time: 1.3204e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| -Index: 7 | Active_nodes: 15 | Time: 1.3223e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -Index: 23 | Active_nodes: 15 | Time: 1.3284e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -Index: 6 | Active_nodes: 15 | Time: 1.3291e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -Index: 11 | Active_nodes: 15 | Time: 1.3374e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -Index: 13 | Active_nodes: 15 | Time: 1.3400e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| -Index: 16 | Active_nodes: 15 | Time: 1.3401e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| -Index: 22 | Active_nodes: 15 | Time: 1.3403e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| -Index: 12 | Active_nodes: 15 | Time: 1.3435e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -Index: 19 | Active_nodes: 15 | Time: 1.3436e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| -Index: 14 | Active_nodes: 15 | Time: 1.3508e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -Index: 20 | Active_nodes: 15 | Time: 1.3591e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -Index: 9 | Active_nodes: 15 | Time: 1.3656e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -Index: 18 | Active_nodes: 15 | Time: 1.3818e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| - -........................... -Average time: 1.3254e-04s - -________________________________________________________________________________________________ - -execution time of: 1.2685e-04s: Index: 1 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| - -execution time of: 1.2792e-04s: Index: 4 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| - -execution time of: 1.2815e-04s: Index: 0 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| - -execution time of: 1.3027e-04s: Index: 8 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| - -execution time of: 1.3055e-04s: Index: 2 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| - -execution time of: 1.3110e-04s: Index: 5 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| - -execution time of: 1.3122e-04s: Index: 3 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| - -execution time of: 1.3126e-04s: Index: 15 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| - -execution time of: 1.3149e-04s: Index: 10 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| - -execution time of: 1.3179e-04s: Index: 17 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| - -execution time of: 1.3204e-04s: Index: 21 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| - -execution time of: 1.3223e-04s: Index: 7 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| - -execution time of: 1.3284e-04s: Index: 23 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| - -execution time of: 1.3291e-04s: Index: 6 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| - -execution time of: 1.3374e-04s: Index: 11 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| - -execution time of: 1.3400e-04s: Index: 13 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| - -execution time of: 1.3401e-04s: Index: 16 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| - -execution time of: 1.3403e-04s: Index: 22 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| - -execution time of: 1.3435e-04s: Index: 12 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| - -execution time of: 1.3436e-04s: Index: 19 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| - -execution time of: 1.3508e-04s: Index: 14 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| - -execution time of: 1.3591e-04s: Index: 20 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| - -execution time of: 1.3656e-04s: Index: 9 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| - -execution time of: 1.3818e-04s: Index: 18 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| - -________________________________________________________________________________________________ - -Start Simulation of qaoa_indep_qiskit_5__________________________________________________ - -.i:...0...1...2...3...4 -.1:...h...|...|...|...| -.2:...|...h...|...|...| -.3:.rzz.rzz...|...|...| p: (-1.9300e+00) -.4:...|...|...h...|...| -.5:.rzz...|.rzz...|...| p: (-1.9300e+00) -.6:..rx...|...|...|...| p: (-2.6436e+00) -.7:...|...|...|...h...| -.8:...|.rzz...|.rzz...| p: (-1.9300e+00) -.9:...|..rx...|...|...| p: (-2.6436e+00) -10:.rzz.rzz...|...|...| p: (-3.6397e+00) -11:...|...|...|...|...h -12:...|...|.rzz...|.rzz p: (-1.9300e+00) -13:...|...|..rx...|...| p: (-2.6436e+00) -14:.rzz...|.rzz...|...| p: (-3.6397e+00) -15:..rx...|...|...|...| p: (1.9303e+00) -16:...|...|...|.rzz.rzz p: (-1.9300e+00) -17:...|...|...|..rx...| p: (-2.6436e+00) -18:...|.rzz...|.rzz...| p: (-3.6397e+00) -19:...|..rx...|...|...| p: (1.9303e+00) -20:...|...|...|...|..rx p: (-2.6436e+00) -21:...|...|.rzz...|.rzz p: (-3.6397e+00) -22:...|...|..rx...|...| p: (1.9303e+00) -23:...|...|...|.rzz.rzz p: (-3.6397e+00) -24:...|...|...|..rx...| p: (1.9303e+00) -25:...|...|...|...|..rx p: (1.9303e+00) -26:==================== -27:...0...|...|...|...| -28:...|...1...|...|...| -29:...|...|...2...|...| -30:...|...|...|...3...| -31:...|...|...|...|...4 -.o:...0...1...2...3...4 -Total Permutations: 120 -Min time: 1.8181e-04s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Max time: 2.2403e-04s................. Permutation 97 : 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -Min active nodes: 26 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Min max nodes: 62 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Max active nodes: 28 nodes.................... Permutation 3 : 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -Max max nodes: 62 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -________________________________________________________________________________________________ - -20 permutations have 26 active nodes. -Index: 0 | Max_nodes: 62 | Time: 1.8181e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Index: 1 | Max_nodes: 62 | Time: 1.8371e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -Index: 6 | Max_nodes: 62 | Time: 1.8473e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -Index: 7 | Max_nodes: 62 | Time: 1.8517e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -Index: 2 | Max_nodes: 62 | Time: 1.8714e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -Index: 12 | Max_nodes: 62 | Time: 1.8715e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -Index: 13 | Max_nodes: 62 | Time: 1.8864e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -Index: 8 | Max_nodes: 62 | Time: 1.8959e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -Index: 4 | Max_nodes: 62 | Time: 1.8963e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -Index: 19 | Max_nodes: 62 | Time: 1.8970e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -Index: 18 | Max_nodes: 62 | Time: 1.9000e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -Index: 14 | Max_nodes: 62 | Time: 1.9173e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -Index: 22 | Max_nodes: 62 | Time: 1.9552e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -Index: 15 | Max_nodes: 62 | Time: 1.9655e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -Index: 9 | Max_nodes: 62 | Time: 1.9862e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -Index: 11 | Max_nodes: 62 | Time: 1.9995e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -Index: 21 | Max_nodes: 62 | Time: 2.0004e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -Index: 17 | Max_nodes: 62 | Time: 2.0031e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -Index: 23 | Max_nodes: 62 | Time: 2.0115e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -Index: 71 | Max_nodes: 62 | Time: 2.0376e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| - -........................... -Average time: 1.9225e-04s - -100 permutations have 28 active nodes. -Index: 3 | Max_nodes: 62 | Time: 1.8812e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -Index: 5 | Max_nodes: 62 | Time: 1.8882e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -Index: 10 | Max_nodes: 62 | Time: 1.9144e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -Index: 24 | Max_nodes: 62 | Time: 1.9198e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -Index: 25 | Max_nodes: 62 | Time: 1.9318e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -Index: 26 | Max_nodes: 62 | Time: 1.9337e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -Index: 20 | Max_nodes: 62 | Time: 1.9412e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -Index: 28 | Max_nodes: 62 | Time: 1.9464e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -Index: 50 | Max_nodes: 62 | Time: 1.9657e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -Index: 48 | Max_nodes: 62 | Time: 1.9662e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -Index: 16 | Max_nodes: 62 | Time: 1.9722e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -Index: 30 | Max_nodes: 62 | Time: 1.9770e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -Index: 49 | Max_nodes: 62 | Time: 1.9795e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -Index: 27 | Max_nodes: 62 | Time: 1.9829e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -Index: 29 | Max_nodes: 62 | Time: 1.9855e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -Index: 74 | Max_nodes: 62 | Time: 1.9904e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -Index: 31 | Max_nodes: 62 | Time: 2.0042e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -Index: 56 | Max_nodes: 62 | Time: 2.0050e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -Index: 63 | Max_nodes: 62 | Time: 2.0080e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -Index: 52 | Max_nodes: 62 | Time: 2.0143e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -Index: 54 | Max_nodes: 62 | Time: 2.0152e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -Index: 76 | Max_nodes: 62 | Time: 2.0176e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -Index: 72 | Max_nodes: 62 | Time: 2.0179e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -Index: 100 | Max_nodes: 62 | Time: 2.0185e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -Index: 36 | Max_nodes: 62 | Time: 2.0200e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -Index: 96 | Max_nodes: 62 | Time: 2.0226e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -Index: 58 | Max_nodes: 62 | Time: 2.0234e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -Index: 32 | Max_nodes: 62 | Time: 2.0237e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -Index: 69 | Max_nodes: 62 | Time: 2.0252e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -Index: 55 | Max_nodes: 62 | Time: 2.0273e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -Index: 37 | Max_nodes: 62 | Time: 2.0274e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -Index: 95 | Max_nodes: 62 | Time: 2.0290e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -Index: 119 | Max_nodes: 62 | Time: 2.0320e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -Index: 80 | Max_nodes: 62 | Time: 2.0347e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -Index: 34 | Max_nodes: 62 | Time: 2.0361e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -Index: 98 | Max_nodes: 62 | Time: 2.0385e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -Index: 117 | Max_nodes: 62 | Time: 2.0397e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -Index: 89 | Max_nodes: 62 | Time: 2.0399e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -Index: 93 | Max_nodes: 62 | Time: 2.0449e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -Index: 73 | Max_nodes: 62 | Time: 2.0453e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -Index: 43 | Max_nodes: 62 | Time: 2.0454e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -Index: 111 | Max_nodes: 62 | Time: 2.0455e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -Index: 113 | Max_nodes: 62 | Time: 2.0457e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -Index: 42 | Max_nodes: 62 | Time: 2.0466e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -Index: 33 | Max_nodes: 62 | Time: 2.0502e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -Index: 39 | Max_nodes: 62 | Time: 2.0503e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -Index: 45 | Max_nodes: 62 | Time: 2.0510e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -Index: 38 | Max_nodes: 62 | Time: 2.0564e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -Index: 104 | Max_nodes: 62 | Time: 2.0571e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -Index: 65 | Max_nodes: 62 | Time: 2.0607e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -Index: 87 | Max_nodes: 62 | Time: 2.0607e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -Index: 82 | Max_nodes: 62 | Time: 2.0609e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -Index: 35 | Max_nodes: 62 | Time: 2.0618e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -Index: 78 | Max_nodes: 62 | Time: 2.0644e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -Index: 41 | Max_nodes: 62 | Time: 2.0669e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -Index: 57 | Max_nodes: 62 | Time: 2.0702e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -Index: 102 | Max_nodes: 62 | Time: 2.0724e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -Index: 83 | Max_nodes: 62 | Time: 2.0736e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -Index: 47 | Max_nodes: 62 | Time: 2.0737e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -Index: 40 | Max_nodes: 62 | Time: 2.0780e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -Index: 81 | Max_nodes: 62 | Time: 2.0782e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -Index: 106 | Max_nodes: 62 | Time: 2.0829e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -Index: 84 | Max_nodes: 62 | Time: 2.0862e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -Index: 61 | Max_nodes: 62 | Time: 2.0865e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -Index: 46 | Max_nodes: 62 | Time: 2.0871e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -Index: 62 | Max_nodes: 62 | Time: 2.0890e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -Index: 105 | Max_nodes: 62 | Time: 2.0902e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -Index: 103 | Max_nodes: 62 | Time: 2.0908e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -Index: 59 | Max_nodes: 62 | Time: 2.0927e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -Index: 107 | Max_nodes: 62 | Time: 2.0935e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -Index: 60 | Max_nodes: 62 | Time: 2.0952e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -Index: 75 | Max_nodes: 62 | Time: 2.0972e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -Index: 101 | Max_nodes: 62 | Time: 2.0990e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -Index: 99 | Max_nodes: 62 | Time: 2.0996e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -Index: 86 | Max_nodes: 62 | Time: 2.1006e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -Index: 53 | Max_nodes: 62 | Time: 2.1026e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -Index: 67 | Max_nodes: 62 | Time: 2.1028e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -Index: 44 | Max_nodes: 62 | Time: 2.1032e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -Index: 88 | Max_nodes: 62 | Time: 2.1037e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -Index: 77 | Max_nodes: 62 | Time: 2.1050e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -Index: 118 | Max_nodes: 62 | Time: 2.1071e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -Index: 94 | Max_nodes: 62 | Time: 2.1090e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -Index: 70 | Max_nodes: 62 | Time: 2.1092e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -Index: 115 | Max_nodes: 62 | Time: 2.1110e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -Index: 68 | Max_nodes: 62 | Time: 2.1128e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -Index: 66 | Max_nodes: 62 | Time: 2.1132e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -Index: 110 | Max_nodes: 62 | Time: 2.1144e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -Index: 108 | Max_nodes: 62 | Time: 2.1165e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -Index: 85 | Max_nodes: 62 | Time: 2.1183e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -Index: 109 | Max_nodes: 62 | Time: 2.1193e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -Index: 79 | Max_nodes: 62 | Time: 2.1207e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -Index: 91 | Max_nodes: 62 | Time: 2.1231e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -Index: 64 | Max_nodes: 62 | Time: 2.1233e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -Index: 90 | Max_nodes: 62 | Time: 2.1261e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -Index: 51 | Max_nodes: 62 | Time: 2.1270e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -Index: 92 | Max_nodes: 62 | Time: 2.1273e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -Index: 114 | Max_nodes: 62 | Time: 2.1315e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -Index: 112 | Max_nodes: 62 | Time: 2.1329e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -Index: 116 | Max_nodes: 62 | Time: 2.1430e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -Index: 97 | Max_nodes: 62 | Time: 2.2403e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| - -........................... -Average time: 2.0539e-04s - -________________________________________________________________________________________________ - -120 permutations have 62 max nodes. -Index: 0 | Active_nodes: 26 | Time: 1.8181e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Index: 1 | Active_nodes: 26 | Time: 1.8371e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -Index: 6 | Active_nodes: 26 | Time: 1.8473e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -Index: 7 | Active_nodes: 26 | Time: 1.8517e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -Index: 2 | Active_nodes: 26 | Time: 1.8714e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -Index: 12 | Active_nodes: 26 | Time: 1.8715e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -Index: 13 | Active_nodes: 26 | Time: 1.8864e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -Index: 8 | Active_nodes: 26 | Time: 1.8959e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -Index: 4 | Active_nodes: 26 | Time: 1.8963e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -Index: 19 | Active_nodes: 26 | Time: 1.8970e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -Index: 18 | Active_nodes: 26 | Time: 1.9000e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -Index: 14 | Active_nodes: 26 | Time: 1.9173e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -Index: 22 | Active_nodes: 26 | Time: 1.9552e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -Index: 15 | Active_nodes: 26 | Time: 1.9655e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -Index: 9 | Active_nodes: 26 | Time: 1.9862e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -Index: 11 | Active_nodes: 26 | Time: 1.9995e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -Index: 21 | Active_nodes: 26 | Time: 2.0004e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -Index: 17 | Active_nodes: 26 | Time: 2.0031e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -Index: 23 | Active_nodes: 26 | Time: 2.0115e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -Index: 71 | Active_nodes: 26 | Time: 2.0376e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -Index: 3 | Active_nodes: 28 | Time: 1.8812e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -Index: 5 | Active_nodes: 28 | Time: 1.8882e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -Index: 10 | Active_nodes: 28 | Time: 1.9144e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -Index: 24 | Active_nodes: 28 | Time: 1.9198e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -Index: 25 | Active_nodes: 28 | Time: 1.9318e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -Index: 26 | Active_nodes: 28 | Time: 1.9337e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -Index: 20 | Active_nodes: 28 | Time: 1.9412e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -Index: 28 | Active_nodes: 28 | Time: 1.9464e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -Index: 50 | Active_nodes: 28 | Time: 1.9657e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -Index: 48 | Active_nodes: 28 | Time: 1.9662e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -Index: 16 | Active_nodes: 28 | Time: 1.9722e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -Index: 30 | Active_nodes: 28 | Time: 1.9770e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -Index: 49 | Active_nodes: 28 | Time: 1.9795e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -Index: 27 | Active_nodes: 28 | Time: 1.9829e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -Index: 29 | Active_nodes: 28 | Time: 1.9855e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -Index: 74 | Active_nodes: 28 | Time: 1.9904e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -Index: 31 | Active_nodes: 28 | Time: 2.0042e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -Index: 56 | Active_nodes: 28 | Time: 2.0050e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -Index: 63 | Active_nodes: 28 | Time: 2.0080e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -Index: 52 | Active_nodes: 28 | Time: 2.0143e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -Index: 54 | Active_nodes: 28 | Time: 2.0152e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -Index: 76 | Active_nodes: 28 | Time: 2.0176e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -Index: 72 | Active_nodes: 28 | Time: 2.0179e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -Index: 100 | Active_nodes: 28 | Time: 2.0185e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -Index: 36 | Active_nodes: 28 | Time: 2.0200e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -Index: 96 | Active_nodes: 28 | Time: 2.0226e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -Index: 58 | Active_nodes: 28 | Time: 2.0234e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -Index: 32 | Active_nodes: 28 | Time: 2.0237e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -Index: 69 | Active_nodes: 28 | Time: 2.0252e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -Index: 55 | Active_nodes: 28 | Time: 2.0273e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -Index: 37 | Active_nodes: 28 | Time: 2.0274e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -Index: 95 | Active_nodes: 28 | Time: 2.0290e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -Index: 119 | Active_nodes: 28 | Time: 2.0320e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -Index: 80 | Active_nodes: 28 | Time: 2.0347e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -Index: 34 | Active_nodes: 28 | Time: 2.0361e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -Index: 98 | Active_nodes: 28 | Time: 2.0385e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -Index: 117 | Active_nodes: 28 | Time: 2.0397e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -Index: 89 | Active_nodes: 28 | Time: 2.0399e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -Index: 93 | Active_nodes: 28 | Time: 2.0449e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -Index: 73 | Active_nodes: 28 | Time: 2.0453e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -Index: 43 | Active_nodes: 28 | Time: 2.0454e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -Index: 111 | Active_nodes: 28 | Time: 2.0455e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -Index: 113 | Active_nodes: 28 | Time: 2.0457e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -Index: 42 | Active_nodes: 28 | Time: 2.0466e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -Index: 33 | Active_nodes: 28 | Time: 2.0502e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -Index: 39 | Active_nodes: 28 | Time: 2.0503e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -Index: 45 | Active_nodes: 28 | Time: 2.0510e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -Index: 38 | Active_nodes: 28 | Time: 2.0564e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -Index: 104 | Active_nodes: 28 | Time: 2.0571e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -Index: 65 | Active_nodes: 28 | Time: 2.0607e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -Index: 87 | Active_nodes: 28 | Time: 2.0607e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -Index: 82 | Active_nodes: 28 | Time: 2.0609e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -Index: 35 | Active_nodes: 28 | Time: 2.0618e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -Index: 78 | Active_nodes: 28 | Time: 2.0644e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -Index: 41 | Active_nodes: 28 | Time: 2.0669e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -Index: 57 | Active_nodes: 28 | Time: 2.0702e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -Index: 102 | Active_nodes: 28 | Time: 2.0724e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -Index: 83 | Active_nodes: 28 | Time: 2.0736e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -Index: 47 | Active_nodes: 28 | Time: 2.0737e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -Index: 40 | Active_nodes: 28 | Time: 2.0780e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -Index: 81 | Active_nodes: 28 | Time: 2.0782e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -Index: 106 | Active_nodes: 28 | Time: 2.0829e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -Index: 84 | Active_nodes: 28 | Time: 2.0862e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -Index: 61 | Active_nodes: 28 | Time: 2.0865e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -Index: 46 | Active_nodes: 28 | Time: 2.0871e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -Index: 62 | Active_nodes: 28 | Time: 2.0890e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -Index: 105 | Active_nodes: 28 | Time: 2.0902e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -Index: 103 | Active_nodes: 28 | Time: 2.0908e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -Index: 59 | Active_nodes: 28 | Time: 2.0927e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -Index: 107 | Active_nodes: 28 | Time: 2.0935e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -Index: 60 | Active_nodes: 28 | Time: 2.0952e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -Index: 75 | Active_nodes: 28 | Time: 2.0972e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -Index: 101 | Active_nodes: 28 | Time: 2.0990e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -Index: 99 | Active_nodes: 28 | Time: 2.0996e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -Index: 86 | Active_nodes: 28 | Time: 2.1006e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -Index: 53 | Active_nodes: 28 | Time: 2.1026e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -Index: 67 | Active_nodes: 28 | Time: 2.1028e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -Index: 44 | Active_nodes: 28 | Time: 2.1032e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -Index: 88 | Active_nodes: 28 | Time: 2.1037e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -Index: 77 | Active_nodes: 28 | Time: 2.1050e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -Index: 118 | Active_nodes: 28 | Time: 2.1071e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -Index: 94 | Active_nodes: 28 | Time: 2.1090e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -Index: 70 | Active_nodes: 28 | Time: 2.1092e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -Index: 115 | Active_nodes: 28 | Time: 2.1110e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -Index: 68 | Active_nodes: 28 | Time: 2.1128e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -Index: 66 | Active_nodes: 28 | Time: 2.1132e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -Index: 110 | Active_nodes: 28 | Time: 2.1144e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -Index: 108 | Active_nodes: 28 | Time: 2.1165e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -Index: 85 | Active_nodes: 28 | Time: 2.1183e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -Index: 109 | Active_nodes: 28 | Time: 2.1193e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -Index: 79 | Active_nodes: 28 | Time: 2.1207e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -Index: 91 | Active_nodes: 28 | Time: 2.1231e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -Index: 64 | Active_nodes: 28 | Time: 2.1233e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -Index: 90 | Active_nodes: 28 | Time: 2.1261e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -Index: 51 | Active_nodes: 28 | Time: 2.1270e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -Index: 92 | Active_nodes: 28 | Time: 2.1273e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -Index: 114 | Active_nodes: 28 | Time: 2.1315e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -Index: 112 | Active_nodes: 28 | Time: 2.1329e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -Index: 116 | Active_nodes: 28 | Time: 2.1430e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -Index: 97 | Active_nodes: 28 | Time: 2.2403e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| - -........................... -Average time: 2.0320e-04s - -________________________________________________________________________________________________ - -execution time of: 1.8181e-04s: Index: 0 | Max_nodes: 62 | Active_nodes: 26 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| - -execution time of: 1.8371e-04s: Index: 1 | Max_nodes: 62 | Active_nodes: 26 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| - -execution time of: 1.8473e-04s: Index: 6 | Max_nodes: 62 | Active_nodes: 26 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| - -execution time of: 1.8517e-04s: Index: 7 | Max_nodes: 62 | Active_nodes: 26 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| - -execution time of: 1.8714e-04s: Index: 2 | Max_nodes: 62 | Active_nodes: 26 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| - -execution time of: 1.8715e-04s: Index: 12 | Max_nodes: 62 | Active_nodes: 26 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| - -execution time of: 1.8812e-04s: Index: 3 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| - -execution time of: 1.8864e-04s: Index: 13 | Max_nodes: 62 | Active_nodes: 26 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| - -execution time of: 1.8882e-04s: Index: 5 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| - -execution time of: 1.8959e-04s: Index: 8 | Max_nodes: 62 | Active_nodes: 26 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| - -execution time of: 1.8963e-04s: Index: 4 | Max_nodes: 62 | Active_nodes: 26 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| - -execution time of: 1.8970e-04s: Index: 19 | Max_nodes: 62 | Active_nodes: 26 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| - -execution time of: 1.9000e-04s: Index: 18 | Max_nodes: 62 | Active_nodes: 26 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| - -execution time of: 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26 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| - -execution time of: 1.9657e-04s: Index: 50 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| - -execution time of: 1.9662e-04s: Index: 48 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| - -execution time of: 1.9722e-04s: Index: 16 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| - -execution time of: 1.9770e-04s: Index: 30 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| - -execution time of: 1.9795e-04s: Index: 49 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| - -execution time of: 1.9829e-04s: Index: 27 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| - -execution time of: 1.9855e-04s: Index: 29 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| - -execution time of: 1.9862e-04s: Index: 9 | Max_nodes: 62 | Active_nodes: 26 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| - -execution 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Active_nodes: 28 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| - -execution time of: 2.0152e-04s: Index: 54 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| - -execution time of: 2.0176e-04s: Index: 76 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| - -execution time of: 2.0179e-04s: Index: 72 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| - -execution time of: 2.0185e-04s: Index: 100 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| - -execution time of: 2.0200e-04s: Index: 36 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| - -execution time of: 2.0226e-04s: Index: 96 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| - -execution time of: 2.0234e-04s: Index: 58 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| - -execution time of: 2.0237e-04s: Index: 32 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| - -execution time of: 2.0252e-04s: Index: 69 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| - -execution time of: 2.0273e-04s: Index: 55 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| - -execution time of: 2.0274e-04s: Index: 37 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| - -execution time of: 2.0290e-04s: Index: 95 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| - -execution time of: 2.0320e-04s: Index: 119 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| - -execution time of: 2.0347e-04s: Index: 80 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| - -execution time of: 2.0361e-04s: Index: 34 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| - -execution time of: 2.0376e-04s: Index: 71 | Max_nodes: 62 | Active_nodes: 26 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| - -execution time of: 2.0385e-04s: Index: 98 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| - -execution time of: 2.0397e-04s: Index: 117 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| - -execution time of: 2.0399e-04s: Index: 89 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| - -execution time of: 2.0449e-04s: Index: 93 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| - -execution time of: 2.0453e-04s: Index: 73 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| - -execution time of: 2.0454e-04s: Index: 43 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| - -execution time of: 2.0455e-04s: Index: 111 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| - -execution time of: 2.0457e-04s: Index: 113 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| - -execution time of: 2.0466e-04s: Index: 42 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| - -execution time of: 2.0502e-04s: Index: 33 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| - -execution time of: 2.0503e-04s: Index: 39 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| - -execution time of: 2.0510e-04s: Index: 45 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| - -execution time of: 2.0564e-04s: Index: 38 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| - -execution time of: 2.0571e-04s: Index: 104 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| - -execution time of: 2.0607e-04s: Index: 65 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| - -execution time of: 2.0607e-04s: Index: 87 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| - -execution time of: 2.0609e-04s: Index: 82 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| - -execution time of: 2.0618e-04s: Index: 35 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| - -execution time of: 2.0644e-04s: Index: 78 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| - -execution time of: 2.0669e-04s: Index: 41 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| - -execution time of: 2.0702e-04s: Index: 57 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| - -execution time of: 2.0724e-04s: Index: 102 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| - -execution time of: 2.0736e-04s: Index: 83 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| - -execution time of: 2.0737e-04s: Index: 47 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| - -execution time of: 2.0780e-04s: Index: 40 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| - -execution time of: 2.0782e-04s: Index: 81 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| - -execution time of: 2.0829e-04s: Index: 106 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| - -execution time of: 2.0862e-04s: Index: 84 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| - -execution time of: 2.0865e-04s: Index: 61 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| - -execution time of: 2.0871e-04s: Index: 46 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| - -execution time of: 2.0890e-04s: Index: 62 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| - -execution time of: 2.0902e-04s: Index: 105 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| - -execution time of: 2.0908e-04s: Index: 103 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| - -execution time of: 2.0927e-04s: Index: 59 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| - -execution time of: 2.0935e-04s: Index: 107 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| - -execution time of: 2.0952e-04s: Index: 60 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| - -execution time of: 2.0972e-04s: Index: 75 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| - -execution time of: 2.0990e-04s: Index: 101 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| - -execution time of: 2.0996e-04s: Index: 99 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| - -execution time of: 2.1006e-04s: Index: 86 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| - -execution time of: 2.1026e-04s: Index: 53 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| - -execution time of: 2.1028e-04s: Index: 67 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| - -execution time of: 2.1032e-04s: Index: 44 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| - -execution time of: 2.1037e-04s: Index: 88 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| - -execution time of: 2.1050e-04s: Index: 77 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| - -execution time of: 2.1071e-04s: Index: 118 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| - -execution time of: 2.1090e-04s: Index: 94 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| - -execution time of: 2.1092e-04s: Index: 70 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| - -execution time of: 2.1110e-04s: Index: 115 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| - -execution time of: 2.1128e-04s: Index: 68 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| - -execution time of: 2.1132e-04s: Index: 66 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| - -execution time of: 2.1144e-04s: Index: 110 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| - -execution time of: 2.1165e-04s: Index: 108 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| - -execution time of: 2.1183e-04s: Index: 85 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| - -execution time of: 2.1193e-04s: Index: 109 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| - -execution time of: 2.1207e-04s: Index: 79 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| - -execution time of: 2.1231e-04s: Index: 91 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| - -execution time of: 2.1233e-04s: Index: 64 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| - -execution time of: 2.1261e-04s: Index: 90 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| - -execution time of: 2.1270e-04s: Index: 51 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| - -execution time of: 2.1273e-04s: Index: 92 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| - -execution time of: 2.1315e-04s: Index: 114 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| - -execution time of: 2.1329e-04s: Index: 112 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| - -execution time of: 2.1430e-04s: Index: 116 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| - -execution time of: 2.2403e-04s: Index: 97 | Max_nodes: 62 | Active_nodes: 28 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| - -________________________________________________________________________________________________ - -Start Simulation of qaoa_indep_qiskit_6__________________________________________________ - -.i:...0...1...2...3...4...5 -.1:...h...|...|...|...|...| -.2:...|...h...|...|...|...| -.3:...|...|...h...|...|...| -.4:.rzz...|.rzz...|...|...| p: (-4.9938e+00) -.5:...|...|...|...h...|...| -.6:.rzz...|...|.rzz...|...| p: (-4.9938e+00) -.7:..rx...|...|...|...|...| p: (-2.4968e+00) -.8:...|...|...|...|...h...| -.9:...|.rzz...|...|.rzz...| p: (-4.9938e+00) -10:...|...|.rzz...|.rzz...| p: (-4.9938e+00) -11:...|...|..rx...|...|...| p: (-2.4968e+00) -12:.rzz...|.rzz...|...|...| p: (-6.4470e-01) -13:...|...|...|...|..rx...| p: (-2.4968e+00) -14:...|...|...|...|...|...h -15:...|.rzz...|...|...|.rzz p: (-4.9938e+00) -16:...|..rx...|...|...|...| p: (-2.4968e+00) -17:...|.rzz...|...|.rzz...| p: (-6.4470e-01) -18:...|...|.rzz...|.rzz...| p: (-6.4470e-01) -19:...|...|..rx...|...|...| p: (8.1352e+00) -20:...|...|...|.rzz...|.rzz p: (-4.9938e+00) -21:...|...|...|..rx...|...| p: (-2.4968e+00) -22:.rzz...|...|.rzz...|...| p: (-6.4470e-01) -23:..rx...|...|...|...|...| p: (8.1352e+00) -24:...|...|...|...|..rx...| p: (8.1352e+00) -25:...|...|...|...|...|..rx p: (-2.4968e+00) -26:...|.rzz...|...|...|.rzz p: (-6.4470e-01) -27:...|..rx...|...|...|...| p: (8.1352e+00) -28:...|...|...|.rzz...|.rzz p: (-6.4470e-01) -29:...|...|...|..rx...|...| p: (8.1352e+00) -30:...|...|...|...|...|..rx p: (8.1352e+00) -31:======================== -32:...0...|...|...|...|...| -33:...|...1...|...|...|...| -34:...|...|...2...|...|...| -35:...|...|...|...3...|...| -36:...|...|...|...|...4...| -37:...|...|...|...|...|...5 -.o:...0...1...2...3...4...5 -Total Permutations: 720 -Min time: 3.0767e-04s................. Permutation 192: 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Max time: 3.8149e-04s................. Permutation 715: 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Min active nodes: 45 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Min max nodes: 126 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Max active nodes: 51 nodes.................... Permutation 24 : 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Max max nodes: 126 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -________________________________________________________________________________________________ - -144 permutations have 45 active nodes. -Index: 339 | Max_nodes: 126 | Time: 3.3159e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 315 | Max_nodes: 126 | Time: 3.3370e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 459 | Max_nodes: 126 | Time: 3.3444e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 435 | Max_nodes: 126 | Time: 3.3522e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 291 | Max_nodes: 126 | Time: 3.3628e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 317 | Max_nodes: 126 | Time: 3.3781e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 293 | Max_nodes: 126 | Time: 3.3789e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 555 | Max_nodes: 126 | Time: 3.3841e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 341 | Max_nodes: 126 | Time: 3.3902e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 579 | Max_nodes: 126 | Time: 3.3907e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 675 | Max_nodes: 126 | Time: 3.3935e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 699 | Max_nodes: 126 | Time: 3.3950e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 2 | Max_nodes: 126 | Time: 3.4003e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 4 | Max_nodes: 126 | Time: 3.4112e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 0 | Max_nodes: 126 | Time: 3.4178e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 1 | Max_nodes: 126 | Time: 3.4179e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 6 | Max_nodes: 126 | Time: 3.4198e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 10 | Max_nodes: 126 | Time: 3.4213e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 653 | Max_nodes: 126 | Time: 3.4265e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 461 | Max_nodes: 126 | Time: 3.4276e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 8 | Max_nodes: 126 | Time: 3.4278e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 533 | Max_nodes: 126 | Time: 3.4286e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 345 | Max_nodes: 126 | Time: 3.4295e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 677 | Max_nodes: 126 | Time: 3.4314e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 581 | Max_nodes: 126 | Time: 3.4325e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 437 | Max_nodes: 126 | Time: 3.4341e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 465 | Max_nodes: 126 | Time: 3.4361e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 441 | Max_nodes: 126 | Time: 3.4365e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 321 | Max_nodes: 126 | Time: 3.4369e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 651 | Max_nodes: 126 | Time: 3.4383e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 413 | Max_nodes: 126 | Time: 3.4397e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 12 | Max_nodes: 126 | Time: 3.4443e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 531 | Max_nodes: 126 | Time: 3.4452e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 557 | Max_nodes: 126 | Time: 3.4474e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 14 | Max_nodes: 126 | Time: 3.4490e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 701 | Max_nodes: 126 | Time: 3.4491e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 411 | Max_nodes: 126 | Time: 3.4525e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 7 | Max_nodes: 126 | Time: 3.4549e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 3 | Max_nodes: 126 | Time: 3.4567e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 13 | Max_nodes: 126 | Time: 3.4581e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 5 | Max_nodes: 126 | Time: 3.4601e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 347 | Max_nodes: 126 | Time: 3.4604e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 297 | Max_nodes: 126 | Time: 3.4631e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 19 | Max_nodes: 126 | Time: 3.4670e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 18 | Max_nodes: 126 | Time: 3.4676e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 20 | Max_nodes: 126 | Time: 3.4747e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 323 | Max_nodes: 126 | Time: 3.4755e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 299 | Max_nodes: 126 | Time: 3.4781e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 585 | Max_nodes: 126 | Time: 3.4841e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 561 | Max_nodes: 126 | Time: 3.4883e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 705 | Max_nodes: 126 | Time: 3.5051e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 122 | Max_nodes: 126 | Time: 3.5130e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 15 | Max_nodes: 126 | Time: 3.5131e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 681 | Max_nodes: 126 | Time: 3.5159e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 16 | Max_nodes: 126 | Time: 3.5186e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 467 | Max_nodes: 126 | Time: 3.5190e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 419 | Max_nodes: 126 | Time: 3.5235e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 587 | Max_nodes: 126 | Time: 3.5258e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 22 | Max_nodes: 126 | Time: 3.5266e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 443 | Max_nodes: 126 | Time: 3.5273e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 128 | Max_nodes: 126 | Time: 3.5296e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 537 | Max_nodes: 126 | Time: 3.5308e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 659 | Max_nodes: 126 | Time: 3.5340e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 417 | Max_nodes: 126 | Time: 3.5361e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 9 | Max_nodes: 126 | Time: 3.5361e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 121 | Max_nodes: 126 | Time: 3.5384e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 130 | Max_nodes: 126 | Time: 3.5394e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 657 | Max_nodes: 126 | Time: 3.5403e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 683 | Max_nodes: 126 | Time: 3.5412e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 124 | Max_nodes: 126 | Time: 3.5415e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 21 | Max_nodes: 126 | Time: 3.5427e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 11 | Max_nodes: 126 | Time: 3.5437e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 126 | Max_nodes: 126 | Time: 3.5443e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 120 | Max_nodes: 126 | Time: 3.5461e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 23 | Max_nodes: 126 | Time: 3.5462e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 134 | Max_nodes: 126 | Time: 3.5527e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 539 | Max_nodes: 126 | Time: 3.5535e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 140 | Max_nodes: 126 | Time: 3.5553e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 127 | Max_nodes: 126 | Time: 3.5573e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 563 | Max_nodes: 126 | Time: 3.5608e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 326 | Max_nodes: 126 | Time: 3.5647e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 446 | Max_nodes: 126 | Time: 3.5655e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 302 | Max_nodes: 126 | Time: 3.5697e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 707 | Max_nodes: 126 | Time: 3.5701e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 17 | Max_nodes: 126 | Time: 3.5709e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 123 | Max_nodes: 126 | Time: 3.5718e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 470 | Max_nodes: 126 | Time: 3.5721e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 350 | Max_nodes: 126 | Time: 3.5757e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 132 | Max_nodes: 126 | Time: 3.5760e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 138 | Max_nodes: 126 | Time: 3.5836e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 308 | Max_nodes: 126 | Time: 3.5848e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 566 | Max_nodes: 126 | Time: 3.5865e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 133 | Max_nodes: 126 | Time: 3.5872e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 142 | Max_nodes: 126 | Time: 3.5884e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 324 | Max_nodes: 126 | Time: 3.5897e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 139 | Max_nodes: 126 | Time: 3.5945e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 136 | Max_nodes: 126 | Time: 3.6027e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 444 | Max_nodes: 126 | Time: 3.6038e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 348 | Max_nodes: 126 | Time: 3.6182e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 686 | Max_nodes: 126 | Time: 3.6208e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 542 | Max_nodes: 126 | Time: 3.6285e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 710 | Max_nodes: 126 | Time: 3.6328e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 135 | Max_nodes: 126 | Time: 3.6332e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 468 | Max_nodes: 126 | Time: 3.6338e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 306 | Max_nodes: 126 | Time: 3.6375e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 300 | Max_nodes: 126 | Time: 3.6379e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 356 | Max_nodes: 126 | Time: 3.6399e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 428 | Max_nodes: 126 | Time: 3.6430e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 332 | Max_nodes: 126 | Time: 3.6458e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 590 | Max_nodes: 126 | Time: 3.6465e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 668 | Max_nodes: 126 | Time: 3.6482e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 684 | Max_nodes: 126 | Time: 3.6499e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 422 | Max_nodes: 126 | Time: 3.6524e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 662 | Max_nodes: 126 | Time: 3.6559e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 564 | Max_nodes: 126 | Time: 3.6567e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 708 | Max_nodes: 126 | Time: 3.6615e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 548 | Max_nodes: 126 | Time: 3.6653e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 137 | Max_nodes: 126 | Time: 3.6672e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 660 | Max_nodes: 126 | Time: 3.6684e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 143 | Max_nodes: 126 | Time: 3.6707e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 354 | Max_nodes: 126 | Time: 3.6719e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 131 | Max_nodes: 126 | Time: 3.6722e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 330 | Max_nodes: 126 | Time: 3.6753e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 125 | Max_nodes: 126 | Time: 3.6788e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 129 | Max_nodes: 126 | Time: 3.6798e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 588 | Max_nodes: 126 | Time: 3.6802e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 540 | Max_nodes: 126 | Time: 3.6817e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 420 | Max_nodes: 126 | Time: 3.6827e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 426 | Max_nodes: 126 | Time: 3.6898e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 141 | Max_nodes: 126 | Time: 3.6936e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 572 | Max_nodes: 126 | Time: 3.7076e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 666 | Max_nodes: 126 | Time: 3.7093e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 476 | Max_nodes: 126 | Time: 3.7124e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 452 | Max_nodes: 126 | Time: 3.7140e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 596 | Max_nodes: 126 | Time: 3.7158e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 546 | Max_nodes: 126 | Time: 3.7173e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 716 | Max_nodes: 126 | Time: 3.7234e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 692 | Max_nodes: 126 | Time: 3.7367e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 690 | Max_nodes: 126 | Time: 3.7534e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 714 | Max_nodes: 126 | Time: 3.7734e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 474 | Max_nodes: 126 | Time: 3.7769e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 594 | Max_nodes: 126 | Time: 3.7787e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 570 | Max_nodes: 126 | Time: 3.7841e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 450 | Max_nodes: 126 | Time: 3.7848e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| - -........................... -Average time: 3.5502e-04s - -576 permutations have 51 active nodes. -Index: 192 | Max_nodes: 126 | Time: 3.0767e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 194 | Max_nodes: 126 | Time: 3.0885e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 216 | Max_nodes: 126 | Time: 3.0980e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 170 | Max_nodes: 126 | Time: 3.1054e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 169 | Max_nodes: 126 | Time: 3.1174e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 172 | Max_nodes: 126 | Time: 3.1190e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 168 | Max_nodes: 126 | Time: 3.1223e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 193 | Max_nodes: 126 | Time: 3.1461e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 217 | Max_nodes: 126 | Time: 3.1481e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 218 | Max_nodes: 126 | Time: 3.1497e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 146 | Max_nodes: 126 | Time: 3.1612e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 220 | Max_nodes: 126 | Time: 3.1619e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 314 | Max_nodes: 126 | Time: 3.1637e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 196 | Max_nodes: 126 | Time: 3.1693e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 148 | Max_nodes: 126 | Time: 3.1713e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 312 | Max_nodes: 126 | Time: 3.1741e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 145 | Max_nodes: 126 | Time: 3.1780e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 144 | Max_nodes: 126 | Time: 3.1805e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 290 | Max_nodes: 126 | Time: 3.1820e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 338 | Max_nodes: 126 | Time: 3.1842e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 410 | Max_nodes: 126 | Time: 3.1929e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 292 | Max_nodes: 126 | Time: 3.1932e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 147 | Max_nodes: 126 | Time: 3.2073e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 72 | Max_nodes: 126 | Time: 3.2096e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 336 | Max_nodes: 126 | Time: 3.2132e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 434 | Max_nodes: 126 | Time: 3.2163e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 74 | Max_nodes: 126 | Time: 3.2175e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 458 | Max_nodes: 126 | Time: 3.2181e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 288 | Max_nodes: 126 | Time: 3.2213e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 50 | Max_nodes: 126 | Time: 3.2240e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 149 | Max_nodes: 126 | Time: 3.2249e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 337 | Max_nodes: 126 | Time: 3.2251e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 530 | Max_nodes: 126 | Time: 3.2257e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 313 | Max_nodes: 126 | Time: 3.2276e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 98 | Max_nodes: 126 | Time: 3.2298e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 340 | Max_nodes: 126 | Time: 3.2299e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 96 | Max_nodes: 126 | Time: 3.2304e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 412 | Max_nodes: 126 | Time: 3.2306e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 195 | Max_nodes: 126 | Time: 3.2308e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 48 | Max_nodes: 126 | Time: 3.2348e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 52 | Max_nodes: 126 | Time: 3.2400e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 316 | Max_nodes: 126 | Time: 3.2418e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 219 | Max_nodes: 126 | Time: 3.2428e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 49 | Max_nodes: 126 | Time: 3.2483e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 97 | Max_nodes: 126 | Time: 3.2503e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 554 | Max_nodes: 126 | Time: 3.2522e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 289 | Max_nodes: 126 | Time: 3.2529e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 456 | Max_nodes: 126 | Time: 3.2555e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 197 | Max_nodes: 126 | Time: 3.2563e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 102 | Max_nodes: 126 | Time: 3.2563e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 221 | Max_nodes: 126 | Time: 3.2566e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 650 | Max_nodes: 126 | Time: 3.2571e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 54 | Max_nodes: 126 | Time: 3.2609e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 173 | Max_nodes: 126 | Time: 3.2622e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 432 | Max_nodes: 126 | Time: 3.2719e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 674 | Max_nodes: 126 | Time: 3.2729e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 652 | Max_nodes: 126 | Time: 3.2762e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 78 | Max_nodes: 126 | Time: 3.2772e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 552 | Max_nodes: 126 | Time: 3.2773e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 532 | Max_nodes: 126 | Time: 3.2838e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 578 | Max_nodes: 126 | Time: 3.2844e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 171 | Max_nodes: 126 | Time: 3.2850e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 55 | Max_nodes: 126 | Time: 3.2881e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 698 | Max_nodes: 126 | Time: 3.2888e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 386 | Max_nodes: 126 | Time: 3.2928e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 26 | Max_nodes: 126 | Time: 3.2947e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 100 | Max_nodes: 126 | Time: 3.2952e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 24 | Max_nodes: 126 | Time: 3.2953e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 103 | Max_nodes: 126 | Time: 3.2960e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 76 | Max_nodes: 126 | Time: 3.2960e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 73 | Max_nodes: 126 | Time: 3.3002e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 264 | Max_nodes: 126 | Time: 3.3052e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 84 | Max_nodes: 126 | Time: 3.3075e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 266 | Max_nodes: 126 | Time: 3.3106e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 433 | Max_nodes: 126 | Time: 3.3150e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 79 | Max_nodes: 126 | Time: 3.3151e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 28 | Max_nodes: 126 | Time: 3.3158e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 388 | Max_nodes: 126 | Time: 3.3165e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 672 | Max_nodes: 126 | Time: 3.3170e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 27 | Max_nodes: 126 | Time: 3.3188e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 457 | Max_nodes: 126 | Time: 3.3214e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 80 | Max_nodes: 126 | Time: 3.3216e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 506 | Max_nodes: 126 | Time: 3.3217e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 408 | Max_nodes: 126 | Time: 3.3224e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 265 | Max_nodes: 126 | Time: 3.3248e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 25 | Max_nodes: 126 | Time: 3.3252e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 108 | Max_nodes: 126 | Time: 3.3291e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 75 | Max_nodes: 126 | Time: 3.3300e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 409 | Max_nodes: 126 | Time: 3.3303e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 576 | Max_nodes: 126 | Time: 3.3305e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 60 | Max_nodes: 126 | Time: 3.3307e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 30 | Max_nodes: 126 | Time: 3.3322e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 626 | Max_nodes: 126 | Time: 3.3322e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 56 | Max_nodes: 126 | Time: 3.3327e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 696 | Max_nodes: 126 | Time: 3.3332e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 29 | Max_nodes: 126 | Time: 3.3335e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 528 | Max_nodes: 126 | Time: 3.3355e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 99 | Max_nodes: 126 | Time: 3.3355e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 104 | Max_nodes: 126 | Time: 3.3363e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 58 | Max_nodes: 126 | Time: 3.3407e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 628 | Max_nodes: 126 | Time: 3.3429e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 31 | Max_nodes: 126 | Time: 3.3479e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 109 | Max_nodes: 126 | Time: 3.3488e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 85 | Max_nodes: 126 | Time: 3.3494e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 36 | Max_nodes: 126 | Time: 3.3508e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 648 | Max_nodes: 126 | Time: 3.3510e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 268 | Max_nodes: 126 | Time: 3.3541e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 556 | Max_nodes: 126 | Time: 3.3594e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 673 | Max_nodes: 126 | Time: 3.3600e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 676 | Max_nodes: 126 | Time: 3.3611e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 508 | Max_nodes: 126 | Time: 3.3632e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 649 | Max_nodes: 126 | Time: 3.3637e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 66 | Max_nodes: 126 | Time: 3.3641e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 553 | Max_nodes: 126 | Time: 3.3642e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 86 | Max_nodes: 126 | Time: 3.3663e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 529 | Max_nodes: 126 | Time: 3.3663e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 267 | Max_nodes: 126 | Time: 3.3672e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 460 | Max_nodes: 126 | Time: 3.3701e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 436 | Max_nodes: 126 | Time: 3.3722e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 77 | Max_nodes: 126 | Time: 3.3740e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 32 | Max_nodes: 126 | Time: 3.3742e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 51 | Max_nodes: 126 | Time: 3.3744e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 577 | Max_nodes: 126 | Time: 3.3750e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 344 | Max_nodes: 126 | Time: 3.3754e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 384 | Max_nodes: 126 | Time: 3.3759e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 67 | Max_nodes: 126 | Time: 3.3775e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 37 | Max_nodes: 126 | Time: 3.3781e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 298 | Max_nodes: 126 | Time: 3.3783e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 296 | Max_nodes: 126 | Time: 3.3783e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 101 | Max_nodes: 126 | Time: 3.3783e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 385 | Max_nodes: 126 | Time: 3.3790e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 43 | Max_nodes: 126 | Time: 3.3791e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 90 | Max_nodes: 126 | Time: 3.3809e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 198 | Max_nodes: 126 | Time: 3.3811e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 700 | Max_nodes: 126 | Time: 3.3817e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 110 | Max_nodes: 126 | Time: 3.3830e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 61 | Max_nodes: 126 | Time: 3.3834e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 34 | Max_nodes: 126 | Time: 3.3837e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 320 | Max_nodes: 126 | Time: 3.3839e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 504 | Max_nodes: 126 | Time: 3.3841e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 697 | Max_nodes: 126 | Time: 3.3845e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 91 | Max_nodes: 126 | Time: 3.3864e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 82 | Max_nodes: 126 | Time: 3.3868e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 114 | Max_nodes: 126 | Time: 3.3918e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 580 | Max_nodes: 126 | Time: 3.3926e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 42 | Max_nodes: 126 | Time: 3.3955e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 38 | Max_nodes: 126 | Time: 3.3974e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 269 | Max_nodes: 126 | Time: 3.3976e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 176 | Max_nodes: 126 | Time: 3.3989e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 624 | Max_nodes: 126 | Time: 3.4035e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 416 | Max_nodes: 126 | Time: 3.4039e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 200 | Max_nodes: 126 | Time: 3.4043e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 53 | Max_nodes: 126 | Time: 3.4046e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 106 | Max_nodes: 126 | Time: 3.4055e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 62 | Max_nodes: 126 | Time: 3.4102e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 224 | Max_nodes: 126 | Time: 3.4111e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 222 | Max_nodes: 126 | Time: 3.4114e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 68 | Max_nodes: 126 | Time: 3.4126e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 392 | Max_nodes: 126 | Time: 3.4156e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 115 | Max_nodes: 126 | Time: 3.4207e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 418 | Max_nodes: 126 | Time: 3.4248e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 92 | Max_nodes: 126 | Time: 3.4312e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 464 | Max_nodes: 126 | Time: 3.4321e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 199 | Max_nodes: 126 | Time: 3.4330e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 44 | Max_nodes: 126 | Time: 3.4345e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 387 | Max_nodes: 126 | Time: 3.4354e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 175 | Max_nodes: 126 | Time: 3.4357e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 536 | Max_nodes: 126 | Time: 3.4370e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 223 | Max_nodes: 126 | Time: 3.4395e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 656 | Max_nodes: 126 | Time: 3.4412e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 178 | Max_nodes: 126 | Time: 3.4417e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 272 | Max_nodes: 126 | Time: 3.4429e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 351 | Max_nodes: 126 | Time: 3.4480e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 40 | Max_nodes: 126 | Time: 3.4485e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 394 | Max_nodes: 126 | Time: 3.4487e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 512 | Max_nodes: 126 | Time: 3.4490e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 116 | Max_nodes: 126 | Time: 3.4494e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 152 | Max_nodes: 126 | Time: 3.4507e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 368 | Max_nodes: 126 | Time: 3.4516e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 440 | Max_nodes: 126 | Time: 3.4532e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 46 | Max_nodes: 126 | Time: 3.4534e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 206 | Max_nodes: 126 | Time: 3.4541e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 509 | Max_nodes: 126 | Time: 3.4583e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 346 | Max_nodes: 126 | Time: 3.4605e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 204 | Max_nodes: 126 | Time: 3.4639e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 174 | Max_nodes: 126 | Time: 3.4659e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 389 | Max_nodes: 126 | Time: 3.4664e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 680 | Max_nodes: 126 | Time: 3.4676e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 538 | Max_nodes: 126 | Time: 3.4684e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 658 | Max_nodes: 126 | Time: 3.4688e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 228 | Max_nodes: 126 | Time: 3.4688e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 230 | Max_nodes: 126 | Time: 3.4690e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 322 | Max_nodes: 126 | Time: 3.4690e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 327 | Max_nodes: 126 | Time: 3.4721e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 629 | Max_nodes: 126 | Time: 3.4740e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 627 | Max_nodes: 126 | Time: 3.4743e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 505 | Max_nodes: 126 | Time: 3.4762e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 560 | Max_nodes: 126 | Time: 3.4762e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 507 | Max_nodes: 126 | Time: 3.4780e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 182 | Max_nodes: 126 | Time: 3.4784e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 186 | Max_nodes: 126 | Time: 3.4785e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 231 | Max_nodes: 126 | Time: 3.4791e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 294 | Max_nodes: 126 | Time: 3.4796e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 632 | Max_nodes: 126 | Time: 3.4797e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 202 | Max_nodes: 126 | Time: 3.4803e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 278 | Max_nodes: 126 | Time: 3.4804e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 180 | Max_nodes: 126 | Time: 3.4813e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 248 | Max_nodes: 126 | Time: 3.4817e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 342 | Max_nodes: 126 | Time: 3.4826e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 274 | Max_nodes: 126 | Time: 3.4848e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 158 | Max_nodes: 126 | Time: 3.4857e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 514 | Max_nodes: 126 | Time: 3.4869e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 584 | Max_nodes: 126 | Time: 3.4878e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 370 | Max_nodes: 126 | Time: 3.4886e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 150 | Max_nodes: 126 | Time: 3.4887e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 207 | Max_nodes: 126 | Time: 3.4893e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 488 | Max_nodes: 126 | Time: 3.4897e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 634 | Max_nodes: 126 | Time: 3.4913e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 295 | Max_nodes: 126 | Time: 3.4943e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 625 | Max_nodes: 126 | Time: 3.4960e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 205 | Max_nodes: 126 | Time: 3.4976e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 303 | Max_nodes: 126 | Time: 3.4977e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 151 | Max_nodes: 126 | Time: 3.4991e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 162 | Max_nodes: 126 | Time: 3.4999e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 447 | Max_nodes: 126 | Time: 3.4999e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 518 | Max_nodes: 126 | Time: 3.4999e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 318 | Max_nodes: 126 | Time: 3.5000e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 156 | Max_nodes: 126 | Time: 3.5008e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 641 | Max_nodes: 126 | Time: 3.5009e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 164 | Max_nodes: 126 | Time: 3.5012e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 343 | Max_nodes: 126 | Time: 3.5016e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 229 | Max_nodes: 126 | Time: 3.5020e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 398 | Max_nodes: 126 | Time: 3.5023e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 187 | Max_nodes: 126 | Time: 3.5029e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 357 | Max_nodes: 126 | Time: 3.5049e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 254 | Max_nodes: 126 | Time: 3.5060e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 399 | Max_nodes: 126 | Time: 3.5062e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 225 | Max_nodes: 126 | Time: 3.5074e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 111 | Max_nodes: 126 | Time: 3.5083e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 527 | Max_nodes: 126 | Time: 3.5087e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 319 | Max_nodes: 126 | Time: 3.5105e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 157 | Max_nodes: 126 | Time: 3.5113e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 405 | Max_nodes: 126 | Time: 3.5120e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 250 | Max_nodes: 126 | Time: 3.5128e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 154 | Max_nodes: 126 | Time: 3.5148e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 188 | Max_nodes: 126 | Time: 3.5168e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 438 | Max_nodes: 126 | Time: 3.5170e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 286 | Max_nodes: 126 | Time: 3.5174e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 183 | Max_nodes: 126 | Time: 3.5177e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 521 | Max_nodes: 126 | Time: 3.5184e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 608 | Max_nodes: 126 | Time: 3.5187e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 309 | Max_nodes: 126 | Time: 3.5188e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 87 | Max_nodes: 126 | Time: 3.5194e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 201 | Max_nodes: 126 | Time: 3.5201e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 105 | Max_nodes: 126 | Time: 3.5212e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 284 | Max_nodes: 126 | Time: 3.5214e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 166 | Max_nodes: 126 | Time: 3.5214e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 647 | Max_nodes: 126 | Time: 3.5227e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 189 | Max_nodes: 126 | Time: 3.5234e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 362 | Max_nodes: 126 | Time: 3.5254e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 260 | Max_nodes: 126 | Time: 3.5254e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 163 | Max_nodes: 126 | Time: 3.5290e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 237 | Max_nodes: 126 | Time: 3.5294e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 407 | Max_nodes: 126 | Time: 3.5296e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 704 | Max_nodes: 126 | Time: 3.5298e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 519 | Max_nodes: 126 | Time: 3.5299e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 471 | Max_nodes: 126 | Time: 3.5310e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 210 | Max_nodes: 126 | Time: 3.5313e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 638 | Max_nodes: 126 | Time: 3.5319e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 401 | Max_nodes: 126 | Time: 3.5323e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 234 | Max_nodes: 126 | Time: 3.5324e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 226 | Max_nodes: 126 | Time: 3.5329e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 610 | Max_nodes: 126 | Time: 3.5338e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 81 | Max_nodes: 126 | Time: 3.5341e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 63 | Max_nodes: 126 | Time: 3.5342e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 639 | Max_nodes: 126 | Time: 3.5345e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 490 | Max_nodes: 126 | Time: 3.5345e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 213 | Max_nodes: 126 | Time: 3.5355e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 520 | Max_nodes: 126 | Time: 3.5361e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 645 | Max_nodes: 126 | Time: 3.5369e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 211 | Max_nodes: 126 | Time: 3.5370e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 94 | Max_nodes: 126 | Time: 3.5376e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 404 | Max_nodes: 126 | Time: 3.5382e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 567 | Max_nodes: 126 | Time: 3.5383e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 423 | Max_nodes: 126 | Time: 3.5389e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 646 | Max_nodes: 126 | Time: 3.5393e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 279 | Max_nodes: 126 | Time: 3.5398e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 280 | Max_nodes: 126 | Time: 3.5399e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 640 | Max_nodes: 126 | Time: 3.5409e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 333 | Max_nodes: 126 | Time: 3.5411e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 242 | Max_nodes: 126 | Time: 3.5419e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 462 | Max_nodes: 126 | Time: 3.5426e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 526 | Max_nodes: 126 | Time: 3.5438e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 112 | Max_nodes: 126 | Time: 3.5449e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 678 | Max_nodes: 126 | Time: 3.5451e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 69 | Max_nodes: 126 | Time: 3.5455e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 64 | Max_nodes: 126 | Time: 3.5456e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 273 | Max_nodes: 126 | Time: 3.5458e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 177 | Max_nodes: 126 | Time: 3.5462e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 236 | Max_nodes: 126 | Time: 3.5465e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 212 | Max_nodes: 126 | Time: 3.5471e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 591 | Max_nodes: 126 | Time: 3.5480e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 558 | Max_nodes: 126 | Time: 3.5481e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 374 | Max_nodes: 126 | Time: 3.5486e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 227 | Max_nodes: 126 | Time: 3.5490e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 406 | Max_nodes: 126 | Time: 3.5492e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 513 | Max_nodes: 126 | Time: 3.5500e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 543 | Max_nodes: 126 | Time: 3.5519e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 160 | Max_nodes: 126 | Time: 3.5528e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 118 | Max_nodes: 126 | Time: 3.5536e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 494 | Max_nodes: 126 | Time: 3.5537e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 687 | Max_nodes: 126 | Time: 3.5550e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 429 | Max_nodes: 126 | Time: 3.5555e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 644 | Max_nodes: 126 | Time: 3.5566e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 93 | Max_nodes: 126 | Time: 3.5569e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 262 | Max_nodes: 126 | Time: 3.5575e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 117 | Max_nodes: 126 | Time: 3.5577e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 240 | Max_nodes: 126 | Time: 3.5582e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 203 | Max_nodes: 126 | Time: 3.5582e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 466 | Max_nodes: 126 | Time: 3.5587e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 393 | Max_nodes: 126 | Time: 3.5597e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 669 | Max_nodes: 126 | Time: 3.5599e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 181 | Max_nodes: 126 | Time: 3.5607e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 281 | Max_nodes: 126 | Time: 3.5617e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 524 | Max_nodes: 126 | Time: 3.5621e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 235 | Max_nodes: 126 | Time: 3.5626e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 285 | Max_nodes: 126 | Time: 3.5636e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 482 | Max_nodes: 126 | Time: 3.5654e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 287 | Max_nodes: 126 | Time: 3.5658e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 179 | Max_nodes: 126 | Time: 3.5664e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 633 | Max_nodes: 126 | Time: 3.5669e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 241 | Max_nodes: 126 | Time: 3.5670e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 395 | Max_nodes: 126 | Time: 3.5672e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 586 | Max_nodes: 126 | Time: 3.5682e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 562 | Max_nodes: 126 | Time: 3.5683e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 380 | Max_nodes: 126 | Time: 3.5696e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 682 | Max_nodes: 126 | Time: 3.5723e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 525 | Max_nodes: 126 | Time: 3.5729e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 107 | Max_nodes: 126 | Time: 3.5731e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 88 | Max_nodes: 126 | Time: 3.5743e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 549 | Max_nodes: 126 | Time: 3.5748e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 635 | Max_nodes: 126 | Time: 3.5760e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 159 | Max_nodes: 126 | Time: 3.5766e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 165 | Max_nodes: 126 | Time: 3.5766e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 663 | Max_nodes: 126 | Time: 3.5767e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 515 | Max_nodes: 126 | Time: 3.5772e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 442 | Max_nodes: 126 | Time: 3.5776e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 83 | Max_nodes: 126 | Time: 3.5812e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 711 | Max_nodes: 126 | Time: 3.5822e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 364 | Max_nodes: 126 | Time: 3.5826e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 616 | Max_nodes: 126 | Time: 3.5836e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 275 | Max_nodes: 126 | Time: 3.5838e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 496 | Max_nodes: 126 | Time: 3.5867e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 602 | Max_nodes: 126 | Time: 3.5881e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 57 | Max_nodes: 126 | Time: 3.5881e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 167 | Max_nodes: 126 | Time: 3.5891e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 439 | Max_nodes: 126 | Time: 3.5892e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 244 | Max_nodes: 126 | Time: 3.5892e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 155 | Max_nodes: 126 | Time: 3.5896e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 463 | Max_nodes: 126 | Time: 3.5919e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 415 | Max_nodes: 126 | Time: 3.5920e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 400 | Max_nodes: 126 | Time: 3.5927e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 545 | Max_nodes: 126 | Time: 3.5931e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 706 | Max_nodes: 126 | Time: 3.5935e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 256 | Max_nodes: 126 | Time: 3.5936e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 614 | Max_nodes: 126 | Time: 3.5948e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 39 | Max_nodes: 126 | Time: 3.5955e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 425 | Max_nodes: 126 | Time: 3.5957e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 484 | Max_nodes: 126 | Time: 3.5959e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 382 | Max_nodes: 126 | Time: 3.5982e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 360 | Max_nodes: 126 | Time: 3.5992e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 477 | Max_nodes: 126 | Time: 3.5995e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 161 | Max_nodes: 126 | Time: 3.6002e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 654 | Max_nodes: 126 | Time: 3.6006e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 243 | Max_nodes: 126 | Time: 3.6019e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 693 | Max_nodes: 126 | Time: 3.6029e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 33 | Max_nodes: 126 | Time: 3.6034e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 45 | Max_nodes: 126 | Time: 3.6035e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 604 | Max_nodes: 126 | Time: 3.6052e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 665 | Max_nodes: 126 | Time: 3.6064e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 59 | Max_nodes: 126 | Time: 3.6085e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 573 | Max_nodes: 126 | Time: 3.6095e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 414 | Max_nodes: 126 | Time: 3.6097e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 534 | Max_nodes: 126 | Time: 3.6097e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 671 | Max_nodes: 126 | Time: 3.6127e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 597 | Max_nodes: 126 | Time: 3.6154e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 232 | Max_nodes: 126 | Time: 3.6160e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 702 | Max_nodes: 126 | Time: 3.6161e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 431 | Max_nodes: 126 | Time: 3.6163e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 620 | Max_nodes: 126 | Time: 3.6180e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 453 | Max_nodes: 126 | Time: 3.6181e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 703 | Max_nodes: 126 | Time: 3.6191e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 500 | Max_nodes: 126 | Time: 3.6208e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 655 | Max_nodes: 126 | Time: 3.6225e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 41 | Max_nodes: 126 | Time: 3.6227e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 582 | Max_nodes: 126 | Time: 3.6254e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 238 | Max_nodes: 126 | Time: 3.6254e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 717 | Max_nodes: 126 | Time: 3.6268e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 679 | Max_nodes: 126 | Time: 3.6275e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 47 | Max_nodes: 126 | Time: 3.6276e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 376 | Max_nodes: 126 | Time: 3.6295e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 480 | Max_nodes: 126 | Time: 3.6297e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 153 | Max_nodes: 126 | Time: 3.6312e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 252 | Max_nodes: 126 | Time: 3.6329e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 583 | Max_nodes: 126 | Time: 3.6337e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 239 | Max_nodes: 126 | Time: 3.6348e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 551 | Max_nodes: 126 | Time: 3.6359e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 559 | Max_nodes: 126 | Time: 3.6361e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 502 | Max_nodes: 126 | Time: 3.6370e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 190 | Max_nodes: 126 | Time: 3.6385e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 247 | Max_nodes: 126 | Time: 3.6387e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 535 | Max_nodes: 126 | Time: 3.6389e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 185 | Max_nodes: 126 | Time: 3.6400e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 245 | Max_nodes: 126 | Time: 3.6419e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 184 | Max_nodes: 126 | Time: 3.6422e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 246 | Max_nodes: 126 | Time: 3.6441e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 191 | Max_nodes: 126 | Time: 3.6469e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 349 | Max_nodes: 126 | Time: 3.6471e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 361 | Max_nodes: 126 | Time: 3.6475e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 622 | Max_nodes: 126 | Time: 3.6476e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 209 | Max_nodes: 126 | Time: 3.6494e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 208 | Max_nodes: 126 | Time: 3.6501e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 497 | Max_nodes: 126 | Time: 3.6533e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 95 | Max_nodes: 126 | Time: 3.6533e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 35 | Max_nodes: 126 | Time: 3.6533e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 258 | Max_nodes: 126 | Time: 3.6539e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 215 | Max_nodes: 126 | Time: 3.6541e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 253 | Max_nodes: 126 | Time: 3.6544e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 593 | Max_nodes: 126 | Time: 3.6550e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 481 | Max_nodes: 126 | Time: 3.6559e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 449 | Max_nodes: 126 | Time: 3.6564e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 353 | Max_nodes: 126 | Time: 3.6575e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 617 | Max_nodes: 126 | Time: 3.6580e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 255 | Max_nodes: 126 | Time: 3.6580e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 623 | Max_nodes: 126 | Time: 3.6604e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 89 | Max_nodes: 126 | Time: 3.6625e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 473 | Max_nodes: 126 | Time: 3.6626e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 599 | Max_nodes: 126 | Time: 3.6640e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 366 | Max_nodes: 126 | Time: 3.6640e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 383 | Max_nodes: 126 | Time: 3.6647e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 359 | Max_nodes: 126 | Time: 3.6652e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 214 | Max_nodes: 126 | Time: 3.6665e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 503 | Max_nodes: 126 | Time: 3.6679e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 307 | Max_nodes: 126 | Time: 3.6692e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 372 | Max_nodes: 126 | Time: 3.6697e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 486 | Max_nodes: 126 | Time: 3.6699e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 270 | Max_nodes: 126 | Time: 3.6710e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 119 | Max_nodes: 126 | Time: 3.6712e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 65 | Max_nodes: 126 | Time: 3.6713e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 363 | Max_nodes: 126 | Time: 3.6716e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 249 | Max_nodes: 126 | Time: 3.6719e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 233 | Max_nodes: 126 | Time: 3.6731e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 600 | Max_nodes: 126 | Time: 3.6744e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 695 | Max_nodes: 126 | Time: 3.6747e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 479 | Max_nodes: 126 | Time: 3.6751e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 377 | Max_nodes: 126 | Time: 3.6752e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 569 | Max_nodes: 126 | Time: 3.6755e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 113 | Max_nodes: 126 | Time: 3.6766e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 483 | Max_nodes: 126 | Time: 3.6767e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 259 | Max_nodes: 126 | Time: 3.6779e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 445 | Max_nodes: 126 | Time: 3.6801e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 492 | Max_nodes: 126 | Time: 3.6810e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 495 | Max_nodes: 126 | Time: 3.6839e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 71 | Max_nodes: 126 | Time: 3.6846e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 367 | Max_nodes: 126 | Time: 3.6858e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 282 | Max_nodes: 126 | Time: 3.6877e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 455 | Max_nodes: 126 | Time: 3.6882e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 601 | Max_nodes: 126 | Time: 3.6882e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 719 | Max_nodes: 126 | Time: 3.6888e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 621 | Max_nodes: 126 | Time: 3.6889e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 305 | Max_nodes: 126 | Time: 3.6896e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 311 | Max_nodes: 126 | Time: 3.6900e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 381 | Max_nodes: 126 | Time: 3.6907e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 373 | Max_nodes: 126 | Time: 3.6917e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 325 | Max_nodes: 126 | Time: 3.6919e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 485 | Max_nodes: 126 | Time: 3.6935e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 271 | Max_nodes: 126 | Time: 3.6948e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 430 | Max_nodes: 126 | Time: 3.6950e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 615 | Max_nodes: 126 | Time: 3.6951e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 257 | Max_nodes: 126 | Time: 3.6955e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 301 | Max_nodes: 126 | Time: 3.6957e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 329 | Max_nodes: 126 | Time: 3.6959e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 355 | Max_nodes: 126 | Time: 3.6960e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 70 | Max_nodes: 126 | Time: 3.6962e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 396 | Max_nodes: 126 | Time: 3.6968e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 713 | Max_nodes: 126 | Time: 3.6979e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 375 | Max_nodes: 126 | Time: 3.6982e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 331 | Max_nodes: 126 | Time: 3.6993e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 605 | Max_nodes: 126 | Time: 3.6994e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 606 | Max_nodes: 126 | Time: 3.7001e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 487 | Max_nodes: 126 | Time: 3.7014e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 369 | Max_nodes: 126 | Time: 3.7015e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 277 | Max_nodes: 126 | Time: 3.7016e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 544 | Max_nodes: 126 | Time: 3.7017e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 335 | Max_nodes: 126 | Time: 3.7024e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 689 | Max_nodes: 126 | Time: 3.7025e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 365 | Max_nodes: 126 | Time: 3.7025e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 424 | Max_nodes: 126 | Time: 3.7036e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 469 | Max_nodes: 126 | Time: 3.7036e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 664 | Max_nodes: 126 | Time: 3.7043e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 263 | Max_nodes: 126 | Time: 3.7087e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 516 | Max_nodes: 126 | Time: 3.7091e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 709 | Max_nodes: 126 | Time: 3.7109e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 685 | Max_nodes: 126 | Time: 3.7113e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 251 | Max_nodes: 126 | Time: 3.7119e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 670 | Max_nodes: 126 | Time: 3.7120e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 402 | Max_nodes: 126 | Time: 3.7125e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 603 | Max_nodes: 126 | Time: 3.7132e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 575 | Max_nodes: 126 | Time: 3.7132e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 283 | Max_nodes: 126 | Time: 3.7139e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 390 | Max_nodes: 126 | Time: 3.7179e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 493 | Max_nodes: 126 | Time: 3.7179e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 607 | Max_nodes: 126 | Time: 3.7190e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 378 | Max_nodes: 126 | Time: 3.7192e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 630 | Max_nodes: 126 | Time: 3.7199e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 565 | Max_nodes: 126 | Time: 3.7205e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 498 | Max_nodes: 126 | Time: 3.7215e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 397 | Max_nodes: 126 | Time: 3.7249e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 612 | Max_nodes: 126 | Time: 3.7254e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 636 | Max_nodes: 126 | Time: 3.7267e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 510 | Max_nodes: 126 | Time: 3.7276e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 550 | Max_nodes: 126 | Time: 3.7282e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 547 | Max_nodes: 126 | Time: 3.7295e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 667 | Max_nodes: 126 | Time: 3.7298e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 403 | Max_nodes: 126 | Time: 3.7305e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 611 | Max_nodes: 126 | Time: 3.7306e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 489 | Max_nodes: 126 | Time: 3.7306e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 427 | Max_nodes: 126 | Time: 3.7317e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 276 | Max_nodes: 126 | Time: 3.7329e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 618 | Max_nodes: 126 | Time: 3.7330e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 499 | Max_nodes: 126 | Time: 3.7347e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 379 | Max_nodes: 126 | Time: 3.7353e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 501 | Max_nodes: 126 | Time: 3.7355e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 391 | Max_nodes: 126 | Time: 3.7359e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 609 | Max_nodes: 126 | Time: 3.7374e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 541 | Max_nodes: 126 | Time: 3.7383e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 522 | Max_nodes: 126 | Time: 3.7389e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 371 | Max_nodes: 126 | Time: 3.7394e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 491 | Max_nodes: 126 | Time: 3.7398e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 631 | Max_nodes: 126 | Time: 3.7404e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 643 | Max_nodes: 126 | Time: 3.7406e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 261 | Max_nodes: 126 | Time: 3.7416e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 613 | Max_nodes: 126 | Time: 3.7425e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 589 | Max_nodes: 126 | Time: 3.7430e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 642 | Max_nodes: 126 | Time: 3.7433e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 421 | Max_nodes: 126 | Time: 3.7449e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 517 | Max_nodes: 126 | Time: 3.7475e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 637 | Max_nodes: 126 | Time: 3.7478e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 523 | Max_nodes: 126 | Time: 3.7518e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 619 | Max_nodes: 126 | Time: 3.7551e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 568 | Max_nodes: 126 | Time: 3.7560e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 688 | Max_nodes: 126 | Time: 3.7620e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 448 | Max_nodes: 126 | Time: 3.7634e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 358 | Max_nodes: 126 | Time: 3.7671e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 352 | Max_nodes: 126 | Time: 3.7694e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 592 | Max_nodes: 126 | Time: 3.7711e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 661 | Max_nodes: 126 | Time: 3.7763e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 454 | Max_nodes: 126 | Time: 3.7771e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 472 | Max_nodes: 126 | Time: 3.7772e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 691 | Max_nodes: 126 | Time: 3.7773e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 310 | Max_nodes: 126 | Time: 3.7776e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 694 | Max_nodes: 126 | Time: 3.7799e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 511 | Max_nodes: 126 | Time: 3.7802e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 598 | Max_nodes: 126 | Time: 3.7809e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 574 | Max_nodes: 126 | Time: 3.7813e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 478 | Max_nodes: 126 | Time: 3.7824e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 451 | Max_nodes: 126 | Time: 3.7902e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 475 | Max_nodes: 126 | Time: 3.7928e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 328 | Max_nodes: 126 | Time: 3.7953e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 334 | Max_nodes: 126 | Time: 3.7986e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 595 | Max_nodes: 126 | Time: 3.7992e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 718 | Max_nodes: 126 | Time: 3.8015e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 571 | Max_nodes: 126 | Time: 3.8031e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 304 | Max_nodes: 126 | Time: 3.8040e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 712 | Max_nodes: 126 | Time: 3.8136e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 715 | Max_nodes: 126 | Time: 3.8149e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| - -........................... -Average time: 3.5211e-04s - -________________________________________________________________________________________________ - -720 permutations have 126 max nodes. -Index: 339 | Active_nodes: 45 | Time: 3.3159e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 315 | Active_nodes: 45 | Time: 3.3370e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 459 | Active_nodes: 45 | Time: 3.3444e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 435 | Active_nodes: 45 | Time: 3.3522e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 291 | Active_nodes: 45 | Time: 3.3628e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 317 | Active_nodes: 45 | Time: 3.3781e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 293 | Active_nodes: 45 | Time: 3.3789e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 555 | Active_nodes: 45 | Time: 3.3841e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 341 | Active_nodes: 45 | Time: 3.3902e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 579 | Active_nodes: 45 | Time: 3.3907e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 675 | Active_nodes: 45 | Time: 3.3935e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 699 | Active_nodes: 45 | Time: 3.3950e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 2 | Active_nodes: 45 | Time: 3.4003e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 4 | Active_nodes: 45 | Time: 3.4112e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 0 | Active_nodes: 45 | Time: 3.4178e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 1 | Active_nodes: 45 | Time: 3.4179e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 6 | Active_nodes: 45 | Time: 3.4198e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 10 | Active_nodes: 45 | Time: 3.4213e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 653 | Active_nodes: 45 | Time: 3.4265e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 461 | Active_nodes: 45 | Time: 3.4276e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 8 | Active_nodes: 45 | Time: 3.4278e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 533 | Active_nodes: 45 | Time: 3.4286e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 345 | Active_nodes: 45 | Time: 3.4295e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 677 | Active_nodes: 45 | Time: 3.4314e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 581 | Active_nodes: 45 | Time: 3.4325e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 437 | Active_nodes: 45 | Time: 3.4341e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 465 | Active_nodes: 45 | Time: 3.4361e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 441 | Active_nodes: 45 | Time: 3.4365e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 321 | Active_nodes: 45 | Time: 3.4369e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 651 | Active_nodes: 45 | Time: 3.4383e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 413 | Active_nodes: 45 | Time: 3.4397e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 12 | Active_nodes: 45 | Time: 3.4443e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 531 | Active_nodes: 45 | Time: 3.4452e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 557 | Active_nodes: 45 | Time: 3.4474e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 14 | Active_nodes: 45 | Time: 3.4490e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 701 | Active_nodes: 45 | Time: 3.4491e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 411 | Active_nodes: 45 | Time: 3.4525e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 7 | Active_nodes: 45 | Time: 3.4549e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 3 | Active_nodes: 45 | Time: 3.4567e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 13 | Active_nodes: 45 | Time: 3.4581e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 5 | Active_nodes: 45 | Time: 3.4601e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 347 | Active_nodes: 45 | Time: 3.4604e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 297 | Active_nodes: 45 | Time: 3.4631e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 19 | Active_nodes: 45 | Time: 3.4670e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 18 | Active_nodes: 45 | Time: 3.4676e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 20 | Active_nodes: 45 | Time: 3.4747e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 323 | Active_nodes: 45 | Time: 3.4755e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 299 | Active_nodes: 45 | Time: 3.4781e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 585 | Active_nodes: 45 | Time: 3.4841e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 561 | Active_nodes: 45 | Time: 3.4883e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 705 | Active_nodes: 45 | Time: 3.5051e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 122 | Active_nodes: 45 | Time: 3.5130e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 15 | Active_nodes: 45 | Time: 3.5131e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 681 | Active_nodes: 45 | Time: 3.5159e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 16 | Active_nodes: 45 | Time: 3.5186e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 467 | Active_nodes: 45 | Time: 3.5190e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 419 | Active_nodes: 45 | Time: 3.5235e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 587 | Active_nodes: 45 | Time: 3.5258e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 22 | Active_nodes: 45 | Time: 3.5266e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 443 | Active_nodes: 45 | Time: 3.5273e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 128 | Active_nodes: 45 | Time: 3.5296e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 537 | Active_nodes: 45 | Time: 3.5308e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 659 | Active_nodes: 45 | Time: 3.5340e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 417 | Active_nodes: 45 | Time: 3.5361e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 9 | Active_nodes: 45 | Time: 3.5361e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 121 | Active_nodes: 45 | Time: 3.5384e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 130 | Active_nodes: 45 | Time: 3.5394e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 657 | Active_nodes: 45 | Time: 3.5403e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 683 | Active_nodes: 45 | Time: 3.5412e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 124 | Active_nodes: 45 | Time: 3.5415e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 21 | Active_nodes: 45 | Time: 3.5427e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 11 | Active_nodes: 45 | Time: 3.5437e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 126 | Active_nodes: 45 | Time: 3.5443e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 120 | Active_nodes: 45 | Time: 3.5461e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 23 | Active_nodes: 45 | Time: 3.5462e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 134 | Active_nodes: 45 | Time: 3.5527e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 539 | Active_nodes: 45 | Time: 3.5535e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 140 | Active_nodes: 45 | Time: 3.5553e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 127 | Active_nodes: 45 | Time: 3.5573e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 563 | Active_nodes: 45 | Time: 3.5608e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 326 | Active_nodes: 45 | Time: 3.5647e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 446 | Active_nodes: 45 | Time: 3.5655e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 302 | Active_nodes: 45 | Time: 3.5697e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 707 | Active_nodes: 45 | Time: 3.5701e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 17 | Active_nodes: 45 | Time: 3.5709e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 123 | Active_nodes: 45 | Time: 3.5718e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 470 | Active_nodes: 45 | Time: 3.5721e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 350 | Active_nodes: 45 | Time: 3.5757e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 132 | Active_nodes: 45 | Time: 3.5760e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 138 | Active_nodes: 45 | Time: 3.5836e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 308 | Active_nodes: 45 | Time: 3.5848e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 566 | Active_nodes: 45 | Time: 3.5865e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 133 | Active_nodes: 45 | Time: 3.5872e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 142 | Active_nodes: 45 | Time: 3.5884e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 324 | Active_nodes: 45 | Time: 3.5897e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 139 | Active_nodes: 45 | Time: 3.5945e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 136 | Active_nodes: 45 | Time: 3.6027e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 444 | Active_nodes: 45 | Time: 3.6038e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 348 | Active_nodes: 45 | Time: 3.6182e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 686 | Active_nodes: 45 | Time: 3.6208e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 542 | Active_nodes: 45 | Time: 3.6285e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 710 | Active_nodes: 45 | Time: 3.6328e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 135 | Active_nodes: 45 | Time: 3.6332e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 468 | Active_nodes: 45 | Time: 3.6338e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 306 | Active_nodes: 45 | Time: 3.6375e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 300 | Active_nodes: 45 | Time: 3.6379e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 356 | Active_nodes: 45 | Time: 3.6399e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 428 | Active_nodes: 45 | Time: 3.6430e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 332 | Active_nodes: 45 | Time: 3.6458e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 590 | Active_nodes: 45 | Time: 3.6465e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 668 | Active_nodes: 45 | Time: 3.6482e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 684 | Active_nodes: 45 | Time: 3.6499e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 422 | Active_nodes: 45 | Time: 3.6524e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 662 | Active_nodes: 45 | Time: 3.6559e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 564 | Active_nodes: 45 | Time: 3.6567e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 708 | Active_nodes: 45 | Time: 3.6615e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 548 | Active_nodes: 45 | Time: 3.6653e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 137 | Active_nodes: 45 | Time: 3.6672e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 660 | Active_nodes: 45 | Time: 3.6684e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 143 | Active_nodes: 45 | Time: 3.6707e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 354 | Active_nodes: 45 | Time: 3.6719e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 131 | Active_nodes: 45 | Time: 3.6722e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 330 | Active_nodes: 45 | Time: 3.6753e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 125 | Active_nodes: 45 | Time: 3.6788e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 129 | Active_nodes: 45 | Time: 3.6798e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 588 | Active_nodes: 45 | Time: 3.6802e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 540 | Active_nodes: 45 | Time: 3.6817e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 420 | Active_nodes: 45 | Time: 3.6827e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 426 | Active_nodes: 45 | Time: 3.6898e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 141 | Active_nodes: 45 | Time: 3.6936e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 572 | Active_nodes: 45 | Time: 3.7076e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 666 | Active_nodes: 45 | Time: 3.7093e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 476 | Active_nodes: 45 | Time: 3.7124e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 452 | Active_nodes: 45 | Time: 3.7140e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 596 | Active_nodes: 45 | Time: 3.7158e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 546 | Active_nodes: 45 | Time: 3.7173e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 716 | Active_nodes: 45 | Time: 3.7234e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 692 | Active_nodes: 45 | Time: 3.7367e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 690 | Active_nodes: 45 | Time: 3.7534e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 714 | Active_nodes: 45 | Time: 3.7734e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 474 | Active_nodes: 45 | Time: 3.7769e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 594 | Active_nodes: 45 | Time: 3.7787e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 570 | Active_nodes: 45 | Time: 3.7841e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 450 | Active_nodes: 45 | Time: 3.7848e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 192 | Active_nodes: 51 | Time: 3.0767e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 194 | Active_nodes: 51 | Time: 3.0885e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 216 | Active_nodes: 51 | Time: 3.0980e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 170 | Active_nodes: 51 | Time: 3.1054e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 169 | Active_nodes: 51 | Time: 3.1174e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 172 | Active_nodes: 51 | Time: 3.1190e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 168 | Active_nodes: 51 | Time: 3.1223e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 193 | Active_nodes: 51 | Time: 3.1461e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 217 | Active_nodes: 51 | Time: 3.1481e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 218 | Active_nodes: 51 | Time: 3.1497e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 146 | Active_nodes: 51 | Time: 3.1612e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 220 | Active_nodes: 51 | Time: 3.1619e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 314 | Active_nodes: 51 | Time: 3.1637e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 196 | Active_nodes: 51 | Time: 3.1693e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 148 | Active_nodes: 51 | Time: 3.1713e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 312 | Active_nodes: 51 | Time: 3.1741e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 145 | Active_nodes: 51 | Time: 3.1780e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 144 | Active_nodes: 51 | Time: 3.1805e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 290 | Active_nodes: 51 | Time: 3.1820e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 338 | Active_nodes: 51 | Time: 3.1842e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 410 | Active_nodes: 51 | Time: 3.1929e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 292 | Active_nodes: 51 | Time: 3.1932e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 147 | Active_nodes: 51 | Time: 3.2073e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 72 | Active_nodes: 51 | Time: 3.2096e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 336 | Active_nodes: 51 | Time: 3.2132e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 434 | Active_nodes: 51 | Time: 3.2163e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 74 | Active_nodes: 51 | Time: 3.2175e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 458 | Active_nodes: 51 | Time: 3.2181e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 288 | Active_nodes: 51 | Time: 3.2213e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 50 | Active_nodes: 51 | Time: 3.2240e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 149 | Active_nodes: 51 | Time: 3.2249e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 337 | Active_nodes: 51 | Time: 3.2251e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 530 | Active_nodes: 51 | Time: 3.2257e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 313 | Active_nodes: 51 | Time: 3.2276e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 98 | Active_nodes: 51 | Time: 3.2298e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 340 | Active_nodes: 51 | Time: 3.2299e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 96 | Active_nodes: 51 | Time: 3.2304e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 412 | Active_nodes: 51 | Time: 3.2306e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 195 | Active_nodes: 51 | Time: 3.2308e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 48 | Active_nodes: 51 | Time: 3.2348e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 52 | Active_nodes: 51 | Time: 3.2400e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 316 | Active_nodes: 51 | Time: 3.2418e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 219 | Active_nodes: 51 | Time: 3.2428e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 49 | Active_nodes: 51 | Time: 3.2483e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 97 | Active_nodes: 51 | Time: 3.2503e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 554 | Active_nodes: 51 | Time: 3.2522e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 289 | Active_nodes: 51 | Time: 3.2529e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 456 | Active_nodes: 51 | Time: 3.2555e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 197 | Active_nodes: 51 | Time: 3.2563e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 102 | Active_nodes: 51 | Time: 3.2563e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 221 | Active_nodes: 51 | Time: 3.2566e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 650 | Active_nodes: 51 | Time: 3.2571e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 54 | Active_nodes: 51 | Time: 3.2609e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 173 | Active_nodes: 51 | Time: 3.2622e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 432 | Active_nodes: 51 | Time: 3.2719e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 674 | Active_nodes: 51 | Time: 3.2729e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 652 | Active_nodes: 51 | Time: 3.2762e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 78 | Active_nodes: 51 | Time: 3.2772e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 552 | Active_nodes: 51 | Time: 3.2773e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 532 | Active_nodes: 51 | Time: 3.2838e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 578 | Active_nodes: 51 | Time: 3.2844e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 171 | Active_nodes: 51 | Time: 3.2850e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 55 | Active_nodes: 51 | Time: 3.2881e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 698 | Active_nodes: 51 | Time: 3.2888e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 386 | Active_nodes: 51 | Time: 3.2928e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 26 | Active_nodes: 51 | Time: 3.2947e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 100 | Active_nodes: 51 | Time: 3.2952e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 24 | Active_nodes: 51 | Time: 3.2953e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 103 | Active_nodes: 51 | Time: 3.2960e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 76 | Active_nodes: 51 | Time: 3.2960e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 73 | Active_nodes: 51 | Time: 3.3002e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 264 | Active_nodes: 51 | Time: 3.3052e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 84 | Active_nodes: 51 | Time: 3.3075e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 266 | Active_nodes: 51 | Time: 3.3106e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 433 | Active_nodes: 51 | Time: 3.3150e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 79 | Active_nodes: 51 | Time: 3.3151e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 28 | Active_nodes: 51 | Time: 3.3158e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 388 | Active_nodes: 51 | Time: 3.3165e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 672 | Active_nodes: 51 | Time: 3.3170e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 27 | Active_nodes: 51 | Time: 3.3188e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 457 | Active_nodes: 51 | Time: 3.3214e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 80 | Active_nodes: 51 | Time: 3.3216e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 506 | Active_nodes: 51 | Time: 3.3217e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 408 | Active_nodes: 51 | Time: 3.3224e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 265 | Active_nodes: 51 | Time: 3.3248e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 25 | Active_nodes: 51 | Time: 3.3252e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 108 | Active_nodes: 51 | Time: 3.3291e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 75 | Active_nodes: 51 | Time: 3.3300e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 409 | Active_nodes: 51 | Time: 3.3303e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 576 | Active_nodes: 51 | Time: 3.3305e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 60 | Active_nodes: 51 | Time: 3.3307e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 30 | Active_nodes: 51 | Time: 3.3322e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 626 | Active_nodes: 51 | Time: 3.3322e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 56 | Active_nodes: 51 | Time: 3.3327e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 696 | Active_nodes: 51 | Time: 3.3332e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 29 | Active_nodes: 51 | Time: 3.3335e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 528 | Active_nodes: 51 | Time: 3.3355e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 99 | Active_nodes: 51 | Time: 3.3355e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 104 | Active_nodes: 51 | Time: 3.3363e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 58 | Active_nodes: 51 | Time: 3.3407e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 628 | Active_nodes: 51 | Time: 3.3429e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 31 | Active_nodes: 51 | Time: 3.3479e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 109 | Active_nodes: 51 | Time: 3.3488e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 85 | Active_nodes: 51 | Time: 3.3494e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 36 | Active_nodes: 51 | Time: 3.3508e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 648 | Active_nodes: 51 | Time: 3.3510e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 268 | Active_nodes: 51 | Time: 3.3541e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 556 | Active_nodes: 51 | Time: 3.3594e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 673 | Active_nodes: 51 | Time: 3.3600e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 676 | Active_nodes: 51 | Time: 3.3611e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 508 | Active_nodes: 51 | Time: 3.3632e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 649 | Active_nodes: 51 | Time: 3.3637e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 66 | Active_nodes: 51 | Time: 3.3641e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 553 | Active_nodes: 51 | Time: 3.3642e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 86 | Active_nodes: 51 | Time: 3.3663e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 529 | Active_nodes: 51 | Time: 3.3663e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 267 | Active_nodes: 51 | Time: 3.3672e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 460 | Active_nodes: 51 | Time: 3.3701e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 436 | Active_nodes: 51 | Time: 3.3722e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 77 | Active_nodes: 51 | Time: 3.3740e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 32 | Active_nodes: 51 | Time: 3.3742e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 51 | Active_nodes: 51 | Time: 3.3744e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 577 | Active_nodes: 51 | Time: 3.3750e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 344 | Active_nodes: 51 | Time: 3.3754e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 384 | Active_nodes: 51 | Time: 3.3759e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 67 | Active_nodes: 51 | Time: 3.3775e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 37 | Active_nodes: 51 | Time: 3.3781e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 298 | Active_nodes: 51 | Time: 3.3783e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 296 | Active_nodes: 51 | Time: 3.3783e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 101 | Active_nodes: 51 | Time: 3.3783e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 385 | Active_nodes: 51 | Time: 3.3790e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 43 | Active_nodes: 51 | Time: 3.3791e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 90 | Active_nodes: 51 | Time: 3.3809e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 198 | Active_nodes: 51 | Time: 3.3811e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 700 | Active_nodes: 51 | Time: 3.3817e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 110 | Active_nodes: 51 | Time: 3.3830e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 61 | Active_nodes: 51 | Time: 3.3834e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 34 | Active_nodes: 51 | Time: 3.3837e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 320 | Active_nodes: 51 | Time: 3.3839e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 504 | Active_nodes: 51 | Time: 3.3841e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 697 | Active_nodes: 51 | Time: 3.3845e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 91 | Active_nodes: 51 | Time: 3.3864e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 82 | Active_nodes: 51 | Time: 3.3868e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 114 | Active_nodes: 51 | Time: 3.3918e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 580 | Active_nodes: 51 | Time: 3.3926e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 42 | Active_nodes: 51 | Time: 3.3955e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 38 | Active_nodes: 51 | Time: 3.3974e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 269 | Active_nodes: 51 | Time: 3.3976e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 176 | Active_nodes: 51 | Time: 3.3989e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 624 | Active_nodes: 51 | Time: 3.4035e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 416 | Active_nodes: 51 | Time: 3.4039e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 200 | Active_nodes: 51 | Time: 3.4043e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 53 | Active_nodes: 51 | Time: 3.4046e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 106 | Active_nodes: 51 | Time: 3.4055e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 62 | Active_nodes: 51 | Time: 3.4102e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 224 | Active_nodes: 51 | Time: 3.4111e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 222 | Active_nodes: 51 | Time: 3.4114e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 68 | Active_nodes: 51 | Time: 3.4126e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 392 | Active_nodes: 51 | Time: 3.4156e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 115 | Active_nodes: 51 | Time: 3.4207e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 418 | Active_nodes: 51 | Time: 3.4248e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 92 | Active_nodes: 51 | Time: 3.4312e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 464 | Active_nodes: 51 | Time: 3.4321e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 199 | Active_nodes: 51 | Time: 3.4330e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 44 | Active_nodes: 51 | Time: 3.4345e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 387 | Active_nodes: 51 | Time: 3.4354e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 175 | Active_nodes: 51 | Time: 3.4357e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 536 | Active_nodes: 51 | Time: 3.4370e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 223 | Active_nodes: 51 | Time: 3.4395e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 656 | Active_nodes: 51 | Time: 3.4412e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 178 | Active_nodes: 51 | Time: 3.4417e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 272 | Active_nodes: 51 | Time: 3.4429e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 351 | Active_nodes: 51 | Time: 3.4480e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 40 | Active_nodes: 51 | Time: 3.4485e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 394 | Active_nodes: 51 | Time: 3.4487e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 512 | Active_nodes: 51 | Time: 3.4490e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 116 | Active_nodes: 51 | Time: 3.4494e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 152 | Active_nodes: 51 | Time: 3.4507e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 368 | Active_nodes: 51 | Time: 3.4516e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 440 | Active_nodes: 51 | Time: 3.4532e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 46 | Active_nodes: 51 | Time: 3.4534e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 206 | Active_nodes: 51 | Time: 3.4541e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 509 | Active_nodes: 51 | Time: 3.4583e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 346 | Active_nodes: 51 | Time: 3.4605e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 204 | Active_nodes: 51 | Time: 3.4639e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 174 | Active_nodes: 51 | Time: 3.4659e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 389 | Active_nodes: 51 | Time: 3.4664e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 680 | Active_nodes: 51 | Time: 3.4676e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 538 | Active_nodes: 51 | Time: 3.4684e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 658 | Active_nodes: 51 | Time: 3.4688e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 228 | Active_nodes: 51 | Time: 3.4688e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 230 | Active_nodes: 51 | Time: 3.4690e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 322 | Active_nodes: 51 | Time: 3.4690e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 327 | Active_nodes: 51 | Time: 3.4721e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 629 | Active_nodes: 51 | Time: 3.4740e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 627 | Active_nodes: 51 | Time: 3.4743e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 505 | Active_nodes: 51 | Time: 3.4762e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 560 | Active_nodes: 51 | Time: 3.4762e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 507 | Active_nodes: 51 | Time: 3.4780e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 182 | Active_nodes: 51 | Time: 3.4784e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 186 | Active_nodes: 51 | Time: 3.4785e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 231 | Active_nodes: 51 | Time: 3.4791e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 294 | Active_nodes: 51 | Time: 3.4796e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 632 | Active_nodes: 51 | Time: 3.4797e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 202 | Active_nodes: 51 | Time: 3.4803e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 278 | Active_nodes: 51 | Time: 3.4804e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 180 | Active_nodes: 51 | Time: 3.4813e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 248 | Active_nodes: 51 | Time: 3.4817e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 342 | Active_nodes: 51 | Time: 3.4826e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 274 | Active_nodes: 51 | Time: 3.4848e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 158 | Active_nodes: 51 | Time: 3.4857e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 514 | Active_nodes: 51 | Time: 3.4869e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 584 | Active_nodes: 51 | Time: 3.4878e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 370 | Active_nodes: 51 | Time: 3.4886e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 150 | Active_nodes: 51 | Time: 3.4887e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 207 | Active_nodes: 51 | Time: 3.4893e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 488 | Active_nodes: 51 | Time: 3.4897e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 634 | Active_nodes: 51 | Time: 3.4913e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 295 | Active_nodes: 51 | Time: 3.4943e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 625 | Active_nodes: 51 | Time: 3.4960e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 205 | Active_nodes: 51 | Time: 3.4976e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 303 | Active_nodes: 51 | Time: 3.4977e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 151 | Active_nodes: 51 | Time: 3.4991e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 162 | Active_nodes: 51 | Time: 3.4999e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 447 | Active_nodes: 51 | Time: 3.4999e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 518 | Active_nodes: 51 | Time: 3.4999e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 318 | Active_nodes: 51 | Time: 3.5000e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 156 | Active_nodes: 51 | Time: 3.5008e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 641 | Active_nodes: 51 | Time: 3.5009e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 164 | Active_nodes: 51 | Time: 3.5012e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 343 | Active_nodes: 51 | Time: 3.5016e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 229 | Active_nodes: 51 | Time: 3.5020e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 398 | Active_nodes: 51 | Time: 3.5023e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 187 | Active_nodes: 51 | Time: 3.5029e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 357 | Active_nodes: 51 | Time: 3.5049e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 254 | Active_nodes: 51 | Time: 3.5060e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 399 | Active_nodes: 51 | Time: 3.5062e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 225 | Active_nodes: 51 | Time: 3.5074e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 111 | Active_nodes: 51 | Time: 3.5083e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 527 | Active_nodes: 51 | Time: 3.5087e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 319 | Active_nodes: 51 | Time: 3.5105e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 157 | Active_nodes: 51 | Time: 3.5113e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 405 | Active_nodes: 51 | Time: 3.5120e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 250 | Active_nodes: 51 | Time: 3.5128e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 154 | Active_nodes: 51 | Time: 3.5148e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 188 | Active_nodes: 51 | Time: 3.5168e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 438 | Active_nodes: 51 | Time: 3.5170e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 286 | Active_nodes: 51 | Time: 3.5174e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 183 | Active_nodes: 51 | Time: 3.5177e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 521 | Active_nodes: 51 | Time: 3.5184e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 608 | Active_nodes: 51 | Time: 3.5187e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 309 | Active_nodes: 51 | Time: 3.5188e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 87 | Active_nodes: 51 | Time: 3.5194e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 201 | Active_nodes: 51 | Time: 3.5201e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 105 | Active_nodes: 51 | Time: 3.5212e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 284 | Active_nodes: 51 | Time: 3.5214e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 166 | Active_nodes: 51 | Time: 3.5214e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 647 | Active_nodes: 51 | Time: 3.5227e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 189 | Active_nodes: 51 | Time: 3.5234e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 362 | Active_nodes: 51 | Time: 3.5254e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 260 | Active_nodes: 51 | Time: 3.5254e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 163 | Active_nodes: 51 | Time: 3.5290e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 237 | Active_nodes: 51 | Time: 3.5294e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 407 | Active_nodes: 51 | Time: 3.5296e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 704 | Active_nodes: 51 | Time: 3.5298e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 519 | Active_nodes: 51 | Time: 3.5299e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 471 | Active_nodes: 51 | Time: 3.5310e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 210 | Active_nodes: 51 | Time: 3.5313e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 638 | Active_nodes: 51 | Time: 3.5319e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 401 | Active_nodes: 51 | Time: 3.5323e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 234 | Active_nodes: 51 | Time: 3.5324e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 226 | Active_nodes: 51 | Time: 3.5329e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 610 | Active_nodes: 51 | Time: 3.5338e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 81 | Active_nodes: 51 | Time: 3.5341e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 63 | Active_nodes: 51 | Time: 3.5342e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 639 | Active_nodes: 51 | Time: 3.5345e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 490 | Active_nodes: 51 | Time: 3.5345e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 213 | Active_nodes: 51 | Time: 3.5355e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 520 | Active_nodes: 51 | Time: 3.5361e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 645 | Active_nodes: 51 | Time: 3.5369e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 211 | Active_nodes: 51 | Time: 3.5370e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 94 | Active_nodes: 51 | Time: 3.5376e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 404 | Active_nodes: 51 | Time: 3.5382e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 567 | Active_nodes: 51 | Time: 3.5383e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 423 | Active_nodes: 51 | Time: 3.5389e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 646 | Active_nodes: 51 | Time: 3.5393e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 279 | Active_nodes: 51 | Time: 3.5398e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 280 | Active_nodes: 51 | Time: 3.5399e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 640 | Active_nodes: 51 | Time: 3.5409e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 333 | Active_nodes: 51 | Time: 3.5411e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 242 | Active_nodes: 51 | Time: 3.5419e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 462 | Active_nodes: 51 | Time: 3.5426e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 526 | Active_nodes: 51 | Time: 3.5438e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 112 | Active_nodes: 51 | Time: 3.5449e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 678 | Active_nodes: 51 | Time: 3.5451e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 69 | Active_nodes: 51 | Time: 3.5455e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 64 | Active_nodes: 51 | Time: 3.5456e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 273 | Active_nodes: 51 | Time: 3.5458e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 177 | Active_nodes: 51 | Time: 3.5462e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 236 | Active_nodes: 51 | Time: 3.5465e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 212 | Active_nodes: 51 | Time: 3.5471e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 591 | Active_nodes: 51 | Time: 3.5480e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 558 | Active_nodes: 51 | Time: 3.5481e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 374 | Active_nodes: 51 | Time: 3.5486e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 227 | Active_nodes: 51 | Time: 3.5490e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 406 | Active_nodes: 51 | Time: 3.5492e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 513 | Active_nodes: 51 | Time: 3.5500e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 543 | Active_nodes: 51 | Time: 3.5519e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 160 | Active_nodes: 51 | Time: 3.5528e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 118 | Active_nodes: 51 | Time: 3.5536e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 494 | Active_nodes: 51 | Time: 3.5537e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 687 | Active_nodes: 51 | Time: 3.5550e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 429 | Active_nodes: 51 | Time: 3.5555e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 644 | Active_nodes: 51 | Time: 3.5566e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 93 | Active_nodes: 51 | Time: 3.5569e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 262 | Active_nodes: 51 | Time: 3.5575e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 117 | Active_nodes: 51 | Time: 3.5577e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 240 | Active_nodes: 51 | Time: 3.5582e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 203 | Active_nodes: 51 | Time: 3.5582e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 466 | Active_nodes: 51 | Time: 3.5587e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 393 | Active_nodes: 51 | Time: 3.5597e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 669 | Active_nodes: 51 | Time: 3.5599e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 181 | Active_nodes: 51 | Time: 3.5607e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 281 | Active_nodes: 51 | Time: 3.5617e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 524 | Active_nodes: 51 | Time: 3.5621e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 235 | Active_nodes: 51 | Time: 3.5626e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 285 | Active_nodes: 51 | Time: 3.5636e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 482 | Active_nodes: 51 | Time: 3.5654e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 287 | Active_nodes: 51 | Time: 3.5658e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 179 | Active_nodes: 51 | Time: 3.5664e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 633 | Active_nodes: 51 | Time: 3.5669e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 241 | Active_nodes: 51 | Time: 3.5670e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 395 | Active_nodes: 51 | Time: 3.5672e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 586 | Active_nodes: 51 | Time: 3.5682e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 562 | Active_nodes: 51 | Time: 3.5683e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 380 | Active_nodes: 51 | Time: 3.5696e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 682 | Active_nodes: 51 | Time: 3.5723e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 525 | Active_nodes: 51 | Time: 3.5729e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 107 | Active_nodes: 51 | Time: 3.5731e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 88 | Active_nodes: 51 | Time: 3.5743e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 549 | Active_nodes: 51 | Time: 3.5748e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 635 | Active_nodes: 51 | Time: 3.5760e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 159 | Active_nodes: 51 | Time: 3.5766e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 165 | Active_nodes: 51 | Time: 3.5766e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 663 | Active_nodes: 51 | Time: 3.5767e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 515 | Active_nodes: 51 | Time: 3.5772e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 442 | Active_nodes: 51 | Time: 3.5776e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 83 | Active_nodes: 51 | Time: 3.5812e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 711 | Active_nodes: 51 | Time: 3.5822e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 364 | Active_nodes: 51 | Time: 3.5826e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 616 | Active_nodes: 51 | Time: 3.5836e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 275 | Active_nodes: 51 | Time: 3.5838e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 496 | Active_nodes: 51 | Time: 3.5867e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 602 | Active_nodes: 51 | Time: 3.5881e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 57 | Active_nodes: 51 | Time: 3.5881e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 167 | Active_nodes: 51 | Time: 3.5891e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 439 | Active_nodes: 51 | Time: 3.5892e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 244 | Active_nodes: 51 | Time: 3.5892e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 155 | Active_nodes: 51 | Time: 3.5896e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 463 | Active_nodes: 51 | Time: 3.5919e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 415 | Active_nodes: 51 | Time: 3.5920e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 400 | Active_nodes: 51 | Time: 3.5927e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 545 | Active_nodes: 51 | Time: 3.5931e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 706 | Active_nodes: 51 | Time: 3.5935e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 256 | Active_nodes: 51 | Time: 3.5936e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 614 | Active_nodes: 51 | Time: 3.5948e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 39 | Active_nodes: 51 | Time: 3.5955e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 425 | Active_nodes: 51 | Time: 3.5957e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 484 | Active_nodes: 51 | Time: 3.5959e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 382 | Active_nodes: 51 | Time: 3.5982e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 360 | Active_nodes: 51 | Time: 3.5992e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 477 | Active_nodes: 51 | Time: 3.5995e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 161 | Active_nodes: 51 | Time: 3.6002e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 654 | Active_nodes: 51 | Time: 3.6006e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 243 | Active_nodes: 51 | Time: 3.6019e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 693 | Active_nodes: 51 | Time: 3.6029e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 33 | Active_nodes: 51 | Time: 3.6034e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 45 | Active_nodes: 51 | Time: 3.6035e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 604 | Active_nodes: 51 | Time: 3.6052e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 665 | Active_nodes: 51 | Time: 3.6064e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 59 | Active_nodes: 51 | Time: 3.6085e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 573 | Active_nodes: 51 | Time: 3.6095e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 414 | Active_nodes: 51 | Time: 3.6097e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 534 | Active_nodes: 51 | Time: 3.6097e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 671 | Active_nodes: 51 | Time: 3.6127e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 597 | Active_nodes: 51 | Time: 3.6154e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 232 | Active_nodes: 51 | Time: 3.6160e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 702 | Active_nodes: 51 | Time: 3.6161e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 431 | Active_nodes: 51 | Time: 3.6163e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 620 | Active_nodes: 51 | Time: 3.6180e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 453 | Active_nodes: 51 | Time: 3.6181e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 703 | Active_nodes: 51 | Time: 3.6191e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 500 | Active_nodes: 51 | Time: 3.6208e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 655 | Active_nodes: 51 | Time: 3.6225e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 41 | Active_nodes: 51 | Time: 3.6227e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 582 | Active_nodes: 51 | Time: 3.6254e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 238 | Active_nodes: 51 | Time: 3.6254e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 717 | Active_nodes: 51 | Time: 3.6268e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 679 | Active_nodes: 51 | Time: 3.6275e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 47 | Active_nodes: 51 | Time: 3.6276e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 376 | Active_nodes: 51 | Time: 3.6295e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 480 | Active_nodes: 51 | Time: 3.6297e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 153 | Active_nodes: 51 | Time: 3.6312e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 252 | Active_nodes: 51 | Time: 3.6329e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 583 | Active_nodes: 51 | Time: 3.6337e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 239 | Active_nodes: 51 | Time: 3.6348e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 551 | Active_nodes: 51 | Time: 3.6359e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 559 | Active_nodes: 51 | Time: 3.6361e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 502 | Active_nodes: 51 | Time: 3.6370e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 190 | Active_nodes: 51 | Time: 3.6385e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 247 | Active_nodes: 51 | Time: 3.6387e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 535 | Active_nodes: 51 | Time: 3.6389e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 185 | Active_nodes: 51 | Time: 3.6400e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 245 | Active_nodes: 51 | Time: 3.6419e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 184 | Active_nodes: 51 | Time: 3.6422e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 246 | Active_nodes: 51 | Time: 3.6441e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 191 | Active_nodes: 51 | Time: 3.6469e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 349 | Active_nodes: 51 | Time: 3.6471e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 361 | Active_nodes: 51 | Time: 3.6475e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 622 | Active_nodes: 51 | Time: 3.6476e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 209 | Active_nodes: 51 | Time: 3.6494e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 208 | Active_nodes: 51 | Time: 3.6501e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 497 | Active_nodes: 51 | Time: 3.6533e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 95 | Active_nodes: 51 | Time: 3.6533e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 35 | Active_nodes: 51 | Time: 3.6533e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 258 | Active_nodes: 51 | Time: 3.6539e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 215 | Active_nodes: 51 | Time: 3.6541e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 253 | Active_nodes: 51 | Time: 3.6544e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 593 | Active_nodes: 51 | Time: 3.6550e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 481 | Active_nodes: 51 | Time: 3.6559e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 449 | Active_nodes: 51 | Time: 3.6564e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 353 | Active_nodes: 51 | Time: 3.6575e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 617 | Active_nodes: 51 | Time: 3.6580e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 255 | Active_nodes: 51 | Time: 3.6580e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 623 | Active_nodes: 51 | Time: 3.6604e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 89 | Active_nodes: 51 | Time: 3.6625e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 473 | Active_nodes: 51 | Time: 3.6626e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 599 | Active_nodes: 51 | Time: 3.6640e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 366 | Active_nodes: 51 | Time: 3.6640e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 383 | Active_nodes: 51 | Time: 3.6647e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 359 | Active_nodes: 51 | Time: 3.6652e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 214 | Active_nodes: 51 | Time: 3.6665e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 503 | Active_nodes: 51 | Time: 3.6679e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 307 | Active_nodes: 51 | Time: 3.6692e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 372 | Active_nodes: 51 | Time: 3.6697e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 486 | Active_nodes: 51 | Time: 3.6699e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 270 | Active_nodes: 51 | Time: 3.6710e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 119 | Active_nodes: 51 | Time: 3.6712e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 65 | Active_nodes: 51 | Time: 3.6713e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 363 | Active_nodes: 51 | Time: 3.6716e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 249 | Active_nodes: 51 | Time: 3.6719e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 233 | Active_nodes: 51 | Time: 3.6731e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 600 | Active_nodes: 51 | Time: 3.6744e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 695 | Active_nodes: 51 | Time: 3.6747e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 479 | Active_nodes: 51 | Time: 3.6751e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 377 | Active_nodes: 51 | Time: 3.6752e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 569 | Active_nodes: 51 | Time: 3.6755e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 113 | Active_nodes: 51 | Time: 3.6766e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 483 | Active_nodes: 51 | Time: 3.6767e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 259 | Active_nodes: 51 | Time: 3.6779e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 445 | Active_nodes: 51 | Time: 3.6801e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 492 | Active_nodes: 51 | Time: 3.6810e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 495 | Active_nodes: 51 | Time: 3.6839e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 71 | Active_nodes: 51 | Time: 3.6846e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 367 | Active_nodes: 51 | Time: 3.6858e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 282 | Active_nodes: 51 | Time: 3.6877e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 455 | Active_nodes: 51 | Time: 3.6882e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 601 | Active_nodes: 51 | Time: 3.6882e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 719 | Active_nodes: 51 | Time: 3.6888e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 621 | Active_nodes: 51 | Time: 3.6889e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 305 | Active_nodes: 51 | Time: 3.6896e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 311 | Active_nodes: 51 | Time: 3.6900e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 381 | Active_nodes: 51 | Time: 3.6907e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 373 | Active_nodes: 51 | Time: 3.6917e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 325 | Active_nodes: 51 | Time: 3.6919e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 485 | Active_nodes: 51 | Time: 3.6935e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 271 | Active_nodes: 51 | Time: 3.6948e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 430 | Active_nodes: 51 | Time: 3.6950e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 615 | Active_nodes: 51 | Time: 3.6951e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 257 | Active_nodes: 51 | Time: 3.6955e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 301 | Active_nodes: 51 | Time: 3.6957e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 329 | Active_nodes: 51 | Time: 3.6959e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 355 | Active_nodes: 51 | Time: 3.6960e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 70 | Active_nodes: 51 | Time: 3.6962e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 396 | Active_nodes: 51 | Time: 3.6968e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 713 | Active_nodes: 51 | Time: 3.6979e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 375 | Active_nodes: 51 | Time: 3.6982e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 331 | Active_nodes: 51 | Time: 3.6993e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 605 | Active_nodes: 51 | Time: 3.6994e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 606 | Active_nodes: 51 | Time: 3.7001e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 487 | Active_nodes: 51 | Time: 3.7014e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 369 | Active_nodes: 51 | Time: 3.7015e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 277 | Active_nodes: 51 | Time: 3.7016e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 544 | Active_nodes: 51 | Time: 3.7017e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 335 | Active_nodes: 51 | Time: 3.7024e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 689 | Active_nodes: 51 | Time: 3.7025e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 365 | Active_nodes: 51 | Time: 3.7025e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 424 | Active_nodes: 51 | Time: 3.7036e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 469 | Active_nodes: 51 | Time: 3.7036e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 664 | Active_nodes: 51 | Time: 3.7043e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 263 | Active_nodes: 51 | Time: 3.7087e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 516 | Active_nodes: 51 | Time: 3.7091e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 709 | Active_nodes: 51 | Time: 3.7109e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 685 | Active_nodes: 51 | Time: 3.7113e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 251 | Active_nodes: 51 | Time: 3.7119e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 670 | Active_nodes: 51 | Time: 3.7120e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 402 | Active_nodes: 51 | Time: 3.7125e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 603 | Active_nodes: 51 | Time: 3.7132e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 575 | Active_nodes: 51 | Time: 3.7132e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 283 | Active_nodes: 51 | Time: 3.7139e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 390 | Active_nodes: 51 | Time: 3.7179e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 493 | Active_nodes: 51 | Time: 3.7179e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 607 | Active_nodes: 51 | Time: 3.7190e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 378 | Active_nodes: 51 | Time: 3.7192e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 630 | Active_nodes: 51 | Time: 3.7199e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 565 | Active_nodes: 51 | Time: 3.7205e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 498 | Active_nodes: 51 | Time: 3.7215e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 397 | Active_nodes: 51 | Time: 3.7249e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 612 | Active_nodes: 51 | Time: 3.7254e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 636 | Active_nodes: 51 | Time: 3.7267e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 510 | Active_nodes: 51 | Time: 3.7276e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 550 | Active_nodes: 51 | Time: 3.7282e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 547 | Active_nodes: 51 | Time: 3.7295e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 667 | Active_nodes: 51 | Time: 3.7298e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 403 | Active_nodes: 51 | Time: 3.7305e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 611 | Active_nodes: 51 | Time: 3.7306e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 489 | Active_nodes: 51 | Time: 3.7306e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 427 | Active_nodes: 51 | Time: 3.7317e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 276 | Active_nodes: 51 | Time: 3.7329e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 618 | Active_nodes: 51 | Time: 3.7330e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 499 | Active_nodes: 51 | Time: 3.7347e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 379 | Active_nodes: 51 | Time: 3.7353e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 501 | Active_nodes: 51 | Time: 3.7355e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 391 | Active_nodes: 51 | Time: 3.7359e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 609 | Active_nodes: 51 | Time: 3.7374e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 541 | Active_nodes: 51 | Time: 3.7383e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 522 | Active_nodes: 51 | Time: 3.7389e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 371 | Active_nodes: 51 | Time: 3.7394e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 491 | Active_nodes: 51 | Time: 3.7398e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 631 | Active_nodes: 51 | Time: 3.7404e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 643 | Active_nodes: 51 | Time: 3.7406e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 261 | Active_nodes: 51 | Time: 3.7416e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 613 | Active_nodes: 51 | Time: 3.7425e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 589 | Active_nodes: 51 | Time: 3.7430e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 642 | Active_nodes: 51 | Time: 3.7433e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 421 | Active_nodes: 51 | Time: 3.7449e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 517 | Active_nodes: 51 | Time: 3.7475e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 637 | Active_nodes: 51 | Time: 3.7478e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 523 | Active_nodes: 51 | Time: 3.7518e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 619 | Active_nodes: 51 | Time: 3.7551e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 568 | Active_nodes: 51 | Time: 3.7560e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 688 | Active_nodes: 51 | Time: 3.7620e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 448 | Active_nodes: 51 | Time: 3.7634e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 358 | Active_nodes: 51 | Time: 3.7671e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 352 | Active_nodes: 51 | Time: 3.7694e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 592 | Active_nodes: 51 | Time: 3.7711e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 661 | Active_nodes: 51 | Time: 3.7763e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 454 | Active_nodes: 51 | Time: 3.7771e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 472 | Active_nodes: 51 | Time: 3.7772e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 691 | Active_nodes: 51 | Time: 3.7773e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 310 | Active_nodes: 51 | Time: 3.7776e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 694 | Active_nodes: 51 | Time: 3.7799e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 511 | Active_nodes: 51 | Time: 3.7802e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 598 | Active_nodes: 51 | Time: 3.7809e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 574 | Active_nodes: 51 | Time: 3.7813e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 478 | Active_nodes: 51 | Time: 3.7824e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 451 | Active_nodes: 51 | Time: 3.7902e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 475 | Active_nodes: 51 | Time: 3.7928e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 328 | Active_nodes: 51 | Time: 3.7953e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 334 | Active_nodes: 51 | Time: 3.7986e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 595 | Active_nodes: 51 | Time: 3.7992e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 718 | Active_nodes: 51 | Time: 3.8015e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 571 | Active_nodes: 51 | Time: 3.8031e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 304 | Active_nodes: 51 | Time: 3.8040e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 712 | Active_nodes: 51 | Time: 3.8136e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 715 | Active_nodes: 51 | Time: 3.8149e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| - -........................... -Average time: 3.5269e-04s - -________________________________________________________________________________________________ - -execution time of: 3.0767e-04s: Index: 192 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| - -execution time of: 3.0885e-04s: Index: 194 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| - -execution time of: 3.0980e-04s: Index: 216 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| - -execution time of: 3.1054e-04s: Index: 170 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| - -execution time of: 3.1174e-04s: Index: 169 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| - -execution time of: 3.1190e-04s: Index: 172 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| - -execution time of: 3.1223e-04s: Index: 168 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| - -execution time of: 3.1461e-04s: Index: 193 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| - -execution time of: 3.1481e-04s: Index: 217 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| - -execution time of: 3.1497e-04s: Index: 218 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| - -execution time of: 3.1612e-04s: Index: 146 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| - -execution time of: 3.1619e-04s: Index: 220 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| - -execution time of: 3.1637e-04s: Index: 314 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| - -execution time of: 3.1693e-04s: Index: 196 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| - -execution time of: 3.1713e-04s: Index: 148 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| - -execution time of: 3.1741e-04s: Index: 312 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| - -execution time of: 3.1780e-04s: Index: 145 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| - -execution time of: 3.1805e-04s: Index: 144 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| - -execution time of: 3.1820e-04s: Index: 290 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| - -execution time of: 3.1842e-04s: Index: 338 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| - -execution time of: 3.1929e-04s: Index: 410 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| - -execution time of: 3.1932e-04s: Index: 292 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 4| - -execution time of: 3.2073e-04s: Index: 147 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| - -execution time of: 3.2096e-04s: Index: 72 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| - -execution time of: 3.2132e-04s: Index: 336 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| - -execution time of: 3.2163e-04s: Index: 434 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| - -execution time of: 3.2175e-04s: Index: 74 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| - -execution time of: 3.2181e-04s: Index: 458 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| - -execution time of: 3.2213e-04s: Index: 288 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| - -execution time of: 3.2240e-04s: Index: 50 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| - -execution time of: 3.2249e-04s: Index: 149 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| - -execution time of: 3.2251e-04s: Index: 337 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| - -execution time of: 3.2257e-04s: Index: 530 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| - -execution time of: 3.2276e-04s: Index: 313 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3| - -execution time of: 3.2298e-04s: Index: 98 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| - -execution time of: 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-execution time of: 3.2483e-04s: Index: 49 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| - -execution time of: 3.2503e-04s: Index: 97 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| - -execution time of: 3.2522e-04s: Index: 554 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| - -execution time of: 3.2529e-04s: Index: 289 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| - -execution time of: 3.2555e-04s: Index: 456 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| - -execution time of: 3.2563e-04s: Index: 197 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| - -execution time of: 3.2563e-04s: Index: 102 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| - -execution time of: 3.2566e-04s: Index: 221 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| - -execution time of: 3.2571e-04s: Index: 650 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| - -execution time of: 3.2609e-04s: Index: 54 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| - -execution time of: 3.2622e-04s: Index: 173 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| - -execution time of: 3.2719e-04s: Index: 432 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| - -execution time of: 3.2729e-04s: Index: 674 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| - -execution time of: 3.2762e-04s: Index: 652 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3| - -execution time of: 3.2772e-04s: Index: 78 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| - -execution time of: 3.2773e-04s: Index: 552 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| - -execution time of: 3.2838e-04s: Index: 532 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| - -execution time of: 3.2844e-04s: Index: 578 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| - -execution time of: 3.2850e-04s: Index: 171 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| - -execution time of: 3.2881e-04s: Index: 55 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| - -execution time of: 3.2888e-04s: Index: 698 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| - -execution time of: 3.2928e-04s: Index: 386 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| - -execution time of: 3.2947e-04s: Index: 26 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| - -execution time of: 3.2952e-04s: Index: 100 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| - -execution time of: 3.2953e-04s: Index: 24 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| - -execution time of: 3.2960e-04s: Index: 103 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| - -execution time of: 3.2960e-04s: Index: 76 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| - -execution time of: 3.3002e-04s: Index: 73 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| - -execution time of: 3.3052e-04s: Index: 264 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| - -execution time of: 3.3075e-04s: Index: 84 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| - -execution time of: 3.3106e-04s: Index: 266 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| - -execution time of: 3.3150e-04s: Index: 433 | Max_nodes: 126 | 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-> 1|5 -> 2| - -execution time of: 3.3628e-04s: Index: 291 | Max_nodes: 126 | Active_nodes: 45 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| - -execution time of: 3.3632e-04s: Index: 508 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 3| - -execution time of: 3.3637e-04s: Index: 649 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 3| - -execution time of: 3.3641e-04s: Index: 66 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| - -execution time of: 3.3642e-04s: Index: 553 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2| - -execution time of: 3.3663e-04s: Index: 86 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| - -execution time of: 3.3663e-04s: Index: 529 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| - -execution time of: 3.3672e-04s: Index: 267 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 2|1 -> 1|2 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-> 2| - -execution time of: 3.4213e-04s: Index: 10 | Max_nodes: 126 | Active_nodes: 45 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| - -execution time of: 3.4248e-04s: Index: 418 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| - -execution time of: 3.4265e-04s: Index: 653 | Max_nodes: 126 | Active_nodes: 45 | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| - -execution time of: 3.4276e-04s: Index: 461 | Max_nodes: 126 | Active_nodes: 45 | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 1| - -execution time of: 3.4278e-04s: Index: 8 | Max_nodes: 126 | Active_nodes: 45 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| - -execution time of: 3.4286e-04s: Index: 533 | Max_nodes: 126 | Active_nodes: 45 | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 1| - -execution time of: 3.4295e-04s: Index: 345 | Max_nodes: 126 | Active_nodes: 45 | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| - -execution time of: 3.4312e-04s: Index: 92 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 0|1 -> 4|2 -> 5|3 -> 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-> 4|5 -> 5| - -execution time of: 3.5449e-04s: Index: 112 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| - -execution time of: 3.5451e-04s: Index: 678 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| - -execution time of: 3.5455e-04s: Index: 69 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| - -execution time of: 3.5456e-04s: Index: 64 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| - -execution time of: 3.5458e-04s: Index: 273 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| - -execution time of: 3.5461e-04s: Index: 120 | Max_nodes: 126 | Active_nodes: 45 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| - -execution time of: 3.5462e-04s: Index: 177 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| - -execution time of: 3.5462e-04s: Index: 23 | Max_nodes: 126 | Active_nodes: 45 | 0 -> 0|1 -> 1|2 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-> 1|5 -> 2| - -execution time of: 3.7763e-04s: Index: 661 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| - -execution time of: 3.7769e-04s: Index: 474 | Max_nodes: 126 | Active_nodes: 45 | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| - -execution time of: 3.7771e-04s: Index: 454 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| - -execution time of: 3.7772e-04s: Index: 472 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| - -execution time of: 3.7773e-04s: Index: 691 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| - -execution time of: 3.7776e-04s: Index: 310 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| - -execution time of: 3.7787e-04s: Index: 594 | Max_nodes: 126 | Active_nodes: 45 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| - -execution time of: 3.7799e-04s: Index: 694 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| - -execution time of: 3.7802e-04s: Index: 511 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 3| - -execution time of: 3.7809e-04s: Index: 598 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| - -execution time of: 3.7813e-04s: Index: 574 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| - -execution time of: 3.7824e-04s: Index: 478 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| - -execution time of: 3.7841e-04s: Index: 570 | Max_nodes: 126 | Active_nodes: 45 | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| - -execution time of: 3.7848e-04s: Index: 450 | Max_nodes: 126 | Active_nodes: 45 | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| - -execution time of: 3.7902e-04s: Index: 451 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| - -execution time of: 3.7928e-04s: Index: 475 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| - -execution time of: 3.7953e-04s: Index: 328 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| - -execution time of: 3.7986e-04s: Index: 334 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| - -execution time of: 3.7992e-04s: Index: 595 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| - -execution time of: 3.8015e-04s: Index: 718 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| - -execution time of: 3.8031e-04s: Index: 571 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| - -execution time of: 3.8040e-04s: Index: 304 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| - -execution time of: 3.8136e-04s: Index: 712 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| - -execution time of: 3.8149e-04s: Index: 715 | Max_nodes: 126 | Active_nodes: 51 | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| - -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/qaoa_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/qaoa_indep_qiskit_controls.txt deleted file mode 100644 index 1375c4e9..00000000 --- a/test/BenchmarkQuasm/results/qaoa_indep_qiskit_controls.txt +++ /dev/null @@ -1,168 +0,0 @@ -Start Simulation of qaoa_indep_qiskit_3__________________________________________________ - - i: 0 1 2 - 1: h | | - 2: | h | - 3: rzz rzz | p: (5.09401) - 4: | | h - 5: rzz | rzz p: (5.09401) - 6: rx | | p: (-6.86031) - 7: | rzz rzz p: (5.09401) - 8: | rx | p: (-6.86031) - 9: rzz rzz | p: (-5.14152) -10: | | rx p: (-6.86031) -11: rzz | rzz p: (-5.14152) -12: rx | | p: (8.16593) -13: | rzz rzz p: (-5.14152) -14: | rx | p: (8.16593) -15: | | rx p: (8.16593) -16:============ -17: 0 | | -18: | 1 | -19: | | 2 - o: 0 1 2 -Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 7.2774e-05s............................. -Permuted Duration: 7.2998e-05s............................. -Identity active_nodes: 6 ...................................... -Permuted active_nodes: 6 ...................................... -Identity max_nodes: 14 ...................................... -Permuted max_nodes: 14 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qaoa_indep_qiskit_4__________________________________________________ - -.i:...0...1...2...3 -.1:...h...|...|...| -.2:...|...h...|...| -.3:.rzz.rzz...|...| p: (-4.7124e+00) -.4:...|...|...h...| -.5:.rzz...|.rzz...| p: (-4.7124e+00) -.6:..rx...|...|...| p: (8.6394e+00) -.7:...|...|...|...h -.8:...|.rzz...|.rzz p: (-4.7124e+00) -.9:...|..rx...|...| p: (8.6394e+00) -10:.rzz.rzz...|...| p: (7.8539e-01) -11:...|...|.rzz.rzz p: (-4.7124e+00) -12:...|...|..rx...| p: (8.6394e+00) -13:.rzz...|.rzz...| p: (7.8539e-01) -14:..rx...|...|...| p: (4.7124e+00) -15:...|...|...|..rx p: (8.6394e+00) -16:...|.rzz...|.rzz p: (7.8539e-01) -17:...|..rx...|...| p: (4.7124e+00) -18:...|...|.rzz.rzz p: (7.8539e-01) -19:...|...|..rx...| p: (4.7124e+00) -20:...|...|...|..rx p: (4.7124e+00) -21:================ -22:...0...|...|...| -23:...|...1...|...| -24:...|...|...2...| -25:...|...|...|...3 -.o:...0...1...2...3 -Computed Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Identity Duration: 1.2815e-04s............................. -Permuted Duration: 1.2768e-04s............................. -Identity active_nodes: 15 ...................................... -Permuted active_nodes: 15 ...................................... -Identity max_nodes: 30 ...................................... -Permuted max_nodes: 30 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qaoa_indep_qiskit_5__________________________________________________ - -.i:...0...1...2...3...4 -.1:...h...|...|...|...| -.2:...|...h...|...|...| -.3:.rzz.rzz...|...|...| p: (-1.9300e+00) -.4:...|...|...h...|...| -.5:.rzz...|.rzz...|...| p: (-1.9300e+00) -.6:..rx...|...|...|...| p: (-2.6436e+00) -.7:...|...|...|...h...| -.8:...|.rzz...|.rzz...| p: (-1.9300e+00) -.9:...|..rx...|...|...| p: (-2.6436e+00) -10:.rzz.rzz...|...|...| p: (-3.6397e+00) -11:...|...|...|...|...h -12:...|...|.rzz...|.rzz p: (-1.9300e+00) -13:...|...|..rx...|...| p: (-2.6436e+00) -14:.rzz...|.rzz...|...| p: (-3.6397e+00) -15:..rx...|...|...|...| p: (1.9303e+00) -16:...|...|...|.rzz.rzz p: (-1.9300e+00) -17:...|...|...|..rx...| p: (-2.6436e+00) -18:...|.rzz...|.rzz...| p: (-3.6397e+00) -19:...|..rx...|...|...| p: (1.9303e+00) -20:...|...|...|...|..rx p: (-2.6436e+00) -21:...|...|.rzz...|.rzz p: (-3.6397e+00) -22:...|...|..rx...|...| p: (1.9303e+00) -23:...|...|...|.rzz.rzz p: (-3.6397e+00) -24:...|...|...|..rx...| p: (1.9303e+00) -25:...|...|...|...|..rx p: (1.9303e+00) -26:==================== -27:...0...|...|...|...| -28:...|...1...|...|...| -29:...|...|...2...|...| -30:...|...|...|...3...| -31:...|...|...|...|...4 -.o:...0...1...2...3...4 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: 1.8181e-04s............................. -Permuted Duration: 1.9560e-04s............................. -Identity active_nodes: 26 ...................................... -Permuted active_nodes: 26 ...................................... -Identity max_nodes: 62 ...................................... -Permuted max_nodes: 62 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qaoa_indep_qiskit_6__________________________________________________ - -.i:...0...1...2...3...4...5 -.1:...h...|...|...|...|...| -.2:...|...h...|...|...|...| -.3:...|...|...h...|...|...| -.4:.rzz...|.rzz...|...|...| p: (-4.9938e+00) -.5:...|...|...|...h...|...| -.6:.rzz...|...|.rzz...|...| p: (-4.9938e+00) -.7:..rx...|...|...|...|...| p: (-2.4968e+00) -.8:...|...|...|...|...h...| -.9:...|.rzz...|...|.rzz...| p: (-4.9938e+00) -10:...|...|.rzz...|.rzz...| p: (-4.9938e+00) -11:...|...|..rx...|...|...| p: (-2.4968e+00) -12:.rzz...|.rzz...|...|...| p: (-6.4470e-01) -13:...|...|...|...|..rx...| p: (-2.4968e+00) -14:...|...|...|...|...|...h -15:...|.rzz...|...|...|.rzz p: (-4.9938e+00) -16:...|..rx...|...|...|...| p: (-2.4968e+00) -17:...|.rzz...|...|.rzz...| p: (-6.4470e-01) -18:...|...|.rzz...|.rzz...| p: (-6.4470e-01) -19:...|...|..rx...|...|...| p: (8.1352e+00) -20:...|...|...|.rzz...|.rzz p: (-4.9938e+00) -21:...|...|...|..rx...|...| p: (-2.4968e+00) -22:.rzz...|...|.rzz...|...| p: (-6.4470e-01) -23:..rx...|...|...|...|...| p: (8.1352e+00) -24:...|...|...|...|..rx...| p: (8.1352e+00) -25:...|...|...|...|...|..rx p: (-2.4968e+00) -26:...|.rzz...|...|...|.rzz p: (-6.4470e-01) -27:...|..rx...|...|...|...| p: (8.1352e+00) -28:...|...|...|.rzz...|.rzz p: (-6.4470e-01) -29:...|...|...|..rx...|...| p: (8.1352e+00) -30:...|...|...|...|...|..rx p: (8.1352e+00) -31:======================== -32:...0...|...|...|...|...| -33:...|...1...|...|...|...| -34:...|...|...2...|...|...| -35:...|...|...|...3...|...| -36:...|...|...|...|...4...| -37:...|...|...|...|...|...5 -.o:...0...1...2...3...4...5 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Identity Duration: 3.4178e-04s............................. -Permuted Duration: 3.4149e-04s............................. -Identity active_nodes: 45 ...................................... -Permuted active_nodes: 45 ...................................... -Identity max_nodes: 126...................................... -Permuted max_nodes: 126...................................... -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/qft_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/qft_indep_qiskit_all.txt deleted file mode 100644 index ac19a649..00000000 --- a/test/BenchmarkQuasm/results/qft_indep_qiskit_all.txt +++ /dev/null @@ -1,3223 +0,0 @@ -Start Simulation of qft_indep_qiskit_2__________________________________________________ - -i: 0 1 -1: | h -2: s c -3: h | -4: sw sw -5:======== -6: 2 | -7: | 3 -o: 2 3 -Total Permutations: 2 -Min time: 1.2608e-05s................. Permutation 0 : 0 -> 0|1 -> 1| -Max time: 1.3391e-05s................. Permutation 1 : 0 -> 1|1 -> 0| -Min active nodes: 2 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Min max nodes: 4 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Max active nodes: 2 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Max max nodes: 4 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -________________________________________________________________________________________________ - -2 permutations have 2 active nodes. -Index: 0 | Max_nodes: 4 | Time: 1.2608e-05s | 0 -> 0|1 -> 1| -Index: 1 | Max_nodes: 4 | Time: 1.3391e-05s | 0 -> 1|1 -> 0| - -........................... -Average time: 1.3000e-05s - -________________________________________________________________________________________________ - -2 permutations have 4 max nodes. -Index: 0 | Active_nodes: 2 | Time: 1.2608e-05s | 0 -> 0|1 -> 1| -Index: 1 | Active_nodes: 2 | Time: 1.3391e-05s | 0 -> 1|1 -> 0| - -........................... -Average time: 1.3000e-05s - -________________________________________________________________________________________________ - -execution time of: 1.2608e-05s: Index: 0 | Max_nodes: 4 | Active_nodes: 2 | 0 -> 0|1 -> 1| - -execution time of: 1.3391e-05s: Index: 1 | Max_nodes: 4 | Active_nodes: 2 | 0 -> 1|1 -> 0| - -________________________________________________________________________________________________ - -Start Simulation of qft_indep_qiskit_3__________________________________________________ - -.i:...0...1...2 -.1:...|...|...h -.2:...|...s...c -.3:...|...h...| -.4:...t...|...c -.5:...s...c...| -.6:...h...|...| -.7:..sw...|..sw -.8:============ -.9:...3...|...| -10:...|...4...| -11:...|...|...5 -.o:...3...4...5 -Total Permutations: 6 -Min time: 2.2610e-05s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max time: 2.4799e-05s................. Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| -Min active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Min max nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max max nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -________________________________________________________________________________________________ - -6 permutations have 3 active nodes. -Index: 0 | Max_nodes: 6 | Time: 2.2610e-05s | 0 -> 0|1 -> 1|2 -> 2| -Index: 1 | Max_nodes: 6 | Time: 2.3232e-05s | 0 -> 0|1 -> 2|2 -> 1| -Index: 2 | Max_nodes: 6 | Time: 2.3419e-05s | 0 -> 1|1 -> 0|2 -> 2| -Index: 4 | Max_nodes: 6 | Time: 2.4041e-05s | 0 -> 2|1 -> 0|2 -> 1| -Index: 3 | Max_nodes: 6 | Time: 2.4109e-05s | 0 -> 1|1 -> 2|2 -> 0| -Index: 5 | Max_nodes: 6 | Time: 2.4799e-05s | 0 -> 2|1 -> 1|2 -> 0| - -........................... -Average time: 2.3702e-05s - -________________________________________________________________________________________________ - -6 permutations have 6 max nodes. -Index: 0 | Active_nodes: 3 | Time: 2.2610e-05s | 0 -> 0|1 -> 1|2 -> 2| -Index: 1 | Active_nodes: 3 | Time: 2.3232e-05s | 0 -> 0|1 -> 2|2 -> 1| -Index: 2 | Active_nodes: 3 | Time: 2.3419e-05s | 0 -> 1|1 -> 0|2 -> 2| -Index: 4 | Active_nodes: 3 | Time: 2.4041e-05s | 0 -> 2|1 -> 0|2 -> 1| -Index: 3 | Active_nodes: 3 | Time: 2.4109e-05s | 0 -> 1|1 -> 2|2 -> 0| -Index: 5 | Active_nodes: 3 | Time: 2.4799e-05s | 0 -> 2|1 -> 1|2 -> 0| - -........................... -Average time: 2.3702e-05s - -________________________________________________________________________________________________ - -execution time of: 2.2610e-05s: Index: 0 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 0|1 -> 1|2 -> 2| - -execution time of: 2.3232e-05s: Index: 1 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 0|1 -> 2|2 -> 1| - -execution time of: 2.3419e-05s: Index: 2 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 1|1 -> 0|2 -> 2| - -execution time of: 2.4041e-05s: Index: 4 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 2|1 -> 0|2 -> 1| - -execution time of: 2.4109e-05s: Index: 3 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 1|1 -> 2|2 -> 0| - -execution time of: 2.4799e-05s: Index: 5 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 2|1 -> 1|2 -> 0| - -________________________________________________________________________________________________ - -Start Simulation of qft_indep_qiskit_4__________________________________________________ - -.i:...0...1...2...3 -.1:...|...|...|...h -.2:...|...|...s...c -.3:...|...|...h...| -.4:...|...t...|...c -.5:...|...s...c...| -.6:...|...h...|...| -.7:...p...|...|...c p: (3.9270e-01) -.8:...t...|...c...| -.9:...s...c...|...| -10:...h...|...|...| -11:..sw...|...|..sw -12:...|..sw..sw...| -13:================ -14:...4...|...|...| -15:...|...5...|...| -16:...|...|...6...| -17:...|...|...|...7 -.o:...4...5...6...7 -Total Permutations: 24 -Min time: 3.5650e-05s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Max time: 4.0207e-05s................. Permutation 23 : 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -Min active nodes: 4 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Min max nodes: 8 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Max active nodes: 4 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Max max nodes: 8 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -________________________________________________________________________________________________ - -24 permutations have 4 active nodes. -Index: 0 | Max_nodes: 8 | Time: 3.5650e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Index: 1 | Max_nodes: 8 | Time: 3.6408e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -Index: 6 | Max_nodes: 8 | Time: 3.6435e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -Index: 2 | Max_nodes: 8 | Time: 3.6869e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -Index: 3 | Max_nodes: 8 | Time: 3.7234e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -Index: 4 | Max_nodes: 8 | Time: 3.7275e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -Index: 7 | Max_nodes: 8 | Time: 3.7374e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -Index: 12 | Max_nodes: 8 | Time: 3.7586e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -Index: 8 | Max_nodes: 8 | Time: 3.7626e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| -Index: 5 | Max_nodes: 8 | Time: 3.8128e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| -Index: 18 | Max_nodes: 8 | Time: 3.8166e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| -Index: 13 | Max_nodes: 8 | Time: 3.8205e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| -Index: 10 | Max_nodes: 8 | Time: 3.8241e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| -Index: 14 | Max_nodes: 8 | Time: 3.8285e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -Index: 9 | Max_nodes: 8 | Time: 3.8313e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -Index: 16 | Max_nodes: 8 | Time: 3.8752e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| -Index: 11 | Max_nodes: 8 | Time: 3.8876e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -Index: 15 | Max_nodes: 8 | Time: 3.8933e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -Index: 19 | Max_nodes: 8 | Time: 3.9194e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| -Index: 21 | Max_nodes: 8 | Time: 3.9557e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| -Index: 17 | Max_nodes: 8 | Time: 3.9573e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -Index: 22 | Max_nodes: 8 | Time: 3.9618e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| -Index: 20 | Max_nodes: 8 | Time: 4.0125e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -Index: 23 | Max_nodes: 8 | Time: 4.0207e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| - -........................... -Average time: 3.8193e-05s - -________________________________________________________________________________________________ - -24 permutations have 8 max nodes. -Index: 0 | Active_nodes: 4 | Time: 3.5650e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Index: 1 | Active_nodes: 4 | Time: 3.6408e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -Index: 6 | Active_nodes: 4 | Time: 3.6435e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -Index: 2 | Active_nodes: 4 | Time: 3.6869e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -Index: 3 | Active_nodes: 4 | Time: 3.7234e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -Index: 4 | Active_nodes: 4 | Time: 3.7275e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -Index: 7 | Active_nodes: 4 | Time: 3.7374e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -Index: 12 | Active_nodes: 4 | Time: 3.7586e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -Index: 8 | Active_nodes: 4 | Time: 3.7626e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| -Index: 5 | Active_nodes: 4 | Time: 3.8128e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| -Index: 18 | Active_nodes: 4 | Time: 3.8166e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| -Index: 13 | Active_nodes: 4 | Time: 3.8205e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| -Index: 10 | Active_nodes: 4 | Time: 3.8241e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| -Index: 14 | Active_nodes: 4 | Time: 3.8285e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -Index: 9 | Active_nodes: 4 | Time: 3.8313e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -Index: 16 | Active_nodes: 4 | Time: 3.8752e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| -Index: 11 | Active_nodes: 4 | Time: 3.8876e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -Index: 15 | Active_nodes: 4 | Time: 3.8933e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -Index: 19 | Active_nodes: 4 | Time: 3.9194e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| -Index: 21 | Active_nodes: 4 | Time: 3.9557e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| -Index: 17 | Active_nodes: 4 | Time: 3.9573e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -Index: 22 | Active_nodes: 4 | Time: 3.9618e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| -Index: 20 | Active_nodes: 4 | Time: 4.0125e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -Index: 23 | Active_nodes: 4 | Time: 4.0207e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| - -........................... -Average time: 3.8193e-05s - -________________________________________________________________________________________________ - -execution time of: 3.5650e-05s: Index: 0 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| - -execution time of: 3.6408e-05s: Index: 1 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| - -execution time of: 3.6435e-05s: Index: 6 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| - -execution time of: 3.6869e-05s: Index: 2 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| - -execution time of: 3.7234e-05s: Index: 3 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| - -execution time of: 3.7275e-05s: Index: 4 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| - -execution time of: 3.7374e-05s: Index: 7 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| - -execution time of: 3.7586e-05s: Index: 12 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| - -execution time of: 3.7626e-05s: Index: 8 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| - -execution time of: 3.8128e-05s: Index: 5 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| - -execution time of: 3.8166e-05s: Index: 18 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| - -execution time of: 3.8205e-05s: Index: 13 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| - -execution time of: 3.8241e-05s: Index: 10 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| - -execution time of: 3.8285e-05s: Index: 14 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| - -execution time of: 3.8313e-05s: Index: 9 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| - -execution time of: 3.8752e-05s: Index: 16 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| - -execution time of: 3.8876e-05s: Index: 11 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| - -execution time of: 3.8933e-05s: Index: 15 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| - -execution time of: 3.9194e-05s: Index: 19 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| - -execution time of: 3.9557e-05s: Index: 21 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| - -execution time of: 3.9573e-05s: Index: 17 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| - -execution time of: 3.9618e-05s: Index: 22 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| - -execution time of: 4.0125e-05s: Index: 20 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| - -execution time of: 4.0207e-05s: Index: 23 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| - -________________________________________________________________________________________________ - -Start Simulation of qft_indep_qiskit_5__________________________________________________ - -i: -o: -Total Permutations: 1 -Min time: 9.9624e-07s................. Permutation 0 : -Max time: 9.9624e-07s................. Permutation 0 : -Min active nodes: 0 nodes.................... Permutation 0 : -Min max nodes: 0 nodes.................... Permutation 0 : -Max active nodes: 0 nodes.................... Permutation 0 : -Max max nodes: 0 nodes.................... Permutation 0 : -________________________________________________________________________________________________ - -1 permutations have 0 active nodes. -Index: 0 | Max_nodes: 0 | Time: 9.9624e-07s | - -........................... -Average time: 9.9624e-07s - -________________________________________________________________________________________________ - -1 permutations have 0 max nodes. -Index: 0 | Active_nodes: 0 | Time: 9.9624e-07s | - -........................... -Average time: 9.9624e-07s - -________________________________________________________________________________________________ - -execution time of: 9.9624e-07s: Index: 0 | Max_nodes: 0 | Active_nodes: 0 | - -________________________________________________________________________________________________ - -Start Simulation of qft_indep_qiskit_6__________________________________________________ - -.i:...0...1...2...3...4...5 -.1:...|...|...|...|...|...h -.2:...|...|...|...|...s...c -.3:...|...|...|...|...h...| -.4:...|...|...|...t...|...c -.5:...|...|...|...s...c...| -.6:...|...|...|...h...|...| -.7:...|...|...p...|...|...c p: (3.9270e-01) -.8:...|...|...t...|...c...| -.9:...|...|...s...c...|...| -10:...|...|...h...|...|...| -11:...|...p...|...|...|...c p: (1.9635e-01) -12:...|...p...|...|...c...| p: (3.9270e-01) -13:...|...t...|...c...|...| -14:...|...s...c...|...|...| -15:...|...h...|...|...|...| -16:...p...|...|...|...|...c p: (9.8175e-02) -17:...p...|...|...|...c...| p: (1.9635e-01) -18:...p...|...|...c...|...| p: (3.9270e-01) -19:...t...|...c...|...|...| -20:...s...c...|...|...|...| -21:...h...|...|...|...|...| -22:..sw...|...|...|...|..sw -23:...|..sw...|...|..sw...| -24:...|...|..sw..sw...|...| -25:======================== -26:...6...|...|...|...|...| -27:...|...7...|...|...|...| -28:...|...|...8...|...|...| -29:...|...|...|...9...|...| -30:...|...|...|...|..10...| -31:...|...|...|...|...|..11 -.o:...6...7...8...9..10..11 -Total Permutations: 720 -Min time: 7.2375e-05s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Max time: 8.8173e-05s................. Permutation 678: 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Min active nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Min max nodes: 12 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Max active nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Max max nodes: 12 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -________________________________________________________________________________________________ - -720 permutations have 6 active nodes. -Index: 0 | Max_nodes: 12 | Time: 7.2375e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 1 | Max_nodes: 12 | Time: 7.2732e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 120 | Max_nodes: 12 | Time: 7.2996e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 2 | Max_nodes: 12 | Time: 7.3272e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 121 | Max_nodes: 12 | Time: 7.3702e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 6 | Max_nodes: 12 | Time: 7.3737e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 8 | Max_nodes: 12 | Time: 7.3764e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 126 | Max_nodes: 12 | Time: 7.3789e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 7 | Max_nodes: 12 | Time: 7.3826e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 122 | Max_nodes: 12 | Time: 7.3842e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 12 | Max_nodes: 12 | Time: 7.3869e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 240 | Max_nodes: 12 | Time: 7.3883e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 26 | Max_nodes: 12 | Time: 7.3905e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 3 | Max_nodes: 12 | Time: 7.3925e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 48 | Max_nodes: 12 | Time: 7.3954e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 4 | Max_nodes: 12 | Time: 7.3975e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 24 | Max_nodes: 12 | Time: 7.4091e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 25 | Max_nodes: 12 | Time: 7.4166e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 10 | Max_nodes: 12 | Time: 7.4462e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 5 | Max_nodes: 12 | Time: 7.4470e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 18 | Max_nodes: 12 | Time: 7.4502e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 27 | Max_nodes: 12 | Time: 7.4541e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 28 | Max_nodes: 12 | Time: 7.4572e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 13 | Max_nodes: 12 | Time: 7.4573e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 127 | Max_nodes: 12 | Time: 7.4586e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 9 | Max_nodes: 12 | Time: 7.4591e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 246 | Max_nodes: 12 | Time: 7.4611e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 144 | Max_nodes: 12 | Time: 7.4627e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 132 | Max_nodes: 12 | Time: 7.4629e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 145 | Max_nodes: 12 | Time: 7.4655e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 49 | Max_nodes: 12 | Time: 7.4655e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 241 | Max_nodes: 12 | Time: 7.4670e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 50 | Max_nodes: 12 | Time: 7.4707e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 32 | Max_nodes: 12 | Time: 7.4731e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 123 | Max_nodes: 12 | Time: 7.4774e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 36 | Max_nodes: 12 | Time: 7.4776e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 150 | Max_nodes: 12 | Time: 7.4791e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 146 | Max_nodes: 12 | Time: 7.4796e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 54 | Max_nodes: 12 | Time: 7.4801e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 264 | Max_nodes: 12 | Time: 7.4868e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 168 | Max_nodes: 12 | Time: 7.4903e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 14 | Max_nodes: 12 | Time: 7.4950e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 124 | Max_nodes: 12 | Time: 7.5002e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 31 | Max_nodes: 12 | Time: 7.5224e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 42 | Max_nodes: 12 | Time: 7.5272e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 72 | Max_nodes: 12 | Time: 7.5282e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 20 | Max_nodes: 12 | Time: 7.5327e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 129 | Max_nodes: 12 | Time: 7.5345e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 51 | Max_nodes: 12 | Time: 7.5347e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 244 | Max_nodes: 12 | Time: 7.5367e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 242 | Max_nodes: 12 | Time: 7.5389e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 29 | Max_nodes: 12 | Time: 7.5399e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 128 | Max_nodes: 12 | Time: 7.5405e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 34 | Max_nodes: 12 | Time: 7.5411e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 16 | Max_nodes: 12 | Time: 7.5417e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 138 | Max_nodes: 12 | Time: 7.5428e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 133 | Max_nodes: 12 | Time: 7.5433e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 148 | Max_nodes: 12 | Time: 7.5446e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 130 | Max_nodes: 12 | Time: 7.5448e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 55 | Max_nodes: 12 | Time: 7.5469e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 134 | Max_nodes: 12 | Time: 7.5472e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 52 | Max_nodes: 12 | Time: 7.5472e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 248 | Max_nodes: 12 | Time: 7.5479e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 243 | Max_nodes: 12 | Time: 7.5479e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 38 | Max_nodes: 12 | Time: 7.5505e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 480 | Max_nodes: 12 | Time: 7.5510e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 156 | Max_nodes: 12 | Time: 7.5513e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 366 | Max_nodes: 12 | Time: 7.5535e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 33 | Max_nodes: 12 | Time: 7.5535e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 170 | Max_nodes: 12 | Time: 7.5543e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 56 | Max_nodes: 12 | Time: 7.5557e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 74 | Max_nodes: 12 | Time: 7.5570e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 362 | Max_nodes: 12 | Time: 7.5585e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 30 | Max_nodes: 12 | Time: 7.5585e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 151 | Max_nodes: 12 | Time: 7.5605e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 192 | Max_nodes: 12 | Time: 7.5613e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 265 | Max_nodes: 12 | Time: 7.5618e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 169 | Max_nodes: 12 | Time: 7.5634e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 270 | Max_nodes: 12 | Time: 7.5639e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 15 | Max_nodes: 12 | Time: 7.5730e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 247 | Max_nodes: 12 | Time: 7.5735e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 96 | Max_nodes: 12 | Time: 7.5738e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 19 | Max_nodes: 12 | Time: 7.5795e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 288 | Max_nodes: 12 | Time: 7.5795e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 252 | Max_nodes: 12 | Time: 7.5796e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 152 | Max_nodes: 12 | Time: 7.5823e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 78 | Max_nodes: 12 | Time: 7.5886e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 73 | Max_nodes: 12 | Time: 7.5991e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 266 | Max_nodes: 12 | Time: 7.6020e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 361 | Max_nodes: 12 | Time: 7.6029e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 37 | Max_nodes: 12 | Time: 7.6060e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 174 | Max_nodes: 12 | Time: 7.6063e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 22 | Max_nodes: 12 | Time: 7.6065e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 40 | Max_nodes: 12 | Time: 7.6101e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 154 | Max_nodes: 12 | Time: 7.6119e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 136 | Max_nodes: 12 | Time: 7.6131e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 98 | Max_nodes: 12 | Time: 7.6150e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 11 | Max_nodes: 12 | Time: 7.6175e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 149 | Max_nodes: 12 | Time: 7.6187e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 35 | Max_nodes: 12 | Time: 7.6192e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 157 | Max_nodes: 12 | Time: 7.6195e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 131 | Max_nodes: 12 | Time: 7.6203e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 249 | Max_nodes: 12 | Time: 7.6214e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 43 | Max_nodes: 12 | Time: 7.6215e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 39 | Max_nodes: 12 | Time: 7.6215e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 172 | Max_nodes: 12 | Time: 7.6220e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 250 | Max_nodes: 12 | Time: 7.6223e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 486 | Max_nodes: 12 | Time: 7.6227e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 97 | Max_nodes: 12 | Time: 7.6229e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 162 | Max_nodes: 12 | Time: 7.6230e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 58 | Max_nodes: 12 | Time: 7.6233e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 139 | Max_nodes: 12 | Time: 7.6235e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 102 | Max_nodes: 12 | Time: 7.6247e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 312 | Max_nodes: 12 | Time: 7.6250e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 66 | Max_nodes: 12 | Time: 7.6255e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 61 | Max_nodes: 12 | Time: 7.6271e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 384 | Max_nodes: 12 | Time: 7.6271e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 53 | Max_nodes: 12 | Time: 7.6275e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 171 | Max_nodes: 12 | Time: 7.6279e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 253 | Max_nodes: 12 | Time: 7.6287e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 271 | Max_nodes: 12 | Time: 7.6289e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 193 | Max_nodes: 12 | Time: 7.6307e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 194 | Max_nodes: 12 | Time: 7.6320e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 57 | Max_nodes: 12 | Time: 7.6332e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 268 | Max_nodes: 12 | Time: 7.6351e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 176 | Max_nodes: 12 | Time: 7.6355e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 390 | Max_nodes: 12 | Time: 7.6359e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 79 | Max_nodes: 12 | Time: 7.6362e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 385 | Max_nodes: 12 | Time: 7.6369e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 254 | Max_nodes: 12 | Time: 7.6371e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 289 | Max_nodes: 12 | Time: 7.6376e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 363 | Max_nodes: 12 | Time: 7.6377e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 44 | Max_nodes: 12 | Time: 7.6399e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 175 | Max_nodes: 12 | Time: 7.6402e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 153 | Max_nodes: 12 | Time: 7.6422e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 135 | Max_nodes: 12 | Time: 7.6425e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 180 | Max_nodes: 12 | Time: 7.6439e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 294 | Max_nodes: 12 | Time: 7.6439e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 267 | Max_nodes: 12 | Time: 7.6442e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 276 | Max_nodes: 12 | Time: 7.6445e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 368 | Max_nodes: 12 | Time: 7.6455e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 482 | Max_nodes: 12 | Time: 7.6477e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 80 | Max_nodes: 12 | Time: 7.6480e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 408 | Max_nodes: 12 | Time: 7.6495e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 372 | Max_nodes: 12 | Time: 7.6504e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 125 | Max_nodes: 12 | Time: 7.6524e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 21 | Max_nodes: 12 | Time: 7.6550e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 84 | Max_nodes: 12 | Time: 7.6559e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 360 | Max_nodes: 12 | Time: 7.6561e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 272 | Max_nodes: 12 | Time: 7.6574e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 504 | Max_nodes: 12 | Time: 7.6619e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 245 | Max_nodes: 12 | Time: 7.6675e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 160 | Max_nodes: 12 | Time: 7.6683e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 75 | Max_nodes: 12 | Time: 7.6748e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 17 | Max_nodes: 12 | Time: 7.6775e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 290 | Max_nodes: 12 | Time: 7.6784e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 364 | Max_nodes: 12 | Time: 7.6786e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 600 | Max_nodes: 12 | Time: 7.6788e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 62 | Max_nodes: 12 | Time: 7.6823e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 158 | Max_nodes: 12 | Time: 7.6838e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 60 | Max_nodes: 12 | Time: 7.6875e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 100 | Max_nodes: 12 | Time: 7.6905e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 41 | Max_nodes: 12 | Time: 7.6909e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 367 | Max_nodes: 12 | Time: 7.6911e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 386 | Max_nodes: 12 | Time: 7.6953e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 273 | Max_nodes: 12 | Time: 7.6974e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 159 | Max_nodes: 12 | Time: 7.6976e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 199 | Max_nodes: 12 | Time: 7.7000e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 59 | Max_nodes: 12 | Time: 7.7000e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 258 | Max_nodes: 12 | Time: 7.7012e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 23 | Max_nodes: 12 | Time: 7.7014e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 295 | Max_nodes: 12 | Time: 7.7016e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 64 | Max_nodes: 12 | Time: 7.7020e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 291 | Max_nodes: 12 | Time: 7.7023e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 256 | Max_nodes: 12 | Time: 7.7025e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 164 | Max_nodes: 12 | Time: 7.7027e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 103 | Max_nodes: 12 | Time: 7.7042e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 292 | Max_nodes: 12 | Time: 7.7043e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 181 | Max_nodes: 12 | Time: 7.7052e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 186 | Max_nodes: 12 | Time: 7.7060e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 410 | Max_nodes: 12 | Time: 7.7067e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 282 | Max_nodes: 12 | Time: 7.7077e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 137 | Max_nodes: 12 | Time: 7.7082e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 82 | Max_nodes: 12 | Time: 7.7087e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 601 | Max_nodes: 12 | Time: 7.7090e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 67 | Max_nodes: 12 | Time: 7.7094e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 483 | Max_nodes: 12 | Time: 7.7102e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 506 | Max_nodes: 12 | Time: 7.7106e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 177 | Max_nodes: 12 | Time: 7.7106e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 196 | Max_nodes: 12 | Time: 7.7112e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 528 | Max_nodes: 12 | Time: 7.7112e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 336 | Max_nodes: 12 | Time: 7.7114e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 104 | Max_nodes: 12 | Time: 7.7119e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 173 | Max_nodes: 12 | Time: 7.7121e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 77 | Max_nodes: 12 | Time: 7.7121e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 195 | Max_nodes: 12 | Time: 7.7124e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 259 | Max_nodes: 12 | Time: 7.7128e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 378 | Max_nodes: 12 | Time: 7.7130e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 216 | Max_nodes: 12 | Time: 7.7133e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 370 | Max_nodes: 12 | Time: 7.7156e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 140 | Max_nodes: 12 | Time: 7.7162e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 45 | Max_nodes: 12 | Time: 7.7164e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 68 | Max_nodes: 12 | Time: 7.7166e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 313 | Max_nodes: 12 | Time: 7.7172e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 505 | Max_nodes: 12 | Time: 7.7185e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 624 | Max_nodes: 12 | Time: 7.7192e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 369 | Max_nodes: 12 | Time: 7.7197e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 218 | Max_nodes: 12 | Time: 7.7199e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 200 | Max_nodes: 12 | Time: 7.7206e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 155 | Max_nodes: 12 | Time: 7.7211e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 178 | Max_nodes: 12 | Time: 7.7224e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 387 | Max_nodes: 12 | Time: 7.7227e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 142 | Max_nodes: 12 | Time: 7.7228e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 488 | Max_nodes: 12 | Time: 7.7238e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 63 | Max_nodes: 12 | Time: 7.7247e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 510 | Max_nodes: 12 | Time: 7.7248e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 222 | Max_nodes: 12 | Time: 7.7250e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 251 | Max_nodes: 12 | Time: 7.7256e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 90 | Max_nodes: 12 | Time: 7.7264e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 278 | Max_nodes: 12 | Time: 7.7265e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 374 | Max_nodes: 12 | Time: 7.7275e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 432 | Max_nodes: 12 | Time: 7.7277e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 392 | Max_nodes: 12 | Time: 7.7277e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 391 | Max_nodes: 12 | Time: 7.7278e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 85 | Max_nodes: 12 | Time: 7.7282e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 492 | Max_nodes: 12 | Time: 7.7301e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 414 | Max_nodes: 12 | Time: 7.7319e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 198 | Max_nodes: 12 | Time: 7.7324e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 86 | Max_nodes: 12 | Time: 7.7359e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 296 | Max_nodes: 12 | Time: 7.7364e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 487 | Max_nodes: 12 | Time: 7.7371e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 373 | Max_nodes: 12 | Time: 7.7371e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 388 | Max_nodes: 12 | Time: 7.7396e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 108 | Max_nodes: 12 | Time: 7.7409e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 274 | Max_nodes: 12 | Time: 7.7416e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 606 | Max_nodes: 12 | Time: 7.7443e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 260 | Max_nodes: 12 | Time: 7.7454e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 300 | Max_nodes: 12 | Time: 7.7460e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 269 | Max_nodes: 12 | Time: 7.7492e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 76 | Max_nodes: 12 | Time: 7.7524e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 396 | Max_nodes: 12 | Time: 7.7556e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 602 | Max_nodes: 12 | Time: 7.7563e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 81 | Max_nodes: 12 | Time: 7.7567e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 161 | Max_nodes: 12 | Time: 7.7589e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 204 | Max_nodes: 12 | Time: 7.7616e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 257 | Max_nodes: 12 | Time: 7.7694e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 187 | Max_nodes: 12 | Time: 7.7706e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 166 | Max_nodes: 12 | Time: 7.7729e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 70 | Max_nodes: 12 | Time: 7.7738e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 379 | Max_nodes: 12 | Time: 7.7739e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 165 | Max_nodes: 12 | Time: 7.7748e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 489 | Max_nodes: 12 | Time: 7.7758e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 141 | Max_nodes: 12 | Time: 7.7760e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 99 | Max_nodes: 12 | Time: 7.7772e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 202 | Max_nodes: 12 | Time: 7.7775e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 101 | Max_nodes: 12 | Time: 7.7775e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 315 | Max_nodes: 12 | Time: 7.7783e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 220 | Max_nodes: 12 | Time: 7.7794e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 143 | Max_nodes: 12 | Time: 7.7824e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 114 | Max_nodes: 12 | Time: 7.7825e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 603 | Max_nodes: 12 | Time: 7.7828e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 223 | Max_nodes: 12 | Time: 7.7833e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 612 | Max_nodes: 12 | Time: 7.7868e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 182 | Max_nodes: 12 | Time: 7.7871e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 318 | Max_nodes: 12 | Time: 7.7875e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 376 | Max_nodes: 12 | Time: 7.7879e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 109 | Max_nodes: 12 | Time: 7.7881e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 87 | Max_nodes: 12 | Time: 7.7882e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 306 | Max_nodes: 12 | Time: 7.7887e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 106 | Max_nodes: 12 | Time: 7.7890e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 261 | Max_nodes: 12 | Time: 7.7893e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 262 | Max_nodes: 12 | Time: 7.7893e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 375 | Max_nodes: 12 | Time: 7.7898e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 297 | Max_nodes: 12 | Time: 7.7916e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 608 | Max_nodes: 12 | Time: 7.7916e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 498 | Max_nodes: 12 | Time: 7.7918e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 534 | Max_nodes: 12 | Time: 7.7923e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 188 | Max_nodes: 12 | Time: 7.7924e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 485 | Max_nodes: 12 | Time: 7.7930e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 65 | Max_nodes: 12 | Time: 7.7931e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 163 | Max_nodes: 12 | Time: 7.7932e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 316 | Max_nodes: 12 | Time: 7.7936e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 529 | Max_nodes: 12 | Time: 7.7937e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 219 | Max_nodes: 12 | Time: 7.7939e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 283 | Max_nodes: 12 | Time: 7.7942e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 338 | Max_nodes: 12 | Time: 7.7945e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 630 | Max_nodes: 12 | Time: 7.7948e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 371 | Max_nodes: 12 | Time: 7.7954e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 298 | Max_nodes: 12 | Time: 7.7958e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 277 | Max_nodes: 12 | Time: 7.7965e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 46 | Max_nodes: 12 | Time: 7.7966e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 394 | Max_nodes: 12 | Time: 7.7968e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 279 | Max_nodes: 12 | Time: 7.7969e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 205 | Max_nodes: 12 | Time: 7.7978e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 389 | Max_nodes: 12 | Time: 7.7982e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 508 | Max_nodes: 12 | Time: 7.7994e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 456 | Max_nodes: 12 | Time: 7.8000e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 224 | Max_nodes: 12 | Time: 7.8001e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 210 | Max_nodes: 12 | Time: 7.8012e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 511 | Max_nodes: 12 | Time: 7.8013e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 393 | Max_nodes: 12 | Time: 7.8015e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 88 | Max_nodes: 12 | Time: 7.8015e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 105 | Max_nodes: 12 | Time: 7.8019e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 69 | Max_nodes: 12 | Time: 7.8024e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 337 | Max_nodes: 12 | Time: 7.8025e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 320 | Max_nodes: 12 | Time: 7.8034e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 380 | Max_nodes: 12 | Time: 7.8049e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 197 | Max_nodes: 12 | Time: 7.8050e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 438 | Max_nodes: 12 | Time: 7.8051e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 412 | Max_nodes: 12 | Time: 7.8057e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 411 | Max_nodes: 12 | Time: 7.8062e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 434 | Max_nodes: 12 | Time: 7.8071e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 398 | Max_nodes: 12 | Time: 7.8075e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 490 | Max_nodes: 12 | Time: 7.8076e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 319 | Max_nodes: 12 | Time: 7.8085e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 512 | Max_nodes: 12 | Time: 7.8086e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 201 | Max_nodes: 12 | Time: 7.8086e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 420 | Max_nodes: 12 | Time: 7.8086e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 530 | Max_nodes: 12 | Time: 7.8100e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 416 | Max_nodes: 12 | Time: 7.8106e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 147 | Max_nodes: 12 | Time: 7.8111e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 91 | Max_nodes: 12 | Time: 7.8112e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 552 | Max_nodes: 12 | Time: 7.8119e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 397 | Max_nodes: 12 | Time: 7.8141e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 217 | Max_nodes: 12 | Time: 7.8141e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 625 | Max_nodes: 12 | Time: 7.8142e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 284 | Max_nodes: 12 | Time: 7.8159e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 365 | Max_nodes: 12 | Time: 7.8161e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 92 | Max_nodes: 12 | Time: 7.8161e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 275 | Max_nodes: 12 | Time: 7.8171e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 607 | Max_nodes: 12 | Time: 7.8178e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 184 | Max_nodes: 12 | Time: 7.8186e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 110 | Max_nodes: 12 | Time: 7.8216e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 433 | Max_nodes: 12 | Time: 7.8223e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 415 | Max_nodes: 12 | Time: 7.8223e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 494 | Max_nodes: 12 | Time: 7.8227e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 293 | Max_nodes: 12 | Time: 7.8231e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 228 | Max_nodes: 12 | Time: 7.8294e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 516 | Max_nodes: 12 | Time: 7.8305e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 402 | Max_nodes: 12 | Time: 7.8337e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 648 | Max_nodes: 12 | Time: 7.8378e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 604 | Max_nodes: 12 | Time: 7.8381e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 626 | Max_nodes: 12 | Time: 7.8397e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 71 | Max_nodes: 12 | Time: 7.8427e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 404 | Max_nodes: 12 | Time: 7.8440e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 93 | Max_nodes: 12 | Time: 7.8460e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 417 | Max_nodes: 12 | Time: 7.8478e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 317 | Max_nodes: 12 | Time: 7.8481e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 499 | Max_nodes: 12 | Time: 7.8506e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 208 | Max_nodes: 12 | Time: 7.8511e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 301 | Max_nodes: 12 | Time: 7.8523e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 436 | Max_nodes: 12 | Time: 7.8529e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 304 | Max_nodes: 12 | Time: 7.8547e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 654 | Max_nodes: 12 | Time: 7.8551e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 226 | Max_nodes: 12 | Time: 7.8565e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 234 | Max_nodes: 12 | Time: 7.8576e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 381 | Max_nodes: 12 | Time: 7.8581e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 221 | Max_nodes: 12 | Time: 7.8581e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 280 | Max_nodes: 12 | Time: 7.8589e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 613 | Max_nodes: 12 | Time: 7.8592e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 115 | Max_nodes: 12 | Time: 7.8598e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 206 | Max_nodes: 12 | Time: 7.8633e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 189 | Max_nodes: 12 | Time: 7.8634e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 203 | Max_nodes: 12 | Time: 7.8636e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 531 | Max_nodes: 12 | Time: 7.8650e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 322 | Max_nodes: 12 | Time: 7.8651e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 47 | Max_nodes: 12 | Time: 7.8656e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 377 | Max_nodes: 12 | Time: 7.8664e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 495 | Max_nodes: 12 | Time: 7.8667e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 83 | Max_nodes: 12 | Time: 7.8672e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 229 | Max_nodes: 12 | Time: 7.8672e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 395 | Max_nodes: 12 | Time: 7.8673e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 344 | Max_nodes: 12 | Time: 7.8674e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 116 | Max_nodes: 12 | Time: 7.8675e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 628 | Max_nodes: 12 | Time: 7.8678e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 631 | Max_nodes: 12 | Time: 7.8681e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 517 | Max_nodes: 12 | Time: 7.8684e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 330 | Max_nodes: 12 | Time: 7.8689e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 339 | Max_nodes: 12 | Time: 7.8696e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 382 | Max_nodes: 12 | Time: 7.8698e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 576 | Max_nodes: 12 | Time: 7.8708e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 458 | Max_nodes: 12 | Time: 7.8710e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 532 | Max_nodes: 12 | Time: 7.8713e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 513 | Max_nodes: 12 | Time: 7.8713e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 107 | Max_nodes: 12 | Time: 7.8715e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 457 | Max_nodes: 12 | Time: 7.8724e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 302 | Max_nodes: 12 | Time: 7.8732e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 610 | Max_nodes: 12 | Time: 7.8733e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 522 | Max_nodes: 12 | Time: 7.8735e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 286 | Max_nodes: 12 | Time: 7.8739e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 285 | Max_nodes: 12 | Time: 7.8745e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 496 | Max_nodes: 12 | Time: 7.8745e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 89 | Max_nodes: 12 | Time: 7.8746e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 207 | Max_nodes: 12 | Time: 7.8755e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 618 | Max_nodes: 12 | Time: 7.8756e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 605 | Max_nodes: 12 | Time: 7.8759e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 514 | Max_nodes: 12 | Time: 7.8762e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 500 | Max_nodes: 12 | Time: 7.8765e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 212 | Max_nodes: 12 | Time: 7.8769e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 627 | Max_nodes: 12 | Time: 7.8775e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 308 | Max_nodes: 12 | Time: 7.8789e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 413 | Max_nodes: 12 | Time: 7.8795e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 435 | Max_nodes: 12 | Time: 7.8798e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 649 | Max_nodes: 12 | Time: 7.8817e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 418 | Max_nodes: 12 | Time: 7.8819e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 672 | Max_nodes: 12 | Time: 7.8825e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 440 | Max_nodes: 12 | Time: 7.8829e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 422 | Max_nodes: 12 | Time: 7.8855e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 325 | Max_nodes: 12 | Time: 7.8857e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 281 | Max_nodes: 12 | Time: 7.8871e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 167 | Max_nodes: 12 | Time: 7.8873e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 426 | Max_nodes: 12 | Time: 7.8885e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 303 | Max_nodes: 12 | Time: 7.8885e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 211 | Max_nodes: 12 | Time: 7.8886e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 554 | Max_nodes: 12 | Time: 7.8892e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 190 | Max_nodes: 12 | Time: 7.8908e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 94 | Max_nodes: 12 | Time: 7.8937e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 518 | Max_nodes: 12 | Time: 7.8940e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 185 | Max_nodes: 12 | Time: 7.8941e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 553 | Max_nodes: 12 | Time: 7.8944e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 307 | Max_nodes: 12 | Time: 7.8979e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 507 | Max_nodes: 12 | Time: 7.8987e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 348 | Max_nodes: 12 | Time: 7.8989e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 509 | Max_nodes: 12 | Time: 7.9013e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 263 | Max_nodes: 12 | Time: 7.9014e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 399 | Max_nodes: 12 | Time: 7.9014e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 421 | Max_nodes: 12 | Time: 7.9053e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 225 | Max_nodes: 12 | Time: 7.9119e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 444 | Max_nodes: 12 | Time: 7.9129e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 558 | Max_nodes: 12 | Time: 7.9138e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 326 | Max_nodes: 12 | Time: 7.9139e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 113 | Max_nodes: 12 | Time: 7.9169e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 331 | Max_nodes: 12 | Time: 7.9172e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 462 | Max_nodes: 12 | Time: 7.9190e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 403 | Max_nodes: 12 | Time: 7.9200e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 427 | Max_nodes: 12 | Time: 7.9216e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 650 | Max_nodes: 12 | Time: 7.9220e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 501 | Max_nodes: 12 | Time: 7.9226e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 213 | Max_nodes: 12 | Time: 7.9235e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 540 | Max_nodes: 12 | Time: 7.9238e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 118 | Max_nodes: 12 | Time: 7.9247e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 117 | Max_nodes: 12 | Time: 7.9253e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 383 | Max_nodes: 12 | Time: 7.9257e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 95 | Max_nodes: 12 | Time: 7.9269e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 611 | Max_nodes: 12 | Time: 7.9279e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 406 | Max_nodes: 12 | Time: 7.9280e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 236 | Max_nodes: 12 | Time: 7.9285e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 409 | Max_nodes: 12 | Time: 7.9311e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 491 | Max_nodes: 12 | Time: 7.9313e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 484 | Max_nodes: 12 | Time: 7.9313e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 619 | Max_nodes: 12 | Time: 7.9318e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 235 | Max_nodes: 12 | Time: 7.9331e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 468 | Max_nodes: 12 | Time: 7.9335e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 696 | Max_nodes: 12 | Time: 7.9346e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 401 | Max_nodes: 12 | Time: 7.9351e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 191 | Max_nodes: 12 | Time: 7.9353e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 620 | Max_nodes: 12 | Time: 7.9353e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 232 | Max_nodes: 12 | Time: 7.9357e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 656 | Max_nodes: 12 | Time: 7.9360e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 314 | Max_nodes: 12 | Time: 7.9364e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 354 | Max_nodes: 12 | Time: 7.9369e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 340 | Max_nodes: 12 | Time: 7.9373e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 230 | Max_nodes: 12 | Time: 7.9380e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 439 | Max_nodes: 12 | Time: 7.9383e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 637 | Max_nodes: 12 | Time: 7.9384e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 651 | Max_nodes: 12 | Time: 7.9384e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 111 | Max_nodes: 12 | Time: 7.9395e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 636 | Max_nodes: 12 | Time: 7.9396e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 445 | Max_nodes: 12 | Time: 7.9405e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 287 | Max_nodes: 12 | Time: 7.9406e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 634 | Max_nodes: 12 | Time: 7.9411e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 441 | Max_nodes: 12 | Time: 7.9417e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 652 | Max_nodes: 12 | Time: 7.9419e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 537 | Max_nodes: 12 | Time: 7.9424e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 616 | Max_nodes: 12 | Time: 7.9431e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 497 | Max_nodes: 12 | Time: 7.9432e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 255 | Max_nodes: 12 | Time: 7.9434e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 349 | Max_nodes: 12 | Time: 7.9441e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 642 | Max_nodes: 12 | Time: 7.9442e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 459 | Max_nodes: 12 | Time: 7.9447e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 309 | Max_nodes: 12 | Time: 7.9448e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 615 | Max_nodes: 12 | Time: 7.9455e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 536 | Max_nodes: 12 | Time: 7.9456e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 328 | Max_nodes: 12 | Time: 7.9458e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 321 | Max_nodes: 12 | Time: 7.9466e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 227 | Max_nodes: 12 | Time: 7.9469e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 437 | Max_nodes: 12 | Time: 7.9479e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 578 | Max_nodes: 12 | Time: 7.9487e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 400 | Max_nodes: 12 | Time: 7.9487e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 419 | Max_nodes: 12 | Time: 7.9517e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 533 | Max_nodes: 12 | Time: 7.9518e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 332 | Max_nodes: 12 | Time: 7.9524e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 674 | Max_nodes: 12 | Time: 7.9541e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 460 | Max_nodes: 12 | Time: 7.9548e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 673 | Max_nodes: 12 | Time: 7.9553e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 464 | Max_nodes: 12 | Time: 7.9558e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 535 | Max_nodes: 12 | Time: 7.9566e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 209 | Max_nodes: 12 | Time: 7.9571e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 341 | Max_nodes: 12 | Time: 7.9573e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 423 | Max_nodes: 12 | Time: 7.9582e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 214 | Max_nodes: 12 | Time: 7.9585e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 614 | Max_nodes: 12 | Time: 7.9588e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 231 | Max_nodes: 12 | Time: 7.9594e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 327 | Max_nodes: 12 | Time: 7.9596e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 305 | Max_nodes: 12 | Time: 7.9602e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 524 | Max_nodes: 12 | Time: 7.9602e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 542 | Max_nodes: 12 | Time: 7.9612e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 515 | Max_nodes: 12 | Time: 7.9616e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 638 | Max_nodes: 12 | Time: 7.9624e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 424 | Max_nodes: 12 | Time: 7.9661e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 629 | Max_nodes: 12 | Time: 7.9663e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 323 | Max_nodes: 12 | Time: 7.9670e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 660 | Max_nodes: 12 | Time: 7.9677e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 310 | Max_nodes: 12 | Time: 7.9691e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 546 | Max_nodes: 12 | Time: 7.9692e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 577 | Max_nodes: 12 | Time: 7.9695e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 238 | Max_nodes: 12 | Time: 7.9749e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 463 | Max_nodes: 12 | Time: 7.9804e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 582 | Max_nodes: 12 | Time: 7.9809e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 559 | Max_nodes: 12 | Time: 7.9821e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 560 | Max_nodes: 12 | Time: 7.9832e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 350 | Max_nodes: 12 | Time: 7.9834e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 621 | Max_nodes: 12 | Time: 7.9863e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 405 | Max_nodes: 12 | Time: 7.9919e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 299 | Max_nodes: 12 | Time: 7.9924e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 481 | Max_nodes: 12 | Time: 7.9942e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 347 | Max_nodes: 12 | Time: 7.9964e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 237 | Max_nodes: 12 | Time: 7.9971e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 345 | Max_nodes: 12 | Time: 7.9972e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 579 | Max_nodes: 12 | Time: 7.9976e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 538 | Max_nodes: 12 | Time: 8.0003e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 541 | Max_nodes: 12 | Time: 8.0006e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 352 | Max_nodes: 12 | Time: 8.0015e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 334 | Max_nodes: 12 | Time: 8.0022e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 355 | Max_nodes: 12 | Time: 8.0036e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 523 | Max_nodes: 12 | Time: 8.0050e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 425 | Max_nodes: 12 | Time: 8.0051e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 430 | Max_nodes: 12 | Time: 8.0056e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 697 | Max_nodes: 12 | Time: 8.0056e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 547 | Max_nodes: 12 | Time: 8.0057e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 112 | Max_nodes: 12 | Time: 8.0058e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 450 | Max_nodes: 12 | Time: 8.0063e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 119 | Max_nodes: 12 | Time: 8.0064e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 544 | Max_nodes: 12 | Time: 8.0067e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 311 | Max_nodes: 12 | Time: 8.0069e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 474 | Max_nodes: 12 | Time: 8.0078e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 446 | Max_nodes: 12 | Time: 8.0082e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 448 | Max_nodes: 12 | Time: 8.0084e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 428 | Max_nodes: 12 | Time: 8.0086e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 580 | Max_nodes: 12 | Time: 8.0090e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 622 | Max_nodes: 12 | Time: 8.0092e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 442 | Max_nodes: 12 | Time: 8.0107e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 233 | Max_nodes: 12 | Time: 8.0117e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 526 | Max_nodes: 12 | Time: 8.0119e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 429 | Max_nodes: 12 | Time: 8.0124e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 461 | Max_nodes: 12 | Time: 8.0125e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 451 | Max_nodes: 12 | Time: 8.0153e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 342 | Max_nodes: 12 | Time: 8.0171e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 643 | Max_nodes: 12 | Time: 8.0172e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 680 | Max_nodes: 12 | Time: 8.0174e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 644 | Max_nodes: 12 | Time: 8.0176e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 633 | Max_nodes: 12 | Time: 8.0178e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 452 | Max_nodes: 12 | Time: 8.0181e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 583 | Max_nodes: 12 | Time: 8.0191e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 675 | Max_nodes: 12 | Time: 8.0207e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 543 | Max_nodes: 12 | Time: 8.0214e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 562 | Max_nodes: 12 | Time: 8.0215e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 470 | Max_nodes: 12 | Time: 8.0225e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 565 | Max_nodes: 12 | Time: 8.0226e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 640 | Max_nodes: 12 | Time: 8.0229e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 661 | Max_nodes: 12 | Time: 8.0232e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 447 | Max_nodes: 12 | Time: 8.0238e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 356 | Max_nodes: 12 | Time: 8.0241e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 584 | Max_nodes: 12 | Time: 8.0244e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 493 | Max_nodes: 12 | Time: 8.0246e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 346 | Max_nodes: 12 | Time: 8.0246e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 702 | Max_nodes: 12 | Time: 8.0251e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 343 | Max_nodes: 12 | Time: 8.0258e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 183 | Max_nodes: 12 | Time: 8.0288e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 698 | Max_nodes: 12 | Time: 8.0298e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 676 | Max_nodes: 12 | Time: 8.0302e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 525 | Max_nodes: 12 | Time: 8.0314e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 561 | Max_nodes: 12 | Time: 8.0331e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 684 | Max_nodes: 12 | Time: 8.0340e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 215 | Max_nodes: 12 | Time: 8.0351e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 657 | Max_nodes: 12 | Time: 8.0352e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 564 | Max_nodes: 12 | Time: 8.0353e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 351 | Max_nodes: 12 | Time: 8.0354e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 521 | Max_nodes: 12 | Time: 8.0373e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 679 | Max_nodes: 12 | Time: 8.0377e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 666 | Max_nodes: 12 | Time: 8.0378e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 520 | Max_nodes: 12 | Time: 8.0393e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 503 | Max_nodes: 12 | Time: 8.0459e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 566 | Max_nodes: 12 | Time: 8.0465e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 465 | Max_nodes: 12 | Time: 8.0468e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 555 | Max_nodes: 12 | Time: 8.0472e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 329 | Max_nodes: 12 | Time: 8.0493e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 570 | Max_nodes: 12 | Time: 8.0507e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 557 | Max_nodes: 12 | Time: 8.0528e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 548 | Max_nodes: 12 | Time: 8.0593e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 519 | Max_nodes: 12 | Time: 8.0606e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 639 | Max_nodes: 12 | Time: 8.0608e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 588 | Max_nodes: 12 | Time: 8.0616e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 623 | Max_nodes: 12 | Time: 8.0618e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 443 | Max_nodes: 12 | Time: 8.0620e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 472 | Max_nodes: 12 | Time: 8.0641e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 550 | Max_nodes: 12 | Time: 8.0686e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 467 | Max_nodes: 12 | Time: 8.0712e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 407 | Max_nodes: 12 | Time: 8.0748e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 699 | Max_nodes: 12 | Time: 8.0754e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 353 | Max_nodes: 12 | Time: 8.0755e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 571 | Max_nodes: 12 | Time: 8.0759e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 358 | Max_nodes: 12 | Time: 8.0766e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 594 | Max_nodes: 12 | Time: 8.0811e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 454 | Max_nodes: 12 | Time: 8.0812e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 700 | Max_nodes: 12 | Time: 8.0827e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 677 | Max_nodes: 12 | Time: 8.0852e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 466 | Max_nodes: 12 | Time: 8.0858e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 703 | Max_nodes: 12 | Time: 8.0863e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 324 | Max_nodes: 12 | Time: 8.0865e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 568 | Max_nodes: 12 | Time: 8.0867e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 658 | Max_nodes: 12 | Time: 8.0893e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 469 | Max_nodes: 12 | Time: 8.0905e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 645 | Max_nodes: 12 | Time: 8.0905e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 545 | Max_nodes: 12 | Time: 8.0911e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 682 | Max_nodes: 12 | Time: 8.0914e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 704 | Max_nodes: 12 | Time: 8.0915e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 664 | Max_nodes: 12 | Time: 8.0918e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 586 | Max_nodes: 12 | Time: 8.0919e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 572 | Max_nodes: 12 | Time: 8.0928e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 646 | Max_nodes: 12 | Time: 8.0936e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 475 | Max_nodes: 12 | Time: 8.0941e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 476 | Max_nodes: 12 | Time: 8.0942e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 581 | Max_nodes: 12 | Time: 8.0943e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 590 | Max_nodes: 12 | Time: 8.0964e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 690 | Max_nodes: 12 | Time: 8.0978e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 663 | Max_nodes: 12 | Time: 8.0978e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 708 | Max_nodes: 12 | Time: 8.0987e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 659 | Max_nodes: 12 | Time: 8.1004e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 641 | Max_nodes: 12 | Time: 8.1011e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 563 | Max_nodes: 12 | Time: 8.1013e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 685 | Max_nodes: 12 | Time: 8.1014e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 668 | Max_nodes: 12 | Time: 8.1022e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 449 | Max_nodes: 12 | Time: 8.1026e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 335 | Max_nodes: 12 | Time: 8.1037e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 681 | Max_nodes: 12 | Time: 8.1041e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 549 | Max_nodes: 12 | Time: 8.1041e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 357 | Max_nodes: 12 | Time: 8.1055e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 471 | Max_nodes: 12 | Time: 8.1135e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 539 | Max_nodes: 12 | Time: 8.1164e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 635 | Max_nodes: 12 | Time: 8.1188e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 556 | Max_nodes: 12 | Time: 8.1215e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 667 | Max_nodes: 12 | Time: 8.1232e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 655 | Max_nodes: 12 | Time: 8.1363e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 477 | Max_nodes: 12 | Time: 8.1389e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 706 | Max_nodes: 12 | Time: 8.1390e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 609 | Max_nodes: 12 | Time: 8.1402e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 714 | Max_nodes: 12 | Time: 8.1411e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 359 | Max_nodes: 12 | Time: 8.1421e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 691 | Max_nodes: 12 | Time: 8.1505e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 647 | Max_nodes: 12 | Time: 8.1510e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 239 | Max_nodes: 12 | Time: 8.1511e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 585 | Max_nodes: 12 | Time: 8.1540e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 632 | Max_nodes: 12 | Time: 8.1563e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 596 | Max_nodes: 12 | Time: 8.1613e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 587 | Max_nodes: 12 | Time: 8.1614e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 589 | Max_nodes: 12 | Time: 8.1636e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 709 | Max_nodes: 12 | Time: 8.1648e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 574 | Max_nodes: 12 | Time: 8.1671e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 473 | Max_nodes: 12 | Time: 8.1733e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 551 | Max_nodes: 12 | Time: 8.1747e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 665 | Max_nodes: 12 | Time: 8.1754e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 478 | Max_nodes: 12 | Time: 8.1759e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 502 | Max_nodes: 12 | Time: 8.1760e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 595 | Max_nodes: 12 | Time: 8.1767e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 688 | Max_nodes: 12 | Time: 8.1769e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 687 | Max_nodes: 12 | Time: 8.1777e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 692 | Max_nodes: 12 | Time: 8.1779e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 591 | Max_nodes: 12 | Time: 8.1789e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 569 | Max_nodes: 12 | Time: 8.1798e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 669 | Max_nodes: 12 | Time: 8.1844e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 573 | Max_nodes: 12 | Time: 8.1854e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 710 | Max_nodes: 12 | Time: 8.1870e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 686 | Max_nodes: 12 | Time: 8.1950e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 567 | Max_nodes: 12 | Time: 8.1962e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 333 | Max_nodes: 12 | Time: 8.1980e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 617 | Max_nodes: 12 | Time: 8.1985e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 670 | Max_nodes: 12 | Time: 8.2078e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 707 | Max_nodes: 12 | Time: 8.2090e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 479 | Max_nodes: 12 | Time: 8.2100e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 597 | Max_nodes: 12 | Time: 8.2300e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 683 | Max_nodes: 12 | Time: 8.2308e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 712 | Max_nodes: 12 | Time: 8.2317e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 694 | Max_nodes: 12 | Time: 8.2337e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 575 | Max_nodes: 12 | Time: 8.2343e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 716 | Max_nodes: 12 | Time: 8.2350e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 593 | Max_nodes: 12 | Time: 8.2356e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 693 | Max_nodes: 12 | Time: 8.2393e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 592 | Max_nodes: 12 | Time: 8.2399e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 598 | Max_nodes: 12 | Time: 8.2428e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 705 | Max_nodes: 12 | Time: 8.2448e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 711 | Max_nodes: 12 | Time: 8.2541e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 715 | Max_nodes: 12 | Time: 8.2572e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 179 | Max_nodes: 12 | Time: 8.2599e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 653 | Max_nodes: 12 | Time: 8.2673e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 662 | Max_nodes: 12 | Time: 8.2715e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 689 | Max_nodes: 12 | Time: 8.2735e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 453 | Max_nodes: 12 | Time: 8.2819e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 718 | Max_nodes: 12 | Time: 8.2866e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 717 | Max_nodes: 12 | Time: 8.2998e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 695 | Max_nodes: 12 | Time: 8.3126e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 527 | Max_nodes: 12 | Time: 8.3395e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 713 | Max_nodes: 12 | Time: 8.3481e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 599 | Max_nodes: 12 | Time: 8.3783e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 719 | Max_nodes: 12 | Time: 8.3785e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 701 | Max_nodes: 12 | Time: 8.3826e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 671 | Max_nodes: 12 | Time: 8.4044e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 455 | Max_nodes: 12 | Time: 8.4087e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 431 | Max_nodes: 12 | Time: 8.4919e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 678 | Max_nodes: 12 | Time: 8.8173e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| - -........................... -Average time: 7.8494e-05s - -________________________________________________________________________________________________ - -720 permutations have 12 max nodes. -Index: 0 | Active_nodes: 6 | Time: 7.2375e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 1 | Active_nodes: 6 | Time: 7.2732e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 120 | Active_nodes: 6 | Time: 7.2996e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 2 | Active_nodes: 6 | Time: 7.3272e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 121 | Active_nodes: 6 | Time: 7.3702e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 6 | Active_nodes: 6 | Time: 7.3737e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 8 | Active_nodes: 6 | Time: 7.3764e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 126 | Active_nodes: 6 | Time: 7.3789e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 7 | Active_nodes: 6 | Time: 7.3826e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 122 | Active_nodes: 6 | Time: 7.3842e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 12 | Active_nodes: 6 | Time: 7.3869e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 240 | Active_nodes: 6 | Time: 7.3883e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 26 | Active_nodes: 6 | Time: 7.3905e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 3 | Active_nodes: 6 | Time: 7.3925e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 48 | Active_nodes: 6 | Time: 7.3954e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 4 | Active_nodes: 6 | Time: 7.3975e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 24 | Active_nodes: 6 | Time: 7.4091e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 25 | Active_nodes: 6 | Time: 7.4166e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 10 | Active_nodes: 6 | Time: 7.4462e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 5 | Active_nodes: 6 | Time: 7.4470e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 18 | Active_nodes: 6 | Time: 7.4502e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 27 | Active_nodes: 6 | Time: 7.4541e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 28 | Active_nodes: 6 | Time: 7.4572e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 13 | Active_nodes: 6 | Time: 7.4573e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 127 | Active_nodes: 6 | Time: 7.4586e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 9 | Active_nodes: 6 | Time: 7.4591e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 246 | Active_nodes: 6 | Time: 7.4611e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 144 | Active_nodes: 6 | Time: 7.4627e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 132 | Active_nodes: 6 | Time: 7.4629e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 145 | Active_nodes: 6 | Time: 7.4655e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 49 | Active_nodes: 6 | Time: 7.4655e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 241 | Active_nodes: 6 | Time: 7.4670e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 50 | Active_nodes: 6 | Time: 7.4707e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 32 | Active_nodes: 6 | Time: 7.4731e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 123 | Active_nodes: 6 | Time: 7.4774e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 36 | Active_nodes: 6 | Time: 7.4776e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 150 | Active_nodes: 6 | Time: 7.4791e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 146 | Active_nodes: 6 | Time: 7.4796e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 54 | Active_nodes: 6 | Time: 7.4801e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 264 | Active_nodes: 6 | Time: 7.4868e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 168 | Active_nodes: 6 | Time: 7.4903e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 14 | Active_nodes: 6 | Time: 7.4950e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 124 | Active_nodes: 6 | Time: 7.5002e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 31 | Active_nodes: 6 | Time: 7.5224e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 42 | Active_nodes: 6 | Time: 7.5272e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 72 | Active_nodes: 6 | Time: 7.5282e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 20 | Active_nodes: 6 | Time: 7.5327e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 129 | Active_nodes: 6 | Time: 7.5345e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 51 | Active_nodes: 6 | Time: 7.5347e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 244 | Active_nodes: 6 | Time: 7.5367e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 242 | Active_nodes: 6 | Time: 7.5389e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 29 | Active_nodes: 6 | Time: 7.5399e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 128 | Active_nodes: 6 | Time: 7.5405e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 34 | Active_nodes: 6 | Time: 7.5411e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 16 | Active_nodes: 6 | Time: 7.5417e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 138 | Active_nodes: 6 | Time: 7.5428e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 133 | Active_nodes: 6 | Time: 7.5433e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 148 | Active_nodes: 6 | Time: 7.5446e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 130 | Active_nodes: 6 | Time: 7.5448e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 55 | Active_nodes: 6 | Time: 7.5469e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 134 | Active_nodes: 6 | Time: 7.5472e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 52 | Active_nodes: 6 | Time: 7.5472e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 248 | Active_nodes: 6 | Time: 7.5479e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 243 | Active_nodes: 6 | Time: 7.5479e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 38 | Active_nodes: 6 | Time: 7.5505e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 480 | Active_nodes: 6 | Time: 7.5510e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 156 | Active_nodes: 6 | Time: 7.5513e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 366 | Active_nodes: 6 | Time: 7.5535e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 33 | Active_nodes: 6 | Time: 7.5535e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 170 | Active_nodes: 6 | Time: 7.5543e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 56 | Active_nodes: 6 | Time: 7.5557e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 74 | Active_nodes: 6 | Time: 7.5570e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 362 | Active_nodes: 6 | Time: 7.5585e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 30 | Active_nodes: 6 | Time: 7.5585e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 151 | Active_nodes: 6 | Time: 7.5605e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 192 | Active_nodes: 6 | Time: 7.5613e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 265 | Active_nodes: 6 | Time: 7.5618e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 169 | Active_nodes: 6 | Time: 7.5634e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 270 | Active_nodes: 6 | Time: 7.5639e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 15 | Active_nodes: 6 | Time: 7.5730e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 247 | Active_nodes: 6 | Time: 7.5735e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 96 | Active_nodes: 6 | Time: 7.5738e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 19 | Active_nodes: 6 | Time: 7.5795e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 288 | Active_nodes: 6 | Time: 7.5795e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 252 | Active_nodes: 6 | Time: 7.5796e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 152 | Active_nodes: 6 | Time: 7.5823e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 78 | Active_nodes: 6 | Time: 7.5886e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 73 | Active_nodes: 6 | Time: 7.5991e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 266 | Active_nodes: 6 | Time: 7.6020e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 361 | Active_nodes: 6 | Time: 7.6029e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 37 | Active_nodes: 6 | Time: 7.6060e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 174 | Active_nodes: 6 | Time: 7.6063e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 22 | Active_nodes: 6 | Time: 7.6065e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 40 | Active_nodes: 6 | Time: 7.6101e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 154 | Active_nodes: 6 | Time: 7.6119e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 136 | Active_nodes: 6 | Time: 7.6131e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 98 | Active_nodes: 6 | Time: 7.6150e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 11 | Active_nodes: 6 | Time: 7.6175e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 149 | Active_nodes: 6 | Time: 7.6187e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 35 | Active_nodes: 6 | Time: 7.6192e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 157 | Active_nodes: 6 | Time: 7.6195e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 131 | Active_nodes: 6 | Time: 7.6203e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 249 | Active_nodes: 6 | Time: 7.6214e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 43 | Active_nodes: 6 | Time: 7.6215e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 39 | Active_nodes: 6 | Time: 7.6215e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 172 | Active_nodes: 6 | Time: 7.6220e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 250 | Active_nodes: 6 | Time: 7.6223e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 486 | Active_nodes: 6 | Time: 7.6227e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 97 | Active_nodes: 6 | Time: 7.6229e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 162 | Active_nodes: 6 | Time: 7.6230e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 58 | Active_nodes: 6 | Time: 7.6233e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 139 | Active_nodes: 6 | Time: 7.6235e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 102 | Active_nodes: 6 | Time: 7.6247e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 312 | Active_nodes: 6 | Time: 7.6250e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 66 | Active_nodes: 6 | Time: 7.6255e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 61 | Active_nodes: 6 | Time: 7.6271e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 384 | Active_nodes: 6 | Time: 7.6271e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 53 | Active_nodes: 6 | Time: 7.6275e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 171 | Active_nodes: 6 | Time: 7.6279e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 253 | Active_nodes: 6 | Time: 7.6287e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 271 | Active_nodes: 6 | Time: 7.6289e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 193 | Active_nodes: 6 | Time: 7.6307e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 194 | Active_nodes: 6 | Time: 7.6320e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 57 | Active_nodes: 6 | Time: 7.6332e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 268 | Active_nodes: 6 | Time: 7.6351e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 176 | Active_nodes: 6 | Time: 7.6355e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 390 | Active_nodes: 6 | Time: 7.6359e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 79 | Active_nodes: 6 | Time: 7.6362e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 385 | Active_nodes: 6 | Time: 7.6369e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 254 | Active_nodes: 6 | Time: 7.6371e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 289 | Active_nodes: 6 | Time: 7.6376e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 363 | Active_nodes: 6 | Time: 7.6377e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 44 | Active_nodes: 6 | Time: 7.6399e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 175 | Active_nodes: 6 | Time: 7.6402e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 153 | Active_nodes: 6 | Time: 7.6422e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 135 | Active_nodes: 6 | Time: 7.6425e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 180 | Active_nodes: 6 | Time: 7.6439e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 294 | Active_nodes: 6 | Time: 7.6439e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 267 | Active_nodes: 6 | Time: 7.6442e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 276 | Active_nodes: 6 | Time: 7.6445e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 368 | Active_nodes: 6 | Time: 7.6455e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 482 | Active_nodes: 6 | Time: 7.6477e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 80 | Active_nodes: 6 | Time: 7.6480e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 408 | Active_nodes: 6 | Time: 7.6495e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 372 | Active_nodes: 6 | Time: 7.6504e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 125 | Active_nodes: 6 | Time: 7.6524e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 21 | Active_nodes: 6 | Time: 7.6550e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 84 | Active_nodes: 6 | Time: 7.6559e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 360 | Active_nodes: 6 | Time: 7.6561e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 272 | Active_nodes: 6 | Time: 7.6574e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 504 | Active_nodes: 6 | Time: 7.6619e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 245 | Active_nodes: 6 | Time: 7.6675e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 160 | Active_nodes: 6 | Time: 7.6683e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 75 | Active_nodes: 6 | Time: 7.6748e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 17 | Active_nodes: 6 | Time: 7.6775e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 290 | Active_nodes: 6 | Time: 7.6784e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 364 | Active_nodes: 6 | Time: 7.6786e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 600 | Active_nodes: 6 | Time: 7.6788e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 62 | Active_nodes: 6 | Time: 7.6823e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 158 | Active_nodes: 6 | Time: 7.6838e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 60 | Active_nodes: 6 | Time: 7.6875e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 100 | Active_nodes: 6 | Time: 7.6905e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 41 | Active_nodes: 6 | Time: 7.6909e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 367 | Active_nodes: 6 | Time: 7.6911e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 386 | Active_nodes: 6 | Time: 7.6953e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 273 | Active_nodes: 6 | Time: 7.6974e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 159 | Active_nodes: 6 | Time: 7.6976e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 199 | Active_nodes: 6 | Time: 7.7000e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 59 | Active_nodes: 6 | Time: 7.7000e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 258 | Active_nodes: 6 | Time: 7.7012e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 23 | Active_nodes: 6 | Time: 7.7014e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 295 | Active_nodes: 6 | Time: 7.7016e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 64 | Active_nodes: 6 | Time: 7.7020e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 291 | Active_nodes: 6 | Time: 7.7023e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 256 | Active_nodes: 6 | Time: 7.7025e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 164 | Active_nodes: 6 | Time: 7.7027e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 103 | Active_nodes: 6 | Time: 7.7042e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 292 | Active_nodes: 6 | Time: 7.7043e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 181 | Active_nodes: 6 | Time: 7.7052e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 186 | Active_nodes: 6 | Time: 7.7060e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 410 | Active_nodes: 6 | Time: 7.7067e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 282 | Active_nodes: 6 | Time: 7.7077e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 137 | Active_nodes: 6 | Time: 7.7082e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 82 | Active_nodes: 6 | Time: 7.7087e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 601 | Active_nodes: 6 | Time: 7.7090e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 67 | Active_nodes: 6 | Time: 7.7094e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 483 | Active_nodes: 6 | Time: 7.7102e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 506 | Active_nodes: 6 | Time: 7.7106e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 177 | Active_nodes: 6 | Time: 7.7106e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 196 | Active_nodes: 6 | Time: 7.7112e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 528 | Active_nodes: 6 | Time: 7.7112e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 336 | Active_nodes: 6 | Time: 7.7114e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 104 | Active_nodes: 6 | Time: 7.7119e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 173 | Active_nodes: 6 | Time: 7.7121e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 77 | Active_nodes: 6 | Time: 7.7121e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 195 | Active_nodes: 6 | Time: 7.7124e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 259 | Active_nodes: 6 | Time: 7.7128e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 378 | Active_nodes: 6 | Time: 7.7130e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 216 | Active_nodes: 6 | Time: 7.7133e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 370 | Active_nodes: 6 | Time: 7.7156e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 140 | Active_nodes: 6 | Time: 7.7162e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 45 | Active_nodes: 6 | Time: 7.7164e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 68 | Active_nodes: 6 | Time: 7.7166e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 313 | Active_nodes: 6 | Time: 7.7172e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 505 | Active_nodes: 6 | Time: 7.7185e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 624 | Active_nodes: 6 | Time: 7.7192e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 369 | Active_nodes: 6 | Time: 7.7197e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 218 | Active_nodes: 6 | Time: 7.7199e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 200 | Active_nodes: 6 | Time: 7.7206e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 155 | Active_nodes: 6 | Time: 7.7211e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 178 | Active_nodes: 6 | Time: 7.7224e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 387 | Active_nodes: 6 | Time: 7.7227e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 142 | Active_nodes: 6 | Time: 7.7228e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 488 | Active_nodes: 6 | Time: 7.7238e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 63 | Active_nodes: 6 | Time: 7.7247e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 510 | Active_nodes: 6 | Time: 7.7248e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 222 | Active_nodes: 6 | Time: 7.7250e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 251 | Active_nodes: 6 | Time: 7.7256e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 90 | Active_nodes: 6 | Time: 7.7264e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 278 | Active_nodes: 6 | Time: 7.7265e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 374 | Active_nodes: 6 | Time: 7.7275e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 432 | Active_nodes: 6 | Time: 7.7277e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 392 | Active_nodes: 6 | Time: 7.7277e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 391 | Active_nodes: 6 | Time: 7.7278e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 85 | Active_nodes: 6 | Time: 7.7282e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 492 | Active_nodes: 6 | Time: 7.7301e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 414 | Active_nodes: 6 | Time: 7.7319e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 198 | Active_nodes: 6 | Time: 7.7324e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 86 | Active_nodes: 6 | Time: 7.7359e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 296 | Active_nodes: 6 | Time: 7.7364e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 487 | Active_nodes: 6 | Time: 7.7371e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 373 | Active_nodes: 6 | Time: 7.7371e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 388 | Active_nodes: 6 | Time: 7.7396e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 108 | Active_nodes: 6 | Time: 7.7409e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 274 | Active_nodes: 6 | Time: 7.7416e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 606 | Active_nodes: 6 | Time: 7.7443e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 260 | Active_nodes: 6 | Time: 7.7454e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 300 | Active_nodes: 6 | Time: 7.7460e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 269 | Active_nodes: 6 | Time: 7.7492e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 76 | Active_nodes: 6 | Time: 7.7524e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 396 | Active_nodes: 6 | Time: 7.7556e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 602 | Active_nodes: 6 | Time: 7.7563e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 81 | Active_nodes: 6 | Time: 7.7567e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 161 | Active_nodes: 6 | Time: 7.7589e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 204 | Active_nodes: 6 | Time: 7.7616e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 257 | Active_nodes: 6 | Time: 7.7694e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 187 | Active_nodes: 6 | Time: 7.7706e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 166 | Active_nodes: 6 | Time: 7.7729e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 70 | Active_nodes: 6 | Time: 7.7738e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 379 | Active_nodes: 6 | Time: 7.7739e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 165 | Active_nodes: 6 | Time: 7.7748e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 489 | Active_nodes: 6 | Time: 7.7758e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 141 | Active_nodes: 6 | Time: 7.7760e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 99 | Active_nodes: 6 | Time: 7.7772e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 202 | Active_nodes: 6 | Time: 7.7775e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 101 | Active_nodes: 6 | Time: 7.7775e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 315 | Active_nodes: 6 | Time: 7.7783e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 220 | Active_nodes: 6 | Time: 7.7794e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 143 | Active_nodes: 6 | Time: 7.7824e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 114 | Active_nodes: 6 | Time: 7.7825e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 603 | Active_nodes: 6 | Time: 7.7828e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 223 | Active_nodes: 6 | Time: 7.7833e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 612 | Active_nodes: 6 | Time: 7.7868e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 182 | Active_nodes: 6 | Time: 7.7871e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 318 | Active_nodes: 6 | Time: 7.7875e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 376 | Active_nodes: 6 | Time: 7.7879e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 109 | Active_nodes: 6 | Time: 7.7881e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 87 | Active_nodes: 6 | Time: 7.7882e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 306 | Active_nodes: 6 | Time: 7.7887e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 106 | Active_nodes: 6 | Time: 7.7890e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 261 | Active_nodes: 6 | Time: 7.7893e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 262 | Active_nodes: 6 | Time: 7.7893e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 375 | Active_nodes: 6 | Time: 7.7898e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 297 | Active_nodes: 6 | Time: 7.7916e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 608 | Active_nodes: 6 | Time: 7.7916e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 498 | Active_nodes: 6 | Time: 7.7918e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 534 | Active_nodes: 6 | Time: 7.7923e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 188 | Active_nodes: 6 | Time: 7.7924e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 485 | Active_nodes: 6 | Time: 7.7930e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 65 | Active_nodes: 6 | Time: 7.7931e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 163 | Active_nodes: 6 | Time: 7.7932e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 316 | Active_nodes: 6 | Time: 7.7936e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 529 | Active_nodes: 6 | Time: 7.7937e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 219 | Active_nodes: 6 | Time: 7.7939e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 283 | Active_nodes: 6 | Time: 7.7942e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 338 | Active_nodes: 6 | Time: 7.7945e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 630 | Active_nodes: 6 | Time: 7.7948e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 371 | Active_nodes: 6 | Time: 7.7954e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 298 | Active_nodes: 6 | Time: 7.7958e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 277 | Active_nodes: 6 | Time: 7.7965e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 46 | Active_nodes: 6 | Time: 7.7966e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 394 | Active_nodes: 6 | Time: 7.7968e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 279 | Active_nodes: 6 | Time: 7.7969e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 205 | Active_nodes: 6 | Time: 7.7978e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 389 | Active_nodes: 6 | Time: 7.7982e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 508 | Active_nodes: 6 | Time: 7.7994e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 456 | Active_nodes: 6 | Time: 7.8000e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 224 | Active_nodes: 6 | Time: 7.8001e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 210 | Active_nodes: 6 | Time: 7.8012e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 511 | Active_nodes: 6 | Time: 7.8013e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 393 | Active_nodes: 6 | Time: 7.8015e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 88 | Active_nodes: 6 | Time: 7.8015e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 105 | Active_nodes: 6 | Time: 7.8019e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 69 | Active_nodes: 6 | Time: 7.8024e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 337 | Active_nodes: 6 | Time: 7.8025e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 320 | Active_nodes: 6 | Time: 7.8034e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 380 | Active_nodes: 6 | Time: 7.8049e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 197 | Active_nodes: 6 | Time: 7.8050e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 438 | Active_nodes: 6 | Time: 7.8051e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 412 | Active_nodes: 6 | Time: 7.8057e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 411 | Active_nodes: 6 | Time: 7.8062e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 434 | Active_nodes: 6 | Time: 7.8071e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 398 | Active_nodes: 6 | Time: 7.8075e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 490 | Active_nodes: 6 | Time: 7.8076e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 319 | Active_nodes: 6 | Time: 7.8085e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 512 | Active_nodes: 6 | Time: 7.8086e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 201 | Active_nodes: 6 | Time: 7.8086e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 420 | Active_nodes: 6 | Time: 7.8086e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 530 | Active_nodes: 6 | Time: 7.8100e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 416 | Active_nodes: 6 | Time: 7.8106e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 147 | Active_nodes: 6 | Time: 7.8111e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 91 | Active_nodes: 6 | Time: 7.8112e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 552 | Active_nodes: 6 | Time: 7.8119e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 397 | Active_nodes: 6 | Time: 7.8141e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 217 | Active_nodes: 6 | Time: 7.8141e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 625 | Active_nodes: 6 | Time: 7.8142e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 284 | Active_nodes: 6 | Time: 7.8159e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 365 | Active_nodes: 6 | Time: 7.8161e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 92 | Active_nodes: 6 | Time: 7.8161e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 275 | Active_nodes: 6 | Time: 7.8171e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 607 | Active_nodes: 6 | Time: 7.8178e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 184 | Active_nodes: 6 | Time: 7.8186e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 110 | Active_nodes: 6 | Time: 7.8216e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 433 | Active_nodes: 6 | Time: 7.8223e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 415 | Active_nodes: 6 | Time: 7.8223e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 494 | Active_nodes: 6 | Time: 7.8227e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 293 | Active_nodes: 6 | Time: 7.8231e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 228 | Active_nodes: 6 | Time: 7.8294e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 516 | Active_nodes: 6 | Time: 7.8305e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 402 | Active_nodes: 6 | Time: 7.8337e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 648 | Active_nodes: 6 | Time: 7.8378e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 604 | Active_nodes: 6 | Time: 7.8381e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 626 | Active_nodes: 6 | Time: 7.8397e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 71 | Active_nodes: 6 | Time: 7.8427e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 404 | Active_nodes: 6 | Time: 7.8440e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 93 | Active_nodes: 6 | Time: 7.8460e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 417 | Active_nodes: 6 | Time: 7.8478e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 317 | Active_nodes: 6 | Time: 7.8481e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 499 | Active_nodes: 6 | Time: 7.8506e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 208 | Active_nodes: 6 | Time: 7.8511e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 301 | Active_nodes: 6 | Time: 7.8523e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 436 | Active_nodes: 6 | Time: 7.8529e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 304 | Active_nodes: 6 | Time: 7.8547e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 654 | Active_nodes: 6 | Time: 7.8551e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 226 | Active_nodes: 6 | Time: 7.8565e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 234 | Active_nodes: 6 | Time: 7.8576e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 381 | Active_nodes: 6 | Time: 7.8581e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 221 | Active_nodes: 6 | Time: 7.8581e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 280 | Active_nodes: 6 | Time: 7.8589e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 613 | Active_nodes: 6 | Time: 7.8592e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 115 | Active_nodes: 6 | Time: 7.8598e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 206 | Active_nodes: 6 | Time: 7.8633e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 189 | Active_nodes: 6 | Time: 7.8634e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 203 | Active_nodes: 6 | Time: 7.8636e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 531 | Active_nodes: 6 | Time: 7.8650e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 322 | Active_nodes: 6 | Time: 7.8651e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 47 | Active_nodes: 6 | Time: 7.8656e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 377 | Active_nodes: 6 | Time: 7.8664e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 495 | Active_nodes: 6 | Time: 7.8667e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 83 | Active_nodes: 6 | Time: 7.8672e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 229 | Active_nodes: 6 | Time: 7.8672e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 395 | Active_nodes: 6 | Time: 7.8673e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 344 | Active_nodes: 6 | Time: 7.8674e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 116 | Active_nodes: 6 | Time: 7.8675e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 628 | Active_nodes: 6 | Time: 7.8678e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 631 | Active_nodes: 6 | Time: 7.8681e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 517 | Active_nodes: 6 | Time: 7.8684e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 330 | Active_nodes: 6 | Time: 7.8689e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 339 | Active_nodes: 6 | Time: 7.8696e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 382 | Active_nodes: 6 | Time: 7.8698e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 576 | Active_nodes: 6 | Time: 7.8708e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 458 | Active_nodes: 6 | Time: 7.8710e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 532 | Active_nodes: 6 | Time: 7.8713e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 513 | Active_nodes: 6 | Time: 7.8713e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 107 | Active_nodes: 6 | Time: 7.8715e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 457 | Active_nodes: 6 | Time: 7.8724e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 302 | Active_nodes: 6 | Time: 7.8732e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 610 | Active_nodes: 6 | Time: 7.8733e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 522 | Active_nodes: 6 | Time: 7.8735e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 286 | Active_nodes: 6 | Time: 7.8739e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 285 | Active_nodes: 6 | Time: 7.8745e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 496 | Active_nodes: 6 | Time: 7.8745e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 89 | Active_nodes: 6 | Time: 7.8746e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 207 | Active_nodes: 6 | Time: 7.8755e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 618 | Active_nodes: 6 | Time: 7.8756e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 605 | Active_nodes: 6 | Time: 7.8759e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 514 | Active_nodes: 6 | Time: 7.8762e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 500 | Active_nodes: 6 | Time: 7.8765e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 212 | Active_nodes: 6 | Time: 7.8769e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 627 | Active_nodes: 6 | Time: 7.8775e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 308 | Active_nodes: 6 | Time: 7.8789e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 413 | Active_nodes: 6 | Time: 7.8795e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 435 | Active_nodes: 6 | Time: 7.8798e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 649 | Active_nodes: 6 | Time: 7.8817e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 418 | Active_nodes: 6 | Time: 7.8819e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 672 | Active_nodes: 6 | Time: 7.8825e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 440 | Active_nodes: 6 | Time: 7.8829e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 422 | Active_nodes: 6 | Time: 7.8855e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 325 | Active_nodes: 6 | Time: 7.8857e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 281 | Active_nodes: 6 | Time: 7.8871e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 167 | Active_nodes: 6 | Time: 7.8873e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 426 | Active_nodes: 6 | Time: 7.8885e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 303 | Active_nodes: 6 | Time: 7.8885e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 211 | Active_nodes: 6 | Time: 7.8886e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 554 | Active_nodes: 6 | Time: 7.8892e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 190 | Active_nodes: 6 | Time: 7.8908e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 94 | Active_nodes: 6 | Time: 7.8937e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 518 | Active_nodes: 6 | Time: 7.8940e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 185 | Active_nodes: 6 | Time: 7.8941e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 553 | Active_nodes: 6 | Time: 7.8944e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 307 | Active_nodes: 6 | Time: 7.8979e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 507 | Active_nodes: 6 | Time: 7.8987e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 348 | Active_nodes: 6 | Time: 7.8989e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 509 | Active_nodes: 6 | Time: 7.9013e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 263 | Active_nodes: 6 | Time: 7.9014e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 399 | Active_nodes: 6 | Time: 7.9014e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 421 | Active_nodes: 6 | Time: 7.9053e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 225 | Active_nodes: 6 | Time: 7.9119e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 444 | Active_nodes: 6 | Time: 7.9129e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 558 | Active_nodes: 6 | Time: 7.9138e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 326 | Active_nodes: 6 | Time: 7.9139e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 113 | Active_nodes: 6 | Time: 7.9169e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 331 | Active_nodes: 6 | Time: 7.9172e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 462 | Active_nodes: 6 | Time: 7.9190e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 403 | Active_nodes: 6 | Time: 7.9200e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 427 | Active_nodes: 6 | Time: 7.9216e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 650 | Active_nodes: 6 | Time: 7.9220e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 501 | Active_nodes: 6 | Time: 7.9226e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 213 | Active_nodes: 6 | Time: 7.9235e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 540 | Active_nodes: 6 | Time: 7.9238e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 118 | Active_nodes: 6 | Time: 7.9247e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 117 | Active_nodes: 6 | Time: 7.9253e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 383 | Active_nodes: 6 | Time: 7.9257e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 95 | Active_nodes: 6 | Time: 7.9269e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 611 | Active_nodes: 6 | Time: 7.9279e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 406 | Active_nodes: 6 | Time: 7.9280e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 236 | Active_nodes: 6 | Time: 7.9285e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 409 | Active_nodes: 6 | Time: 7.9311e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 491 | Active_nodes: 6 | Time: 7.9313e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 484 | Active_nodes: 6 | Time: 7.9313e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 619 | Active_nodes: 6 | Time: 7.9318e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 235 | Active_nodes: 6 | Time: 7.9331e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 468 | Active_nodes: 6 | Time: 7.9335e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 696 | Active_nodes: 6 | Time: 7.9346e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 401 | Active_nodes: 6 | Time: 7.9351e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 191 | Active_nodes: 6 | Time: 7.9353e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 620 | Active_nodes: 6 | Time: 7.9353e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 232 | Active_nodes: 6 | Time: 7.9357e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 656 | Active_nodes: 6 | Time: 7.9360e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 314 | Active_nodes: 6 | Time: 7.9364e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 354 | Active_nodes: 6 | Time: 7.9369e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 340 | Active_nodes: 6 | Time: 7.9373e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 230 | Active_nodes: 6 | Time: 7.9380e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 439 | Active_nodes: 6 | Time: 7.9383e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 637 | Active_nodes: 6 | Time: 7.9384e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 651 | Active_nodes: 6 | Time: 7.9384e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 111 | Active_nodes: 6 | Time: 7.9395e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 636 | Active_nodes: 6 | Time: 7.9396e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 445 | Active_nodes: 6 | Time: 7.9405e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 287 | Active_nodes: 6 | Time: 7.9406e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 634 | Active_nodes: 6 | Time: 7.9411e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 441 | Active_nodes: 6 | Time: 7.9417e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 652 | Active_nodes: 6 | Time: 7.9419e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 537 | Active_nodes: 6 | Time: 7.9424e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 616 | Active_nodes: 6 | Time: 7.9431e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 497 | Active_nodes: 6 | Time: 7.9432e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 255 | Active_nodes: 6 | Time: 7.9434e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 349 | Active_nodes: 6 | Time: 7.9441e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 642 | Active_nodes: 6 | Time: 7.9442e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 459 | Active_nodes: 6 | Time: 7.9447e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 309 | Active_nodes: 6 | Time: 7.9448e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 615 | Active_nodes: 6 | Time: 7.9455e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 536 | Active_nodes: 6 | Time: 7.9456e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 328 | Active_nodes: 6 | Time: 7.9458e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 321 | Active_nodes: 6 | Time: 7.9466e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 227 | Active_nodes: 6 | Time: 7.9469e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 437 | Active_nodes: 6 | Time: 7.9479e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 578 | Active_nodes: 6 | Time: 7.9487e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 400 | Active_nodes: 6 | Time: 7.9487e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 419 | Active_nodes: 6 | Time: 7.9517e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 533 | Active_nodes: 6 | Time: 7.9518e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 332 | Active_nodes: 6 | Time: 7.9524e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 674 | Active_nodes: 6 | Time: 7.9541e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 460 | Active_nodes: 6 | Time: 7.9548e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 673 | Active_nodes: 6 | Time: 7.9553e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 464 | Active_nodes: 6 | Time: 7.9558e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 535 | Active_nodes: 6 | Time: 7.9566e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 209 | Active_nodes: 6 | Time: 7.9571e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 341 | Active_nodes: 6 | Time: 7.9573e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 423 | Active_nodes: 6 | Time: 7.9582e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 214 | Active_nodes: 6 | Time: 7.9585e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 614 | Active_nodes: 6 | Time: 7.9588e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 231 | Active_nodes: 6 | Time: 7.9594e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 327 | Active_nodes: 6 | Time: 7.9596e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 305 | Active_nodes: 6 | Time: 7.9602e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 524 | Active_nodes: 6 | Time: 7.9602e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 542 | Active_nodes: 6 | Time: 7.9612e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 515 | Active_nodes: 6 | Time: 7.9616e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 638 | Active_nodes: 6 | Time: 7.9624e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 424 | Active_nodes: 6 | Time: 7.9661e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 629 | Active_nodes: 6 | Time: 7.9663e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 323 | Active_nodes: 6 | Time: 7.9670e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 660 | Active_nodes: 6 | Time: 7.9677e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 310 | Active_nodes: 6 | Time: 7.9691e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 546 | Active_nodes: 6 | Time: 7.9692e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 577 | Active_nodes: 6 | Time: 7.9695e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 238 | Active_nodes: 6 | Time: 7.9749e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 463 | Active_nodes: 6 | Time: 7.9804e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 582 | Active_nodes: 6 | Time: 7.9809e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 559 | Active_nodes: 6 | Time: 7.9821e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 560 | Active_nodes: 6 | Time: 7.9832e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 350 | Active_nodes: 6 | Time: 7.9834e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 621 | Active_nodes: 6 | Time: 7.9863e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 405 | Active_nodes: 6 | Time: 7.9919e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 299 | Active_nodes: 6 | Time: 7.9924e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 481 | Active_nodes: 6 | Time: 7.9942e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 347 | Active_nodes: 6 | Time: 7.9964e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 237 | Active_nodes: 6 | Time: 7.9971e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 345 | Active_nodes: 6 | Time: 7.9972e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 579 | Active_nodes: 6 | Time: 7.9976e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 538 | Active_nodes: 6 | Time: 8.0003e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 541 | Active_nodes: 6 | Time: 8.0006e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 352 | Active_nodes: 6 | Time: 8.0015e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 334 | Active_nodes: 6 | Time: 8.0022e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 355 | Active_nodes: 6 | Time: 8.0036e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 523 | Active_nodes: 6 | Time: 8.0050e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 425 | Active_nodes: 6 | Time: 8.0051e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 430 | Active_nodes: 6 | Time: 8.0056e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 697 | Active_nodes: 6 | Time: 8.0056e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 547 | Active_nodes: 6 | Time: 8.0057e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 112 | Active_nodes: 6 | Time: 8.0058e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 450 | Active_nodes: 6 | Time: 8.0063e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 119 | Active_nodes: 6 | Time: 8.0064e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 544 | Active_nodes: 6 | Time: 8.0067e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 311 | Active_nodes: 6 | Time: 8.0069e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 474 | Active_nodes: 6 | Time: 8.0078e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 446 | Active_nodes: 6 | Time: 8.0082e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 448 | Active_nodes: 6 | Time: 8.0084e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 428 | Active_nodes: 6 | Time: 8.0086e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 580 | Active_nodes: 6 | Time: 8.0090e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 622 | Active_nodes: 6 | Time: 8.0092e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 442 | Active_nodes: 6 | Time: 8.0107e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 233 | Active_nodes: 6 | Time: 8.0117e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 526 | Active_nodes: 6 | Time: 8.0119e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 429 | Active_nodes: 6 | Time: 8.0124e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 461 | Active_nodes: 6 | Time: 8.0125e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 451 | Active_nodes: 6 | Time: 8.0153e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 342 | Active_nodes: 6 | Time: 8.0171e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 643 | Active_nodes: 6 | Time: 8.0172e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 680 | Active_nodes: 6 | Time: 8.0174e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 644 | Active_nodes: 6 | Time: 8.0176e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 633 | Active_nodes: 6 | Time: 8.0178e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 452 | Active_nodes: 6 | Time: 8.0181e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 583 | Active_nodes: 6 | Time: 8.0191e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 675 | Active_nodes: 6 | Time: 8.0207e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 543 | Active_nodes: 6 | Time: 8.0214e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 562 | Active_nodes: 6 | Time: 8.0215e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 470 | Active_nodes: 6 | Time: 8.0225e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 565 | Active_nodes: 6 | Time: 8.0226e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 640 | Active_nodes: 6 | Time: 8.0229e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 661 | Active_nodes: 6 | Time: 8.0232e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 447 | Active_nodes: 6 | Time: 8.0238e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 356 | Active_nodes: 6 | Time: 8.0241e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 584 | Active_nodes: 6 | Time: 8.0244e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 493 | Active_nodes: 6 | Time: 8.0246e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 346 | Active_nodes: 6 | Time: 8.0246e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 702 | Active_nodes: 6 | Time: 8.0251e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 343 | Active_nodes: 6 | Time: 8.0258e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 183 | Active_nodes: 6 | Time: 8.0288e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 698 | Active_nodes: 6 | Time: 8.0298e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 676 | Active_nodes: 6 | Time: 8.0302e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 525 | Active_nodes: 6 | Time: 8.0314e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 561 | Active_nodes: 6 | Time: 8.0331e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 684 | Active_nodes: 6 | Time: 8.0340e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 215 | Active_nodes: 6 | Time: 8.0351e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 657 | Active_nodes: 6 | Time: 8.0352e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 564 | Active_nodes: 6 | Time: 8.0353e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 351 | Active_nodes: 6 | Time: 8.0354e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 521 | Active_nodes: 6 | Time: 8.0373e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 679 | Active_nodes: 6 | Time: 8.0377e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 666 | Active_nodes: 6 | Time: 8.0378e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 520 | Active_nodes: 6 | Time: 8.0393e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 503 | Active_nodes: 6 | Time: 8.0459e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 566 | Active_nodes: 6 | Time: 8.0465e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 465 | Active_nodes: 6 | Time: 8.0468e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 555 | Active_nodes: 6 | Time: 8.0472e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 329 | Active_nodes: 6 | Time: 8.0493e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 570 | Active_nodes: 6 | Time: 8.0507e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 557 | Active_nodes: 6 | Time: 8.0528e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 548 | Active_nodes: 6 | Time: 8.0593e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 519 | Active_nodes: 6 | Time: 8.0606e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 639 | Active_nodes: 6 | Time: 8.0608e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 588 | Active_nodes: 6 | Time: 8.0616e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 623 | Active_nodes: 6 | Time: 8.0618e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 443 | Active_nodes: 6 | Time: 8.0620e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 472 | Active_nodes: 6 | Time: 8.0641e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 550 | Active_nodes: 6 | Time: 8.0686e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 467 | Active_nodes: 6 | Time: 8.0712e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 407 | Active_nodes: 6 | Time: 8.0748e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 699 | Active_nodes: 6 | Time: 8.0754e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 353 | Active_nodes: 6 | Time: 8.0755e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 571 | Active_nodes: 6 | Time: 8.0759e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 358 | Active_nodes: 6 | Time: 8.0766e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 594 | Active_nodes: 6 | Time: 8.0811e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 454 | Active_nodes: 6 | Time: 8.0812e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 700 | Active_nodes: 6 | Time: 8.0827e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 677 | Active_nodes: 6 | Time: 8.0852e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 466 | Active_nodes: 6 | Time: 8.0858e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 703 | Active_nodes: 6 | Time: 8.0863e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 324 | Active_nodes: 6 | Time: 8.0865e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 568 | Active_nodes: 6 | Time: 8.0867e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 658 | Active_nodes: 6 | Time: 8.0893e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 469 | Active_nodes: 6 | Time: 8.0905e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 645 | Active_nodes: 6 | Time: 8.0905e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 545 | Active_nodes: 6 | Time: 8.0911e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 682 | Active_nodes: 6 | Time: 8.0914e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 704 | Active_nodes: 6 | Time: 8.0915e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 664 | Active_nodes: 6 | Time: 8.0918e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 586 | Active_nodes: 6 | Time: 8.0919e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 572 | Active_nodes: 6 | Time: 8.0928e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 646 | Active_nodes: 6 | Time: 8.0936e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 475 | Active_nodes: 6 | Time: 8.0941e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 476 | Active_nodes: 6 | Time: 8.0942e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 581 | Active_nodes: 6 | Time: 8.0943e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 590 | Active_nodes: 6 | Time: 8.0964e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 690 | Active_nodes: 6 | Time: 8.0978e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 663 | Active_nodes: 6 | Time: 8.0978e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 708 | Active_nodes: 6 | Time: 8.0987e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 659 | Active_nodes: 6 | Time: 8.1004e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 641 | Active_nodes: 6 | Time: 8.1011e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 563 | Active_nodes: 6 | Time: 8.1013e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 685 | Active_nodes: 6 | Time: 8.1014e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 668 | Active_nodes: 6 | Time: 8.1022e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 449 | Active_nodes: 6 | Time: 8.1026e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 335 | Active_nodes: 6 | Time: 8.1037e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 681 | Active_nodes: 6 | Time: 8.1041e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 549 | Active_nodes: 6 | Time: 8.1041e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 357 | Active_nodes: 6 | Time: 8.1055e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 471 | Active_nodes: 6 | Time: 8.1135e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 539 | Active_nodes: 6 | Time: 8.1164e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 635 | Active_nodes: 6 | Time: 8.1188e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 556 | Active_nodes: 6 | Time: 8.1215e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 667 | Active_nodes: 6 | Time: 8.1232e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 655 | Active_nodes: 6 | Time: 8.1363e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 477 | Active_nodes: 6 | Time: 8.1389e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 706 | Active_nodes: 6 | Time: 8.1390e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 609 | Active_nodes: 6 | Time: 8.1402e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 714 | Active_nodes: 6 | Time: 8.1411e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 359 | Active_nodes: 6 | Time: 8.1421e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 691 | Active_nodes: 6 | Time: 8.1505e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 647 | Active_nodes: 6 | Time: 8.1510e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 239 | Active_nodes: 6 | Time: 8.1511e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 585 | Active_nodes: 6 | Time: 8.1540e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 632 | Active_nodes: 6 | Time: 8.1563e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 596 | Active_nodes: 6 | Time: 8.1613e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 587 | Active_nodes: 6 | Time: 8.1614e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 589 | Active_nodes: 6 | Time: 8.1636e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 709 | Active_nodes: 6 | Time: 8.1648e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 574 | Active_nodes: 6 | Time: 8.1671e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 473 | Active_nodes: 6 | Time: 8.1733e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 551 | Active_nodes: 6 | Time: 8.1747e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 665 | Active_nodes: 6 | Time: 8.1754e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 478 | Active_nodes: 6 | Time: 8.1759e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 502 | Active_nodes: 6 | Time: 8.1760e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 595 | Active_nodes: 6 | Time: 8.1767e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 688 | Active_nodes: 6 | Time: 8.1769e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 687 | Active_nodes: 6 | Time: 8.1777e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 692 | Active_nodes: 6 | Time: 8.1779e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 591 | Active_nodes: 6 | Time: 8.1789e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 569 | Active_nodes: 6 | Time: 8.1798e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 669 | Active_nodes: 6 | Time: 8.1844e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 573 | Active_nodes: 6 | Time: 8.1854e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 710 | Active_nodes: 6 | Time: 8.1870e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 686 | Active_nodes: 6 | Time: 8.1950e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 567 | Active_nodes: 6 | Time: 8.1962e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 333 | Active_nodes: 6 | Time: 8.1980e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 617 | Active_nodes: 6 | Time: 8.1985e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 670 | Active_nodes: 6 | Time: 8.2078e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 707 | Active_nodes: 6 | Time: 8.2090e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 479 | Active_nodes: 6 | Time: 8.2100e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 597 | Active_nodes: 6 | Time: 8.2300e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 683 | Active_nodes: 6 | Time: 8.2308e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 712 | Active_nodes: 6 | Time: 8.2317e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 694 | Active_nodes: 6 | Time: 8.2337e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 575 | Active_nodes: 6 | Time: 8.2343e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 716 | Active_nodes: 6 | Time: 8.2350e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 593 | Active_nodes: 6 | Time: 8.2356e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 693 | Active_nodes: 6 | Time: 8.2393e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 592 | Active_nodes: 6 | Time: 8.2399e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 598 | Active_nodes: 6 | Time: 8.2428e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 705 | Active_nodes: 6 | Time: 8.2448e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 711 | Active_nodes: 6 | Time: 8.2541e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 715 | Active_nodes: 6 | Time: 8.2572e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 179 | Active_nodes: 6 | Time: 8.2599e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 653 | Active_nodes: 6 | Time: 8.2673e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 662 | Active_nodes: 6 | Time: 8.2715e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 689 | Active_nodes: 6 | Time: 8.2735e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 453 | Active_nodes: 6 | Time: 8.2819e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 718 | Active_nodes: 6 | Time: 8.2866e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 717 | Active_nodes: 6 | Time: 8.2998e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 695 | Active_nodes: 6 | Time: 8.3126e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 527 | Active_nodes: 6 | Time: 8.3395e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 713 | Active_nodes: 6 | Time: 8.3481e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 599 | Active_nodes: 6 | Time: 8.3783e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 719 | Active_nodes: 6 | Time: 8.3785e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 701 | Active_nodes: 6 | Time: 8.3826e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 671 | Active_nodes: 6 | Time: 8.4044e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 455 | Active_nodes: 6 | Time: 8.4087e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 431 | Active_nodes: 6 | Time: 8.4919e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 678 | Active_nodes: 6 | Time: 8.8173e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| - -........................... -Average time: 7.8494e-05s - -________________________________________________________________________________________________ - -execution time of: 7.2375e-05s: Index: 0 | 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12 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| - -execution time of: 7.3842e-05s: Index: 122 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| - -execution time of: 7.3869e-05s: Index: 12 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| - -execution time of: 7.3883e-05s: Index: 240 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| - -execution time of: 7.3905e-05s: Index: 26 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| - -execution time of: 7.3925e-05s: Index: 3 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| - -execution time of: 7.3954e-05s: Index: 48 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| - -execution time of: 7.3975e-05s: Index: 4 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| - -execution time of: 7.4091e-05s: Index: 24 | Max_nodes: 12 | 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Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| - -execution time of: 7.4731e-05s: Index: 32 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| - -execution time of: 7.4774e-05s: Index: 123 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| - -execution time of: 7.4776e-05s: Index: 36 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| - -execution time of: 7.4791e-05s: Index: 150 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| - -execution time of: 7.4796e-05s: Index: 146 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| - -execution time of: 7.4801e-05s: Index: 54 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| - -execution time of: 7.4868e-05s: Index: 264 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| - -execution time of: 7.4903e-05s: Index: 168 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| - -execution time of: 7.4950e-05s: Index: 14 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| - -execution time of: 7.5002e-05s: Index: 124 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| - -execution time of: 7.5224e-05s: Index: 31 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| - -execution time of: 7.5272e-05s: Index: 42 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| - -execution time of: 7.5282e-05s: Index: 72 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| - -execution time of: 7.5327e-05s: Index: 20 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| - -execution time of: 7.5345e-05s: Index: 129 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| - -execution time of: 7.5347e-05s: Index: 51 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| - -execution time of: 7.5367e-05s: Index: 244 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| - -execution time of: 7.5389e-05s: Index: 242 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| - -execution time of: 7.5399e-05s: Index: 29 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| - -execution time of: 7.5405e-05s: Index: 128 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| - -execution time of: 7.5411e-05s: Index: 34 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| - -execution time of: 7.5417e-05s: Index: 16 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| - -execution time of: 7.5428e-05s: Index: 138 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| - -execution time of: 7.5433e-05s: Index: 133 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| - -execution time of: 7.5446e-05s: Index: 148 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| - -execution time of: 7.5448e-05s: Index: 130 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| - -execution time of: 7.5469e-05s: Index: 55 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| - -execution time of: 7.5472e-05s: Index: 134 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| - -execution time of: 7.5472e-05s: Index: 52 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| - -execution time of: 7.5479e-05s: Index: 248 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| - -execution time of: 7.5479e-05s: Index: 243 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| - -execution time of: 7.5505e-05s: Index: 38 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| - -execution time of: 7.5510e-05s: Index: 480 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| - -execution time of: 7.5513e-05s: Index: 156 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| - -execution time of: 7.5535e-05s: Index: 366 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| - -execution time of: 7.5535e-05s: Index: 33 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| - -execution time of: 7.5543e-05s: Index: 170 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| - -execution time of: 7.5557e-05s: Index: 56 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| - -execution time of: 7.5570e-05s: Index: 74 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| - -execution time of: 7.5585e-05s: Index: 362 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| - -execution time of: 7.5585e-05s: Index: 30 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| - -execution time of: 7.5605e-05s: Index: 151 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| - -execution time of: 7.5613e-05s: Index: 192 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| - -execution time of: 7.5618e-05s: Index: 265 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| - -execution time of: 7.5634e-05s: Index: 169 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| - -execution time of: 7.5639e-05s: Index: 270 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| - -execution time of: 7.5730e-05s: Index: 15 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| - -execution time of: 7.5735e-05s: Index: 247 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| - -execution time of: 7.5738e-05s: Index: 96 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| - -execution time of: 7.5795e-05s: Index: 19 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| - -execution time of: 7.5795e-05s: Index: 288 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| - -execution time of: 7.5796e-05s: Index: 252 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| - -execution time of: 7.5823e-05s: Index: 152 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| - -execution time of: 7.5886e-05s: Index: 78 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| - -execution time of: 7.5991e-05s: Index: 73 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| - -execution time of: 7.6020e-05s: Index: 266 | Max_nodes: 12 | 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Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| - -execution time of: 8.0858e-05s: Index: 466 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| - -execution time of: 8.0863e-05s: Index: 703 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| - -execution time of: 8.0865e-05s: Index: 324 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| - -execution time of: 8.0867e-05s: Index: 568 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| - -execution time of: 8.0893e-05s: Index: 658 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| - -execution time of: 8.0905e-05s: Index: 469 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| - -execution time of: 8.0905e-05s: Index: 645 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| - -execution time of: 8.0911e-05s: Index: 545 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| - -execution time of: 8.0914e-05s: Index: 682 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| - -execution time of: 8.0915e-05s: Index: 704 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| - -execution time of: 8.0918e-05s: Index: 664 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| - -execution time of: 8.0919e-05s: Index: 586 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| - -execution time of: 8.0928e-05s: Index: 572 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| - -execution time of: 8.0936e-05s: Index: 646 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| - -execution time of: 8.0941e-05s: Index: 475 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| - -execution time of: 8.0942e-05s: Index: 476 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| - -execution time of: 8.0943e-05s: Index: 581 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| - -execution time of: 8.0964e-05s: Index: 590 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| - -execution time of: 8.0978e-05s: Index: 690 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| - -execution time of: 8.0978e-05s: Index: 663 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| - -execution time of: 8.0987e-05s: Index: 708 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| - -execution time of: 8.1004e-05s: Index: 659 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| - -execution time of: 8.1011e-05s: Index: 641 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| - -execution time of: 8.1013e-05s: Index: 563 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| - -execution time of: 8.1014e-05s: Index: 685 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| - -execution time of: 8.1022e-05s: Index: 668 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| - -execution time of: 8.1026e-05s: Index: 449 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| - -execution time of: 8.1037e-05s: Index: 335 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| - -execution time of: 8.1041e-05s: Index: 681 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| - -execution time of: 8.1041e-05s: Index: 549 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| - -execution time of: 8.1055e-05s: Index: 357 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| - -execution time of: 8.1135e-05s: Index: 471 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| - -execution time of: 8.1164e-05s: Index: 539 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| - -execution time of: 8.1188e-05s: Index: 635 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| - -execution time of: 8.1215e-05s: Index: 556 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| - -execution time of: 8.1232e-05s: Index: 667 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| - -execution time of: 8.1363e-05s: Index: 655 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 3| - -execution time of: 8.1389e-05s: Index: 477 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| - -execution time of: 8.1390e-05s: Index: 706 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| - -execution time of: 8.1402e-05s: Index: 609 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| - -execution time of: 8.1411e-05s: Index: 714 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| - -execution time of: 8.1421e-05s: Index: 359 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| - -execution time of: 8.1505e-05s: Index: 691 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| - -execution time of: 8.1510e-05s: Index: 647 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 0| - -execution time of: 8.1511e-05s: Index: 239 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| - -execution time of: 8.1540e-05s: Index: 585 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| - -execution time of: 8.1563e-05s: Index: 632 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| - -execution time of: 8.1613e-05s: Index: 596 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| - -execution time of: 8.1614e-05s: Index: 587 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| - -execution time of: 8.1636e-05s: Index: 589 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| - -execution time of: 8.1648e-05s: Index: 709 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| - -execution time of: 8.1671e-05s: Index: 574 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| - -execution time of: 8.1733e-05s: Index: 473 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| - -execution time of: 8.1747e-05s: Index: 551 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| - -execution time of: 8.1754e-05s: Index: 665 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| - -execution time of: 8.1759e-05s: Index: 478 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| - -execution time of: 8.1760e-05s: Index: 502 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| - -execution time of: 8.1767e-05s: Index: 595 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| - -execution time of: 8.1769e-05s: Index: 688 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| - -execution time of: 8.1777e-05s: Index: 687 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| - -execution time of: 8.1779e-05s: Index: 692 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| - -execution time of: 8.1789e-05s: Index: 591 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| - -execution time of: 8.1798e-05s: Index: 569 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| - -execution time of: 8.1844e-05s: Index: 669 | Max_nodes: 12 | 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-________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/qft_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/qft_indep_qiskit_controls.txt deleted file mode 100644 index 145b3028..00000000 --- a/test/BenchmarkQuasm/results/qft_indep_qiskit_controls.txt +++ /dev/null @@ -1,136 +0,0 @@ -Start Simulation of qft_indep_qiskit_2__________________________________________________ - -i: 0 1 -1: | h -2: s c -3: h | -4: sw sw -5:======== -6: 2 | -7: | 3 -o: 2 3 -Computed Permutation: ................0 -> 0|1 -> 1| -Original Permutation: ................0 -> 0|1 -> 1| -Identity Duration: 1.2608e-05s............................. -Permuted Duration: 1.2636e-05s............................. -Identity active_nodes: 2 ...................................... -Permuted active_nodes: 2 ...................................... -Identity max_nodes: 4 ...................................... -Permuted max_nodes: 4 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qft_indep_qiskit_3__________________________________________________ - -.i:...0...1...2 -.1:...|...|...h -.2:...|...s...c -.3:...|...h...| -.4:...t...|...c -.5:...s...c...| -.6:...h...|...| -.7:..sw...|..sw -.8:============ -.9:...3...|...| -10:...|...4...| -11:...|...|...5 -.o:...3...4...5 -Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 2.2610e-05s............................. -Permuted Duration: 2.2483e-05s............................. -Identity active_nodes: 3 ...................................... -Permuted active_nodes: 3 ...................................... -Identity max_nodes: 6 ...................................... -Permuted max_nodes: 6 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qft_indep_qiskit_4__________________________________________________ - -.i:...0...1...2...3 -.1:...|...|...|...h -.2:...|...|...s...c -.3:...|...|...h...| -.4:...|...t...|...c -.5:...|...s...c...| -.6:...|...h...|...| -.7:...p...|...|...c p: (3.9270e-01) -.8:...t...|...c...| -.9:...s...c...|...| -10:...h...|...|...| -11:..sw...|...|..sw -12:...|..sw..sw...| -13:================ -14:...4...|...|...| -15:...|...5...|...| -16:...|...|...6...| -17:...|...|...|...7 -.o:...4...5...6...7 -Computed Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Identity Duration: 3.5650e-05s............................. -Permuted Duration: 3.5636e-05s............................. -Identity active_nodes: 4 ...................................... -Permuted active_nodes: 4 ...................................... -Identity max_nodes: 8 ...................................... -Permuted max_nodes: 8 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qft_indep_qiskit_5__________________________________________________ - -i: -o: -Computed Permutation: .............................. -Original Permutation: .............................. -Identity Duration: 9.9624e-07s............................. -Permuted Duration: 9.9891e-07s............................. -Identity active_nodes: 0 ...................................... -Permuted active_nodes: 0 ...................................... -Identity max_nodes: 0 ...................................... -Permuted max_nodes: 0 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qft_indep_qiskit_6__________________________________________________ - -.i:...0...1...2...3...4...5 -.1:...|...|...|...|...|...h -.2:...|...|...|...|...s...c -.3:...|...|...|...|...h...| -.4:...|...|...|...t...|...c -.5:...|...|...|...s...c...| -.6:...|...|...|...h...|...| -.7:...|...|...p...|...|...c p: (3.9270e-01) -.8:...|...|...t...|...c...| -.9:...|...|...s...c...|...| -10:...|...|...h...|...|...| -11:...|...p...|...|...|...c p: (1.9635e-01) -12:...|...p...|...|...c...| p: (3.9270e-01) -13:...|...t...|...c...|...| -14:...|...s...c...|...|...| -15:...|...h...|...|...|...| -16:...p...|...|...|...|...c p: (9.8175e-02) -17:...p...|...|...|...c...| p: (1.9635e-01) -18:...p...|...|...c...|...| p: (3.9270e-01) -19:...t...|...c...|...|...| -20:...s...c...|...|...|...| -21:...h...|...|...|...|...| -22:..sw...|...|...|...|..sw -23:...|..sw...|...|..sw...| -24:...|...|..sw..sw...|...| -25:======================== -26:...6...|...|...|...|...| -27:...|...7...|...|...|...| -28:...|...|...8...|...|...| -29:...|...|...|...9...|...| -30:...|...|...|...|..10...| -31:...|...|...|...|...|..11 -.o:...6...7...8...9..10..11 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Identity Duration: 7.2375e-05s............................. -Permuted Duration: 7.2080e-05s............................. -Identity active_nodes: 6 ...................................... -Permuted active_nodes: 6 ...................................... -Identity max_nodes: 12 ...................................... -Permuted max_nodes: 12 ...................................... -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/qftentangled_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/qftentangled_indep_qiskit_all.txt deleted file mode 100644 index 2df6f3ca..00000000 --- a/test/BenchmarkQuasm/results/qftentangled_indep_qiskit_all.txt +++ /dev/null @@ -1,3792 +0,0 @@ -Start Simulation of qftentangled_indep_qiskit_2__________________________________________________ - -i: 0 1 -1: | h -2: x c -3: | h -4: s c -5: h | -6: sw sw -7:======== -8: 0 | -9: | 1 -o: 0 1 -Total Permutations: 2 -Min time: 1.9264e-05s................. Permutation 0 : 0 -> 0|1 -> 1| -Max time: 2.2178e-05s................. Permutation 1 : 0 -> 1|1 -> 0| -Min active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Min max nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Max active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Max max nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -________________________________________________________________________________________________ - -2 permutations have 3 active nodes. -Index: 0 | Max_nodes: 6 | Time: 1.9264e-05s | 0 -> 0|1 -> 1| -Index: 1 | Max_nodes: 6 | Time: 2.2178e-05s | 0 -> 1|1 -> 0| - -........................... -Average time: 2.0721e-05s - -________________________________________________________________________________________________ - -2 permutations have 6 max nodes. -Index: 0 | Active_nodes: 3 | Time: 1.9264e-05s | 0 -> 0|1 -> 1| -Index: 1 | Active_nodes: 3 | Time: 2.2178e-05s | 0 -> 1|1 -> 0| - -........................... -Average time: 2.0721e-05s - -________________________________________________________________________________________________ - -execution time of: 1.9264e-05s: Index: 0 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 0|1 -> 1| - -execution time of: 2.2178e-05s: Index: 1 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 1|1 -> 0| - -________________________________________________________________________________________________ - -Start Simulation of qftentangled_indep_qiskit_3__________________________________________________ - -.i:...0...1...2 -.1:...|...|...h -.2:...|...x...c -.3:...x...c...| -.4:...|...|...h -.5:...|...s...c -.6:...|...h...| -.7:...t...|...c -.8:...s...c...| -.9:...h...|...| -10:..sw...|..sw -11:============ -12:...0...|...| -13:...|...1...| -14:...|...|...2 -.o:...0...1...2 -Total Permutations: 6 -Min time: 3.5137e-05s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max time: 4.1006e-05s................. Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| -Min active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Min max nodes: 12 nodes.................... Permutation 2 : 0 -> 1|1 -> 0|2 -> 2| -Max active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max max nodes: 14 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -________________________________________________________________________________________________ - -6 permutations have 7 active nodes. -Index: 2 | Max_nodes: 12 | Time: 3.6871e-05s | 0 -> 1|1 -> 0|2 -> 2| -Index: 4 | Max_nodes: 12 | Time: 3.7925e-05s | 0 -> 2|1 -> 0|2 -> 1| -Index: 3 | Max_nodes: 12 | Time: 3.8557e-05s | 0 -> 1|1 -> 2|2 -> 0| -Index: 5 | Max_nodes: 12 | Time: 4.1006e-05s | 0 -> 2|1 -> 1|2 -> 0| -Index: 0 | Max_nodes: 14 | Time: 3.5137e-05s | 0 -> 0|1 -> 1|2 -> 2| -Index: 1 | Max_nodes: 14 | Time: 3.8253e-05s | 0 -> 0|1 -> 2|2 -> 1| - -........................... -Average time: 3.7958e-05s - -________________________________________________________________________________________________ - -4 permutations have 12 max nodes. -Index: 2 | Active_nodes: 7 | Time: 3.6871e-05s | 0 -> 1|1 -> 0|2 -> 2| -Index: 4 | Active_nodes: 7 | Time: 3.7925e-05s | 0 -> 2|1 -> 0|2 -> 1| -Index: 3 | Active_nodes: 7 | Time: 3.8557e-05s | 0 -> 1|1 -> 2|2 -> 0| -Index: 5 | Active_nodes: 7 | Time: 4.1006e-05s | 0 -> 2|1 -> 1|2 -> 0| - -........................... -Average time: 3.8590e-05s - -2 permutations have 14 max nodes. -Index: 0 | Active_nodes: 7 | Time: 3.5137e-05s | 0 -> 0|1 -> 1|2 -> 2| -Index: 1 | Active_nodes: 7 | Time: 3.8253e-05s | 0 -> 0|1 -> 2|2 -> 1| - -........................... -Average time: 3.6695e-05s - -________________________________________________________________________________________________ - -execution time of: 3.5137e-05s: Index: 0 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 2| - -execution time of: 3.6871e-05s: Index: 2 | Max_nodes: 12 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 2| - -execution time of: 3.7925e-05s: Index: 4 | Max_nodes: 12 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 1| - -execution time of: 3.8253e-05s: Index: 1 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 1| - -execution time of: 3.8557e-05s: Index: 3 | Max_nodes: 12 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 0| - -execution time of: 4.1006e-05s: Index: 5 | Max_nodes: 12 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 0| - -________________________________________________________________________________________________ - -Start Simulation of qftentangled_indep_qiskit_4__________________________________________________ - -.i:...0...1...2...3 -.1:...|...|...|...h -.2:...|...|...x...c -.3:...|...x...c...| -.4:...x...c...|...| -.5:...|...|...|...h -.6:...|...|...s...c -.7:...|...|...h...| -.8:...|...t...|...c -.9:...|...s...c...| -10:...|...h...|...| -11:...p...|...|...c p: (3.9270e-01) -12:...t...|...c...| -13:...s...c...|...| -14:...h...|...|...| -15:..sw...|...|..sw -16:...|..sw..sw...| -17:================ -18:...0...|...|...| -19:...|...1...|...| -20:...|...|...2...| -21:...|...|...|...3 -.o:...0...1...2...3 -Total Permutations: 24 -Min time: 5.8074e-05s................. Permutation 12 : 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -Max time: 6.6383e-05s................. Permutation 5 : 0 -> 0|1 -> 3|2 -> 2|3 -> 1| -Min active nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Min max nodes: 22 nodes.................... Permutation 12 : 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -Max active nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Max max nodes: 30 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -________________________________________________________________________________________________ - -24 permutations have 15 active nodes. -Index: 12 | Max_nodes: 22 | Time: 5.8074e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -Index: 18 | Max_nodes: 22 | Time: 5.8690e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| -Index: 16 | Max_nodes: 22 | Time: 6.0731e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| -Index: 14 | Max_nodes: 22 | Time: 6.0950e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -Index: 13 | Max_nodes: 22 | Time: 6.1605e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| -Index: 20 | Max_nodes: 22 | Time: 6.1620e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -Index: 19 | Max_nodes: 22 | Time: 6.1809e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| -Index: 22 | Max_nodes: 22 | Time: 6.3000e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| -Index: 21 | Max_nodes: 22 | Time: 6.3390e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| -Index: 15 | Max_nodes: 22 | Time: 6.3507e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -Index: 17 | Max_nodes: 22 | Time: 6.4617e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -Index: 23 | Max_nodes: 22 | Time: 6.6287e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -Index: 8 | Max_nodes: 24 | Time: 5.9997e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| -Index: 6 | Max_nodes: 24 | Time: 6.0101e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -Index: 10 | Max_nodes: 24 | Time: 6.1021e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| -Index: 9 | Max_nodes: 24 | Time: 6.2185e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -Index: 7 | Max_nodes: 24 | Time: 6.2924e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -Index: 11 | Max_nodes: 24 | Time: 6.4985e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -Index: 0 | Max_nodes: 30 | Time: 6.0953e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Index: 2 | Max_nodes: 30 | Time: 6.2433e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -Index: 4 | Max_nodes: 30 | Time: 6.3540e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -Index: 1 | Max_nodes: 30 | Time: 6.3872e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -Index: 3 | Max_nodes: 30 | Time: 6.4466e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -Index: 5 | Max_nodes: 30 | Time: 6.6383e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| - -........................... -Average time: 6.2381e-05s - -________________________________________________________________________________________________ - -12 permutations have 22 max nodes. -Index: 12 | Active_nodes: 15 | Time: 5.8074e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -Index: 18 | Active_nodes: 15 | Time: 5.8690e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| -Index: 16 | Active_nodes: 15 | Time: 6.0731e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| -Index: 14 | Active_nodes: 15 | Time: 6.0950e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -Index: 13 | Active_nodes: 15 | Time: 6.1605e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| -Index: 20 | Active_nodes: 15 | Time: 6.1620e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -Index: 19 | Active_nodes: 15 | Time: 6.1809e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| -Index: 22 | Active_nodes: 15 | Time: 6.3000e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| -Index: 21 | Active_nodes: 15 | Time: 6.3390e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| -Index: 15 | Active_nodes: 15 | Time: 6.3507e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -Index: 17 | Active_nodes: 15 | Time: 6.4617e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -Index: 23 | Active_nodes: 15 | Time: 6.6287e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| - -........................... -Average time: 6.2023e-05s - -6 permutations have 24 max nodes. -Index: 8 | Active_nodes: 15 | Time: 5.9997e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| -Index: 6 | Active_nodes: 15 | Time: 6.0101e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -Index: 10 | Active_nodes: 15 | Time: 6.1021e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| -Index: 9 | Active_nodes: 15 | Time: 6.2185e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -Index: 7 | Active_nodes: 15 | Time: 6.2924e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -Index: 11 | Active_nodes: 15 | Time: 6.4985e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| - -........................... -Average time: 6.1869e-05s - -6 permutations have 30 max nodes. -Index: 0 | Active_nodes: 15 | Time: 6.0953e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Index: 2 | Active_nodes: 15 | Time: 6.2433e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -Index: 4 | Active_nodes: 15 | Time: 6.3540e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -Index: 1 | Active_nodes: 15 | Time: 6.3872e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -Index: 3 | Active_nodes: 15 | Time: 6.4466e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -Index: 5 | Active_nodes: 15 | Time: 6.6383e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| - -........................... -Average time: 6.3608e-05s - -________________________________________________________________________________________________ - -execution time of: 5.8074e-05s: Index: 12 | Max_nodes: 22 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| - -execution time of: 5.8690e-05s: Index: 18 | Max_nodes: 22 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| - -execution time of: 5.9997e-05s: Index: 8 | Max_nodes: 24 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| - -execution time of: 6.0101e-05s: Index: 6 | Max_nodes: 24 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| - -execution time of: 6.0731e-05s: Index: 16 | Max_nodes: 22 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| - -execution time of: 6.0950e-05s: Index: 14 | Max_nodes: 22 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| - -execution time of: 6.0953e-05s: Index: 0 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| - -execution time of: 6.1021e-05s: Index: 10 | Max_nodes: 24 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| - -execution time of: 6.1605e-05s: Index: 13 | Max_nodes: 22 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| - -execution time of: 6.1620e-05s: Index: 20 | Max_nodes: 22 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| - -execution time of: 6.1809e-05s: Index: 19 | Max_nodes: 22 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| - -execution time of: 6.2185e-05s: Index: 9 | Max_nodes: 24 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| - -execution time of: 6.2433e-05s: Index: 2 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| - -execution time of: 6.2924e-05s: Index: 7 | Max_nodes: 24 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| - -execution time of: 6.3000e-05s: Index: 22 | Max_nodes: 22 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| - -execution time of: 6.3390e-05s: Index: 21 | Max_nodes: 22 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| - -execution time of: 6.3507e-05s: Index: 15 | Max_nodes: 22 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| - -execution time of: 6.3540e-05s: Index: 4 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| - -execution time of: 6.3872e-05s: Index: 1 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| - -execution time of: 6.4466e-05s: Index: 3 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| - -execution time of: 6.4617e-05s: Index: 17 | Max_nodes: 22 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| - -execution time of: 6.4985e-05s: Index: 11 | Max_nodes: 24 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| - -execution time of: 6.6287e-05s: Index: 23 | Max_nodes: 22 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| - -execution time of: 6.6383e-05s: Index: 5 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| - -________________________________________________________________________________________________ - -Start Simulation of qftentangled_indep_qiskit_5__________________________________________________ - -.i:...0...1...2...3...4 -.1:...|...|...|...|...h -.2:...|...|...|...x...c -.3:...|...|...x...c...| -.4:...|...x...c...|...| -.5:...x...c...|...|...| -.6:...|...|...|...|...h -.7:...|...|...|...s...c -.8:...|...|...|...h...| -.9:...|...|...t...|...c -10:...|...|...s...c...| -11:...|...|...h...|...| -12:...|...p...|...|...c p: (3.9270e-01) -13:...|...t...|...c...| -14:...|...s...c...|...| -15:...|...h...|...|...| -16:...p...|...|...|...c p: (1.9635e-01) -17:...p...|...|...c...| p: (3.9270e-01) -18:...t...|...c...|...| -19:...s...c...|...|...| -20:...h...|...|...|...| -21:..sw...|...|...|..sw -22:...|..sw...|..sw...| -23:==================== -24:...0...|...|...|...| -25:...|...1...|...|...| -26:...|...|...2...|...| -27:...|...|...|...3...| -28:...|...|...|...|...4 -.o:...0...1...2...3...4 -Total Permutations: 120 -Min time: 8.4647e-05s................. Permutation 72 : 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -Max time: 1.0999e-04s................. Permutation 5 : 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -Min active nodes: 31 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Min max nodes: 40 nodes.................... Permutation 72 : 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -Max active nodes: 31 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Max max nodes: 62 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -________________________________________________________________________________________________ - -120 permutations have 31 active nodes. -Index: 72 | Max_nodes: 40 | Time: 8.4647e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -Index: 96 | Max_nodes: 40 | Time: 8.5306e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -Index: 78 | Max_nodes: 40 | Time: 8.7118e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -Index: 102 | Max_nodes: 40 | Time: 8.7397e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -Index: 73 | Max_nodes: 40 | Time: 8.7959e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -Index: 97 | Max_nodes: 40 | Time: 8.8289e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -Index: 108 | Max_nodes: 40 | Time: 8.8448e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -Index: 84 | Max_nodes: 40 | Time: 8.8550e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -Index: 104 | Max_nodes: 40 | Time: 8.8643e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -Index: 76 | Max_nodes: 40 | Time: 8.8779e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -Index: 90 | Max_nodes: 40 | Time: 8.8847e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -Index: 80 | Max_nodes: 40 | Time: 8.8999e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -Index: 99 | Max_nodes: 40 | Time: 8.9053e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -Index: 74 | Max_nodes: 40 | Time: 8.9409e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -Index: 100 | Max_nodes: 40 | Time: 8.9427e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -Index: 75 | Max_nodes: 40 | Time: 8.9454e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -Index: 98 | Max_nodes: 40 | Time: 8.9503e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -Index: 106 | Max_nodes: 40 | Time: 8.9974e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -Index: 105 | Max_nodes: 40 | Time: 9.0584e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -Index: 82 | Max_nodes: 40 | Time: 9.0620e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -Index: 114 | Max_nodes: 40 | Time: 9.0649e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -Index: 103 | Max_nodes: 40 | Time: 9.0835e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -Index: 92 | Max_nodes: 40 | Time: 9.0927e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -Index: 79 | Max_nodes: 40 | Time: 9.0939e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -Index: 81 | Max_nodes: 40 | Time: 9.0987e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -Index: 91 | Max_nodes: 40 | Time: 9.1175e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -Index: 112 | Max_nodes: 40 | Time: 9.1476e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -Index: 101 | Max_nodes: 40 | Time: 9.1600e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -Index: 88 | Max_nodes: 40 | Time: 9.1802e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -Index: 77 | Max_nodes: 40 | Time: 9.2079e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -Index: 94 | Max_nodes: 40 | Time: 9.2293e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -Index: 115 | Max_nodes: 40 | Time: 9.2942e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -Index: 93 | Max_nodes: 40 | Time: 9.3152e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -Index: 86 | Max_nodes: 40 | Time: 9.3305e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -Index: 111 | Max_nodes: 40 | Time: 9.3398e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -Index: 116 | Max_nodes: 40 | Time: 9.3400e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -Index: 107 | Max_nodes: 40 | Time: 9.3425e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -Index: 110 | Max_nodes: 40 | Time: 9.3579e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -Index: 109 | Max_nodes: 40 | Time: 9.4153e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -Index: 118 | Max_nodes: 40 | Time: 9.4245e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -Index: 113 | Max_nodes: 40 | Time: 9.4464e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -Index: 83 | Max_nodes: 40 | Time: 9.4547e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -Index: 89 | Max_nodes: 40 | Time: 9.4577e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -Index: 117 | Max_nodes: 40 | Time: 9.4647e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -Index: 87 | Max_nodes: 40 | Time: 9.4703e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -Index: 85 | Max_nodes: 40 | Time: 9.4749e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -Index: 95 | Max_nodes: 40 | Time: 9.4977e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -Index: 119 | Max_nodes: 40 | Time: 9.8217e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -Index: 48 | Max_nodes: 42 | Time: 8.9185e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -Index: 60 | Max_nodes: 42 | Time: 9.0717e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -Index: 62 | Max_nodes: 42 | Time: 9.1062e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -Index: 66 | Max_nodes: 42 | Time: 9.1079e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -Index: 68 | Max_nodes: 42 | Time: 9.1627e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -Index: 54 | Max_nodes: 42 | Time: 9.1886e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -Index: 64 | Max_nodes: 42 | Time: 9.2021e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -Index: 56 | Max_nodes: 42 | Time: 9.2450e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -Index: 61 | Max_nodes: 42 | Time: 9.2822e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -Index: 50 | Max_nodes: 42 | Time: 9.2860e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -Index: 58 | Max_nodes: 42 | Time: 9.2879e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -Index: 67 | Max_nodes: 42 | Time: 9.2885e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -Index: 49 | Max_nodes: 42 | Time: 9.3055e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -Index: 51 | Max_nodes: 42 | Time: 9.3424e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -Index: 70 | Max_nodes: 42 | Time: 9.3558e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -Index: 52 | Max_nodes: 42 | Time: 9.3603e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -Index: 69 | Max_nodes: 42 | Time: 9.3665e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -Index: 63 | Max_nodes: 42 | Time: 9.4000e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -Index: 57 | Max_nodes: 42 | Time: 9.4609e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -Index: 65 | Max_nodes: 42 | Time: 9.4610e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -Index: 55 | Max_nodes: 42 | Time: 9.4908e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -Index: 71 | Max_nodes: 42 | Time: 9.6317e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -Index: 59 | Max_nodes: 42 | Time: 9.6733e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -Index: 53 | Max_nodes: 42 | Time: 9.7565e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -Index: 36 | Max_nodes: 48 | Time: 9.2342e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -Index: 42 | Max_nodes: 48 | Time: 9.3755e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -Index: 32 | Max_nodes: 48 | Time: 9.4440e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -Index: 40 | Max_nodes: 48 | Time: 9.5210e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -Index: 34 | Max_nodes: 48 | Time: 9.5454e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -Index: 38 | Max_nodes: 48 | Time: 9.5519e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -Index: 30 | Max_nodes: 48 | Time: 9.6007e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -Index: 43 | Max_nodes: 48 | Time: 9.6384e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -Index: 37 | Max_nodes: 48 | Time: 9.6707e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -Index: 44 | Max_nodes: 48 | Time: 9.6984e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -Index: 33 | Max_nodes: 48 | Time: 9.7015e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -Index: 24 | Max_nodes: 48 | Time: 9.7151e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -Index: 31 | Max_nodes: 48 | Time: 9.7833e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -Index: 45 | Max_nodes: 48 | Time: 9.8174e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -Index: 46 | Max_nodes: 48 | Time: 9.8298e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -Index: 39 | Max_nodes: 48 | Time: 9.8446e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -Index: 41 | Max_nodes: 48 | Time: 9.9062e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -Index: 26 | Max_nodes: 48 | Time: 9.9322e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -Index: 35 | Max_nodes: 48 | Time: 9.9461e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -Index: 25 | Max_nodes: 48 | Time: 1.0026e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -Index: 28 | Max_nodes: 48 | Time: 1.0043e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -Index: 27 | Max_nodes: 48 | Time: 1.0060e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -Index: 47 | Max_nodes: 48 | Time: 1.0091e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -Index: 29 | Max_nodes: 48 | Time: 1.0307e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -Index: 12 | Max_nodes: 62 | Time: 1.0142e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -Index: 18 | Max_nodes: 62 | Time: 1.0174e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -Index: 8 | Max_nodes: 62 | Time: 1.0311e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -Index: 16 | Max_nodes: 62 | Time: 1.0360e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -Index: 10 | Max_nodes: 62 | Time: 1.0370e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -Index: 13 | Max_nodes: 62 | Time: 1.0432e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -Index: 0 | Max_nodes: 62 | Time: 1.0447e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Index: 6 | Max_nodes: 62 | Time: 1.0453e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -Index: 19 | Max_nodes: 62 | Time: 1.0505e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -Index: 9 | Max_nodes: 62 | Time: 1.0509e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -Index: 7 | Max_nodes: 62 | Time: 1.0567e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -Index: 15 | Max_nodes: 62 | Time: 1.0595e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -Index: 21 | Max_nodes: 62 | Time: 1.0596e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -Index: 2 | Max_nodes: 62 | Time: 1.0610e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -Index: 20 | Max_nodes: 62 | Time: 1.0635e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -Index: 22 | Max_nodes: 62 | Time: 1.0656e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -Index: 4 | Max_nodes: 62 | Time: 1.0671e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -Index: 14 | Max_nodes: 62 | Time: 1.0675e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -Index: 17 | Max_nodes: 62 | Time: 1.0696e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -Index: 1 | Max_nodes: 62 | Time: 1.0701e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -Index: 3 | Max_nodes: 62 | Time: 1.0712e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -Index: 11 | Max_nodes: 62 | Time: 1.0728e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -Index: 23 | Max_nodes: 62 | Time: 1.0896e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -Index: 5 | Max_nodes: 62 | Time: 1.0999e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| - -........................... -Average time: 9.5775e-05s - -________________________________________________________________________________________________ - -48 permutations have 40 max nodes. -Index: 72 | Active_nodes: 31 | Time: 8.4647e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -Index: 96 | Active_nodes: 31 | Time: 8.5306e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -Index: 78 | Active_nodes: 31 | Time: 8.7118e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -Index: 102 | Active_nodes: 31 | Time: 8.7397e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -Index: 73 | Active_nodes: 31 | Time: 8.7959e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -Index: 97 | Active_nodes: 31 | Time: 8.8289e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -Index: 108 | Active_nodes: 31 | Time: 8.8448e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -Index: 84 | Active_nodes: 31 | Time: 8.8550e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -Index: 104 | Active_nodes: 31 | Time: 8.8643e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -Index: 76 | Active_nodes: 31 | Time: 8.8779e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -Index: 90 | Active_nodes: 31 | Time: 8.8847e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -Index: 80 | Active_nodes: 31 | Time: 8.8999e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -Index: 99 | Active_nodes: 31 | Time: 8.9053e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -Index: 74 | Active_nodes: 31 | Time: 8.9409e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -Index: 100 | Active_nodes: 31 | Time: 8.9427e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -Index: 75 | Active_nodes: 31 | Time: 8.9454e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -Index: 98 | Active_nodes: 31 | Time: 8.9503e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -Index: 106 | Active_nodes: 31 | Time: 8.9974e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -Index: 105 | Active_nodes: 31 | Time: 9.0584e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -Index: 82 | Active_nodes: 31 | Time: 9.0620e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -Index: 114 | Active_nodes: 31 | Time: 9.0649e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -Index: 103 | Active_nodes: 31 | Time: 9.0835e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -Index: 92 | Active_nodes: 31 | Time: 9.0927e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -Index: 79 | Active_nodes: 31 | Time: 9.0939e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -Index: 81 | Active_nodes: 31 | Time: 9.0987e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -Index: 91 | Active_nodes: 31 | Time: 9.1175e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -Index: 112 | Active_nodes: 31 | Time: 9.1476e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -Index: 101 | Active_nodes: 31 | Time: 9.1600e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -Index: 88 | Active_nodes: 31 | Time: 9.1802e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -Index: 77 | Active_nodes: 31 | Time: 9.2079e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -Index: 94 | Active_nodes: 31 | Time: 9.2293e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -Index: 115 | Active_nodes: 31 | Time: 9.2942e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -Index: 93 | Active_nodes: 31 | Time: 9.3152e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -Index: 86 | Active_nodes: 31 | Time: 9.3305e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -Index: 111 | Active_nodes: 31 | Time: 9.3398e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -Index: 116 | Active_nodes: 31 | Time: 9.3400e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -Index: 107 | Active_nodes: 31 | Time: 9.3425e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -Index: 110 | Active_nodes: 31 | Time: 9.3579e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -Index: 109 | Active_nodes: 31 | Time: 9.4153e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -Index: 118 | Active_nodes: 31 | Time: 9.4245e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -Index: 113 | Active_nodes: 31 | Time: 9.4464e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -Index: 83 | Active_nodes: 31 | Time: 9.4547e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -Index: 89 | Active_nodes: 31 | Time: 9.4577e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -Index: 117 | Active_nodes: 31 | Time: 9.4647e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -Index: 87 | Active_nodes: 31 | Time: 9.4703e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -Index: 85 | Active_nodes: 31 | Time: 9.4749e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -Index: 95 | Active_nodes: 31 | Time: 9.4977e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -Index: 119 | Active_nodes: 31 | Time: 9.8217e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| - -........................... -Average time: 9.1213e-05s - -24 permutations have 42 max nodes. -Index: 48 | Active_nodes: 31 | Time: 8.9185e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -Index: 60 | Active_nodes: 31 | Time: 9.0717e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -Index: 62 | Active_nodes: 31 | Time: 9.1062e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -Index: 66 | Active_nodes: 31 | Time: 9.1079e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -Index: 68 | Active_nodes: 31 | Time: 9.1627e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -Index: 54 | Active_nodes: 31 | Time: 9.1886e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -Index: 64 | Active_nodes: 31 | Time: 9.2021e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -Index: 56 | Active_nodes: 31 | Time: 9.2450e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -Index: 61 | Active_nodes: 31 | Time: 9.2822e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -Index: 50 | Active_nodes: 31 | Time: 9.2860e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -Index: 58 | Active_nodes: 31 | Time: 9.2879e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -Index: 67 | Active_nodes: 31 | Time: 9.2885e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -Index: 49 | Active_nodes: 31 | Time: 9.3055e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -Index: 51 | Active_nodes: 31 | Time: 9.3424e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -Index: 70 | Active_nodes: 31 | Time: 9.3558e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -Index: 52 | Active_nodes: 31 | Time: 9.3603e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -Index: 69 | Active_nodes: 31 | Time: 9.3665e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -Index: 63 | Active_nodes: 31 | Time: 9.4000e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -Index: 57 | Active_nodes: 31 | Time: 9.4609e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -Index: 65 | Active_nodes: 31 | Time: 9.4610e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -Index: 55 | Active_nodes: 31 | Time: 9.4908e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -Index: 71 | Active_nodes: 31 | Time: 9.6317e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -Index: 59 | Active_nodes: 31 | Time: 9.6733e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -Index: 53 | Active_nodes: 31 | Time: 9.7565e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| - -........................... -Average time: 9.3230e-05s - -24 permutations have 48 max nodes. -Index: 36 | Active_nodes: 31 | Time: 9.2342e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -Index: 42 | Active_nodes: 31 | Time: 9.3755e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -Index: 32 | Active_nodes: 31 | Time: 9.4440e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -Index: 40 | Active_nodes: 31 | Time: 9.5210e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -Index: 34 | Active_nodes: 31 | Time: 9.5454e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -Index: 38 | Active_nodes: 31 | Time: 9.5519e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -Index: 30 | Active_nodes: 31 | Time: 9.6007e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -Index: 43 | Active_nodes: 31 | Time: 9.6384e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -Index: 37 | Active_nodes: 31 | Time: 9.6707e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -Index: 44 | Active_nodes: 31 | Time: 9.6984e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -Index: 33 | Active_nodes: 31 | Time: 9.7015e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -Index: 24 | Active_nodes: 31 | Time: 9.7151e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -Index: 31 | Active_nodes: 31 | Time: 9.7833e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -Index: 45 | Active_nodes: 31 | Time: 9.8174e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -Index: 46 | Active_nodes: 31 | Time: 9.8298e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -Index: 39 | Active_nodes: 31 | Time: 9.8446e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -Index: 41 | Active_nodes: 31 | Time: 9.9062e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -Index: 26 | Active_nodes: 31 | Time: 9.9322e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -Index: 35 | Active_nodes: 31 | Time: 9.9461e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -Index: 25 | Active_nodes: 31 | Time: 1.0026e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -Index: 28 | Active_nodes: 31 | Time: 1.0043e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -Index: 27 | Active_nodes: 31 | Time: 1.0060e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -Index: 47 | Active_nodes: 31 | Time: 1.0091e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -Index: 29 | Active_nodes: 31 | Time: 1.0307e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| - -........................... -Average time: 9.7618e-05s - -24 permutations have 62 max nodes. -Index: 12 | Active_nodes: 31 | Time: 1.0142e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -Index: 18 | Active_nodes: 31 | Time: 1.0174e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -Index: 8 | Active_nodes: 31 | Time: 1.0311e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -Index: 16 | Active_nodes: 31 | Time: 1.0360e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -Index: 10 | Active_nodes: 31 | Time: 1.0370e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -Index: 13 | Active_nodes: 31 | Time: 1.0432e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -Index: 0 | Active_nodes: 31 | Time: 1.0447e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Index: 6 | Active_nodes: 31 | Time: 1.0453e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -Index: 19 | Active_nodes: 31 | Time: 1.0505e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -Index: 9 | Active_nodes: 31 | Time: 1.0509e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -Index: 7 | Active_nodes: 31 | Time: 1.0567e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -Index: 15 | Active_nodes: 31 | Time: 1.0595e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -Index: 21 | Active_nodes: 31 | Time: 1.0596e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -Index: 2 | Active_nodes: 31 | Time: 1.0610e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -Index: 20 | Active_nodes: 31 | Time: 1.0635e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -Index: 22 | Active_nodes: 31 | Time: 1.0656e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -Index: 4 | Active_nodes: 31 | Time: 1.0671e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -Index: 14 | Active_nodes: 31 | Time: 1.0675e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -Index: 17 | Active_nodes: 31 | Time: 1.0696e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -Index: 1 | Active_nodes: 31 | Time: 1.0701e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -Index: 3 | Active_nodes: 31 | Time: 1.0712e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -Index: 11 | Active_nodes: 31 | Time: 1.0728e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -Index: 23 | Active_nodes: 31 | Time: 1.0896e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -Index: 5 | Active_nodes: 31 | Time: 1.0999e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| - -........................... -Average time: 1.0560e-04s - -________________________________________________________________________________________________ - -execution time of: 8.4647e-05s: Index: 72 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| - -execution time of: 8.5306e-05s: Index: 96 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| - -execution time of: 8.7118e-05s: Index: 78 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| - -execution time of: 8.7397e-05s: Index: 102 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| - -execution time of: 8.7959e-05s: Index: 73 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| - -execution time of: 8.8289e-05s: Index: 97 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| - -execution time of: 8.8448e-05s: Index: 108 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| - -execution time of: 8.8550e-05s: Index: 84 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| - -execution time of: 8.8643e-05s: Index: 104 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| - -execution time of: 8.8779e-05s: Index: 76 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| - -execution time of: 8.8847e-05s: Index: 90 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| - -execution time of: 8.8999e-05s: Index: 80 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| - -execution time of: 8.9053e-05s: Index: 99 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| - -execution time of: 8.9185e-05s: Index: 48 | Max_nodes: 42 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| - -execution time of: 8.9409e-05s: Index: 74 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| - -execution time of: 8.9427e-05s: Index: 100 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| - -execution time of: 8.9454e-05s: Index: 75 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| - -execution time of: 8.9503e-05s: Index: 98 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| - -execution time of: 8.9974e-05s: Index: 106 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| - -execution time of: 9.0584e-05s: Index: 105 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| - -execution time of: 9.0620e-05s: Index: 82 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| - -execution time of: 9.0649e-05s: Index: 114 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| - -execution time of: 9.0717e-05s: Index: 60 | Max_nodes: 42 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| - -execution time of: 9.0835e-05s: Index: 103 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| - -execution time of: 9.0927e-05s: Index: 92 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| - -execution time of: 9.0939e-05s: Index: 79 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| - -execution time of: 9.0987e-05s: Index: 81 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| - -execution time of: 9.1062e-05s: Index: 62 | Max_nodes: 42 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| - -execution time of: 9.1079e-05s: Index: 66 | Max_nodes: 42 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| - -execution time of: 9.1175e-05s: Index: 91 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| - -execution time of: 9.1476e-05s: Index: 112 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| - -execution time of: 9.1600e-05s: Index: 101 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| - -execution time of: 9.1627e-05s: Index: 68 | Max_nodes: 42 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| - -execution time of: 9.1802e-05s: Index: 88 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| - -execution time of: 9.1886e-05s: Index: 54 | Max_nodes: 42 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| - -execution time of: 9.2021e-05s: Index: 64 | Max_nodes: 42 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| - -execution time of: 9.2079e-05s: Index: 77 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| - -execution time of: 9.2293e-05s: Index: 94 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| - -execution time of: 9.2342e-05s: Index: 36 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| - -execution time of: 9.2450e-05s: Index: 56 | Max_nodes: 42 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| - -execution time of: 9.2822e-05s: Index: 61 | Max_nodes: 42 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| - -execution time of: 9.2860e-05s: Index: 50 | Max_nodes: 42 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| - -execution time of: 9.2879e-05s: Index: 58 | Max_nodes: 42 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| - -execution time of: 9.2885e-05s: Index: 67 | Max_nodes: 42 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| - -execution time of: 9.2942e-05s: Index: 115 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| - -execution time of: 9.3055e-05s: Index: 49 | Max_nodes: 42 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| - -execution time of: 9.3152e-05s: Index: 93 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| - -execution time of: 9.3305e-05s: Index: 86 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| - -execution time of: 9.3398e-05s: Index: 111 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| - -execution time of: 9.3400e-05s: Index: 116 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| - -execution time of: 9.3424e-05s: Index: 51 | Max_nodes: 42 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| - -execution time of: 9.3425e-05s: Index: 107 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| - -execution time of: 9.3558e-05s: Index: 70 | Max_nodes: 42 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| - -execution time of: 9.3579e-05s: Index: 110 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| - -execution time of: 9.3603e-05s: Index: 52 | Max_nodes: 42 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| - -execution time of: 9.3665e-05s: Index: 69 | Max_nodes: 42 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| - -execution time of: 9.3755e-05s: Index: 42 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| - -execution time of: 9.4000e-05s: Index: 63 | Max_nodes: 42 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| - -execution time of: 9.4153e-05s: Index: 109 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| - -execution time of: 9.4245e-05s: Index: 118 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| - -execution time of: 9.4440e-05s: Index: 32 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| - -execution time of: 9.4464e-05s: Index: 113 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| - -execution time of: 9.4547e-05s: Index: 83 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| - -execution time of: 9.4577e-05s: Index: 89 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| - -execution time of: 9.4609e-05s: Index: 57 | Max_nodes: 42 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| - -execution time of: 9.4610e-05s: Index: 65 | Max_nodes: 42 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| - -execution time of: 9.4647e-05s: Index: 117 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| - -execution time of: 9.4703e-05s: Index: 87 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| - -execution time of: 9.4749e-05s: Index: 85 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| - -execution time of: 9.4908e-05s: Index: 55 | Max_nodes: 42 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| - -execution time of: 9.4977e-05s: Index: 95 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| - -execution time of: 9.5210e-05s: Index: 40 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| - -execution time of: 9.5454e-05s: Index: 34 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| - -execution time of: 9.5519e-05s: Index: 38 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| - -execution time of: 9.6007e-05s: Index: 30 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| - -execution time of: 9.6317e-05s: Index: 71 | Max_nodes: 42 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| - -execution time of: 9.6384e-05s: Index: 43 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| - -execution time of: 9.6707e-05s: Index: 37 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| - -execution time of: 9.6733e-05s: Index: 59 | Max_nodes: 42 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| - -execution time of: 9.6984e-05s: Index: 44 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| - -execution time of: 9.7015e-05s: Index: 33 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| - -execution time of: 9.7151e-05s: Index: 24 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| - -execution time of: 9.7565e-05s: Index: 53 | Max_nodes: 42 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| - -execution time of: 9.7833e-05s: Index: 31 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| - -execution time of: 9.8174e-05s: Index: 45 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| - -execution time of: 9.8217e-05s: Index: 119 | Max_nodes: 40 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| - -execution time of: 9.8298e-05s: Index: 46 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| - -execution time of: 9.8446e-05s: Index: 39 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| - -execution time of: 9.9062e-05s: Index: 41 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| - -execution time of: 9.9322e-05s: Index: 26 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| - -execution time of: 9.9461e-05s: Index: 35 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| - -execution time of: 1.0026e-04s: Index: 25 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| - -execution time of: 1.0043e-04s: Index: 28 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| - -execution time of: 1.0060e-04s: Index: 27 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| - -execution time of: 1.0091e-04s: Index: 47 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| - -execution time of: 1.0142e-04s: Index: 12 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| - -execution time of: 1.0174e-04s: Index: 18 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| - -execution time of: 1.0307e-04s: Index: 29 | Max_nodes: 48 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| - -execution time of: 1.0311e-04s: Index: 8 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| - -execution time of: 1.0360e-04s: Index: 16 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| - -execution time of: 1.0370e-04s: Index: 10 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| - -execution time of: 1.0432e-04s: Index: 13 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| - -execution time of: 1.0447e-04s: Index: 0 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| - -execution time of: 1.0453e-04s: Index: 6 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| - -execution time of: 1.0505e-04s: Index: 19 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| - -execution time of: 1.0509e-04s: Index: 9 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| - -execution time of: 1.0567e-04s: Index: 7 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| - -execution time of: 1.0595e-04s: Index: 15 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| - -execution time of: 1.0596e-04s: Index: 21 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| - -execution time of: 1.0610e-04s: Index: 2 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| - -execution time of: 1.0635e-04s: Index: 20 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| - -execution time of: 1.0656e-04s: Index: 22 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| - -execution time of: 1.0671e-04s: Index: 4 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| - -execution time of: 1.0675e-04s: Index: 14 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| - -execution time of: 1.0696e-04s: Index: 17 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| - -execution time of: 1.0701e-04s: Index: 1 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| - -execution time of: 1.0712e-04s: Index: 3 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| - -execution time of: 1.0728e-04s: Index: 11 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| - -execution time of: 1.0896e-04s: Index: 23 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| - -execution time of: 1.0999e-04s: Index: 5 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| - -________________________________________________________________________________________________ - -Start Simulation of qftentangled_indep_qiskit_6__________________________________________________ - -.i:...0...1...2...3...4...5 -.1:...|...|...|...|...|...h -.2:...|...|...|...|...x...c -.3:...|...|...|...x...c...| -.4:...|...|...x...c...|...| -.5:...|...x...c...|...|...| -.6:...x...c...|...|...|...| -.7:...|...|...|...|...|...h -.8:...|...|...|...|...s...c -.9:...|...|...|...|...h...| -10:...|...|...|...t...|...c -11:...|...|...|...s...c...| -12:...|...|...|...h...|...| -13:...|...|...p...|...|...c p: (3.9270e-01) -14:...|...|...t...|...c...| -15:...|...|...s...c...|...| -16:...|...|...h...|...|...| -17:...|...p...|...|...|...c p: (1.9635e-01) -18:...|...p...|...|...c...| p: (3.9270e-01) -19:...|...t...|...c...|...| -20:...|...s...c...|...|...| -21:...|...h...|...|...|...| -22:...p...|...|...|...|...c p: (9.8175e-02) -23:...p...|...|...|...c...| p: (1.9635e-01) -24:...p...|...|...c...|...| p: (3.9270e-01) -25:...t...|...c...|...|...| -26:...s...c...|...|...|...| -27:...h...|...|...|...|...| -28:..sw...|...|...|...|..sw -29:...|..sw...|...|..sw...| -30:...|...|..sw..sw...|...| -31:======================== -32:...0...|...|...|...|...| -33:...|...1...|...|...|...| -34:...|...|...2...|...|...| -35:...|...|...|...3...|...| -36:...|...|...|...|...4...| -37:...|...|...|...|...|...5 -.o:...0...1...2...3...4...5 -Total Permutations: 720 -Min time: 1.1576e-04s................. Permutation 600: 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Max time: 1.9116e-04s................. Permutation 17 : 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Min active nodes: 63 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Min max nodes: 74 nodes.................... Permutation 480: 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Max active nodes: 63 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Max max nodes: 126 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -________________________________________________________________________________________________ - -720 permutations have 63 active nodes. -Index: 600 | Max_nodes: 74 | Time: 1.1576e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 480 | Max_nodes: 74 | Time: 1.1636e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 602 | Max_nodes: 74 | Time: 1.1848e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 601 | Max_nodes: 74 | Time: 1.1887e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 624 | Max_nodes: 74 | Time: 1.1896e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 482 | Max_nodes: 74 | Time: 1.1925e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 486 | Max_nodes: 74 | Time: 1.1928e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 608 | Max_nodes: 74 | Time: 1.1963e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 504 | Max_nodes: 74 | Time: 1.1973e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 630 | Max_nodes: 74 | Time: 1.1977e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 612 | Max_nodes: 74 | Time: 1.1983e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 606 | Max_nodes: 74 | Time: 1.1989e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 648 | Max_nodes: 74 | Time: 1.2007e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 604 | Max_nodes: 74 | Time: 1.2018e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 603 | Max_nodes: 74 | Time: 1.2020e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 481 | Max_nodes: 74 | Time: 1.2029e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 488 | Max_nodes: 74 | Time: 1.2068e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 484 | Max_nodes: 74 | Time: 1.2081e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 528 | Max_nodes: 74 | Time: 1.2083e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 672 | Max_nodes: 74 | Time: 1.2091e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 510 | Max_nodes: 74 | Time: 1.2106e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 610 | Max_nodes: 74 | Time: 1.2106e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 636 | Max_nodes: 74 | Time: 1.2112e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 632 | Max_nodes: 74 | Time: 1.2116e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 576 | Max_nodes: 74 | Time: 1.2116e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 626 | Max_nodes: 74 | Time: 1.2135e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 483 | Max_nodes: 74 | Time: 1.2166e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 607 | Max_nodes: 74 | Time: 1.2166e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 625 | Max_nodes: 74 | Time: 1.2168e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 516 | Max_nodes: 74 | Time: 1.2190e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 512 | Max_nodes: 74 | Time: 1.2192e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 492 | Max_nodes: 74 | Time: 1.2203e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 498 | Max_nodes: 74 | Time: 1.2211e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 609 | Max_nodes: 74 | Time: 1.2214e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 490 | Max_nodes: 74 | Time: 1.2216e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 618 | Max_nodes: 74 | Time: 1.2224e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 506 | Max_nodes: 74 | Time: 1.2231e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 654 | Max_nodes: 74 | Time: 1.2234e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 660 | Max_nodes: 74 | Time: 1.2235e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 634 | Max_nodes: 74 | Time: 1.2244e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 650 | Max_nodes: 74 | Time: 1.2248e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 614 | Max_nodes: 74 | Time: 1.2282e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 642 | Max_nodes: 74 | Time: 1.2286e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 505 | Max_nodes: 74 | Time: 1.2287e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 487 | Max_nodes: 74 | Time: 1.2290e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 552 | Max_nodes: 74 | Time: 1.2291e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 605 | Max_nodes: 74 | Time: 1.2295e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 631 | Max_nodes: 74 | Time: 1.2302e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 616 | Max_nodes: 74 | Time: 1.2308e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 534 | Max_nodes: 74 | Time: 1.2316e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 489 | Max_nodes: 74 | Time: 1.2321e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 628 | Max_nodes: 74 | Time: 1.2322e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 530 | Max_nodes: 74 | Time: 1.2339e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 494 | Max_nodes: 74 | Time: 1.2340e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 678 | Max_nodes: 74 | Time: 1.2359e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 627 | Max_nodes: 74 | Time: 1.2360e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 633 | Max_nodes: 74 | Time: 1.2365e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 666 | Max_nodes: 74 | Time: 1.2369e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 496 | Max_nodes: 74 | Time: 1.2370e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 582 | Max_nodes: 74 | Time: 1.2391e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 577 | Max_nodes: 74 | Time: 1.2392e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 578 | Max_nodes: 74 | Time: 1.2395e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 656 | Max_nodes: 74 | Time: 1.2396e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 674 | Max_nodes: 74 | Time: 1.2406e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 620 | Max_nodes: 74 | Time: 1.2409e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 522 | Max_nodes: 74 | Time: 1.2419e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 529 | Max_nodes: 74 | Time: 1.2419e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 613 | Max_nodes: 74 | Time: 1.2420e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 640 | Max_nodes: 74 | Time: 1.2448e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 619 | Max_nodes: 74 | Time: 1.2452e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 611 | Max_nodes: 74 | Time: 1.2454e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 493 | Max_nodes: 74 | Time: 1.2458e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 536 | Max_nodes: 74 | Time: 1.2460e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 540 | Max_nodes: 74 | Time: 1.2460e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 558 | Max_nodes: 74 | Time: 1.2460e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 507 | Max_nodes: 74 | Time: 1.2461e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 500 | Max_nodes: 74 | Time: 1.2465e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 638 | Max_nodes: 74 | Time: 1.2470e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 513 | Max_nodes: 74 | Time: 1.2473e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 680 | Max_nodes: 74 | Time: 1.2480e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 637 | Max_nodes: 74 | Time: 1.2483e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 673 | Max_nodes: 74 | Time: 1.2484e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 615 | Max_nodes: 74 | Time: 1.2485e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 485 | Max_nodes: 74 | Time: 1.2495e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 554 | Max_nodes: 74 | Time: 1.2502e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 518 | Max_nodes: 74 | Time: 1.2503e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 649 | Max_nodes: 74 | Time: 1.2508e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 584 | Max_nodes: 74 | Time: 1.2510e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 580 | Max_nodes: 74 | Time: 1.2510e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 520 | Max_nodes: 74 | Time: 1.2514e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 652 | Max_nodes: 74 | Time: 1.2515e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 651 | Max_nodes: 74 | Time: 1.2517e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 588 | Max_nodes: 74 | Time: 1.2523e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 658 | Max_nodes: 74 | Time: 1.2530e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 508 | Max_nodes: 74 | Time: 1.2532e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 698 | Max_nodes: 74 | Time: 1.2542e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 579 | Max_nodes: 74 | Time: 1.2544e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 644 | Max_nodes: 74 | Time: 1.2545e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 532 | Max_nodes: 74 | Time: 1.2547e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 499 | Max_nodes: 74 | Time: 1.2560e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 491 | Max_nodes: 74 | Time: 1.2569e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 560 | Max_nodes: 74 | Time: 1.2569e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 697 | Max_nodes: 74 | Time: 1.2572e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 542 | Max_nodes: 74 | Time: 1.2573e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 664 | Max_nodes: 74 | Time: 1.2575e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 622 | Max_nodes: 74 | Time: 1.2576e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 511 | Max_nodes: 74 | Time: 1.2578e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 696 | Max_nodes: 74 | Time: 1.2579e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 517 | Max_nodes: 74 | Time: 1.2585e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 675 | Max_nodes: 74 | Time: 1.2587e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 621 | Max_nodes: 74 | Time: 1.2589e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 524 | Max_nodes: 74 | Time: 1.2600e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 514 | Max_nodes: 74 | Time: 1.2600e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 662 | Max_nodes: 74 | Time: 1.2604e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 655 | Max_nodes: 74 | Time: 1.2608e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 570 | Max_nodes: 74 | Time: 1.2608e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 553 | Max_nodes: 74 | Time: 1.2609e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 661 | Max_nodes: 74 | Time: 1.2622e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 523 | Max_nodes: 74 | Time: 1.2624e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 502 | Max_nodes: 74 | Time: 1.2626e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 495 | Max_nodes: 74 | Time: 1.2626e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 668 | Max_nodes: 74 | Time: 1.2627e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 586 | Max_nodes: 74 | Time: 1.2629e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 594 | Max_nodes: 74 | Time: 1.2634e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 657 | Max_nodes: 74 | Time: 1.2635e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 676 | Max_nodes: 74 | Time: 1.2637e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 538 | Max_nodes: 74 | Time: 1.2637e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 639 | Max_nodes: 74 | Time: 1.2654e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 708 | Max_nodes: 74 | Time: 1.2663e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 700 | Max_nodes: 74 | Time: 1.2664e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 635 | Max_nodes: 74 | Time: 1.2667e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 646 | Max_nodes: 74 | Time: 1.2669e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 629 | Max_nodes: 74 | Time: 1.2670e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 682 | Max_nodes: 74 | Time: 1.2673e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 704 | Max_nodes: 74 | Time: 1.2682e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 497 | Max_nodes: 74 | Time: 1.2693e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 583 | Max_nodes: 74 | Time: 1.2694e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 501 | Max_nodes: 74 | Time: 1.2695e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 667 | Max_nodes: 74 | Time: 1.2710e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 548 | Max_nodes: 74 | Time: 1.2712e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 684 | Max_nodes: 74 | Time: 1.2732e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 681 | Max_nodes: 74 | Time: 1.2732e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 546 | Max_nodes: 74 | Time: 1.2734e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 541 | Max_nodes: 74 | Time: 1.2739e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 690 | Max_nodes: 74 | Time: 1.2755e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 519 | Max_nodes: 74 | Time: 1.2755e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 531 | Max_nodes: 74 | Time: 1.2759e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 702 | Max_nodes: 74 | Time: 1.2762e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 556 | Max_nodes: 74 | Time: 1.2768e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 617 | Max_nodes: 74 | Time: 1.2778e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 699 | Max_nodes: 74 | Time: 1.2781e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 643 | Max_nodes: 74 | Time: 1.2784e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 645 | Max_nodes: 74 | Time: 1.2792e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 585 | Max_nodes: 74 | Time: 1.2794e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 547 | Max_nodes: 74 | Time: 1.2795e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 714 | Max_nodes: 74 | Time: 1.2795e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 537 | Max_nodes: 74 | Time: 1.2801e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 515 | Max_nodes: 74 | Time: 1.2802e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 641 | Max_nodes: 74 | Time: 1.2804e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 592 | Max_nodes: 74 | Time: 1.2810e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 679 | Max_nodes: 74 | Time: 1.2812e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 663 | Max_nodes: 74 | Time: 1.2814e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 691 | Max_nodes: 74 | Time: 1.2817e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 623 | Max_nodes: 74 | Time: 1.2819e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 566 | Max_nodes: 74 | Time: 1.2828e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 653 | Max_nodes: 74 | Time: 1.2831e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 706 | Max_nodes: 74 | Time: 1.2831e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 525 | Max_nodes: 74 | Time: 1.2835e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 564 | Max_nodes: 74 | Time: 1.2836e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 562 | Max_nodes: 74 | Time: 1.2838e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 692 | Max_nodes: 74 | Time: 1.2844e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 561 | Max_nodes: 74 | Time: 1.2854e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 521 | Max_nodes: 74 | Time: 1.2856e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 688 | Max_nodes: 74 | Time: 1.2860e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 589 | Max_nodes: 74 | Time: 1.2862e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 533 | Max_nodes: 74 | Time: 1.2863e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 686 | Max_nodes: 74 | Time: 1.2864e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 665 | Max_nodes: 74 | Time: 1.2864e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 669 | Max_nodes: 74 | Time: 1.2869e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 703 | Max_nodes: 74 | Time: 1.2872e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 509 | Max_nodes: 74 | Time: 1.2873e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 705 | Max_nodes: 74 | Time: 1.2879e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 572 | Max_nodes: 74 | Time: 1.2879e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 503 | Max_nodes: 74 | Time: 1.2881e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 571 | Max_nodes: 74 | Time: 1.2881e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 543 | Max_nodes: 74 | Time: 1.2882e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 677 | Max_nodes: 74 | Time: 1.2884e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 559 | Max_nodes: 74 | Time: 1.2887e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 581 | Max_nodes: 74 | Time: 1.2891e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 659 | Max_nodes: 74 | Time: 1.2904e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 587 | Max_nodes: 74 | Time: 1.2913e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 694 | Max_nodes: 74 | Time: 1.2919e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 526 | Max_nodes: 74 | Time: 1.2926e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 670 | Max_nodes: 74 | Time: 1.2926e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 595 | Max_nodes: 74 | Time: 1.2926e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 712 | Max_nodes: 74 | Time: 1.2933e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 685 | Max_nodes: 74 | Time: 1.2943e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 545 | Max_nodes: 74 | Time: 1.2944e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 568 | Max_nodes: 74 | Time: 1.2949e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 544 | Max_nodes: 74 | Time: 1.2980e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 701 | Max_nodes: 74 | Time: 1.2980e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 693 | Max_nodes: 74 | Time: 1.2991e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 557 | Max_nodes: 74 | Time: 1.2996e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 647 | Max_nodes: 74 | Time: 1.2999e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 549 | Max_nodes: 74 | Time: 1.2999e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 573 | Max_nodes: 74 | Time: 1.3018e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 539 | Max_nodes: 74 | Time: 1.3027e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 593 | Max_nodes: 74 | Time: 1.3027e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 709 | Max_nodes: 74 | Time: 1.3038e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 555 | Max_nodes: 74 | Time: 1.3041e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 687 | Max_nodes: 74 | Time: 1.3046e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 683 | Max_nodes: 74 | Time: 1.3052e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 598 | Max_nodes: 74 | Time: 1.3061e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 527 | Max_nodes: 74 | Time: 1.3077e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 565 | Max_nodes: 74 | Time: 1.3078e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 550 | Max_nodes: 74 | Time: 1.3081e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 590 | Max_nodes: 74 | Time: 1.3098e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 715 | Max_nodes: 74 | Time: 1.3099e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 574 | Max_nodes: 74 | Time: 1.3104e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 671 | Max_nodes: 74 | Time: 1.3108e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 716 | Max_nodes: 74 | Time: 1.3113e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 563 | Max_nodes: 74 | Time: 1.3124e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 591 | Max_nodes: 74 | Time: 1.3133e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 567 | Max_nodes: 74 | Time: 1.3135e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 596 | Max_nodes: 74 | Time: 1.3157e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 689 | Max_nodes: 74 | Time: 1.3165e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 707 | Max_nodes: 74 | Time: 1.3174e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 710 | Max_nodes: 74 | Time: 1.3193e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 551 | Max_nodes: 74 | Time: 1.3205e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 597 | Max_nodes: 74 | Time: 1.3226e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 717 | Max_nodes: 74 | Time: 1.3240e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 569 | Max_nodes: 74 | Time: 1.3253e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 713 | Max_nodes: 74 | Time: 1.3270e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 575 | Max_nodes: 74 | Time: 1.3273e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 711 | Max_nodes: 74 | Time: 1.3274e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 695 | Max_nodes: 74 | Time: 1.3289e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 599 | Max_nodes: 74 | Time: 1.3492e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 718 | Max_nodes: 74 | Time: 1.3499e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 719 | Max_nodes: 74 | Time: 1.3679e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 535 | Max_nodes: 74 | Time: 1.3856e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 456 | Max_nodes: 76 | Time: 1.2243e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 432 | Max_nodes: 76 | Time: 1.2268e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 360 | Max_nodes: 76 | Time: 1.2434e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 438 | Max_nodes: 76 | Time: 1.2516e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 434 | Max_nodes: 76 | Time: 1.2521e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 462 | Max_nodes: 76 | Time: 1.2524e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 372 | Max_nodes: 76 | Time: 1.2559e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 378 | Max_nodes: 76 | Time: 1.2584e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 468 | Max_nodes: 76 | Time: 1.2608e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 464 | Max_nodes: 76 | Time: 1.2617e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 450 | Max_nodes: 76 | Time: 1.2641e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 362 | Max_nodes: 76 | Time: 1.2659e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 458 | Max_nodes: 76 | Time: 1.2665e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 396 | Max_nodes: 76 | Time: 1.2689e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 366 | Max_nodes: 76 | Time: 1.2691e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 361 | Max_nodes: 76 | Time: 1.2702e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 384 | Max_nodes: 76 | Time: 1.2709e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 402 | Max_nodes: 76 | Time: 1.2723e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 460 | Max_nodes: 76 | Time: 1.2732e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 364 | Max_nodes: 76 | Time: 1.2736e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 433 | Max_nodes: 76 | Time: 1.2749e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 459 | Max_nodes: 76 | Time: 1.2757e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 368 | Max_nodes: 76 | Time: 1.2764e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 370 | Max_nodes: 76 | Time: 1.2780e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 440 | Max_nodes: 76 | Time: 1.2786e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 374 | Max_nodes: 76 | Time: 1.2804e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 363 | Max_nodes: 76 | Time: 1.2805e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 390 | Max_nodes: 76 | Time: 1.2810e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 436 | Max_nodes: 76 | Time: 1.2814e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 420 | Max_nodes: 76 | Time: 1.2821e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 392 | Max_nodes: 76 | Time: 1.2830e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 426 | Max_nodes: 76 | Time: 1.2837e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 435 | Max_nodes: 76 | Time: 1.2849e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 457 | Max_nodes: 76 | Time: 1.2853e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 444 | Max_nodes: 76 | Time: 1.2860e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 463 | Max_nodes: 76 | Time: 1.2882e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 470 | Max_nodes: 76 | Time: 1.2886e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 439 | Max_nodes: 76 | Time: 1.2904e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 474 | Max_nodes: 76 | Time: 1.2913e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 446 | Max_nodes: 76 | Time: 1.2914e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 452 | Max_nodes: 76 | Time: 1.2914e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 386 | Max_nodes: 76 | Time: 1.2923e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 394 | Max_nodes: 76 | Time: 1.2934e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 380 | Max_nodes: 76 | Time: 1.2936e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 441 | Max_nodes: 76 | Time: 1.2943e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 379 | Max_nodes: 76 | Time: 1.2950e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 373 | Max_nodes: 76 | Time: 1.2952e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 398 | Max_nodes: 76 | Time: 1.2954e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 367 | Max_nodes: 76 | Time: 1.2959e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 472 | Max_nodes: 76 | Time: 1.2960e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 385 | Max_nodes: 76 | Time: 1.2992e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 369 | Max_nodes: 76 | Time: 1.2993e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 388 | Max_nodes: 76 | Time: 1.2995e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 465 | Max_nodes: 76 | Time: 1.3000e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 461 | Max_nodes: 76 | Time: 1.3007e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 404 | Max_nodes: 76 | Time: 1.3008e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 451 | Max_nodes: 76 | Time: 1.3012e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 448 | Max_nodes: 76 | Time: 1.3021e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 469 | Max_nodes: 76 | Time: 1.3036e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 453 | Max_nodes: 76 | Time: 1.3049e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 454 | Max_nodes: 76 | Time: 1.3053e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 382 | Max_nodes: 76 | Time: 1.3060e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 437 | Max_nodes: 76 | Time: 1.3067e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 397 | Max_nodes: 76 | Time: 1.3068e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 403 | Max_nodes: 76 | Time: 1.3078e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 365 | Max_nodes: 76 | Time: 1.3089e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 408 | Max_nodes: 76 | Time: 1.3094e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 375 | Max_nodes: 76 | Time: 1.3094e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 466 | Max_nodes: 76 | Time: 1.3095e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 387 | Max_nodes: 76 | Time: 1.3097e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 412 | Max_nodes: 76 | Time: 1.3105e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 381 | Max_nodes: 76 | Time: 1.3112e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 428 | Max_nodes: 76 | Time: 1.3113e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 442 | Max_nodes: 76 | Time: 1.3119e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 471 | Max_nodes: 76 | Time: 1.3125e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 445 | Max_nodes: 76 | Time: 1.3126e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 376 | Max_nodes: 76 | Time: 1.3131e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 416 | Max_nodes: 76 | Time: 1.3136e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 414 | Max_nodes: 76 | Time: 1.3144e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 475 | Max_nodes: 76 | Time: 1.3145e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 424 | Max_nodes: 76 | Time: 1.3153e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 391 | Max_nodes: 76 | Time: 1.3165e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 406 | Max_nodes: 76 | Time: 1.3175e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 377 | Max_nodes: 76 | Time: 1.3181e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 476 | Max_nodes: 76 | Time: 1.3188e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 443 | Max_nodes: 76 | Time: 1.3191e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 447 | Max_nodes: 76 | Time: 1.3201e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 409 | Max_nodes: 76 | Time: 1.3207e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 410 | Max_nodes: 76 | Time: 1.3231e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 418 | Max_nodes: 76 | Time: 1.3231e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 477 | Max_nodes: 76 | Time: 1.3232e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 421 | Max_nodes: 76 | Time: 1.3241e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 405 | Max_nodes: 76 | Time: 1.3243e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 467 | Max_nodes: 76 | Time: 1.3247e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 422 | Max_nodes: 76 | Time: 1.3252e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 473 | Max_nodes: 76 | Time: 1.3254e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 399 | Max_nodes: 76 | Time: 1.3257e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 371 | Max_nodes: 76 | Time: 1.3263e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 401 | Max_nodes: 76 | Time: 1.3309e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 455 | Max_nodes: 76 | Time: 1.3324e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 478 | Max_nodes: 76 | Time: 1.3329e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 423 | Max_nodes: 76 | Time: 1.3334e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 411 | Max_nodes: 76 | Time: 1.3353e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 430 | Max_nodes: 76 | Time: 1.3355e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 383 | Max_nodes: 76 | Time: 1.3362e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 429 | Max_nodes: 76 | Time: 1.3394e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 415 | Max_nodes: 76 | Time: 1.3407e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 427 | Max_nodes: 76 | Time: 1.3409e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 425 | Max_nodes: 76 | Time: 1.3412e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 393 | Max_nodes: 76 | Time: 1.3413e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 395 | Max_nodes: 76 | Time: 1.3415e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 417 | Max_nodes: 76 | Time: 1.3420e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 389 | Max_nodes: 76 | Time: 1.3441e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 400 | Max_nodes: 76 | Time: 1.3469e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 449 | Max_nodes: 76 | Time: 1.3476e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 407 | Max_nodes: 76 | Time: 1.3499e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 479 | Max_nodes: 76 | Time: 1.3537e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 413 | Max_nodes: 76 | Time: 1.3556e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 419 | Max_nodes: 76 | Time: 1.3662e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 431 | Max_nodes: 76 | Time: 1.3687e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 336 | Max_nodes: 82 | Time: 1.2786e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 312 | Max_nodes: 82 | Time: 1.2805e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 318 | Max_nodes: 82 | Time: 1.3050e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 338 | Max_nodes: 82 | Time: 1.3104e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 314 | Max_nodes: 82 | Time: 1.3136e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 330 | Max_nodes: 82 | Time: 1.3160e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 342 | Max_nodes: 82 | Time: 1.3175e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 337 | Max_nodes: 82 | Time: 1.3175e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 320 | Max_nodes: 82 | Time: 1.3186e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 313 | Max_nodes: 82 | Time: 1.3231e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 288 | Max_nodes: 82 | Time: 1.3240e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 300 | Max_nodes: 82 | Time: 1.3257e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 340 | Max_nodes: 82 | Time: 1.3261e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 344 | Max_nodes: 82 | Time: 1.3291e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 348 | Max_nodes: 82 | Time: 1.3299e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 339 | Max_nodes: 82 | Time: 1.3307e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 306 | Max_nodes: 82 | Time: 1.3326e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 316 | Max_nodes: 82 | Time: 1.3328e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 324 | Max_nodes: 82 | Time: 1.3332e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 346 | Max_nodes: 82 | Time: 1.3386e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 343 | Max_nodes: 82 | Time: 1.3393e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 315 | Max_nodes: 82 | Time: 1.3407e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 354 | Max_nodes: 82 | Time: 1.3417e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 319 | Max_nodes: 82 | Time: 1.3418e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 332 | Max_nodes: 82 | Time: 1.3438e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 345 | Max_nodes: 82 | Time: 1.3460e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 350 | Max_nodes: 82 | Time: 1.3482e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 321 | Max_nodes: 82 | Time: 1.3494e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 302 | Max_nodes: 82 | Time: 1.3509e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 308 | Max_nodes: 82 | Time: 1.3510e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 290 | Max_nodes: 82 | Time: 1.3513e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 294 | Max_nodes: 82 | Time: 1.3517e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 326 | Max_nodes: 82 | Time: 1.3530e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 296 | Max_nodes: 82 | Time: 1.3531e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 331 | Max_nodes: 82 | Time: 1.3535e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 292 | Max_nodes: 82 | Time: 1.3555e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 304 | Max_nodes: 82 | Time: 1.3559e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 352 | Max_nodes: 82 | Time: 1.3564e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 341 | Max_nodes: 82 | Time: 1.3578e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 328 | Max_nodes: 82 | Time: 1.3593e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 317 | Max_nodes: 82 | Time: 1.3603e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 349 | Max_nodes: 82 | Time: 1.3631e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 289 | Max_nodes: 82 | Time: 1.3632e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 334 | Max_nodes: 82 | Time: 1.3634e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 298 | Max_nodes: 82 | Time: 1.3639e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 307 | Max_nodes: 82 | Time: 1.3652e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 356 | Max_nodes: 82 | Time: 1.3658e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 325 | Max_nodes: 82 | Time: 1.3661e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 252 | Max_nodes: 82 | Time: 1.3695e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 333 | Max_nodes: 82 | Time: 1.3700e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 258 | Max_nodes: 82 | Time: 1.3709e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 355 | Max_nodes: 82 | Time: 1.3711e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 291 | Max_nodes: 82 | Time: 1.3715e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 301 | Max_nodes: 82 | Time: 1.3719e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 310 | Max_nodes: 82 | Time: 1.3756e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 323 | Max_nodes: 82 | Time: 1.3784e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 303 | Max_nodes: 82 | Time: 1.3804e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 327 | Max_nodes: 82 | Time: 1.3815e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 246 | Max_nodes: 82 | Time: 1.3816e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 297 | Max_nodes: 82 | Time: 1.3818e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 358 | Max_nodes: 82 | Time: 1.3829e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 276 | Max_nodes: 82 | Time: 1.3838e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 347 | Max_nodes: 82 | Time: 1.3848e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 305 | Max_nodes: 82 | Time: 1.3854e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 309 | Max_nodes: 82 | Time: 1.3856e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 295 | Max_nodes: 82 | Time: 1.3891e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 322 | Max_nodes: 82 | Time: 1.3891e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 240 | Max_nodes: 82 | Time: 1.3892e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 256 | Max_nodes: 82 | Time: 1.3897e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 270 | Max_nodes: 82 | Time: 1.3914e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 248 | Max_nodes: 82 | Time: 1.3917e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 250 | Max_nodes: 82 | Time: 1.3923e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 357 | Max_nodes: 82 | Time: 1.3924e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 329 | Max_nodes: 82 | Time: 1.3936e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 335 | Max_nodes: 82 | Time: 1.3943e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 272 | Max_nodes: 82 | Time: 1.3947e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 353 | Max_nodes: 82 | Time: 1.3952e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 282 | Max_nodes: 82 | Time: 1.3968e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 260 | Max_nodes: 82 | Time: 1.3976e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 293 | Max_nodes: 82 | Time: 1.3995e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 254 | Max_nodes: 82 | Time: 1.3999e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 280 | Max_nodes: 82 | Time: 1.4011e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 259 | Max_nodes: 82 | Time: 1.4018e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 278 | Max_nodes: 82 | Time: 1.4021e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 311 | Max_nodes: 82 | Time: 1.4038e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 242 | Max_nodes: 82 | Time: 1.4047e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 249 | Max_nodes: 82 | Time: 1.4065e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 277 | Max_nodes: 82 | Time: 1.4076e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 351 | Max_nodes: 82 | Time: 1.4110e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 253 | Max_nodes: 82 | Time: 1.4111e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 283 | Max_nodes: 82 | Time: 1.4121e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 247 | Max_nodes: 82 | Time: 1.4121e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 244 | Max_nodes: 82 | Time: 1.4127e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 299 | Max_nodes: 82 | Time: 1.4139e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 359 | Max_nodes: 82 | Time: 1.4144e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 262 | Max_nodes: 82 | Time: 1.4145e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 274 | Max_nodes: 82 | Time: 1.4179e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 264 | Max_nodes: 82 | Time: 1.4183e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 261 | Max_nodes: 82 | Time: 1.4192e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 284 | Max_nodes: 82 | Time: 1.4220e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 243 | Max_nodes: 82 | Time: 1.4225e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 271 | Max_nodes: 82 | Time: 1.4247e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 241 | Max_nodes: 82 | Time: 1.4248e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 273 | Max_nodes: 82 | Time: 1.4252e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 286 | Max_nodes: 82 | Time: 1.4267e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 257 | Max_nodes: 82 | Time: 1.4309e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 266 | Max_nodes: 82 | Time: 1.4310e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 251 | Max_nodes: 82 | Time: 1.4315e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 279 | Max_nodes: 82 | Time: 1.4382e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 285 | Max_nodes: 82 | Time: 1.4422e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 255 | Max_nodes: 82 | Time: 1.4427e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 268 | Max_nodes: 82 | Time: 1.4429e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 281 | Max_nodes: 82 | Time: 1.4443e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 263 | Max_nodes: 82 | Time: 1.4454e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 265 | Max_nodes: 82 | Time: 1.4455e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 245 | Max_nodes: 82 | Time: 1.4484e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 275 | Max_nodes: 82 | Time: 1.4492e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 287 | Max_nodes: 82 | Time: 1.4632e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 269 | Max_nodes: 82 | Time: 1.4841e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 267 | Max_nodes: 82 | Time: 1.5102e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 192 | Max_nodes: 96 | Time: 1.4040e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 216 | Max_nodes: 96 | Time: 1.4104e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 194 | Max_nodes: 96 | Time: 1.4309e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 222 | Max_nodes: 96 | Time: 1.4324e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 198 | Max_nodes: 96 | Time: 1.4334e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 217 | Max_nodes: 96 | Time: 1.4347e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 218 | Max_nodes: 96 | Time: 1.4406e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 210 | Max_nodes: 96 | Time: 1.4410e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 200 | Max_nodes: 96 | Time: 1.4413e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 204 | Max_nodes: 96 | Time: 1.4423e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 224 | Max_nodes: 96 | Time: 1.4437e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 228 | Max_nodes: 96 | Time: 1.4449e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 186 | Max_nodes: 96 | Time: 1.4449e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 180 | Max_nodes: 96 | Time: 1.4450e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 196 | Max_nodes: 96 | Time: 1.4473e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 168 | Max_nodes: 96 | Time: 1.4502e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 220 | Max_nodes: 96 | Time: 1.4503e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 219 | Max_nodes: 96 | Time: 1.4523e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 193 | Max_nodes: 96 | Time: 1.4559e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 202 | Max_nodes: 96 | Time: 1.4589e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 226 | Max_nodes: 96 | Time: 1.4654e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 223 | Max_nodes: 96 | Time: 1.4664e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 234 | Max_nodes: 96 | Time: 1.4669e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 199 | Max_nodes: 96 | Time: 1.4689e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 201 | Max_nodes: 96 | Time: 1.4710e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 184 | Max_nodes: 96 | Time: 1.4714e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 206 | Max_nodes: 96 | Time: 1.4715e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 230 | Max_nodes: 96 | Time: 1.4719e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 169 | Max_nodes: 96 | Time: 1.4729e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 195 | Max_nodes: 96 | Time: 1.4730e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 182 | Max_nodes: 96 | Time: 1.4731e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 212 | Max_nodes: 96 | Time: 1.4739e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 170 | Max_nodes: 96 | Time: 1.4748e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 225 | Max_nodes: 96 | Time: 1.4753e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 174 | Max_nodes: 96 | Time: 1.4756e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 211 | Max_nodes: 96 | Time: 1.4761e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 221 | Max_nodes: 96 | Time: 1.4762e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 208 | Max_nodes: 96 | Time: 1.4771e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 176 | Max_nodes: 96 | Time: 1.4775e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 232 | Max_nodes: 96 | Time: 1.4787e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 156 | Max_nodes: 96 | Time: 1.4793e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 188 | Max_nodes: 96 | Time: 1.4794e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 229 | Max_nodes: 96 | Time: 1.4796e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 181 | Max_nodes: 96 | Time: 1.4808e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 171 | Max_nodes: 96 | Time: 1.4812e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 187 | Max_nodes: 96 | Time: 1.4817e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 172 | Max_nodes: 96 | Time: 1.4825e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 197 | Max_nodes: 96 | Time: 1.4894e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 213 | Max_nodes: 96 | Time: 1.4901e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 178 | Max_nodes: 96 | Time: 1.4902e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 190 | Max_nodes: 96 | Time: 1.4938e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 235 | Max_nodes: 96 | Time: 1.4940e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 205 | Max_nodes: 96 | Time: 1.4950e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 162 | Max_nodes: 96 | Time: 1.4957e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 227 | Max_nodes: 96 | Time: 1.4972e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 236 | Max_nodes: 96 | Time: 1.4986e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 231 | Max_nodes: 96 | Time: 1.4993e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 150 | Max_nodes: 96 | Time: 1.4996e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 203 | Max_nodes: 96 | Time: 1.5007e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 189 | Max_nodes: 96 | Time: 1.5012e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 152 | Max_nodes: 96 | Time: 1.5013e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 183 | Max_nodes: 96 | Time: 1.5015e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 175 | Max_nodes: 96 | Time: 1.5031e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 238 | Max_nodes: 96 | Time: 1.5036e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 177 | Max_nodes: 96 | Time: 1.5057e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 207 | Max_nodes: 96 | Time: 1.5059e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 173 | Max_nodes: 96 | Time: 1.5084e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 233 | Max_nodes: 96 | Time: 1.5091e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 154 | Max_nodes: 96 | Time: 1.5123e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 185 | Max_nodes: 96 | Time: 1.5132e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 157 | Max_nodes: 96 | Time: 1.5156e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 237 | Max_nodes: 96 | Time: 1.5166e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 209 | Max_nodes: 96 | Time: 1.5169e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 163 | Max_nodes: 96 | Time: 1.5188e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 215 | Max_nodes: 96 | Time: 1.5197e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 158 | Max_nodes: 96 | Time: 1.5205e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 160 | Max_nodes: 96 | Time: 1.5231e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 164 | Max_nodes: 96 | Time: 1.5259e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 144 | Max_nodes: 96 | Time: 1.5269e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 153 | Max_nodes: 96 | Time: 1.5308e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 191 | Max_nodes: 96 | Time: 1.5328e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 151 | Max_nodes: 96 | Time: 1.5342e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 179 | Max_nodes: 96 | Time: 1.5355e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 146 | Max_nodes: 96 | Time: 1.5414e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 159 | Max_nodes: 96 | Time: 1.5439e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 214 | Max_nodes: 96 | Time: 1.5451e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 165 | Max_nodes: 96 | Time: 1.5452e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 239 | Max_nodes: 96 | Time: 1.5466e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 166 | Max_nodes: 96 | Time: 1.5474e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 161 | Max_nodes: 96 | Time: 1.5475e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 148 | Max_nodes: 96 | Time: 1.5525e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 155 | Max_nodes: 96 | Time: 1.5531e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 145 | Max_nodes: 96 | Time: 1.5568e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 147 | Max_nodes: 96 | Time: 1.5649e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 167 | Max_nodes: 96 | Time: 1.5716e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 149 | Max_nodes: 96 | Time: 1.5861e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 132 | Max_nodes: 96 | Time: 1.5881e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 126 | Max_nodes: 96 | Time: 1.6006e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 128 | Max_nodes: 96 | Time: 1.6020e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 138 | Max_nodes: 96 | Time: 1.6065e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 130 | Max_nodes: 96 | Time: 1.6099e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 120 | Max_nodes: 96 | Time: 1.6119e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 134 | Max_nodes: 96 | Time: 1.6173e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 133 | Max_nodes: 96 | Time: 1.6195e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 129 | Max_nodes: 96 | Time: 1.6207e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 136 | Max_nodes: 96 | Time: 1.6210e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 122 | Max_nodes: 96 | Time: 1.6265e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 139 | Max_nodes: 96 | Time: 1.6266e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 140 | Max_nodes: 96 | Time: 1.6300e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 127 | Max_nodes: 96 | Time: 1.6334e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 135 | Max_nodes: 96 | Time: 1.6357e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 141 | Max_nodes: 96 | Time: 1.6366e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 124 | Max_nodes: 96 | Time: 1.6416e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 121 | Max_nodes: 96 | Time: 1.6424e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 142 | Max_nodes: 96 | Time: 1.6430e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 137 | Max_nodes: 96 | Time: 1.6456e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 131 | Max_nodes: 96 | Time: 1.6475e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 123 | Max_nodes: 96 | Time: 1.6490e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 143 | Max_nodes: 96 | Time: 1.6608e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 125 | Max_nodes: 96 | Time: 1.6752e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 72 | Max_nodes: 126 | Time: 1.6195e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 96 | Max_nodes: 126 | Time: 1.6214e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 102 | Max_nodes: 126 | Time: 1.6444e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 74 | Max_nodes: 126 | Time: 1.6457e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 78 | Max_nodes: 126 | Time: 1.6488e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 97 | Max_nodes: 126 | Time: 1.6498e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 73 | Max_nodes: 126 | Time: 1.6538e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 98 | Max_nodes: 126 | Time: 1.6558e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 84 | Max_nodes: 126 | Time: 1.6585e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 90 | Max_nodes: 126 | Time: 1.6589e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 99 | Max_nodes: 126 | Time: 1.6597e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 48 | Max_nodes: 126 | Time: 1.6606e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 108 | Max_nodes: 126 | Time: 1.6606e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 76 | Max_nodes: 126 | Time: 1.6615e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 104 | Max_nodes: 126 | Time: 1.6618e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 66 | Max_nodes: 126 | Time: 1.6645e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 100 | Max_nodes: 126 | Time: 1.6663e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 80 | Max_nodes: 126 | Time: 1.6675e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 106 | Max_nodes: 126 | Time: 1.6721e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 75 | Max_nodes: 126 | Time: 1.6721e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 60 | Max_nodes: 126 | Time: 1.6736e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 82 | Max_nodes: 126 | Time: 1.6786e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 105 | Max_nodes: 126 | Time: 1.6788e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 103 | Max_nodes: 126 | Time: 1.6796e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 50 | Max_nodes: 126 | Time: 1.6815e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 114 | Max_nodes: 126 | Time: 1.6823e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 52 | Max_nodes: 126 | Time: 1.6837e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 92 | Max_nodes: 126 | Time: 1.6852e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 110 | Max_nodes: 126 | Time: 1.6864e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 79 | Max_nodes: 126 | Time: 1.6881e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 112 | Max_nodes: 126 | Time: 1.6891e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 91 | Max_nodes: 126 | Time: 1.6897e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 68 | Max_nodes: 126 | Time: 1.6901e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 101 | Max_nodes: 126 | Time: 1.6915e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 54 | Max_nodes: 126 | Time: 1.6918e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 88 | Max_nodes: 126 | Time: 1.6918e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 56 | Max_nodes: 126 | Time: 1.6921e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 109 | Max_nodes: 126 | Time: 1.6936e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 86 | Max_nodes: 126 | Time: 1.6959e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 64 | Max_nodes: 126 | Time: 1.6964e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 49 | Max_nodes: 126 | Time: 1.6973e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 81 | Max_nodes: 126 | Time: 1.6997e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 51 | Max_nodes: 126 | Time: 1.6997e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 61 | Max_nodes: 126 | Time: 1.7002e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 77 | Max_nodes: 126 | Time: 1.7011e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 58 | Max_nodes: 126 | Time: 1.7018e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 116 | Max_nodes: 126 | Time: 1.7026e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 67 | Max_nodes: 126 | Time: 1.7053e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 93 | Max_nodes: 126 | Time: 1.7057e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 62 | Max_nodes: 126 | Time: 1.7061e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 85 | Max_nodes: 126 | Time: 1.7072e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 107 | Max_nodes: 126 | Time: 1.7079e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 63 | Max_nodes: 126 | Time: 1.7106e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 94 | Max_nodes: 126 | Time: 1.7106e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 36 | Max_nodes: 126 | Time: 1.7110e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 83 | Max_nodes: 126 | Time: 1.7110e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 70 | Max_nodes: 126 | Time: 1.7111e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 87 | Max_nodes: 126 | Time: 1.7141e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 42 | Max_nodes: 126 | Time: 1.7152e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 32 | Max_nodes: 126 | Time: 1.7176e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 69 | Max_nodes: 126 | Time: 1.7191e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 115 | Max_nodes: 126 | Time: 1.7193e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 30 | Max_nodes: 126 | Time: 1.7195e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 118 | Max_nodes: 126 | Time: 1.7199e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 55 | Max_nodes: 126 | Time: 1.7203e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 89 | Max_nodes: 126 | Time: 1.7210e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 117 | Max_nodes: 126 | Time: 1.7212e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 111 | Max_nodes: 126 | Time: 1.7223e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 65 | Max_nodes: 126 | Time: 1.7233e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 57 | Max_nodes: 126 | Time: 1.7262e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 113 | Max_nodes: 126 | Time: 1.7297e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 40 | Max_nodes: 126 | Time: 1.7308e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 34 | Max_nodes: 126 | Time: 1.7312e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 37 | Max_nodes: 126 | Time: 1.7352e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 53 | Max_nodes: 126 | Time: 1.7359e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 95 | Max_nodes: 126 | Time: 1.7366e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 38 | Max_nodes: 126 | Time: 1.7376e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 71 | Max_nodes: 126 | Time: 1.7395e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 59 | Max_nodes: 126 | Time: 1.7418e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 33 | Max_nodes: 126 | Time: 1.7448e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 24 | Max_nodes: 126 | Time: 1.7481e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 43 | Max_nodes: 126 | Time: 1.7487e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 31 | Max_nodes: 126 | Time: 1.7512e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 119 | Max_nodes: 126 | Time: 1.7548e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 26 | Max_nodes: 126 | Time: 1.7568e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 45 | Max_nodes: 126 | Time: 1.7613e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 44 | Max_nodes: 126 | Time: 1.7662e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 28 | Max_nodes: 126 | Time: 1.7691e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 35 | Max_nodes: 126 | Time: 1.7692e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 39 | Max_nodes: 126 | Time: 1.7781e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 41 | Max_nodes: 126 | Time: 1.7798e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 12 | Max_nodes: 126 | Time: 1.7836e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 25 | Max_nodes: 126 | Time: 1.7863e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 46 | Max_nodes: 126 | Time: 1.7871e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 27 | Max_nodes: 126 | Time: 1.7955e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 47 | Max_nodes: 126 | Time: 1.8002e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 18 | Max_nodes: 126 | Time: 1.8016e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 8 | Max_nodes: 126 | Time: 1.8106e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 16 | Max_nodes: 126 | Time: 1.8143e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 10 | Max_nodes: 126 | Time: 1.8146e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 6 | Max_nodes: 126 | Time: 1.8158e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 0 | Max_nodes: 126 | Time: 1.8166e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 14 | Max_nodes: 126 | Time: 1.8177e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 13 | Max_nodes: 126 | Time: 1.8213e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 29 | Max_nodes: 126 | Time: 1.8245e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 19 | Max_nodes: 126 | Time: 1.8288e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 20 | Max_nodes: 126 | Time: 1.8311e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 15 | Max_nodes: 126 | Time: 1.8319e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 7 | Max_nodes: 126 | Time: 1.8320e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 9 | Max_nodes: 126 | Time: 1.8322e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 22 | Max_nodes: 126 | Time: 1.8361e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 2 | Max_nodes: 126 | Time: 1.8373e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 4 | Max_nodes: 126 | Time: 1.8438e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 21 | Max_nodes: 126 | Time: 1.8456e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 3 | Max_nodes: 126 | Time: 1.8460e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 1 | Max_nodes: 126 | Time: 1.8476e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 11 | Max_nodes: 126 | Time: 1.8559e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 23 | Max_nodes: 126 | Time: 1.8644e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 5 | Max_nodes: 126 | Time: 1.8728e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 17 | Max_nodes: 126 | Time: 1.9116e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| - -........................... -Average time: 1.4101e-04s - -________________________________________________________________________________________________ - -240 permutations have 74 max nodes. -Index: 600 | Active_nodes: 63 | Time: 1.1576e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 480 | Active_nodes: 63 | Time: 1.1636e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 602 | Active_nodes: 63 | Time: 1.1848e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 601 | Active_nodes: 63 | Time: 1.1887e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 624 | Active_nodes: 63 | Time: 1.1896e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 482 | Active_nodes: 63 | Time: 1.1925e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 486 | Active_nodes: 63 | Time: 1.1928e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 608 | Active_nodes: 63 | Time: 1.1963e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 504 | Active_nodes: 63 | Time: 1.1973e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 630 | Active_nodes: 63 | Time: 1.1977e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 612 | Active_nodes: 63 | Time: 1.1983e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 606 | Active_nodes: 63 | Time: 1.1989e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 648 | Active_nodes: 63 | Time: 1.2007e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 604 | Active_nodes: 63 | Time: 1.2018e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 603 | Active_nodes: 63 | Time: 1.2020e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 481 | Active_nodes: 63 | Time: 1.2029e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 488 | Active_nodes: 63 | Time: 1.2068e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 484 | Active_nodes: 63 | Time: 1.2081e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 528 | Active_nodes: 63 | Time: 1.2083e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 672 | Active_nodes: 63 | Time: 1.2091e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 510 | Active_nodes: 63 | Time: 1.2106e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 610 | Active_nodes: 63 | Time: 1.2106e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 636 | Active_nodes: 63 | Time: 1.2112e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 632 | Active_nodes: 63 | Time: 1.2116e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 576 | Active_nodes: 63 | Time: 1.2116e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 626 | Active_nodes: 63 | Time: 1.2135e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 483 | Active_nodes: 63 | Time: 1.2166e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 607 | Active_nodes: 63 | Time: 1.2166e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 625 | Active_nodes: 63 | Time: 1.2168e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 516 | Active_nodes: 63 | Time: 1.2190e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 512 | Active_nodes: 63 | Time: 1.2192e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 492 | Active_nodes: 63 | Time: 1.2203e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 498 | Active_nodes: 63 | Time: 1.2211e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 609 | Active_nodes: 63 | Time: 1.2214e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 490 | Active_nodes: 63 | Time: 1.2216e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 618 | Active_nodes: 63 | Time: 1.2224e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 506 | Active_nodes: 63 | Time: 1.2231e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 654 | Active_nodes: 63 | Time: 1.2234e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 660 | Active_nodes: 63 | Time: 1.2235e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 634 | Active_nodes: 63 | Time: 1.2244e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 650 | Active_nodes: 63 | Time: 1.2248e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 614 | Active_nodes: 63 | Time: 1.2282e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 642 | Active_nodes: 63 | Time: 1.2286e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 505 | Active_nodes: 63 | Time: 1.2287e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 487 | Active_nodes: 63 | Time: 1.2290e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 552 | Active_nodes: 63 | Time: 1.2291e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 605 | Active_nodes: 63 | Time: 1.2295e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 631 | Active_nodes: 63 | Time: 1.2302e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 616 | Active_nodes: 63 | Time: 1.2308e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 534 | Active_nodes: 63 | Time: 1.2316e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 489 | Active_nodes: 63 | Time: 1.2321e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 628 | Active_nodes: 63 | Time: 1.2322e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 530 | Active_nodes: 63 | Time: 1.2339e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 494 | Active_nodes: 63 | Time: 1.2340e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 678 | Active_nodes: 63 | Time: 1.2359e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 627 | Active_nodes: 63 | Time: 1.2360e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 633 | Active_nodes: 63 | Time: 1.2365e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 666 | Active_nodes: 63 | Time: 1.2369e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 496 | Active_nodes: 63 | Time: 1.2370e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 582 | Active_nodes: 63 | Time: 1.2391e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 577 | Active_nodes: 63 | Time: 1.2392e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 578 | Active_nodes: 63 | Time: 1.2395e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 656 | Active_nodes: 63 | Time: 1.2396e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 674 | Active_nodes: 63 | Time: 1.2406e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 620 | Active_nodes: 63 | Time: 1.2409e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 522 | Active_nodes: 63 | Time: 1.2419e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 529 | Active_nodes: 63 | Time: 1.2419e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 613 | Active_nodes: 63 | Time: 1.2420e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 640 | Active_nodes: 63 | Time: 1.2448e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 619 | Active_nodes: 63 | Time: 1.2452e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 611 | Active_nodes: 63 | Time: 1.2454e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 493 | Active_nodes: 63 | Time: 1.2458e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 536 | Active_nodes: 63 | Time: 1.2460e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 540 | Active_nodes: 63 | Time: 1.2460e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 558 | Active_nodes: 63 | Time: 1.2460e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 507 | Active_nodes: 63 | Time: 1.2461e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 500 | Active_nodes: 63 | Time: 1.2465e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 638 | Active_nodes: 63 | Time: 1.2470e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 513 | Active_nodes: 63 | Time: 1.2473e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 680 | Active_nodes: 63 | Time: 1.2480e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 637 | Active_nodes: 63 | Time: 1.2483e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 673 | Active_nodes: 63 | Time: 1.2484e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 615 | Active_nodes: 63 | Time: 1.2485e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 485 | Active_nodes: 63 | Time: 1.2495e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 554 | Active_nodes: 63 | Time: 1.2502e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 518 | Active_nodes: 63 | Time: 1.2503e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 649 | Active_nodes: 63 | Time: 1.2508e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 584 | Active_nodes: 63 | Time: 1.2510e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 580 | Active_nodes: 63 | Time: 1.2510e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 520 | Active_nodes: 63 | Time: 1.2514e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 652 | Active_nodes: 63 | Time: 1.2515e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 651 | Active_nodes: 63 | Time: 1.2517e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 588 | Active_nodes: 63 | Time: 1.2523e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 658 | Active_nodes: 63 | Time: 1.2530e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 508 | Active_nodes: 63 | Time: 1.2532e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 698 | Active_nodes: 63 | Time: 1.2542e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 579 | Active_nodes: 63 | Time: 1.2544e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 644 | Active_nodes: 63 | Time: 1.2545e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 532 | Active_nodes: 63 | Time: 1.2547e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 499 | Active_nodes: 63 | Time: 1.2560e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 491 | Active_nodes: 63 | Time: 1.2569e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 560 | Active_nodes: 63 | Time: 1.2569e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 697 | Active_nodes: 63 | Time: 1.2572e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 542 | Active_nodes: 63 | Time: 1.2573e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 664 | Active_nodes: 63 | Time: 1.2575e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 622 | Active_nodes: 63 | Time: 1.2576e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 511 | Active_nodes: 63 | Time: 1.2578e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 696 | Active_nodes: 63 | Time: 1.2579e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 517 | Active_nodes: 63 | Time: 1.2585e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 675 | Active_nodes: 63 | Time: 1.2587e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 621 | Active_nodes: 63 | Time: 1.2589e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 524 | Active_nodes: 63 | Time: 1.2600e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 514 | Active_nodes: 63 | Time: 1.2600e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 662 | Active_nodes: 63 | Time: 1.2604e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 655 | Active_nodes: 63 | Time: 1.2608e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 570 | Active_nodes: 63 | Time: 1.2608e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 553 | Active_nodes: 63 | Time: 1.2609e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 661 | Active_nodes: 63 | Time: 1.2622e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 523 | Active_nodes: 63 | Time: 1.2624e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 502 | Active_nodes: 63 | Time: 1.2626e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 495 | Active_nodes: 63 | Time: 1.2626e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 668 | Active_nodes: 63 | Time: 1.2627e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 586 | Active_nodes: 63 | Time: 1.2629e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 594 | Active_nodes: 63 | Time: 1.2634e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 657 | Active_nodes: 63 | Time: 1.2635e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 676 | Active_nodes: 63 | Time: 1.2637e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 538 | Active_nodes: 63 | Time: 1.2637e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 639 | Active_nodes: 63 | Time: 1.2654e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 708 | Active_nodes: 63 | Time: 1.2663e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 700 | Active_nodes: 63 | Time: 1.2664e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 635 | Active_nodes: 63 | Time: 1.2667e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 646 | Active_nodes: 63 | Time: 1.2669e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 629 | Active_nodes: 63 | Time: 1.2670e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 682 | Active_nodes: 63 | Time: 1.2673e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 704 | Active_nodes: 63 | Time: 1.2682e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 497 | Active_nodes: 63 | Time: 1.2693e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 583 | Active_nodes: 63 | Time: 1.2694e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 501 | Active_nodes: 63 | Time: 1.2695e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 667 | Active_nodes: 63 | Time: 1.2710e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 548 | Active_nodes: 63 | Time: 1.2712e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 684 | Active_nodes: 63 | Time: 1.2732e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 681 | Active_nodes: 63 | Time: 1.2732e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 546 | Active_nodes: 63 | Time: 1.2734e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 541 | Active_nodes: 63 | Time: 1.2739e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 690 | Active_nodes: 63 | Time: 1.2755e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 519 | Active_nodes: 63 | Time: 1.2755e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 531 | Active_nodes: 63 | Time: 1.2759e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 702 | Active_nodes: 63 | Time: 1.2762e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 556 | Active_nodes: 63 | Time: 1.2768e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 617 | Active_nodes: 63 | Time: 1.2778e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 699 | Active_nodes: 63 | Time: 1.2781e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 643 | Active_nodes: 63 | Time: 1.2784e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 645 | Active_nodes: 63 | Time: 1.2792e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 585 | Active_nodes: 63 | Time: 1.2794e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 547 | Active_nodes: 63 | Time: 1.2795e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 714 | Active_nodes: 63 | Time: 1.2795e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 537 | Active_nodes: 63 | Time: 1.2801e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 515 | Active_nodes: 63 | Time: 1.2802e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 641 | Active_nodes: 63 | Time: 1.2804e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 592 | Active_nodes: 63 | Time: 1.2810e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 679 | Active_nodes: 63 | Time: 1.2812e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 663 | Active_nodes: 63 | Time: 1.2814e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 691 | Active_nodes: 63 | Time: 1.2817e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 623 | Active_nodes: 63 | Time: 1.2819e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 566 | Active_nodes: 63 | Time: 1.2828e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 653 | Active_nodes: 63 | Time: 1.2831e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 706 | Active_nodes: 63 | Time: 1.2831e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 525 | Active_nodes: 63 | Time: 1.2835e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 564 | Active_nodes: 63 | Time: 1.2836e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 562 | Active_nodes: 63 | Time: 1.2838e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 692 | Active_nodes: 63 | Time: 1.2844e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 561 | Active_nodes: 63 | Time: 1.2854e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 521 | Active_nodes: 63 | Time: 1.2856e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 688 | Active_nodes: 63 | Time: 1.2860e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 589 | Active_nodes: 63 | Time: 1.2862e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 533 | Active_nodes: 63 | Time: 1.2863e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 686 | Active_nodes: 63 | Time: 1.2864e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 665 | Active_nodes: 63 | Time: 1.2864e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 669 | Active_nodes: 63 | Time: 1.2869e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 703 | Active_nodes: 63 | Time: 1.2872e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 509 | Active_nodes: 63 | Time: 1.2873e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 705 | Active_nodes: 63 | Time: 1.2879e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 572 | Active_nodes: 63 | Time: 1.2879e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 503 | Active_nodes: 63 | Time: 1.2881e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 571 | Active_nodes: 63 | Time: 1.2881e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 543 | Active_nodes: 63 | Time: 1.2882e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 677 | Active_nodes: 63 | Time: 1.2884e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 559 | Active_nodes: 63 | Time: 1.2887e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 581 | Active_nodes: 63 | Time: 1.2891e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 659 | Active_nodes: 63 | Time: 1.2904e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 587 | Active_nodes: 63 | Time: 1.2913e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 694 | Active_nodes: 63 | Time: 1.2919e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 526 | Active_nodes: 63 | Time: 1.2926e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 670 | Active_nodes: 63 | Time: 1.2926e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 595 | Active_nodes: 63 | Time: 1.2926e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 712 | Active_nodes: 63 | Time: 1.2933e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 685 | Active_nodes: 63 | Time: 1.2943e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 545 | Active_nodes: 63 | Time: 1.2944e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 568 | Active_nodes: 63 | Time: 1.2949e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 544 | Active_nodes: 63 | Time: 1.2980e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 701 | Active_nodes: 63 | Time: 1.2980e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 693 | Active_nodes: 63 | Time: 1.2991e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 557 | Active_nodes: 63 | Time: 1.2996e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 647 | Active_nodes: 63 | Time: 1.2999e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 549 | Active_nodes: 63 | Time: 1.2999e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 573 | Active_nodes: 63 | Time: 1.3018e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 539 | Active_nodes: 63 | Time: 1.3027e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 593 | Active_nodes: 63 | Time: 1.3027e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 709 | Active_nodes: 63 | Time: 1.3038e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 555 | Active_nodes: 63 | Time: 1.3041e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 687 | Active_nodes: 63 | Time: 1.3046e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 683 | Active_nodes: 63 | Time: 1.3052e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 598 | Active_nodes: 63 | Time: 1.3061e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 527 | Active_nodes: 63 | Time: 1.3077e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 565 | Active_nodes: 63 | Time: 1.3078e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 550 | Active_nodes: 63 | Time: 1.3081e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 590 | Active_nodes: 63 | Time: 1.3098e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 715 | Active_nodes: 63 | Time: 1.3099e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 574 | Active_nodes: 63 | Time: 1.3104e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 671 | Active_nodes: 63 | Time: 1.3108e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 716 | Active_nodes: 63 | Time: 1.3113e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 563 | Active_nodes: 63 | Time: 1.3124e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 591 | Active_nodes: 63 | Time: 1.3133e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 567 | Active_nodes: 63 | Time: 1.3135e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 596 | Active_nodes: 63 | Time: 1.3157e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 689 | Active_nodes: 63 | Time: 1.3165e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 707 | Active_nodes: 63 | Time: 1.3174e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 710 | Active_nodes: 63 | Time: 1.3193e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 551 | Active_nodes: 63 | Time: 1.3205e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 597 | Active_nodes: 63 | Time: 1.3226e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 717 | Active_nodes: 63 | Time: 1.3240e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 569 | Active_nodes: 63 | Time: 1.3253e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 713 | Active_nodes: 63 | Time: 1.3270e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 575 | Active_nodes: 63 | Time: 1.3273e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 711 | Active_nodes: 63 | Time: 1.3274e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 695 | Active_nodes: 63 | Time: 1.3289e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 599 | Active_nodes: 63 | Time: 1.3492e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 718 | Active_nodes: 63 | Time: 1.3499e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 719 | Active_nodes: 63 | Time: 1.3679e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 535 | Active_nodes: 63 | Time: 1.3856e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 3| - -........................... -Average time: 1.2627e-04s - -120 permutations have 76 max nodes. -Index: 456 | Active_nodes: 63 | Time: 1.2243e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 432 | Active_nodes: 63 | Time: 1.2268e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 360 | Active_nodes: 63 | Time: 1.2434e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 438 | Active_nodes: 63 | Time: 1.2516e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 434 | Active_nodes: 63 | Time: 1.2521e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 462 | Active_nodes: 63 | Time: 1.2524e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 372 | Active_nodes: 63 | Time: 1.2559e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 378 | Active_nodes: 63 | Time: 1.2584e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 468 | Active_nodes: 63 | Time: 1.2608e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 464 | Active_nodes: 63 | Time: 1.2617e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 450 | Active_nodes: 63 | Time: 1.2641e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 362 | Active_nodes: 63 | Time: 1.2659e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 458 | Active_nodes: 63 | Time: 1.2665e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 396 | Active_nodes: 63 | Time: 1.2689e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 366 | Active_nodes: 63 | Time: 1.2691e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 361 | Active_nodes: 63 | Time: 1.2702e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 384 | Active_nodes: 63 | Time: 1.2709e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 402 | Active_nodes: 63 | Time: 1.2723e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 460 | Active_nodes: 63 | Time: 1.2732e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 364 | Active_nodes: 63 | Time: 1.2736e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 433 | Active_nodes: 63 | Time: 1.2749e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 459 | Active_nodes: 63 | Time: 1.2757e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 368 | Active_nodes: 63 | Time: 1.2764e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 370 | Active_nodes: 63 | Time: 1.2780e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 440 | Active_nodes: 63 | Time: 1.2786e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 374 | Active_nodes: 63 | Time: 1.2804e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 363 | Active_nodes: 63 | Time: 1.2805e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 390 | Active_nodes: 63 | Time: 1.2810e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 436 | Active_nodes: 63 | Time: 1.2814e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 420 | Active_nodes: 63 | Time: 1.2821e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 392 | Active_nodes: 63 | Time: 1.2830e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 426 | Active_nodes: 63 | Time: 1.2837e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 435 | Active_nodes: 63 | Time: 1.2849e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 457 | Active_nodes: 63 | Time: 1.2853e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 444 | Active_nodes: 63 | Time: 1.2860e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 463 | Active_nodes: 63 | Time: 1.2882e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 470 | Active_nodes: 63 | Time: 1.2886e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 439 | Active_nodes: 63 | Time: 1.2904e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 474 | Active_nodes: 63 | Time: 1.2913e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 446 | Active_nodes: 63 | Time: 1.2914e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 452 | Active_nodes: 63 | Time: 1.2914e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 386 | Active_nodes: 63 | Time: 1.2923e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 394 | Active_nodes: 63 | Time: 1.2934e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 380 | Active_nodes: 63 | Time: 1.2936e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 441 | Active_nodes: 63 | Time: 1.2943e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 379 | Active_nodes: 63 | Time: 1.2950e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 373 | Active_nodes: 63 | Time: 1.2952e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 398 | Active_nodes: 63 | Time: 1.2954e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 367 | Active_nodes: 63 | Time: 1.2959e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 472 | Active_nodes: 63 | Time: 1.2960e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 385 | Active_nodes: 63 | Time: 1.2992e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 369 | Active_nodes: 63 | Time: 1.2993e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 388 | Active_nodes: 63 | Time: 1.2995e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 465 | Active_nodes: 63 | Time: 1.3000e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 461 | Active_nodes: 63 | Time: 1.3007e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 404 | Active_nodes: 63 | Time: 1.3008e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 451 | Active_nodes: 63 | Time: 1.3012e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 448 | Active_nodes: 63 | Time: 1.3021e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 469 | Active_nodes: 63 | Time: 1.3036e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 453 | Active_nodes: 63 | Time: 1.3049e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 454 | Active_nodes: 63 | Time: 1.3053e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 382 | Active_nodes: 63 | Time: 1.3060e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 437 | Active_nodes: 63 | Time: 1.3067e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 397 | Active_nodes: 63 | Time: 1.3068e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 403 | Active_nodes: 63 | Time: 1.3078e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 365 | Active_nodes: 63 | Time: 1.3089e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 408 | Active_nodes: 63 | Time: 1.3094e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 375 | Active_nodes: 63 | Time: 1.3094e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 466 | Active_nodes: 63 | Time: 1.3095e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 387 | Active_nodes: 63 | Time: 1.3097e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 412 | Active_nodes: 63 | Time: 1.3105e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 381 | Active_nodes: 63 | Time: 1.3112e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 428 | Active_nodes: 63 | Time: 1.3113e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 442 | Active_nodes: 63 | Time: 1.3119e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 471 | Active_nodes: 63 | Time: 1.3125e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 445 | Active_nodes: 63 | Time: 1.3126e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 376 | Active_nodes: 63 | Time: 1.3131e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 416 | Active_nodes: 63 | Time: 1.3136e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 414 | Active_nodes: 63 | Time: 1.3144e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 475 | Active_nodes: 63 | Time: 1.3145e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 424 | Active_nodes: 63 | Time: 1.3153e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 391 | Active_nodes: 63 | Time: 1.3165e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 406 | Active_nodes: 63 | Time: 1.3175e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 377 | Active_nodes: 63 | Time: 1.3181e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 476 | Active_nodes: 63 | Time: 1.3188e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 443 | Active_nodes: 63 | Time: 1.3191e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 447 | Active_nodes: 63 | Time: 1.3201e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 409 | Active_nodes: 63 | Time: 1.3207e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 410 | Active_nodes: 63 | Time: 1.3231e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 418 | Active_nodes: 63 | Time: 1.3231e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 477 | Active_nodes: 63 | Time: 1.3232e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 421 | Active_nodes: 63 | Time: 1.3241e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 405 | Active_nodes: 63 | Time: 1.3243e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 467 | Active_nodes: 63 | Time: 1.3247e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 422 | Active_nodes: 63 | Time: 1.3252e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 473 | Active_nodes: 63 | Time: 1.3254e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 399 | Active_nodes: 63 | Time: 1.3257e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 371 | Active_nodes: 63 | Time: 1.3263e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 401 | Active_nodes: 63 | Time: 1.3309e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 455 | Active_nodes: 63 | Time: 1.3324e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 478 | Active_nodes: 63 | Time: 1.3329e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 423 | Active_nodes: 63 | Time: 1.3334e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 411 | Active_nodes: 63 | Time: 1.3353e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 430 | Active_nodes: 63 | Time: 1.3355e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 383 | Active_nodes: 63 | Time: 1.3362e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 429 | Active_nodes: 63 | Time: 1.3394e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 415 | Active_nodes: 63 | Time: 1.3407e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 427 | Active_nodes: 63 | Time: 1.3409e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 425 | Active_nodes: 63 | Time: 1.3412e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 393 | Active_nodes: 63 | Time: 1.3413e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 395 | Active_nodes: 63 | Time: 1.3415e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 417 | Active_nodes: 63 | Time: 1.3420e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 389 | Active_nodes: 63 | Time: 1.3441e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 400 | Active_nodes: 63 | Time: 1.3469e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 449 | Active_nodes: 63 | Time: 1.3476e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 407 | Active_nodes: 63 | Time: 1.3499e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 479 | Active_nodes: 63 | Time: 1.3537e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 413 | Active_nodes: 63 | Time: 1.3556e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 419 | Active_nodes: 63 | Time: 1.3662e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 431 | Active_nodes: 63 | Time: 1.3687e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| - -........................... -Average time: 1.3029e-04s - -120 permutations have 82 max nodes. -Index: 336 | Active_nodes: 63 | Time: 1.2786e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 312 | Active_nodes: 63 | Time: 1.2805e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 318 | Active_nodes: 63 | Time: 1.3050e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 338 | Active_nodes: 63 | Time: 1.3104e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 314 | Active_nodes: 63 | Time: 1.3136e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 330 | Active_nodes: 63 | Time: 1.3160e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 342 | Active_nodes: 63 | Time: 1.3175e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 337 | Active_nodes: 63 | Time: 1.3175e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 320 | Active_nodes: 63 | Time: 1.3186e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 313 | Active_nodes: 63 | Time: 1.3231e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 288 | Active_nodes: 63 | Time: 1.3240e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 300 | Active_nodes: 63 | Time: 1.3257e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 340 | Active_nodes: 63 | Time: 1.3261e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 344 | Active_nodes: 63 | Time: 1.3291e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 348 | Active_nodes: 63 | Time: 1.3299e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 339 | Active_nodes: 63 | Time: 1.3307e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 306 | Active_nodes: 63 | Time: 1.3326e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 316 | Active_nodes: 63 | Time: 1.3328e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 324 | Active_nodes: 63 | Time: 1.3332e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 346 | Active_nodes: 63 | Time: 1.3386e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 343 | Active_nodes: 63 | Time: 1.3393e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 315 | Active_nodes: 63 | Time: 1.3407e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 354 | Active_nodes: 63 | Time: 1.3417e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 319 | Active_nodes: 63 | Time: 1.3418e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 332 | Active_nodes: 63 | Time: 1.3438e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 345 | Active_nodes: 63 | Time: 1.3460e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 350 | Active_nodes: 63 | Time: 1.3482e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 321 | Active_nodes: 63 | Time: 1.3494e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 302 | Active_nodes: 63 | Time: 1.3509e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 308 | Active_nodes: 63 | Time: 1.3510e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 290 | Active_nodes: 63 | Time: 1.3513e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 294 | Active_nodes: 63 | Time: 1.3517e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 326 | Active_nodes: 63 | Time: 1.3530e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 296 | Active_nodes: 63 | Time: 1.3531e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 331 | Active_nodes: 63 | Time: 1.3535e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 292 | Active_nodes: 63 | Time: 1.3555e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 304 | Active_nodes: 63 | Time: 1.3559e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 352 | Active_nodes: 63 | Time: 1.3564e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 341 | Active_nodes: 63 | Time: 1.3578e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 328 | Active_nodes: 63 | Time: 1.3593e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 317 | Active_nodes: 63 | Time: 1.3603e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 349 | Active_nodes: 63 | Time: 1.3631e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 289 | Active_nodes: 63 | Time: 1.3632e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 334 | Active_nodes: 63 | Time: 1.3634e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 298 | Active_nodes: 63 | Time: 1.3639e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 307 | Active_nodes: 63 | Time: 1.3652e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 356 | Active_nodes: 63 | Time: 1.3658e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 325 | Active_nodes: 63 | Time: 1.3661e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 252 | Active_nodes: 63 | Time: 1.3695e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 333 | Active_nodes: 63 | Time: 1.3700e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 258 | Active_nodes: 63 | Time: 1.3709e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 355 | Active_nodes: 63 | Time: 1.3711e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 291 | Active_nodes: 63 | Time: 1.3715e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 301 | Active_nodes: 63 | Time: 1.3719e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 310 | Active_nodes: 63 | Time: 1.3756e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 323 | Active_nodes: 63 | Time: 1.3784e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 303 | Active_nodes: 63 | Time: 1.3804e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 327 | Active_nodes: 63 | Time: 1.3815e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 246 | Active_nodes: 63 | Time: 1.3816e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 297 | Active_nodes: 63 | Time: 1.3818e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 358 | Active_nodes: 63 | Time: 1.3829e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 276 | Active_nodes: 63 | Time: 1.3838e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 347 | Active_nodes: 63 | Time: 1.3848e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 305 | Active_nodes: 63 | Time: 1.3854e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 309 | Active_nodes: 63 | Time: 1.3856e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 295 | Active_nodes: 63 | Time: 1.3891e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 322 | Active_nodes: 63 | Time: 1.3891e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 240 | Active_nodes: 63 | Time: 1.3892e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 256 | Active_nodes: 63 | Time: 1.3897e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 270 | Active_nodes: 63 | Time: 1.3914e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 248 | Active_nodes: 63 | Time: 1.3917e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 250 | Active_nodes: 63 | Time: 1.3923e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 357 | Active_nodes: 63 | Time: 1.3924e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 329 | Active_nodes: 63 | Time: 1.3936e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 335 | Active_nodes: 63 | Time: 1.3943e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 272 | Active_nodes: 63 | Time: 1.3947e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 353 | Active_nodes: 63 | Time: 1.3952e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 282 | Active_nodes: 63 | Time: 1.3968e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 260 | Active_nodes: 63 | Time: 1.3976e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 293 | Active_nodes: 63 | Time: 1.3995e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 254 | Active_nodes: 63 | Time: 1.3999e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 280 | Active_nodes: 63 | Time: 1.4011e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 259 | Active_nodes: 63 | Time: 1.4018e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 278 | Active_nodes: 63 | Time: 1.4021e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 311 | Active_nodes: 63 | Time: 1.4038e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 242 | Active_nodes: 63 | Time: 1.4047e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 249 | Active_nodes: 63 | Time: 1.4065e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 277 | Active_nodes: 63 | Time: 1.4076e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 351 | Active_nodes: 63 | Time: 1.4110e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 253 | Active_nodes: 63 | Time: 1.4111e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 283 | Active_nodes: 63 | Time: 1.4121e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 247 | Active_nodes: 63 | Time: 1.4121e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 244 | Active_nodes: 63 | Time: 1.4127e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 299 | Active_nodes: 63 | Time: 1.4139e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 359 | Active_nodes: 63 | Time: 1.4144e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 262 | Active_nodes: 63 | Time: 1.4145e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 274 | Active_nodes: 63 | Time: 1.4179e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 264 | Active_nodes: 63 | Time: 1.4183e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 261 | Active_nodes: 63 | Time: 1.4192e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 284 | Active_nodes: 63 | Time: 1.4220e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 243 | Active_nodes: 63 | Time: 1.4225e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 271 | Active_nodes: 63 | Time: 1.4247e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 241 | Active_nodes: 63 | Time: 1.4248e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 273 | Active_nodes: 63 | Time: 1.4252e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 286 | Active_nodes: 63 | Time: 1.4267e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 257 | Active_nodes: 63 | Time: 1.4309e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 266 | Active_nodes: 63 | Time: 1.4310e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 251 | Active_nodes: 63 | Time: 1.4315e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 279 | Active_nodes: 63 | Time: 1.4382e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 285 | Active_nodes: 63 | Time: 1.4422e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 255 | Active_nodes: 63 | Time: 1.4427e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 268 | Active_nodes: 63 | Time: 1.4429e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 281 | Active_nodes: 63 | Time: 1.4443e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 263 | Active_nodes: 63 | Time: 1.4454e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 265 | Active_nodes: 63 | Time: 1.4455e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 245 | Active_nodes: 63 | Time: 1.4484e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 275 | Active_nodes: 63 | Time: 1.4492e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 287 | Active_nodes: 63 | Time: 1.4632e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 269 | Active_nodes: 63 | Time: 1.4841e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 267 | Active_nodes: 63 | Time: 1.5102e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| - -........................... -Average time: 1.3808e-04s - -120 permutations have 96 max nodes. -Index: 192 | Active_nodes: 63 | Time: 1.4040e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 216 | Active_nodes: 63 | Time: 1.4104e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 194 | Active_nodes: 63 | Time: 1.4309e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 222 | Active_nodes: 63 | Time: 1.4324e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 198 | Active_nodes: 63 | Time: 1.4334e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 217 | Active_nodes: 63 | Time: 1.4347e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 218 | Active_nodes: 63 | Time: 1.4406e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 210 | Active_nodes: 63 | Time: 1.4410e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 200 | Active_nodes: 63 | Time: 1.4413e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 204 | Active_nodes: 63 | Time: 1.4423e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 224 | Active_nodes: 63 | Time: 1.4437e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 228 | Active_nodes: 63 | Time: 1.4449e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 186 | Active_nodes: 63 | Time: 1.4449e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 180 | Active_nodes: 63 | Time: 1.4450e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 196 | Active_nodes: 63 | Time: 1.4473e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 168 | Active_nodes: 63 | Time: 1.4502e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 220 | Active_nodes: 63 | Time: 1.4503e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 219 | Active_nodes: 63 | Time: 1.4523e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 193 | Active_nodes: 63 | Time: 1.4559e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 202 | Active_nodes: 63 | Time: 1.4589e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 226 | Active_nodes: 63 | Time: 1.4654e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 223 | Active_nodes: 63 | Time: 1.4664e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 234 | Active_nodes: 63 | Time: 1.4669e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 199 | Active_nodes: 63 | Time: 1.4689e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 201 | Active_nodes: 63 | Time: 1.4710e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 184 | Active_nodes: 63 | Time: 1.4714e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 206 | Active_nodes: 63 | Time: 1.4715e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 230 | Active_nodes: 63 | Time: 1.4719e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 169 | Active_nodes: 63 | Time: 1.4729e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 195 | Active_nodes: 63 | Time: 1.4730e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 182 | Active_nodes: 63 | Time: 1.4731e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 212 | Active_nodes: 63 | Time: 1.4739e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 170 | Active_nodes: 63 | Time: 1.4748e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 225 | Active_nodes: 63 | Time: 1.4753e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 174 | Active_nodes: 63 | Time: 1.4756e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 211 | Active_nodes: 63 | Time: 1.4761e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 221 | Active_nodes: 63 | Time: 1.4762e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 208 | Active_nodes: 63 | Time: 1.4771e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 176 | Active_nodes: 63 | Time: 1.4775e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 232 | Active_nodes: 63 | Time: 1.4787e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 156 | Active_nodes: 63 | Time: 1.4793e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 188 | Active_nodes: 63 | Time: 1.4794e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 229 | Active_nodes: 63 | Time: 1.4796e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 181 | Active_nodes: 63 | Time: 1.4808e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 171 | Active_nodes: 63 | Time: 1.4812e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 187 | Active_nodes: 63 | Time: 1.4817e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 172 | Active_nodes: 63 | Time: 1.4825e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 197 | Active_nodes: 63 | Time: 1.4894e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 213 | Active_nodes: 63 | Time: 1.4901e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 178 | Active_nodes: 63 | Time: 1.4902e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 190 | Active_nodes: 63 | Time: 1.4938e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 235 | Active_nodes: 63 | Time: 1.4940e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 205 | Active_nodes: 63 | Time: 1.4950e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 162 | Active_nodes: 63 | Time: 1.4957e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 227 | Active_nodes: 63 | Time: 1.4972e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 236 | Active_nodes: 63 | Time: 1.4986e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 231 | Active_nodes: 63 | Time: 1.4993e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 150 | Active_nodes: 63 | Time: 1.4996e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 203 | Active_nodes: 63 | Time: 1.5007e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 189 | Active_nodes: 63 | Time: 1.5012e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 152 | Active_nodes: 63 | Time: 1.5013e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 183 | Active_nodes: 63 | Time: 1.5015e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 175 | Active_nodes: 63 | Time: 1.5031e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 238 | Active_nodes: 63 | Time: 1.5036e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 177 | Active_nodes: 63 | Time: 1.5057e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 207 | Active_nodes: 63 | Time: 1.5059e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 173 | Active_nodes: 63 | Time: 1.5084e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 233 | Active_nodes: 63 | Time: 1.5091e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 154 | Active_nodes: 63 | Time: 1.5123e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 185 | Active_nodes: 63 | Time: 1.5132e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 157 | Active_nodes: 63 | Time: 1.5156e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 237 | Active_nodes: 63 | Time: 1.5166e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 209 | Active_nodes: 63 | Time: 1.5169e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 163 | Active_nodes: 63 | Time: 1.5188e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 215 | Active_nodes: 63 | Time: 1.5197e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 158 | Active_nodes: 63 | Time: 1.5205e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 160 | Active_nodes: 63 | Time: 1.5231e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 164 | Active_nodes: 63 | Time: 1.5259e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 144 | Active_nodes: 63 | Time: 1.5269e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 153 | Active_nodes: 63 | Time: 1.5308e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 191 | Active_nodes: 63 | Time: 1.5328e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 151 | Active_nodes: 63 | Time: 1.5342e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 179 | Active_nodes: 63 | Time: 1.5355e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 146 | Active_nodes: 63 | Time: 1.5414e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 159 | Active_nodes: 63 | Time: 1.5439e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 214 | Active_nodes: 63 | Time: 1.5451e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 165 | Active_nodes: 63 | Time: 1.5452e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 239 | Active_nodes: 63 | Time: 1.5466e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 166 | Active_nodes: 63 | Time: 1.5474e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 161 | Active_nodes: 63 | Time: 1.5475e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 148 | Active_nodes: 63 | Time: 1.5525e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 155 | Active_nodes: 63 | Time: 1.5531e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 145 | Active_nodes: 63 | Time: 1.5568e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 147 | Active_nodes: 63 | Time: 1.5649e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 167 | Active_nodes: 63 | Time: 1.5716e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 149 | Active_nodes: 63 | Time: 1.5861e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 132 | Active_nodes: 63 | Time: 1.5881e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 126 | Active_nodes: 63 | Time: 1.6006e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 128 | Active_nodes: 63 | Time: 1.6020e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 138 | Active_nodes: 63 | Time: 1.6065e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 130 | Active_nodes: 63 | Time: 1.6099e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 120 | Active_nodes: 63 | Time: 1.6119e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 134 | Active_nodes: 63 | Time: 1.6173e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 133 | Active_nodes: 63 | Time: 1.6195e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 129 | Active_nodes: 63 | Time: 1.6207e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 136 | Active_nodes: 63 | Time: 1.6210e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 122 | Active_nodes: 63 | Time: 1.6265e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 139 | Active_nodes: 63 | Time: 1.6266e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 140 | Active_nodes: 63 | Time: 1.6300e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 127 | Active_nodes: 63 | Time: 1.6334e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 135 | Active_nodes: 63 | Time: 1.6357e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 141 | Active_nodes: 63 | Time: 1.6366e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 124 | Active_nodes: 63 | Time: 1.6416e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 121 | Active_nodes: 63 | Time: 1.6424e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 142 | Active_nodes: 63 | Time: 1.6430e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 137 | Active_nodes: 63 | Time: 1.6456e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 131 | Active_nodes: 63 | Time: 1.6475e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 123 | Active_nodes: 63 | Time: 1.6490e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 143 | Active_nodes: 63 | Time: 1.6608e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 125 | Active_nodes: 63 | Time: 1.6752e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| - -........................... -Average time: 1.5187e-04s - -120 permutations have 126 max nodes. -Index: 72 | Active_nodes: 63 | Time: 1.6195e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 96 | Active_nodes: 63 | Time: 1.6214e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 102 | Active_nodes: 63 | Time: 1.6444e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 74 | Active_nodes: 63 | Time: 1.6457e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 78 | Active_nodes: 63 | Time: 1.6488e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 97 | Active_nodes: 63 | Time: 1.6498e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 73 | Active_nodes: 63 | Time: 1.6538e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 98 | Active_nodes: 63 | Time: 1.6558e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 84 | Active_nodes: 63 | Time: 1.6585e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 90 | Active_nodes: 63 | Time: 1.6589e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 99 | Active_nodes: 63 | Time: 1.6597e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 48 | Active_nodes: 63 | Time: 1.6606e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 108 | Active_nodes: 63 | Time: 1.6606e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 76 | Active_nodes: 63 | Time: 1.6615e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 104 | Active_nodes: 63 | Time: 1.6618e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 66 | Active_nodes: 63 | Time: 1.6645e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 100 | Active_nodes: 63 | Time: 1.6663e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 80 | Active_nodes: 63 | Time: 1.6675e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 106 | Active_nodes: 63 | Time: 1.6721e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 75 | Active_nodes: 63 | Time: 1.6721e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 60 | Active_nodes: 63 | Time: 1.6736e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 82 | Active_nodes: 63 | Time: 1.6786e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 105 | Active_nodes: 63 | Time: 1.6788e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 103 | Active_nodes: 63 | Time: 1.6796e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 50 | Active_nodes: 63 | Time: 1.6815e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 114 | Active_nodes: 63 | Time: 1.6823e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 52 | Active_nodes: 63 | Time: 1.6837e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 92 | Active_nodes: 63 | Time: 1.6852e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 110 | Active_nodes: 63 | Time: 1.6864e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 79 | Active_nodes: 63 | Time: 1.6881e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 112 | Active_nodes: 63 | Time: 1.6891e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 91 | Active_nodes: 63 | Time: 1.6897e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 68 | Active_nodes: 63 | Time: 1.6901e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 101 | Active_nodes: 63 | Time: 1.6915e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 54 | Active_nodes: 63 | Time: 1.6918e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 88 | Active_nodes: 63 | Time: 1.6918e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 56 | Active_nodes: 63 | Time: 1.6921e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 109 | Active_nodes: 63 | Time: 1.6936e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 86 | Active_nodes: 63 | Time: 1.6959e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 64 | Active_nodes: 63 | Time: 1.6964e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 49 | Active_nodes: 63 | Time: 1.6973e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 81 | Active_nodes: 63 | Time: 1.6997e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 51 | Active_nodes: 63 | Time: 1.6997e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 61 | Active_nodes: 63 | Time: 1.7002e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 77 | Active_nodes: 63 | Time: 1.7011e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 58 | Active_nodes: 63 | Time: 1.7018e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 116 | Active_nodes: 63 | Time: 1.7026e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 67 | Active_nodes: 63 | Time: 1.7053e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 93 | Active_nodes: 63 | Time: 1.7057e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 62 | Active_nodes: 63 | Time: 1.7061e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 85 | Active_nodes: 63 | Time: 1.7072e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 107 | Active_nodes: 63 | Time: 1.7079e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 63 | Active_nodes: 63 | Time: 1.7106e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 94 | Active_nodes: 63 | Time: 1.7106e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 36 | Active_nodes: 63 | Time: 1.7110e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 83 | Active_nodes: 63 | Time: 1.7110e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 70 | Active_nodes: 63 | Time: 1.7111e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 87 | Active_nodes: 63 | Time: 1.7141e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 42 | Active_nodes: 63 | Time: 1.7152e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 32 | Active_nodes: 63 | Time: 1.7176e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 69 | Active_nodes: 63 | Time: 1.7191e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 115 | Active_nodes: 63 | Time: 1.7193e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 30 | Active_nodes: 63 | Time: 1.7195e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 118 | Active_nodes: 63 | Time: 1.7199e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 55 | Active_nodes: 63 | Time: 1.7203e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 89 | Active_nodes: 63 | Time: 1.7210e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 117 | Active_nodes: 63 | Time: 1.7212e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 111 | Active_nodes: 63 | Time: 1.7223e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 65 | Active_nodes: 63 | Time: 1.7233e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 57 | Active_nodes: 63 | Time: 1.7262e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 113 | Active_nodes: 63 | Time: 1.7297e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 40 | Active_nodes: 63 | Time: 1.7308e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 34 | Active_nodes: 63 | Time: 1.7312e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 37 | Active_nodes: 63 | Time: 1.7352e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 53 | Active_nodes: 63 | Time: 1.7359e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 95 | Active_nodes: 63 | Time: 1.7366e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 38 | Active_nodes: 63 | Time: 1.7376e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 71 | Active_nodes: 63 | Time: 1.7395e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 59 | Active_nodes: 63 | Time: 1.7418e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 33 | Active_nodes: 63 | Time: 1.7448e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 24 | Active_nodes: 63 | Time: 1.7481e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 43 | Active_nodes: 63 | Time: 1.7487e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 31 | Active_nodes: 63 | Time: 1.7512e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 119 | Active_nodes: 63 | Time: 1.7548e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 26 | Active_nodes: 63 | Time: 1.7568e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 45 | Active_nodes: 63 | Time: 1.7613e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 44 | Active_nodes: 63 | Time: 1.7662e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 28 | Active_nodes: 63 | Time: 1.7691e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 35 | Active_nodes: 63 | Time: 1.7692e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 39 | Active_nodes: 63 | Time: 1.7781e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 41 | Active_nodes: 63 | Time: 1.7798e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 12 | Active_nodes: 63 | Time: 1.7836e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 25 | Active_nodes: 63 | Time: 1.7863e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 46 | Active_nodes: 63 | Time: 1.7871e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 27 | Active_nodes: 63 | Time: 1.7955e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 47 | Active_nodes: 63 | Time: 1.8002e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 18 | Active_nodes: 63 | Time: 1.8016e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 8 | Active_nodes: 63 | Time: 1.8106e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 16 | Active_nodes: 63 | Time: 1.8143e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 10 | Active_nodes: 63 | Time: 1.8146e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 6 | Active_nodes: 63 | Time: 1.8158e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 0 | Active_nodes: 63 | Time: 1.8166e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 14 | Active_nodes: 63 | Time: 1.8177e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 13 | Active_nodes: 63 | Time: 1.8213e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 29 | Active_nodes: 63 | Time: 1.8245e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 19 | Active_nodes: 63 | Time: 1.8288e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 20 | Active_nodes: 63 | Time: 1.8311e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 15 | Active_nodes: 63 | Time: 1.8319e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 7 | Active_nodes: 63 | Time: 1.8320e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 9 | Active_nodes: 63 | Time: 1.8322e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 22 | Active_nodes: 63 | Time: 1.8361e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 2 | Active_nodes: 63 | Time: 1.8373e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 4 | Active_nodes: 63 | Time: 1.8438e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 21 | Active_nodes: 63 | Time: 1.8456e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 3 | Active_nodes: 63 | Time: 1.8460e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 1 | Active_nodes: 63 | Time: 1.8476e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 11 | Active_nodes: 63 | Time: 1.8559e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 23 | Active_nodes: 63 | Time: 1.8644e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 5 | Active_nodes: 63 | Time: 1.8728e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 17 | Active_nodes: 63 | Time: 1.9116e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| - -........................... -Average time: 1.7329e-04s - -________________________________________________________________________________________________ - -execution time of: 1.1576e-04s: Index: 600 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| - -execution time of: 1.1636e-04s: Index: 480 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| - -execution time of: 1.1848e-04s: Index: 602 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 4| - -execution time of: 1.1887e-04s: Index: 601 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| - -execution time of: 1.1896e-04s: Index: 624 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| - -execution time of: 1.1925e-04s: Index: 482 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| - -execution time of: 1.1928e-04s: Index: 486 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| - -execution time of: 1.1963e-04s: Index: 608 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| - -execution time of: 1.1973e-04s: Index: 504 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 5| - -execution time of: 1.1977e-04s: Index: 630 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| - -execution time of: 1.1983e-04s: Index: 612 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4| - -execution time of: 1.1989e-04s: Index: 606 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4| - -execution time of: 1.2007e-04s: Index: 648 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| - -execution time of: 1.2018e-04s: Index: 604 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| - -execution time of: 1.2020e-04s: Index: 603 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2| - -execution time of: 1.2029e-04s: Index: 481 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 3| - -execution time of: 1.2068e-04s: Index: 488 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| - -execution time of: 1.2081e-04s: Index: 484 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| - -execution time of: 1.2083e-04s: Index: 528 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| - -execution time of: 1.2091e-04s: Index: 672 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| - -execution time of: 1.2106e-04s: Index: 510 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| - -execution time of: 1.2106e-04s: Index: 610 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 3| - -execution time of: 1.2112e-04s: Index: 636 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| - -execution time of: 1.2116e-04s: Index: 632 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| - -execution time of: 1.2116e-04s: Index: 576 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| - -execution time of: 1.2135e-04s: Index: 626 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| - -execution time of: 1.2166e-04s: Index: 483 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| - -execution time of: 1.2166e-04s: Index: 607 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3| - -execution time of: 1.2168e-04s: Index: 625 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3| - -execution time of: 1.2190e-04s: Index: 516 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| - -execution time of: 1.2192e-04s: Index: 512 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| - -execution time of: 1.2203e-04s: Index: 492 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| - -execution time of: 1.2211e-04s: Index: 498 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| - -execution time of: 1.2214e-04s: Index: 609 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| - -execution time of: 1.2216e-04s: Index: 490 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| - -execution time of: 1.2224e-04s: Index: 618 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| - -execution time of: 1.2231e-04s: Index: 506 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| - -execution time of: 1.2234e-04s: Index: 654 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4| - -execution time of: 1.2235e-04s: Index: 660 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| - -execution time of: 1.2243e-04s: Index: 456 | Max_nodes: 76 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| - -execution time of: 1.2244e-04s: Index: 634 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| - -execution time of: 1.2248e-04s: Index: 650 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| - -execution time of: 1.2268e-04s: Index: 432 | Max_nodes: 76 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| - -execution time of: 1.2282e-04s: Index: 614 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4| - -execution time of: 1.2286e-04s: Index: 642 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| - -execution time of: 1.2287e-04s: Index: 505 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 3| - -execution time of: 1.2290e-04s: Index: 487 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3| - -execution time of: 1.2291e-04s: Index: 552 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| - -execution time of: 1.2295e-04s: Index: 605 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 2| - -execution time of: 1.2302e-04s: Index: 631 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 3| - -execution time of: 1.2308e-04s: Index: 616 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| - -execution time of: 1.2316e-04s: Index: 534 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5| - -execution time of: 1.2321e-04s: Index: 489 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1| - -execution time of: 1.2322e-04s: Index: 628 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 3| - -execution time of: 1.2339e-04s: Index: 530 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| - -execution time of: 1.2340e-04s: Index: 494 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| - -execution time of: 1.2359e-04s: Index: 678 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| - -execution time of: 1.2360e-04s: Index: 627 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 2| - -execution time of: 1.2365e-04s: Index: 633 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| - -execution time of: 1.2369e-04s: Index: 666 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| - -execution time of: 1.2370e-04s: Index: 496 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 2| - -execution time of: 1.2391e-04s: Index: 582 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3| - -execution time of: 1.2392e-04s: Index: 577 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| - -execution time of: 1.2395e-04s: Index: 578 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| - -execution time of: 1.2396e-04s: Index: 656 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| - -execution time of: 1.2406e-04s: Index: 674 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| - -execution time of: 1.2409e-04s: Index: 620 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| - -execution time of: 1.2419e-04s: Index: 522 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| - -execution time of: 1.2419e-04s: Index: 529 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| - -execution time of: 1.2420e-04s: Index: 613 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| - -execution time of: 1.2434e-04s: Index: 360 | Max_nodes: 76 | Active_nodes: 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-> 2| - -execution time of: 1.2617e-04s: Index: 464 | Max_nodes: 76 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| - -execution time of: 1.2622e-04s: Index: 661 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| - -execution time of: 1.2624e-04s: Index: 523 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| - -execution time of: 1.2626e-04s: Index: 502 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| - -execution time of: 1.2626e-04s: Index: 495 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 1| - -execution time of: 1.2627e-04s: Index: 668 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| - -execution time of: 1.2629e-04s: Index: 586 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| - -execution time of: 1.2634e-04s: Index: 594 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| - -execution time of: 1.2635e-04s: Index: 657 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| - -execution time of: 1.2637e-04s: Index: 676 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| - -execution time of: 1.2637e-04s: Index: 538 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| - -execution time of: 1.2641e-04s: Index: 450 | Max_nodes: 76 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| - -execution time of: 1.2654e-04s: Index: 639 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| - -execution time of: 1.2659e-04s: Index: 362 | Max_nodes: 76 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| - -execution time of: 1.2663e-04s: Index: 708 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| - -execution time of: 1.2664e-04s: Index: 700 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 2| - -execution time of: 1.2665e-04s: Index: 458 | Max_nodes: 76 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| - -execution time of: 1.2667e-04s: Index: 635 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| - -execution time of: 1.2669e-04s: Index: 646 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| - -execution time of: 1.2670e-04s: Index: 629 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| - -execution time of: 1.2673e-04s: Index: 682 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| - -execution time of: 1.2682e-04s: Index: 704 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| - -execution time of: 1.2689e-04s: Index: 396 | Max_nodes: 76 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| - -execution time of: 1.2691e-04s: Index: 366 | Max_nodes: 76 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| - -execution time of: 1.2693e-04s: Index: 497 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 1| - -execution time of: 1.2694e-04s: Index: 583 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| - -execution time of: 1.2695e-04s: Index: 501 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| - -execution time of: 1.2702e-04s: Index: 361 | Max_nodes: 76 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| - -execution time of: 1.2709e-04s: Index: 384 | Max_nodes: 76 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| - -execution time of: 1.2710e-04s: Index: 667 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| - -execution time of: 1.2712e-04s: Index: 548 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| - -execution time of: 1.2723e-04s: Index: 402 | Max_nodes: 76 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 4| - -execution time of: 1.2732e-04s: Index: 684 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| - -execution time of: 1.2732e-04s: Index: 460 | Max_nodes: 76 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 2| - -execution time of: 1.2732e-04s: Index: 681 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| - -execution time of: 1.2734e-04s: Index: 546 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| - -execution time of: 1.2736e-04s: Index: 364 | Max_nodes: 76 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| - -execution time of: 1.2739e-04s: Index: 541 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| - -execution time of: 1.2749e-04s: Index: 433 | Max_nodes: 76 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 2| - -execution time of: 1.2755e-04s: Index: 690 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| - -execution time of: 1.2755e-04s: Index: 519 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| - -execution time of: 1.2757e-04s: Index: 459 | Max_nodes: 76 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 1| - -execution time of: 1.2759e-04s: Index: 531 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| - -execution time of: 1.2762e-04s: Index: 702 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| - -execution time of: 1.2764e-04s: Index: 368 | Max_nodes: 76 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| - -execution time of: 1.2768e-04s: Index: 556 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| - -execution time of: 1.2778e-04s: Index: 617 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| - -execution time of: 1.2780e-04s: Index: 370 | Max_nodes: 76 | Active_nodes: 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-> 0| - -execution time of: 1.2904e-04s: Index: 439 | Max_nodes: 76 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2| - -execution time of: 1.2913e-04s: Index: 587 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| - -execution time of: 1.2913e-04s: Index: 474 | Max_nodes: 76 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| - -execution time of: 1.2914e-04s: Index: 446 | Max_nodes: 76 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| - -execution time of: 1.2914e-04s: Index: 452 | Max_nodes: 76 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| - -execution time of: 1.2919e-04s: Index: 694 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| - -execution time of: 1.2923e-04s: Index: 386 | Max_nodes: 76 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| - -execution time of: 1.2926e-04s: Index: 526 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 2| - -execution time of: 1.2926e-04s: Index: 670 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| - -execution time of: 1.2926e-04s: Index: 595 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| - -execution time of: 1.2933e-04s: Index: 712 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| - -execution time of: 1.2934e-04s: Index: 394 | Max_nodes: 76 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| - -execution time of: 1.2936e-04s: Index: 380 | Max_nodes: 76 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 4| - -execution time of: 1.2943e-04s: Index: 685 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| - -execution time of: 1.2943e-04s: Index: 441 | Max_nodes: 76 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| - -execution time of: 1.2944e-04s: Index: 545 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| - -execution time of: 1.2949e-04s: Index: 568 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| - -execution time of: 1.2950e-04s: Index: 379 | Max_nodes: 76 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| - -execution time of: 1.2952e-04s: Index: 373 | Max_nodes: 76 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 2| - -execution time of: 1.2954e-04s: Index: 398 | Max_nodes: 76 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| - -execution time of: 1.2959e-04s: Index: 367 | Max_nodes: 76 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| - -execution time of: 1.2960e-04s: Index: 472 | Max_nodes: 76 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| - -execution time of: 1.2980e-04s: Index: 544 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| - -execution time of: 1.2980e-04s: Index: 701 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 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-> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| - -execution time of: 1.3007e-04s: Index: 461 | Max_nodes: 76 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 1| - -execution time of: 1.3008e-04s: Index: 404 | Max_nodes: 76 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| - -execution time of: 1.3012e-04s: Index: 451 | Max_nodes: 76 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| - -execution time of: 1.3018e-04s: Index: 573 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| - -execution time of: 1.3021e-04s: Index: 448 | Max_nodes: 76 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| - -execution time of: 1.3027e-04s: Index: 539 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| - -execution time of: 1.3027e-04s: Index: 593 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| - -execution time of: 1.3036e-04s: Index: 469 | Max_nodes: 76 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| - -execution time of: 1.3038e-04s: Index: 709 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| - -execution time of: 1.3041e-04s: Index: 555 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| - -execution time of: 1.3046e-04s: Index: 687 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| - -execution time of: 1.3049e-04s: Index: 453 | Max_nodes: 76 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| - -execution time of: 1.3050e-04s: Index: 318 | Max_nodes: 82 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 5| - -execution time of: 1.3052e-04s: Index: 683 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| - -execution time of: 1.3053e-04s: Index: 454 | Max_nodes: 76 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| - -execution time of: 1.3060e-04s: Index: 382 | Max_nodes: 76 | Active_nodes: 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-execution time of: 1.3205e-04s: Index: 551 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| - -execution time of: 1.3207e-04s: Index: 409 | Max_nodes: 76 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| - -execution time of: 1.3226e-04s: Index: 597 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| - -execution time of: 1.3231e-04s: Index: 410 | Max_nodes: 76 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| - -execution time of: 1.3231e-04s: Index: 313 | Max_nodes: 82 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3| - -execution time of: 1.3231e-04s: Index: 418 | Max_nodes: 76 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| - -execution time of: 1.3232e-04s: Index: 477 | Max_nodes: 76 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| - -execution time of: 1.3240e-04s: Index: 288 | Max_nodes: 82 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| - -execution time of: 1.3240e-04s: Index: 717 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| - -execution time of: 1.3241e-04s: Index: 421 | Max_nodes: 76 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| - -execution time of: 1.3243e-04s: Index: 405 | Max_nodes: 76 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| - -execution time of: 1.3247e-04s: Index: 467 | Max_nodes: 76 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| - -execution time of: 1.3252e-04s: Index: 422 | Max_nodes: 76 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| - -execution time of: 1.3253e-04s: Index: 569 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| - -execution time of: 1.3254e-04s: Index: 473 | Max_nodes: 76 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| - -execution time of: 1.3257e-04s: Index: 300 | Max_nodes: 82 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| - -execution time of: 1.3257e-04s: Index: 399 | Max_nodes: 76 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| - -execution time of: 1.3261e-04s: Index: 340 | Max_nodes: 82 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| - -execution time of: 1.3263e-04s: Index: 371 | Max_nodes: 76 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| - -execution time of: 1.3270e-04s: Index: 713 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| - -execution time of: 1.3273e-04s: Index: 575 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| - -execution time of: 1.3274e-04s: Index: 711 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| - -execution time of: 1.3289e-04s: Index: 695 | Max_nodes: 74 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| - -execution time of: 1.3291e-04s: Index: 344 | Max_nodes: 82 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| - -execution time of: 1.3299e-04s: Index: 348 | Max_nodes: 82 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 4| - -execution time of: 1.3307e-04s: Index: 339 | Max_nodes: 82 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 1| - -execution time of: 1.3309e-04s: Index: 401 | Max_nodes: 76 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0| - -execution time of: 1.3324e-04s: Index: 455 | Max_nodes: 76 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| - -execution time of: 1.3326e-04s: Index: 306 | Max_nodes: 82 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| - -execution time of: 1.3328e-04s: Index: 316 | Max_nodes: 82 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| - -execution time of: 1.3329e-04s: Index: 478 | Max_nodes: 76 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| - -execution time of: 1.3332e-04s: Index: 324 | Max_nodes: 82 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| - -execution time of: 1.3334e-04s: Index: 423 | Max_nodes: 76 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| - -execution time of: 1.3353e-04s: Index: 411 | Max_nodes: 76 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 1| - -execution time of: 1.3355e-04s: Index: 430 | Max_nodes: 76 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| - -execution time of: 1.3362e-04s: Index: 383 | Max_nodes: 76 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| - -execution time of: 1.3386e-04s: Index: 346 | Max_nodes: 82 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| - -execution time of: 1.3393e-04s: Index: 343 | Max_nodes: 82 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 3| - -execution time of: 1.3394e-04s: Index: 429 | Max_nodes: 76 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| - -execution time of: 1.3407e-04s: Index: 315 | Max_nodes: 82 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| - -execution time of: 1.3407e-04s: Index: 415 | Max_nodes: 76 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| - -execution time of: 1.3409e-04s: Index: 427 | Max_nodes: 76 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 1| - -execution time of: 1.3412e-04s: Index: 425 | Max_nodes: 76 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| - -execution time of: 1.3413e-04s: Index: 393 | Max_nodes: 76 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| - -execution time of: 1.3415e-04s: Index: 395 | Max_nodes: 76 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| - -execution time of: 1.3417e-04s: Index: 354 | Max_nodes: 82 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 3| - -execution time of: 1.3418e-04s: Index: 319 | Max_nodes: 82 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 3| - -execution time of: 1.3420e-04s: Index: 417 | Max_nodes: 76 | Active_nodes: 63 | 0 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-> 0| - -execution time of: 1.3947e-04s: Index: 272 | Max_nodes: 82 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| - -execution time of: 1.3952e-04s: Index: 353 | Max_nodes: 82 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| - -execution time of: 1.3968e-04s: Index: 282 | Max_nodes: 82 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| - -execution time of: 1.3976e-04s: Index: 260 | Max_nodes: 82 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 4| - -execution time of: 1.3995e-04s: Index: 293 | Max_nodes: 82 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 1| - -execution time of: 1.3999e-04s: Index: 254 | Max_nodes: 82 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| - -execution time of: 1.4011e-04s: Index: 280 | Max_nodes: 82 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| - -execution time of: 1.4018e-04s: Index: 259 | Max_nodes: 82 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| - -execution time of: 1.4021e-04s: Index: 278 | Max_nodes: 82 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| - -execution time of: 1.4038e-04s: Index: 311 | Max_nodes: 82 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| - -execution time of: 1.4040e-04s: Index: 192 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| - -execution time of: 1.4047e-04s: Index: 242 | Max_nodes: 82 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| - -execution time of: 1.4065e-04s: Index: 249 | Max_nodes: 82 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| - -execution time of: 1.4076e-04s: Index: 277 | Max_nodes: 82 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| - -execution time of: 1.4104e-04s: Index: 216 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| - -execution time of: 1.4110e-04s: Index: 351 | Max_nodes: 82 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 3|3 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-execution time of: 1.4940e-04s: Index: 235 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| - -execution time of: 1.4950e-04s: Index: 205 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| - -execution time of: 1.4957e-04s: Index: 162 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| - -execution time of: 1.4972e-04s: Index: 227 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| - -execution time of: 1.4986e-04s: Index: 236 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| - -execution time of: 1.4993e-04s: Index: 231 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| - -execution time of: 1.4996e-04s: Index: 150 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| - -execution time of: 1.5007e-04s: Index: 203 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| - -execution time of: 1.5012e-04s: Index: 189 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 0| - -execution time of: 1.5013e-04s: Index: 152 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| - -execution time of: 1.5015e-04s: Index: 183 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| - -execution time of: 1.5031e-04s: Index: 175 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| - -execution time of: 1.5036e-04s: Index: 238 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 2| - -execution time of: 1.5057e-04s: Index: 177 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| - -execution time of: 1.5059e-04s: Index: 207 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| - -execution time of: 1.5084e-04s: Index: 173 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| - -execution time of: 1.5091e-04s: Index: 233 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| - -execution time of: 1.5102e-04s: Index: 267 | Max_nodes: 82 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| - -execution time of: 1.5123e-04s: Index: 154 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| - -execution time of: 1.5132e-04s: Index: 185 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| - -execution time of: 1.5156e-04s: Index: 157 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| - -execution time of: 1.5166e-04s: Index: 237 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| - -execution time of: 1.5169e-04s: Index: 209 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| - -execution time of: 1.5188e-04s: Index: 163 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| - -execution time of: 1.5197e-04s: Index: 215 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| - -execution time of: 1.5205e-04s: Index: 158 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| - -execution time of: 1.5231e-04s: Index: 160 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| - -execution time of: 1.5259e-04s: Index: 164 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| - -execution time of: 1.5269e-04s: Index: 144 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| - -execution time of: 1.5308e-04s: Index: 153 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| - -execution time of: 1.5328e-04s: Index: 191 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| - -execution time of: 1.5342e-04s: Index: 151 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| - -execution time of: 1.5355e-04s: Index: 179 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| - -execution time of: 1.5414e-04s: Index: 146 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| - -execution time of: 1.5439e-04s: Index: 159 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| - -execution time of: 1.5451e-04s: Index: 214 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 2| - -execution time of: 1.5452e-04s: Index: 165 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| - -execution time of: 1.5466e-04s: Index: 239 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| - -execution time of: 1.5474e-04s: Index: 166 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 3| - -execution time of: 1.5475e-04s: Index: 161 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| - -execution time of: 1.5525e-04s: Index: 148 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| - -execution time of: 1.5531e-04s: Index: 155 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| - -execution time of: 1.5568e-04s: Index: 145 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| - -execution time of: 1.5649e-04s: Index: 147 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| - -execution time of: 1.5716e-04s: Index: 167 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| - -execution time of: 1.5861e-04s: Index: 149 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| - -execution time of: 1.5881e-04s: Index: 132 | Max_nodes: 96 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| - -execution time of: 1.6006e-04s: Index: 126 | Max_nodes: 96 | Active_nodes: 63 | 0 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1|5 -> 4| - -execution time of: 1.6915e-04s: Index: 101 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| - -execution time of: 1.6918e-04s: Index: 54 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| - -execution time of: 1.6918e-04s: Index: 88 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| - -execution time of: 1.6921e-04s: Index: 56 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| - -execution time of: 1.6936e-04s: Index: 109 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| - -execution time of: 1.6959e-04s: Index: 86 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| - -execution time of: 1.6964e-04s: Index: 64 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| - -execution time of: 1.6973e-04s: Index: 49 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| - -execution time of: 1.6997e-04s: Index: 81 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| - -execution time of: 1.6997e-04s: Index: 51 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| - -execution time of: 1.7002e-04s: Index: 61 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| - -execution time of: 1.7011e-04s: Index: 77 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| - -execution time of: 1.7018e-04s: Index: 58 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| - -execution time of: 1.7026e-04s: Index: 116 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 3| - -execution time of: 1.7053e-04s: Index: 67 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| - -execution time of: 1.7057e-04s: Index: 93 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| - -execution time of: 1.7061e-04s: Index: 62 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| - -execution time of: 1.7072e-04s: Index: 85 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| - -execution time of: 1.7079e-04s: Index: 107 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| - -execution time of: 1.7106e-04s: Index: 63 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| - -execution time of: 1.7106e-04s: Index: 94 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2| - -execution time of: 1.7110e-04s: Index: 36 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| - -execution time of: 1.7110e-04s: Index: 83 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| - -execution time of: 1.7111e-04s: Index: 70 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| - -execution time of: 1.7141e-04s: Index: 87 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| - -execution time of: 1.7152e-04s: Index: 42 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| - -execution time of: 1.7176e-04s: Index: 32 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| - -execution time of: 1.7191e-04s: Index: 69 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| - -execution time of: 1.7193e-04s: Index: 115 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| - -execution time of: 1.7195e-04s: Index: 30 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| - -execution time of: 1.7199e-04s: Index: 118 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| - -execution time of: 1.7203e-04s: Index: 55 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| - -execution time of: 1.7210e-04s: Index: 89 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| - -execution time of: 1.7212e-04s: Index: 117 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| - -execution time of: 1.7223e-04s: Index: 111 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| - -execution time of: 1.7233e-04s: Index: 65 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| - -execution time of: 1.7262e-04s: Index: 57 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| - -execution time of: 1.7297e-04s: Index: 113 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| - -execution time of: 1.7308e-04s: Index: 40 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| - -execution time of: 1.7312e-04s: Index: 34 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| - -execution time of: 1.7352e-04s: Index: 37 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| - -execution time of: 1.7359e-04s: Index: 53 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| - -execution time of: 1.7366e-04s: Index: 95 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| - -execution time of: 1.7376e-04s: Index: 38 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| - -execution time of: 1.7395e-04s: Index: 71 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| - -execution time of: 1.7418e-04s: Index: 59 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| - -execution time of: 1.7448e-04s: Index: 33 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| - -execution time of: 1.7481e-04s: Index: 24 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| - -execution time of: 1.7487e-04s: Index: 43 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| - -execution time of: 1.7512e-04s: Index: 31 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| - -execution time of: 1.7548e-04s: Index: 119 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| - -execution time of: 1.7568e-04s: Index: 26 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| - -execution time of: 1.7613e-04s: Index: 45 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| - -execution time of: 1.7662e-04s: Index: 44 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| - -execution time of: 1.7691e-04s: Index: 28 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| - -execution time of: 1.7692e-04s: Index: 35 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| - -execution time of: 1.7781e-04s: Index: 39 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| - -execution time of: 1.7798e-04s: Index: 41 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| - -execution time of: 1.7836e-04s: Index: 12 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| - -execution time of: 1.7863e-04s: Index: 25 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| - -execution time of: 1.7871e-04s: Index: 46 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| - -execution time of: 1.7955e-04s: Index: 27 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| - -execution time of: 1.8002e-04s: Index: 47 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| - -execution time of: 1.8016e-04s: Index: 18 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| - -execution time of: 1.8106e-04s: Index: 8 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| - -execution time of: 1.8143e-04s: Index: 16 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| - -execution time of: 1.8146e-04s: Index: 10 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| - -execution time of: 1.8158e-04s: Index: 6 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| - -execution time of: 1.8166e-04s: Index: 0 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| - -execution time of: 1.8177e-04s: Index: 14 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| - -execution time of: 1.8213e-04s: Index: 13 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| - -execution time of: 1.8245e-04s: Index: 29 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| - -execution time of: 1.8288e-04s: Index: 19 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| - -execution time of: 1.8311e-04s: Index: 20 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| - -execution time of: 1.8319e-04s: Index: 15 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| - -execution time of: 1.8320e-04s: Index: 7 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| - -execution time of: 1.8322e-04s: Index: 9 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| - -execution time of: 1.8361e-04s: Index: 22 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| - -execution time of: 1.8373e-04s: Index: 2 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| - -execution time of: 1.8438e-04s: Index: 4 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| - -execution time of: 1.8456e-04s: Index: 21 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| - -execution time of: 1.8460e-04s: Index: 3 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| - -execution time of: 1.8476e-04s: Index: 1 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| - -execution time of: 1.8559e-04s: Index: 11 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| - -execution time of: 1.8644e-04s: Index: 23 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| - -execution time of: 1.8728e-04s: Index: 5 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| - -execution time of: 1.9116e-04s: Index: 17 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| - -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/qftentangled_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/qftentangled_indep_qiskit_controls.txt deleted file mode 100644 index 24bc0f8d..00000000 --- a/test/BenchmarkQuasm/results/qftentangled_indep_qiskit_controls.txt +++ /dev/null @@ -1,179 +0,0 @@ -Start Simulation of qftentangled_indep_qiskit_2__________________________________________________ - -i: 0 1 -1: | h -2: x c -3: | h -4: s c -5: h | -6: sw sw -7:======== -8: 0 | -9: | 1 -o: 0 1 -Computed Permutation: ................0 -> 0|1 -> 1| -Original Permutation: ................0 -> 0|1 -> 1| -Identity Duration: 1.9264e-05s............................. -Permuted Duration: 1.9101e-05s............................. -Identity active_nodes: 3 ...................................... -Permuted active_nodes: 3 ...................................... -Identity max_nodes: 6 ...................................... -Permuted max_nodes: 6 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qftentangled_indep_qiskit_3__________________________________________________ - -.i:...0...1...2 -.1:...|...|...h -.2:...|...x...c -.3:...x...c...| -.4:...|...|...h -.5:...|...s...c -.6:...|...h...| -.7:...t...|...c -.8:...s...c...| -.9:...h...|...| -10:..sw...|..sw -11:============ -12:...0...|...| -13:...|...1...| -14:...|...|...2 -.o:...0...1...2 -Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 3.5137e-05s............................. -Permuted Duration: 3.5072e-05s............................. -Identity active_nodes: 7 ...................................... -Permuted active_nodes: 7 ...................................... -Identity max_nodes: 14 ...................................... -Permuted max_nodes: 14 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qftentangled_indep_qiskit_4__________________________________________________ - -.i:...0...1...2...3 -.1:...|...|...|...h -.2:...|...|...x...c -.3:...|...x...c...| -.4:...x...c...|...| -.5:...|...|...|...h -.6:...|...|...s...c -.7:...|...|...h...| -.8:...|...t...|...c -.9:...|...s...c...| -10:...|...h...|...| -11:...p...|...|...c p: (3.9270e-01) -12:...t...|...c...| -13:...s...c...|...| -14:...h...|...|...| -15:..sw...|...|..sw -16:...|..sw..sw...| -17:================ -18:...0...|...|...| -19:...|...1...|...| -20:...|...|...2...| -21:...|...|...|...3 -.o:...0...1...2...3 -Computed Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Identity Duration: 6.0953e-05s............................. -Permuted Duration: 6.1936e-05s............................. -Identity active_nodes: 15 ...................................... -Permuted active_nodes: 15 ...................................... -Identity max_nodes: 30 ...................................... -Permuted max_nodes: 30 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qftentangled_indep_qiskit_5__________________________________________________ - -.i:...0...1...2...3...4 -.1:...|...|...|...|...h -.2:...|...|...|...x...c -.3:...|...|...x...c...| -.4:...|...x...c...|...| -.5:...x...c...|...|...| -.6:...|...|...|...|...h -.7:...|...|...|...s...c -.8:...|...|...|...h...| -.9:...|...|...t...|...c -10:...|...|...s...c...| -11:...|...|...h...|...| -12:...|...p...|...|...c p: (3.9270e-01) -13:...|...t...|...c...| -14:...|...s...c...|...| -15:...|...h...|...|...| -16:...p...|...|...|...c p: (1.9635e-01) -17:...p...|...|...c...| p: (3.9270e-01) -18:...t...|...c...|...| -19:...s...c...|...|...| -20:...h...|...|...|...| -21:..sw...|...|...|..sw -22:...|..sw...|..sw...| -23:==================== -24:...0...|...|...|...| -25:...|...1...|...|...| -26:...|...|...2...|...| -27:...|...|...|...3...| -28:...|...|...|...|...4 -.o:...0...1...2...3...4 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: 1.0447e-04s............................. -Permuted Duration: 1.0363e-04s............................. -Identity active_nodes: 31 ...................................... -Permuted active_nodes: 31 ...................................... -Identity max_nodes: 62 ...................................... -Permuted max_nodes: 62 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qftentangled_indep_qiskit_6__________________________________________________ - -.i:...0...1...2...3...4...5 -.1:...|...|...|...|...|...h -.2:...|...|...|...|...x...c -.3:...|...|...|...x...c...| -.4:...|...|...x...c...|...| -.5:...|...x...c...|...|...| -.6:...x...c...|...|...|...| -.7:...|...|...|...|...|...h -.8:...|...|...|...|...s...c -.9:...|...|...|...|...h...| -10:...|...|...|...t...|...c -11:...|...|...|...s...c...| -12:...|...|...|...h...|...| -13:...|...|...p...|...|...c p: (3.9270e-01) -14:...|...|...t...|...c...| -15:...|...|...s...c...|...| -16:...|...|...h...|...|...| -17:...|...p...|...|...|...c p: (1.9635e-01) -18:...|...p...|...|...c...| p: (3.9270e-01) -19:...|...t...|...c...|...| -20:...|...s...c...|...|...| -21:...|...h...|...|...|...| -22:...p...|...|...|...|...c p: (9.8175e-02) -23:...p...|...|...|...c...| p: (1.9635e-01) -24:...p...|...|...c...|...| p: (3.9270e-01) -25:...t...|...c...|...|...| -26:...s...c...|...|...|...| -27:...h...|...|...|...|...| -28:..sw...|...|...|...|..sw -29:...|..sw...|...|..sw...| -30:...|...|..sw..sw...|...| -31:======================== -32:...0...|...|...|...|...| -33:...|...1...|...|...|...| -34:...|...|...2...|...|...| -35:...|...|...|...3...|...| -36:...|...|...|...|...4...| -37:...|...|...|...|...|...5 -.o:...0...1...2...3...4...5 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Identity Duration: 1.8166e-04s............................. -Permuted Duration: 1.8506e-04s............................. -Identity active_nodes: 63 ...................................... -Permuted active_nodes: 63 ...................................... -Identity max_nodes: 126...................................... -Permuted max_nodes: 126...................................... -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/qnn_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/qnn_indep_qiskit_all.txt deleted file mode 100644 index 251805f9..00000000 --- a/test/BenchmarkQuasm/results/qnn_indep_qiskit_all.txt +++ /dev/null @@ -1,3963 +0,0 @@ -Start Simulation of qnn_indep_qiskit_2__________________________________________________ - - i: 0 1 - 1: u2 | p: (2) (-3.14159) - 2: | u2 p: (2) (-3.14159) - 3: c x - 4: | p p: (9.17284) - 5: c x - 6: u2 | p: (2) (-3.14159) - 7: | u2 p: (2) (-3.14159) - 8: c x - 9: | p p: (9.17284) -10: c x -11: ry | p: (0.727191) -12: | ry p: (0.262443) -13: c x -14: ry | p: (0.948443) -15: | ry p: (0.986626) -16:======== -17: 0 | -18: | 1 - o: 0 1 -Total Permutations: 2 -Min time: 5.8654e-05s................. Permutation 1 : 0 -> 1|1 -> 0| -Max time: 6.5090e-05s................. Permutation 0 : 0 -> 0|1 -> 1| -Min active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Min max nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Max active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Max max nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -________________________________________________________________________________________________ - -2 permutations have 3 active nodes. -Index: 1 | Max_nodes: 6 | Time: 5.8654e-05s | 0 -> 1|1 -> 0| -Index: 0 | Max_nodes: 6 | Time: 6.5090e-05s | 0 -> 0|1 -> 1| - -........................... -Average time: 6.1872e-05s - -________________________________________________________________________________________________ - -2 permutations have 6 max nodes. -Index: 1 | Active_nodes: 3 | Time: 5.8654e-05s | 0 -> 1|1 -> 0| -Index: 0 | Active_nodes: 3 | Time: 6.5090e-05s | 0 -> 0|1 -> 1| - -........................... -Average time: 6.1872e-05s - -________________________________________________________________________________________________ - -execution time of: 5.8654e-05s: Index: 1 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 1|1 -> 0| - -execution time of: 6.5090e-05s: Index: 0 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 0|1 -> 1| - -________________________________________________________________________________________________ - -Start Simulation of qnn_indep_qiskit_3__________________________________________________ - -.i:...0...1...2 -.1:..u2...|...| p: (2.0000e+00) (-3.1416e+00) -.2:...|..u2...| p: (2.0000e+00) (-3.1416e+00) -.3:...c...x...| -.4:...|...p...| p: (9.1728e+00) -.5:...c...x...| -.6:...|...|..u2 p: (2.0000e+00) (-3.1416e+00) -.7:...c...|...x -.8:...|...|...p p: (9.1728e+00) -.9:...c...|...x -10:..u2...|...| p: (2.0000e+00) (-3.1416e+00) -11:...|...c...x -12:...|...|...p p: (9.1728e+00) -13:...|...c...x -14:...|..u2...| p: (2.0000e+00) (-3.1416e+00) -15:...c...x...| -16:...|...p...| p: (9.1728e+00) -17:...c...x...| -18:...|...|..u2 p: (2.0000e+00) (-3.1416e+00) -19:...c...|...x -20:...|...|...p p: (9.1728e+00) -21:...c...|...x -22:..ry...|...| p: (1.1037e-01) -23:...|...c...x -24:...|...|...p p: (9.1728e+00) -25:...|...c...x -26:...|..ry...| p: (5.1664e-01) -27:...|...|..ry p: (4.8219e-03) -28:...|...c...x -29:...c...x...| -30:..ry...|...| p: (6.5381e-01) -31:...|..ry...| p: (9.3276e-01) -32:...|...|..ry p: (8.7049e-01) -33:============ -34:...0...|...| -35:...|...1...| -36:...|...|...2 -.o:...0...1...2 -Total Permutations: 6 -Min time: 1.3234e-04s................. Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| -Max time: 1.5815e-04s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Min active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Min max nodes: 14 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max max nodes: 14 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -________________________________________________________________________________________________ - -6 permutations have 7 active nodes. -Index: 5 | Max_nodes: 14 | Time: 1.3234e-04s | 0 -> 2|1 -> 1|2 -> 0| -Index: 3 | Max_nodes: 14 | Time: 1.4166e-04s | 0 -> 1|1 -> 2|2 -> 0| -Index: 4 | Max_nodes: 14 | Time: 1.4261e-04s | 0 -> 2|1 -> 0|2 -> 1| -Index: 1 | Max_nodes: 14 | Time: 1.4756e-04s | 0 -> 0|1 -> 2|2 -> 1| -Index: 2 | Max_nodes: 14 | Time: 1.4841e-04s | 0 -> 1|1 -> 0|2 -> 2| -Index: 0 | Max_nodes: 14 | Time: 1.5815e-04s | 0 -> 0|1 -> 1|2 -> 2| - -........................... -Average time: 1.4512e-04s - -________________________________________________________________________________________________ - -6 permutations have 14 max nodes. -Index: 5 | Active_nodes: 7 | Time: 1.3234e-04s | 0 -> 2|1 -> 1|2 -> 0| -Index: 3 | Active_nodes: 7 | Time: 1.4166e-04s | 0 -> 1|1 -> 2|2 -> 0| -Index: 4 | Active_nodes: 7 | Time: 1.4261e-04s | 0 -> 2|1 -> 0|2 -> 1| -Index: 1 | Active_nodes: 7 | Time: 1.4756e-04s | 0 -> 0|1 -> 2|2 -> 1| -Index: 2 | Active_nodes: 7 | Time: 1.4841e-04s | 0 -> 1|1 -> 0|2 -> 2| -Index: 0 | Active_nodes: 7 | Time: 1.5815e-04s | 0 -> 0|1 -> 1|2 -> 2| - -........................... -Average time: 1.4512e-04s - -________________________________________________________________________________________________ - -execution time of: 1.3234e-04s: Index: 5 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 0| - -execution time of: 1.4166e-04s: Index: 3 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 0| - -execution time of: 1.4261e-04s: Index: 4 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 1| - -execution time of: 1.4756e-04s: Index: 1 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 1| - -execution time of: 1.4841e-04s: Index: 2 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 2| - -execution time of: 1.5815e-04s: Index: 0 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 2| - -________________________________________________________________________________________________ - -Start Simulation of qnn_indep_qiskit_4__________________________________________________ - -.i:...0...1...2...3 -.1:..u2...|...|...| p: (2.0000e+00) (-3.1416e+00) -.2:...|..u2...|...| p: (2.0000e+00) (-3.1416e+00) -.3:...c...x...|...| -.4:...|...p...|...| p: (9.1728e+00) -.5:...c...x...|...| -.6:...|...|..u2...| p: (2.0000e+00) (-3.1416e+00) -.7:...c...|...x...| -.8:...|...|...p...| p: (9.1728e+00) -.9:...c...|...x...| -10:...|...c...x...| -11:...|...|...p...| p: (9.1728e+00) -12:...|...c...x...| -13:...|...|...|..u2 p: (2.0000e+00) (-3.1416e+00) -14:...c...|...|...x -15:...|...|...|...p p: (9.1728e+00) -16:...c...|...|...x -17:..u2...|...|...| p: (2.0000e+00) (-3.1416e+00) -18:...|...c...|...x -19:...|...|...|...p p: (9.1728e+00) -20:...|...c...|...x -21:...|..u2...|...| p: (2.0000e+00) (-3.1416e+00) -22:...c...x...|...| -23:...|...p...|...| p: (9.1728e+00) -24:...c...x...|...| -25:...|...|...c...x -26:...|...|...|...p p: (9.1728e+00) -27:...|...|...c...x -28:...|...|..u2...| p: (2.0000e+00) (-3.1416e+00) -29:...c...|...x...| -30:...|...|...p...| p: (9.1728e+00) -31:...c...|...x...| -32:...|...c...x...| -33:...|...|...p...| p: (9.1728e+00) -34:...|...c...x...| -35:...|...|...|..u2 p: (2.0000e+00) (-3.1416e+00) -36:...c...|...|...x -37:...|...|...|...p p: (9.1728e+00) -38:...c...|...|...x -39:..ry...|...|...| p: (8.7684e-01) -40:...|...c...|...x -41:...|...|...|...p p: (9.1728e+00) -42:...|...c...|...x -43:...|..ry...|...| p: (9.2393e-01) -44:...|...|...c...x -45:...|...|...|...p p: (9.1728e+00) -46:...|...|...c...x -47:...|...|..ry...| p: (7.8054e-01) -48:...|...|...|..ry p: (3.1453e-01) -49:...|...|...c...x -50:...|...c...x...| -51:...c...x...|...| -52:..ry...|...|...| p: (9.5855e-01) -53:...|..ry...|...| p: (5.1842e-01) -54:...|...|..ry...| p: (3.0067e-01) -55:...|...|...|..ry p: (3.8866e-01) -56:================ -57:...0...|...|...| -58:...|...1...|...| -59:...|...|...2...| -60:...|...|...|...3 -.o:...0...1...2...3 -Total Permutations: 24 -Min time: 2.8676e-04s................. Permutation 17 : 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -Max time: 3.1249e-04s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Min active nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Min max nodes: 30 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Max active nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Max max nodes: 30 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -________________________________________________________________________________________________ - -24 permutations have 15 active nodes. -Index: 17 | Max_nodes: 30 | Time: 2.8676e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -Index: 21 | Max_nodes: 30 | Time: 2.8880e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| -Index: 23 | Max_nodes: 30 | Time: 2.9195e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -Index: 5 | Max_nodes: 30 | Time: 2.9387e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| -Index: 11 | Max_nodes: 30 | Time: 2.9400e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -Index: 22 | Max_nodes: 30 | Time: 2.9432e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| -Index: 15 | Max_nodes: 30 | Time: 2.9545e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -Index: 19 | Max_nodes: 30 | Time: 2.9605e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| -Index: 20 | Max_nodes: 30 | Time: 2.9965e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -Index: 16 | Max_nodes: 30 | Time: 2.9992e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| -Index: 14 | Max_nodes: 30 | Time: 3.0058e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -Index: 13 | Max_nodes: 30 | Time: 3.0116e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| -Index: 3 | Max_nodes: 30 | Time: 3.0117e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -Index: 10 | Max_nodes: 30 | Time: 3.0234e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| -Index: 18 | Max_nodes: 30 | Time: 3.0330e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| -Index: 1 | Max_nodes: 30 | Time: 3.0417e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -Index: 7 | Max_nodes: 30 | Time: 3.0542e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -Index: 9 | Max_nodes: 30 | Time: 3.0692e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -Index: 2 | Max_nodes: 30 | Time: 3.0781e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -Index: 8 | Max_nodes: 30 | Time: 3.0920e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| -Index: 4 | Max_nodes: 30 | Time: 3.1018e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -Index: 12 | Max_nodes: 30 | Time: 3.1116e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -Index: 6 | Max_nodes: 30 | Time: 3.1154e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -Index: 0 | Max_nodes: 30 | Time: 3.1249e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| - -........................... -Average time: 3.0118e-04s - -________________________________________________________________________________________________ - -24 permutations have 30 max nodes. -Index: 17 | Active_nodes: 15 | Time: 2.8676e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -Index: 21 | Active_nodes: 15 | Time: 2.8880e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| -Index: 23 | Active_nodes: 15 | Time: 2.9195e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -Index: 5 | Active_nodes: 15 | Time: 2.9387e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| -Index: 11 | Active_nodes: 15 | Time: 2.9400e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -Index: 22 | Active_nodes: 15 | Time: 2.9432e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| -Index: 15 | Active_nodes: 15 | Time: 2.9545e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -Index: 19 | Active_nodes: 15 | Time: 2.9605e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| -Index: 20 | Active_nodes: 15 | Time: 2.9965e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -Index: 16 | Active_nodes: 15 | Time: 2.9992e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| -Index: 14 | Active_nodes: 15 | Time: 3.0058e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -Index: 13 | Active_nodes: 15 | Time: 3.0116e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| -Index: 3 | Active_nodes: 15 | Time: 3.0117e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -Index: 10 | Active_nodes: 15 | Time: 3.0234e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| -Index: 18 | Active_nodes: 15 | Time: 3.0330e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| -Index: 1 | Active_nodes: 15 | Time: 3.0417e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -Index: 7 | Active_nodes: 15 | Time: 3.0542e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -Index: 9 | Active_nodes: 15 | Time: 3.0692e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -Index: 2 | Active_nodes: 15 | Time: 3.0781e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -Index: 8 | Active_nodes: 15 | Time: 3.0920e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| -Index: 4 | Active_nodes: 15 | Time: 3.1018e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -Index: 12 | Active_nodes: 15 | Time: 3.1116e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -Index: 6 | Active_nodes: 15 | Time: 3.1154e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -Index: 0 | Active_nodes: 15 | Time: 3.1249e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| - -........................... -Average time: 3.0118e-04s - -________________________________________________________________________________________________ - -execution time of: 2.8676e-04s: Index: 17 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| - -execution time of: 2.8880e-04s: Index: 21 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| - -execution time of: 2.9195e-04s: Index: 23 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| - -execution time of: 2.9387e-04s: Index: 5 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| - -execution time of: 2.9400e-04s: Index: 11 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| - -execution time of: 2.9432e-04s: Index: 22 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| - -execution time of: 2.9545e-04s: Index: 15 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| - -execution time of: 2.9605e-04s: Index: 19 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| - -execution time of: 2.9965e-04s: Index: 20 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| - -execution time of: 2.9992e-04s: Index: 16 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| - -execution time of: 3.0058e-04s: Index: 14 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| - -execution time of: 3.0116e-04s: Index: 13 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| - -execution time of: 3.0117e-04s: Index: 3 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| - -execution time of: 3.0234e-04s: Index: 10 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| - -execution time of: 3.0330e-04s: Index: 18 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| - -execution time of: 3.0417e-04s: Index: 1 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| - -execution time of: 3.0542e-04s: Index: 7 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| - -execution time of: 3.0692e-04s: Index: 9 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| - -execution time of: 3.0781e-04s: Index: 2 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| - -execution time of: 3.0920e-04s: Index: 8 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| - -execution time of: 3.1018e-04s: Index: 4 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| - -execution time of: 3.1116e-04s: Index: 12 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| - -execution time of: 3.1154e-04s: Index: 6 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| - -execution time of: 3.1249e-04s: Index: 0 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| - -________________________________________________________________________________________________ - -Start Simulation of qnn_indep_qiskit_5__________________________________________________ - -.i:...0...1...2...3...4 -.1:..u2...|...|...|...| p: (2.0000e+00) (-3.1416e+00) -.2:...|..u2...|...|...| p: (2.0000e+00) (-3.1416e+00) -.3:...c...x...|...|...| -.4:...|...p...|...|...| p: (9.1728e+00) -.5:...c...x...|...|...| -.6:...|...|..u2...|...| p: (2.0000e+00) (-3.1416e+00) -.7:...c...|...x...|...| -.8:...|...|...p...|...| p: (9.1728e+00) -.9:...c...|...x...|...| -10:...|...c...x...|...| -11:...|...|...p...|...| p: (9.1728e+00) -12:...|...c...x...|...| -13:...|...|...|..u2...| p: (2.0000e+00) (-3.1416e+00) -14:...c...|...|...x...| -15:...|...|...|...p...| p: (9.1728e+00) -16:...c...|...|...x...| -17:...|...c...|...x...| -18:...|...|...|...p...| p: (9.1728e+00) -19:...|...c...|...x...| -20:...|...|...c...x...| -21:...|...|...|...p...| p: (9.1728e+00) -22:...|...|...c...x...| -23:...|...|...|...|..u2 p: (2.0000e+00) (-3.1416e+00) -24:...c...|...|...|...x -25:...|...|...|...|...p p: (9.1728e+00) -26:...c...|...|...|...x -27:..u2...|...|...|...| p: (2.0000e+00) (-3.1416e+00) -28:...|...c...|...|...x -29:...|...|...|...|...p p: (9.1728e+00) -30:...|...c...|...|...x -31:...|..u2...|...|...| p: (2.0000e+00) (-3.1416e+00) -32:...c...x...|...|...| -33:...|...p...|...|...| p: (9.1728e+00) -34:...c...x...|...|...| -35:...|...|...c...|...x -36:...|...|...|...|...p p: (9.1728e+00) -37:...|...|...c...|...x -38:...|...|..u2...|...| p: (2.0000e+00) (-3.1416e+00) -39:...c...|...x...|...| -40:...|...|...p...|...| p: (9.1728e+00) -41:...c...|...x...|...| -42:...|...c...x...|...| -43:...|...|...p...|...| p: (9.1728e+00) -44:...|...c...x...|...| -45:...|...|...|...c...x -46:...|...|...|...|...p p: (9.1728e+00) -47:...|...|...|...c...x -48:...|...|...|..u2...| p: (2.0000e+00) (-3.1416e+00) -49:...c...|...|...x...| -50:...|...|...|...p...| p: (9.1728e+00) -51:...c...|...|...x...| -52:...|...c...|...x...| -53:...|...|...|...p...| p: (9.1728e+00) -54:...|...c...|...x...| -55:...|...|...c...x...| -56:...|...|...|...p...| p: (9.1728e+00) -57:...|...|...c...x...| -58:...|...|...|...|..u2 p: (2.0000e+00) (-3.1416e+00) -59:...c...|...|...|...x -60:...|...|...|...|...p p: (9.1728e+00) -61:...c...|...|...|...x -62:..ry...|...|...|...| p: (9.9960e-01) -63:...|...c...|...|...x -64:...|...|...|...|...p p: (9.1728e+00) -65:...|...c...|...|...x -66:...|..ry...|...|...| p: (6.7199e-01) -67:...|...|...c...|...x -68:...|...|...|...|...p p: (9.1728e+00) -69:...|...|...c...|...x -70:...|...|..ry...|...| p: (6.0799e-01) -71:...|...|...|...c...x -72:...|...|...|...|...p p: (9.1728e+00) -73:...|...|...|...c...x -74:...|...|...|..ry...| p: (8.4199e-01) -75:...|...|...|...|..ry p: (1.5017e-01) -76:...|...|...|...c...x -77:...|...|...c...x...| -78:...|...c...x...|...| -79:...c...x...|...|...| -80:..ry...|...|...|...| p: (2.6976e-01) -81:...|..ry...|...|...| p: (4.3331e-02) -82:...|...|..ry...|...| p: (3.4323e-01) -83:...|...|...|..ry...| p: (1.9498e-01) -84:...|...|...|...|..ry p: (7.5866e-01) -85:==================== -86:...0...|...|...|...| -87:...|...1...|...|...| -88:...|...|...2...|...| -89:...|...|...|...3...| -90:...|...|...|...|...4 -.o:...0...1...2...3...4 -Total Permutations: 120 -Min time: 5.4043e-04s................. Permutation 119: 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -Max time: 6.0081e-04s................. Permutation 107: 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -Min active nodes: 31 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Min max nodes: 62 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Max active nodes: 31 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Max max nodes: 62 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -________________________________________________________________________________________________ - -120 permutations have 31 active nodes. -Index: 119 | Max_nodes: 62 | Time: 5.4043e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -Index: 23 | Max_nodes: 62 | Time: 5.4702e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -Index: 118 | Max_nodes: 62 | Time: 5.4817e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -Index: 95 | Max_nodes: 62 | Time: 5.5006e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -Index: 5 | Max_nodes: 62 | Time: 5.5463e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -Index: 115 | Max_nodes: 62 | Time: 5.5577e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -Index: 21 | Max_nodes: 62 | Time: 5.5602e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -Index: 22 | Max_nodes: 62 | Time: 5.5629e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -Index: 94 | Max_nodes: 62 | Time: 5.5673e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -Index: 117 | Max_nodes: 62 | Time: 5.5851e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -Index: 47 | Max_nodes: 62 | Time: 5.6001e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -Index: 29 | Max_nodes: 62 | Time: 5.6026e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -Index: 112 | Max_nodes: 62 | Time: 5.6037e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -Index: 101 | Max_nodes: 62 | Time: 5.6042e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -Index: 17 | Max_nodes: 62 | Time: 5.6091e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -Index: 71 | Max_nodes: 62 | Time: 5.6100e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -Index: 113 | Max_nodes: 62 | Time: 5.6121e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -Index: 3 | Max_nodes: 62 | Time: 5.6191e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -Index: 110 | Max_nodes: 62 | Time: 5.6215e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -Index: 116 | Max_nodes: 62 | Time: 5.6218e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -Index: 27 | Max_nodes: 62 | Time: 5.6221e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -Index: 93 | Max_nodes: 62 | Time: 5.6326e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -Index: 9 | Max_nodes: 62 | Time: 5.6330e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -Index: 1 | Max_nodes: 62 | Time: 5.6372e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -Index: 19 | Max_nodes: 62 | Time: 5.6404e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -Index: 86 | Max_nodes: 62 | Time: 5.6422e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -Index: 114 | Max_nodes: 62 | Time: 5.6567e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -Index: 15 | Max_nodes: 62 | Time: 5.6580e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -Index: 20 | Max_nodes: 62 | Time: 5.6637e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -Index: 65 | Max_nodes: 62 | Time: 5.6702e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -Index: 109 | Max_nodes: 62 | Time: 5.6706e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -Index: 88 | Max_nodes: 62 | Time: 5.6827e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -Index: 41 | Max_nodes: 62 | Time: 5.6875e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -Index: 99 | Max_nodes: 62 | Time: 5.6897e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -Index: 16 | Max_nodes: 62 | Time: 5.6897e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -Index: 77 | Max_nodes: 62 | Time: 5.6908e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -Index: 14 | Max_nodes: 62 | Time: 5.6948e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -Index: 108 | Max_nodes: 62 | Time: 5.6963e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -Index: 68 | Max_nodes: 62 | Time: 5.6988e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -Index: 35 | Max_nodes: 62 | Time: 5.6994e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -Index: 24 | Max_nodes: 62 | Time: 5.6999e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -Index: 0 | Max_nodes: 62 | Time: 5.7023e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Index: 45 | Max_nodes: 62 | Time: 5.7052e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -Index: 53 | Max_nodes: 62 | Time: 5.7101e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -Index: 64 | Max_nodes: 62 | Time: 5.7117e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -Index: 28 | Max_nodes: 62 | Time: 5.7134e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -Index: 6 | Max_nodes: 62 | Time: 5.7153e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -Index: 90 | Max_nodes: 62 | Time: 5.7154e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -Index: 85 | Max_nodes: 62 | Time: 5.7183e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -Index: 91 | Max_nodes: 62 | Time: 5.7191e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -Index: 46 | Max_nodes: 62 | Time: 5.7197e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -Index: 11 | Max_nodes: 62 | Time: 5.7248e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -Index: 62 | Max_nodes: 62 | Time: 5.7255e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -Index: 75 | Max_nodes: 62 | Time: 5.7292e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -Index: 103 | Max_nodes: 62 | Time: 5.7297e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -Index: 2 | Max_nodes: 62 | Time: 5.7302e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -Index: 70 | Max_nodes: 62 | Time: 5.7343e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -Index: 49 | Max_nodes: 62 | Time: 5.7353e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -Index: 4 | Max_nodes: 62 | Time: 5.7369e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -Index: 13 | Max_nodes: 62 | Time: 5.7400e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -Index: 18 | Max_nodes: 62 | Time: 5.7418e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -Index: 106 | Max_nodes: 62 | Time: 5.7455e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -Index: 100 | Max_nodes: 62 | Time: 5.7458e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -Index: 83 | Max_nodes: 62 | Time: 5.7473e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -Index: 12 | Max_nodes: 62 | Time: 5.7474e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -Index: 92 | Max_nodes: 62 | Time: 5.7477e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -Index: 84 | Max_nodes: 62 | Time: 5.7482e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -Index: 10 | Max_nodes: 62 | Time: 5.7524e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -Index: 43 | Max_nodes: 62 | Time: 5.7554e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -Index: 79 | Max_nodes: 62 | Time: 5.7579e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -Index: 111 | Max_nodes: 62 | Time: 5.7593e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -Index: 63 | Max_nodes: 62 | Time: 5.7628e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -Index: 55 | Max_nodes: 62 | Time: 5.7653e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -Index: 33 | Max_nodes: 62 | Time: 5.7666e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -Index: 66 | Max_nodes: 62 | Time: 5.7695e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -Index: 59 | Max_nodes: 62 | Time: 5.7707e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -Index: 31 | Max_nodes: 62 | Time: 5.7754e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -Index: 54 | Max_nodes: 62 | Time: 5.7755e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -Index: 104 | Max_nodes: 62 | Time: 5.7756e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -Index: 37 | Max_nodes: 62 | Time: 5.7761e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -Index: 8 | Max_nodes: 62 | Time: 5.7811e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -Index: 60 | Max_nodes: 62 | Time: 5.7921e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -Index: 40 | Max_nodes: 62 | Time: 5.7930e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -Index: 48 | Max_nodes: 62 | Time: 5.7951e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -Index: 38 | Max_nodes: 62 | Time: 5.7961e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -Index: 73 | Max_nodes: 62 | Time: 5.7973e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -Index: 98 | Max_nodes: 62 | Time: 5.8014e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -Index: 81 | Max_nodes: 62 | Time: 5.8025e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -Index: 76 | Max_nodes: 62 | Time: 5.8034e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -Index: 26 | Max_nodes: 62 | Time: 5.8053e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -Index: 102 | Max_nodes: 62 | Time: 5.8138e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -Index: 25 | Max_nodes: 62 | Time: 5.8155e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -Index: 42 | Max_nodes: 62 | Time: 5.8175e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -Index: 89 | Max_nodes: 62 | Time: 5.8184e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -Index: 44 | Max_nodes: 62 | Time: 5.8192e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -Index: 30 | Max_nodes: 62 | Time: 5.8225e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -Index: 105 | Max_nodes: 62 | Time: 5.8298e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -Index: 78 | Max_nodes: 62 | Time: 5.8333e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -Index: 72 | Max_nodes: 62 | Time: 5.8338e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -Index: 96 | Max_nodes: 62 | Time: 5.8360e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -Index: 39 | Max_nodes: 62 | Time: 5.8411e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -Index: 32 | Max_nodes: 62 | Time: 5.8470e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -Index: 58 | Max_nodes: 62 | Time: 5.8478e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -Index: 97 | Max_nodes: 62 | Time: 5.8480e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -Index: 52 | Max_nodes: 62 | Time: 5.8492e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -Index: 82 | Max_nodes: 62 | Time: 5.8507e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -Index: 34 | Max_nodes: 62 | Time: 5.8515e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -Index: 67 | Max_nodes: 62 | Time: 5.8551e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -Index: 7 | Max_nodes: 62 | Time: 5.8799e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -Index: 61 | Max_nodes: 62 | Time: 5.8822e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -Index: 56 | Max_nodes: 62 | Time: 5.8929e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -Index: 69 | Max_nodes: 62 | Time: 5.8952e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -Index: 87 | Max_nodes: 62 | Time: 5.8968e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -Index: 50 | Max_nodes: 62 | Time: 5.9215e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -Index: 36 | Max_nodes: 62 | Time: 5.9310e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -Index: 74 | Max_nodes: 62 | Time: 5.9638e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -Index: 51 | Max_nodes: 62 | Time: 5.9638e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -Index: 57 | Max_nodes: 62 | Time: 5.9662e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -Index: 80 | Max_nodes: 62 | Time: 5.9718e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -Index: 107 | Max_nodes: 62 | Time: 6.0081e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| - -........................... -Average time: 5.7372e-04s - -________________________________________________________________________________________________ - -120 permutations have 62 max nodes. -Index: 119 | Active_nodes: 31 | Time: 5.4043e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -Index: 23 | Active_nodes: 31 | Time: 5.4702e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -Index: 118 | Active_nodes: 31 | Time: 5.4817e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -Index: 95 | Active_nodes: 31 | Time: 5.5006e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -Index: 5 | Active_nodes: 31 | Time: 5.5463e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -Index: 115 | Active_nodes: 31 | Time: 5.5577e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -Index: 21 | Active_nodes: 31 | Time: 5.5602e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -Index: 22 | Active_nodes: 31 | Time: 5.5629e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -Index: 94 | Active_nodes: 31 | Time: 5.5673e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -Index: 117 | Active_nodes: 31 | Time: 5.5851e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -Index: 47 | Active_nodes: 31 | Time: 5.6001e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -Index: 29 | Active_nodes: 31 | Time: 5.6026e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -Index: 112 | Active_nodes: 31 | Time: 5.6037e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -Index: 101 | Active_nodes: 31 | Time: 5.6042e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -Index: 17 | Active_nodes: 31 | Time: 5.6091e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -Index: 71 | Active_nodes: 31 | Time: 5.6100e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -Index: 113 | Active_nodes: 31 | Time: 5.6121e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -Index: 3 | Active_nodes: 31 | Time: 5.6191e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -Index: 110 | Active_nodes: 31 | Time: 5.6215e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -Index: 116 | Active_nodes: 31 | Time: 5.6218e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -Index: 27 | Active_nodes: 31 | Time: 5.6221e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -Index: 93 | Active_nodes: 31 | Time: 5.6326e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -Index: 9 | Active_nodes: 31 | Time: 5.6330e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -Index: 1 | Active_nodes: 31 | Time: 5.6372e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -Index: 19 | Active_nodes: 31 | Time: 5.6404e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -Index: 86 | Active_nodes: 31 | Time: 5.6422e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -Index: 114 | Active_nodes: 31 | Time: 5.6567e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -Index: 15 | Active_nodes: 31 | Time: 5.6580e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -Index: 20 | Active_nodes: 31 | Time: 5.6637e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -Index: 65 | Active_nodes: 31 | Time: 5.6702e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -Index: 109 | Active_nodes: 31 | Time: 5.6706e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -Index: 88 | Active_nodes: 31 | Time: 5.6827e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -Index: 41 | Active_nodes: 31 | Time: 5.6875e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -Index: 99 | Active_nodes: 31 | Time: 5.6897e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -Index: 16 | Active_nodes: 31 | Time: 5.6897e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -Index: 77 | Active_nodes: 31 | Time: 5.6908e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -Index: 14 | Active_nodes: 31 | Time: 5.6948e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -Index: 108 | Active_nodes: 31 | Time: 5.6963e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -Index: 68 | Active_nodes: 31 | Time: 5.6988e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -Index: 35 | Active_nodes: 31 | Time: 5.6994e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -Index: 24 | Active_nodes: 31 | Time: 5.6999e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -Index: 0 | Active_nodes: 31 | Time: 5.7023e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Index: 45 | Active_nodes: 31 | Time: 5.7052e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -Index: 53 | Active_nodes: 31 | Time: 5.7101e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -Index: 64 | Active_nodes: 31 | Time: 5.7117e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -Index: 28 | Active_nodes: 31 | Time: 5.7134e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -Index: 6 | Active_nodes: 31 | Time: 5.7153e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -Index: 90 | Active_nodes: 31 | Time: 5.7154e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -Index: 85 | Active_nodes: 31 | Time: 5.7183e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -Index: 91 | Active_nodes: 31 | Time: 5.7191e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -Index: 46 | Active_nodes: 31 | Time: 5.7197e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -Index: 11 | Active_nodes: 31 | Time: 5.7248e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -Index: 62 | Active_nodes: 31 | Time: 5.7255e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -Index: 75 | Active_nodes: 31 | Time: 5.7292e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -Index: 103 | Active_nodes: 31 | Time: 5.7297e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -Index: 2 | Active_nodes: 31 | Time: 5.7302e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -Index: 70 | Active_nodes: 31 | Time: 5.7343e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -Index: 49 | Active_nodes: 31 | Time: 5.7353e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -Index: 4 | Active_nodes: 31 | Time: 5.7369e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -Index: 13 | Active_nodes: 31 | Time: 5.7400e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -Index: 18 | Active_nodes: 31 | Time: 5.7418e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -Index: 106 | Active_nodes: 31 | Time: 5.7455e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -Index: 100 | Active_nodes: 31 | Time: 5.7458e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -Index: 83 | Active_nodes: 31 | Time: 5.7473e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -Index: 12 | Active_nodes: 31 | Time: 5.7474e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -Index: 92 | Active_nodes: 31 | Time: 5.7477e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -Index: 84 | Active_nodes: 31 | Time: 5.7482e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -Index: 10 | Active_nodes: 31 | Time: 5.7524e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -Index: 43 | Active_nodes: 31 | Time: 5.7554e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -Index: 79 | Active_nodes: 31 | Time: 5.7579e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -Index: 111 | Active_nodes: 31 | Time: 5.7593e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -Index: 63 | Active_nodes: 31 | Time: 5.7628e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -Index: 55 | Active_nodes: 31 | Time: 5.7653e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -Index: 33 | Active_nodes: 31 | Time: 5.7666e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -Index: 66 | Active_nodes: 31 | Time: 5.7695e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -Index: 59 | Active_nodes: 31 | Time: 5.7707e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -Index: 31 | Active_nodes: 31 | Time: 5.7754e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -Index: 54 | Active_nodes: 31 | Time: 5.7755e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -Index: 104 | Active_nodes: 31 | Time: 5.7756e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -Index: 37 | Active_nodes: 31 | Time: 5.7761e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -Index: 8 | Active_nodes: 31 | Time: 5.7811e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -Index: 60 | Active_nodes: 31 | Time: 5.7921e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -Index: 40 | Active_nodes: 31 | Time: 5.7930e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -Index: 48 | Active_nodes: 31 | Time: 5.7951e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -Index: 38 | Active_nodes: 31 | Time: 5.7961e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -Index: 73 | Active_nodes: 31 | Time: 5.7973e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -Index: 98 | Active_nodes: 31 | Time: 5.8014e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -Index: 81 | Active_nodes: 31 | Time: 5.8025e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -Index: 76 | Active_nodes: 31 | Time: 5.8034e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -Index: 26 | Active_nodes: 31 | Time: 5.8053e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -Index: 102 | Active_nodes: 31 | Time: 5.8138e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -Index: 25 | Active_nodes: 31 | Time: 5.8155e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -Index: 42 | Active_nodes: 31 | Time: 5.8175e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -Index: 89 | Active_nodes: 31 | Time: 5.8184e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -Index: 44 | Active_nodes: 31 | Time: 5.8192e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -Index: 30 | Active_nodes: 31 | Time: 5.8225e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -Index: 105 | Active_nodes: 31 | Time: 5.8298e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -Index: 78 | Active_nodes: 31 | Time: 5.8333e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -Index: 72 | Active_nodes: 31 | Time: 5.8338e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -Index: 96 | Active_nodes: 31 | Time: 5.8360e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -Index: 39 | Active_nodes: 31 | Time: 5.8411e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -Index: 32 | Active_nodes: 31 | Time: 5.8470e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -Index: 58 | Active_nodes: 31 | Time: 5.8478e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -Index: 97 | Active_nodes: 31 | Time: 5.8480e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -Index: 52 | Active_nodes: 31 | Time: 5.8492e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -Index: 82 | Active_nodes: 31 | Time: 5.8507e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -Index: 34 | Active_nodes: 31 | Time: 5.8515e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -Index: 67 | Active_nodes: 31 | Time: 5.8551e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -Index: 7 | Active_nodes: 31 | Time: 5.8799e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -Index: 61 | Active_nodes: 31 | Time: 5.8822e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -Index: 56 | Active_nodes: 31 | Time: 5.8929e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -Index: 69 | Active_nodes: 31 | Time: 5.8952e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -Index: 87 | Active_nodes: 31 | Time: 5.8968e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -Index: 50 | Active_nodes: 31 | Time: 5.9215e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -Index: 36 | Active_nodes: 31 | Time: 5.9310e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -Index: 74 | Active_nodes: 31 | Time: 5.9638e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -Index: 51 | Active_nodes: 31 | Time: 5.9638e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -Index: 57 | Active_nodes: 31 | Time: 5.9662e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -Index: 80 | Active_nodes: 31 | Time: 5.9718e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -Index: 107 | Active_nodes: 31 | Time: 6.0081e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| - -........................... -Average time: 5.7372e-04s - -________________________________________________________________________________________________ - -execution time of: 5.4043e-04s: Index: 119 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| - -execution time of: 5.4702e-04s: Index: 23 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| - -execution time of: 5.4817e-04s: Index: 118 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| - -execution time of: 5.5006e-04s: Index: 95 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| - -execution time of: 5.5463e-04s: Index: 5 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| - -execution time of: 5.5577e-04s: Index: 115 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| - -execution time of: 5.5602e-04s: Index: 21 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| - -execution time of: 5.5629e-04s: Index: 22 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| - -execution time of: 5.5673e-04s: Index: 94 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| - -execution time of: 5.5851e-04s: Index: 117 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| - -execution time of: 5.6001e-04s: Index: 47 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| - -execution time of: 5.6026e-04s: Index: 29 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| - -execution time of: 5.6037e-04s: Index: 112 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| - -execution time of: 5.6042e-04s: Index: 101 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| - -execution time of: 5.6091e-04s: Index: 17 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| - -execution time of: 5.6100e-04s: Index: 71 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| - -execution time of: 5.6121e-04s: Index: 113 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| - -execution time of: 5.6191e-04s: Index: 3 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| - -execution time of: 5.6215e-04s: Index: 110 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| - -execution time of: 5.6218e-04s: Index: 116 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| - -execution time of: 5.6221e-04s: Index: 27 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| - -execution time of: 5.6326e-04s: Index: 93 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| - -execution time of: 5.6330e-04s: Index: 9 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| - -execution time of: 5.6372e-04s: Index: 1 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| - -execution time of: 5.6404e-04s: Index: 19 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| - -execution time of: 5.6422e-04s: Index: 86 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| - -execution time of: 5.6567e-04s: Index: 114 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| - -execution time of: 5.6580e-04s: Index: 15 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| - -execution time of: 5.6637e-04s: Index: 20 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| - -execution time of: 5.6702e-04s: Index: 65 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| - -execution time of: 5.6706e-04s: Index: 109 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| - -execution time of: 5.6827e-04s: Index: 88 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| - -execution time of: 5.6875e-04s: Index: 41 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| - -execution time of: 5.6897e-04s: Index: 99 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| - -execution time of: 5.6897e-04s: Index: 16 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| - -execution time of: 5.6908e-04s: Index: 77 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| - -execution time of: 5.6948e-04s: Index: 14 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| - -execution time of: 5.6963e-04s: Index: 108 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| - -execution time of: 5.6988e-04s: Index: 68 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| - -execution time of: 5.6994e-04s: Index: 35 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| - -execution time of: 5.6999e-04s: Index: 24 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| - -execution time of: 5.7023e-04s: Index: 0 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| - -execution time of: 5.7052e-04s: Index: 45 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| - -execution time of: 5.7101e-04s: Index: 53 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| - -execution time of: 5.7117e-04s: Index: 64 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| - -execution time of: 5.7134e-04s: Index: 28 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| - -execution time of: 5.7153e-04s: Index: 6 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| - -execution time of: 5.7154e-04s: Index: 90 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| - -execution time of: 5.7183e-04s: Index: 85 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| - -execution time of: 5.7191e-04s: Index: 91 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| - -execution time of: 5.7197e-04s: Index: 46 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| - -execution time of: 5.7248e-04s: Index: 11 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| - -execution time of: 5.7255e-04s: Index: 62 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| - -execution time of: 5.7292e-04s: Index: 75 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| - -execution time of: 5.7297e-04s: Index: 103 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| - -execution time of: 5.7302e-04s: Index: 2 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| - -execution time of: 5.7343e-04s: Index: 70 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| - -execution time of: 5.7353e-04s: Index: 49 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| - -execution time of: 5.7369e-04s: Index: 4 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| - -execution time of: 5.7400e-04s: Index: 13 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| - -execution time of: 5.7418e-04s: Index: 18 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| - -execution time of: 5.7455e-04s: Index: 106 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| - -execution time of: 5.7458e-04s: Index: 100 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| - -execution time of: 5.7473e-04s: Index: 83 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| - -execution time of: 5.7474e-04s: Index: 12 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| - -execution time of: 5.7477e-04s: Index: 92 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| - -execution time of: 5.7482e-04s: Index: 84 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| - -execution time of: 5.7524e-04s: Index: 10 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| - -execution time of: 5.7554e-04s: Index: 43 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| - -execution time of: 5.7579e-04s: Index: 79 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| - -execution time of: 5.7593e-04s: Index: 111 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| - -execution time of: 5.7628e-04s: Index: 63 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| - -execution time of: 5.7653e-04s: Index: 55 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| - -execution time of: 5.7666e-04s: Index: 33 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| - -execution time of: 5.7695e-04s: Index: 66 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| - -execution time of: 5.7707e-04s: Index: 59 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| - -execution time of: 5.7754e-04s: Index: 31 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| - -execution time of: 5.7755e-04s: Index: 54 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| - -execution time of: 5.7756e-04s: Index: 104 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| - -execution time of: 5.7761e-04s: Index: 37 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| - -execution time of: 5.7811e-04s: Index: 8 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| - -execution time of: 5.7921e-04s: Index: 60 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| - -execution time of: 5.7930e-04s: Index: 40 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| - -execution time of: 5.7951e-04s: Index: 48 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| - -execution time of: 5.7961e-04s: Index: 38 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| - -execution time of: 5.7973e-04s: Index: 73 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| - -execution time of: 5.8014e-04s: Index: 98 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| - -execution time of: 5.8025e-04s: Index: 81 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| - -execution time of: 5.8034e-04s: Index: 76 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| - -execution time of: 5.8053e-04s: Index: 26 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| - -execution time of: 5.8138e-04s: Index: 102 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| - -execution time of: 5.8155e-04s: Index: 25 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| - -execution time of: 5.8175e-04s: Index: 42 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| - -execution time of: 5.8184e-04s: Index: 89 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| - -execution time of: 5.8192e-04s: Index: 44 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| - -execution time of: 5.8225e-04s: Index: 30 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| - -execution time of: 5.8298e-04s: Index: 105 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| - -execution time of: 5.8333e-04s: Index: 78 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| - -execution time of: 5.8338e-04s: Index: 72 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| - -execution time of: 5.8360e-04s: Index: 96 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| - -execution time of: 5.8411e-04s: Index: 39 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| - -execution time of: 5.8470e-04s: Index: 32 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| - -execution time of: 5.8478e-04s: Index: 58 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| - -execution time of: 5.8480e-04s: Index: 97 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| - -execution time of: 5.8492e-04s: Index: 52 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| - -execution time of: 5.8507e-04s: Index: 82 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| - -execution time of: 5.8515e-04s: Index: 34 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| - -execution time of: 5.8551e-04s: Index: 67 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| - -execution time of: 5.8799e-04s: Index: 7 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| - -execution time of: 5.8822e-04s: Index: 61 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| - -execution time of: 5.8929e-04s: Index: 56 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| - -execution time of: 5.8952e-04s: Index: 69 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| - -execution time of: 5.8968e-04s: Index: 87 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| - -execution time of: 5.9215e-04s: Index: 50 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| - -execution time of: 5.9310e-04s: Index: 36 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| - -execution time of: 5.9638e-04s: Index: 74 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| - -execution time of: 5.9638e-04s: Index: 51 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| - -execution time of: 5.9662e-04s: Index: 57 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| - -execution time of: 5.9718e-04s: Index: 80 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| - -execution time of: 6.0081e-04s: Index: 107 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| - -________________________________________________________________________________________________ - -Start Simulation of qnn_indep_qiskit_6__________________________________________________ - -..i:...0...1...2...3...4...5 -..1:..u2...|...|...|...|...| p: (2.0000e+00) (-3.1416e+00) -..2:...|..u2...|...|...|...| p: (2.0000e+00) (-3.1416e+00) -..3:...c...x...|...|...|...| -..4:...|...p...|...|...|...| p: (9.1728e+00) -..5:...c...x...|...|...|...| -..6:...|...|..u2...|...|...| p: (2.0000e+00) (-3.1416e+00) -..7:...c...|...x...|...|...| -..8:...|...|...p...|...|...| p: (9.1728e+00) -..9:...c...|...x...|...|...| -.10:...|...c...x...|...|...| -.11:...|...|...p...|...|...| p: (9.1728e+00) -.12:...|...c...x...|...|...| -.13:...|...|...|..u2...|...| p: (2.0000e+00) (-3.1416e+00) -.14:...c...|...|...x...|...| -.15:...|...|...|...p...|...| p: (9.1728e+00) -.16:...c...|...|...x...|...| -.17:...|...c...|...x...|...| -.18:...|...|...|...p...|...| p: (9.1728e+00) -.19:...|...c...|...x...|...| -.20:...|...|...c...x...|...| -.21:...|...|...|...p...|...| p: (9.1728e+00) -.22:...|...|...c...x...|...| -.23:...|...|...|...|..u2...| p: (2.0000e+00) (-3.1416e+00) -.24:...c...|...|...|...x...| -.25:...|...|...|...|...p...| p: (9.1728e+00) -.26:...c...|...|...|...x...| -.27:...|...c...|...|...x...| -.28:...|...|...|...|...p...| p: (9.1728e+00) -.29:...|...c...|...|...x...| -.30:...|...|...c...|...x...| -.31:...|...|...|...|...p...| p: (9.1728e+00) -.32:...|...|...c...|...x...| -.33:...|...|...|...c...x...| -.34:...|...|...|...|...p...| p: (9.1728e+00) -.35:...|...|...|...c...x...| -.36:...|...|...|...|...|..u2 p: (2.0000e+00) (-3.1416e+00) -.37:...c...|...|...|...|...x -.38:...|...|...|...|...|...p p: (9.1728e+00) -.39:...c...|...|...|...|...x -.40:..u2...|...|...|...|...| p: (2.0000e+00) (-3.1416e+00) -.41:...|...c...|...|...|...x -.42:...|...|...|...|...|...p p: (9.1728e+00) -.43:...|...c...|...|...|...x -.44:...|..u2...|...|...|...| p: (2.0000e+00) (-3.1416e+00) -.45:...c...x...|...|...|...| -.46:...|...p...|...|...|...| p: (9.1728e+00) -.47:...c...x...|...|...|...| -.48:...|...|...c...|...|...x -.49:...|...|...|...|...|...p p: (9.1728e+00) -.50:...|...|...c...|...|...x -.51:...|...|..u2...|...|...| p: (2.0000e+00) (-3.1416e+00) -.52:...c...|...x...|...|...| -.53:...|...|...p...|...|...| p: (9.1728e+00) -.54:...c...|...x...|...|...| -.55:...|...c...x...|...|...| -.56:...|...|...p...|...|...| p: (9.1728e+00) -.57:...|...c...x...|...|...| -.58:...|...|...|...c...|...x -.59:...|...|...|...|...|...p p: (9.1728e+00) -.60:...|...|...|...c...|...x -.61:...|...|...|..u2...|...| p: (2.0000e+00) (-3.1416e+00) -.62:...c...|...|...x...|...| -.63:...|...|...|...p...|...| p: (9.1728e+00) -.64:...c...|...|...x...|...| -.65:...|...c...|...x...|...| -.66:...|...|...|...p...|...| p: (9.1728e+00) -.67:...|...c...|...x...|...| -.68:...|...|...c...x...|...| -.69:...|...|...|...p...|...| p: (9.1728e+00) -.70:...|...|...c...x...|...| -.71:...|...|...|...|...c...x -.72:...|...|...|...|...|...p p: (9.1728e+00) -.73:...|...|...|...|...c...x -.74:...|...|...|...|..u2...| p: (2.0000e+00) (-3.1416e+00) -.75:...c...|...|...|...x...| -.76:...|...|...|...|...p...| p: (9.1728e+00) -.77:...c...|...|...|...x...| -.78:...|...c...|...|...x...| -.79:...|...|...|...|...p...| p: (9.1728e+00) -.80:...|...c...|...|...x...| -.81:...|...|...c...|...x...| -.82:...|...|...|...|...p...| p: (9.1728e+00) -.83:...|...|...c...|...x...| -.84:...|...|...|...c...x...| -.85:...|...|...|...|...p...| p: (9.1728e+00) -.86:...|...|...|...c...x...| -.87:...|...|...|...|...|..u2 p: (2.0000e+00) (-3.1416e+00) -.88:...c...|...|...|...|...x -.89:...|...|...|...|...|...p p: (9.1728e+00) -.90:...c...|...|...|...|...x -.91:..ry...|...|...|...|...| p: (9.0814e-01) -.92:...|...c...|...|...|...x -.93:...|...|...|...|...|...p p: (9.1728e+00) -.94:...|...c...|...|...|...x -.95:...|..ry...|...|...|...| p: (3.0023e-02) -.96:...|...|...c...|...|...x -.97:...|...|...|...|...|...p p: (9.1728e+00) -.98:...|...|...c...|...|...x -.99:...|...|..ry...|...|...| p: (2.8972e-02) -100:...|...|...|...c...|...x -101:...|...|...|...|...|...p p: (9.1728e+00) -102:...|...|...|...c...|...x -103:...|...|...|..ry...|...| p: (8.6059e-01) -104:...|...|...|...|...c...x -105:...|...|...|...|...|...p p: (9.1728e+00) -106:...|...|...|...|...c...x -107:...|...|...|...|..ry...| p: (5.1293e-01) -108:...|...|...|...|...|..ry p: (2.6028e-03) -109:...|...|...|...|...c...x -110:...|...|...|...c...x...| -111:...|...|...c...x...|...| -112:...|...c...x...|...|...| -113:...c...x...|...|...|...| -114:..ry...|...|...|...|...| p: (5.4490e-01) -115:...|..ry...|...|...|...| p: (4.4575e-01) -116:...|...|..ry...|...|...| p: (2.6016e-01) -117:...|...|...|..ry...|...| p: (6.5620e-02) -118:...|...|...|...|..ry...| p: (1.4424e-01) -119:...|...|...|...|...|..ry p: (5.1595e-01) -120:======================== -121:...0...|...|...|...|...| -122:...|...1...|...|...|...| -123:...|...|...2...|...|...| -124:...|...|...|...3...|...| -125:...|...|...|...|...4...| -126:...|...|...|...|...|...5 -..o:...0...1...2...3...4...5 -Total Permutations: 720 -Min time: 9.6893e-04s................. Permutation 23 : 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Max time: 1.2468e-03s................. Permutation 213: 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Min active nodes: 63 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Min max nodes: 126 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Max active nodes: 63 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Max max nodes: 126 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -________________________________________________________________________________________________ - -720 permutations have 63 active nodes. -Index: 23 | Max_nodes: 126 | Time: 9.6893e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 17 | Max_nodes: 126 | Time: 9.7423e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 21 | Max_nodes: 126 | Time: 9.7810e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 11 | Max_nodes: 126 | Time: 9.7899e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 5 | Max_nodes: 126 | Time: 9.7953e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 3 | Max_nodes: 126 | Time: 9.8024e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 119 | Max_nodes: 126 | Time: 9.8366e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 9 | Max_nodes: 126 | Time: 9.8466e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 0 | Max_nodes: 126 | Time: 9.8543e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 125 | Max_nodes: 126 | Time: 9.8544e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 71 | Max_nodes: 126 | Time: 9.8554e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 95 | Max_nodes: 126 | Time: 9.8580e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 1 | Max_nodes: 126 | Time: 9.8621e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 4 | Max_nodes: 126 | Time: 9.8680e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 15 | Max_nodes: 126 | Time: 9.8816e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 113 | Max_nodes: 126 | Time: 9.9050e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 141 | Max_nodes: 126 | Time: 9.9104e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 117 | Max_nodes: 126 | Time: 9.9258e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 129 | Max_nodes: 126 | Time: 9.9318e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 41 | Max_nodes: 126 | Time: 9.9336e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 65 | Max_nodes: 126 | Time: 9.9472e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 6 | Max_nodes: 126 | Time: 9.9494e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 7 | Max_nodes: 126 | Time: 9.9614e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 93 | Max_nodes: 126 | Time: 9.9636e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 35 | Max_nodes: 126 | Time: 9.9720e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 143 | Max_nodes: 126 | Time: 9.9727e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 29 | Max_nodes: 126 | Time: 9.9780e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 10 | Max_nodes: 126 | Time: 9.9859e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 135 | Max_nodes: 126 | Time: 9.9916e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 123 | Max_nodes: 126 | Time: 9.9948e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 19 | Max_nodes: 126 | Time: 9.9963e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 16 | Max_nodes: 126 | Time: 1.0005e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 121 | Max_nodes: 126 | Time: 1.0011e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 122 | Max_nodes: 126 | Time: 1.0021e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 13 | Max_nodes: 126 | Time: 1.0024e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 47 | Max_nodes: 126 | Time: 1.0032e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 137 | Max_nodes: 126 | Time: 1.0036e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 18 | Max_nodes: 126 | Time: 1.0037e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 59 | Max_nodes: 126 | Time: 1.0047e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 112 | Max_nodes: 126 | Time: 1.0050e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 20 | Max_nodes: 126 | Time: 1.0051e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 27 | Max_nodes: 126 | Time: 1.0056e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 115 | Max_nodes: 126 | Time: 1.0056e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 57 | Max_nodes: 126 | Time: 1.0059e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 2 | Max_nodes: 126 | Time: 1.0061e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 120 | Max_nodes: 126 | Time: 1.0064e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 24 | Max_nodes: 126 | Time: 1.0066e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 33 | Max_nodes: 126 | Time: 1.0081e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 53 | Max_nodes: 126 | Time: 1.0084e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 118 | Max_nodes: 126 | Time: 1.0086e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 142 | Max_nodes: 126 | Time: 1.0088e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 149 | Max_nodes: 126 | Time: 1.0094e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 88 | Max_nodes: 126 | Time: 1.0094e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 133 | Max_nodes: 126 | Time: 1.0097e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 139 | Max_nodes: 126 | Time: 1.0101e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 8 | Max_nodes: 126 | Time: 1.0103e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 101 | Max_nodes: 126 | Time: 1.0104e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 114 | Max_nodes: 126 | Time: 1.0112e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 111 | Max_nodes: 126 | Time: 1.0113e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 91 | Max_nodes: 126 | Time: 1.0114e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 109 | Max_nodes: 126 | Time: 1.0123e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 130 | Max_nodes: 126 | Time: 1.0124e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 131 | Max_nodes: 126 | Time: 1.0125e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 85 | Max_nodes: 126 | Time: 1.0126e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 116 | Max_nodes: 126 | Time: 1.0126e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 39 | Max_nodes: 126 | Time: 1.0128e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 99 | Max_nodes: 126 | Time: 1.0142e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 124 | Max_nodes: 126 | Time: 1.0144e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 14 | Max_nodes: 126 | Time: 1.0145e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 49 | Max_nodes: 126 | Time: 1.0153e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 69 | Max_nodes: 126 | Time: 1.0154e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 126 | Max_nodes: 126 | Time: 1.0160e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 31 | Max_nodes: 126 | Time: 1.0160e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 26 | Max_nodes: 126 | Time: 1.0161e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 51 | Max_nodes: 126 | Time: 1.0162e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 145 | Max_nodes: 126 | Time: 1.0167e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 89 | Max_nodes: 126 | Time: 1.0171e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 28 | Max_nodes: 126 | Time: 1.0171e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 30 | Max_nodes: 126 | Time: 1.0173e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 263 | Max_nodes: 126 | Time: 1.0174e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 134 | Max_nodes: 126 | Time: 1.0181e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 70 | Max_nodes: 126 | Time: 1.0183e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 54 | Max_nodes: 126 | Time: 1.0185e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 132 | Max_nodes: 126 | Time: 1.0188e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 55 | Max_nodes: 126 | Time: 1.0188e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 61 | Max_nodes: 126 | Time: 1.0196e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 718 | Max_nodes: 126 | Time: 1.0201e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 73 | Max_nodes: 126 | Time: 1.0206e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 138 | Max_nodes: 126 | Time: 1.0210e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 257 | Max_nodes: 126 | Time: 1.0217e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 72 | Max_nodes: 126 | Time: 1.0218e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 107 | Max_nodes: 126 | Time: 1.0219e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 140 | Max_nodes: 126 | Time: 1.0220e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 716 | Max_nodes: 126 | Time: 1.0221e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 147 | Max_nodes: 126 | Time: 1.0226e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 25 | Max_nodes: 126 | Time: 1.0228e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 108 | Max_nodes: 126 | Time: 1.0228e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 94 | Max_nodes: 126 | Time: 1.0229e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 43 | Max_nodes: 126 | Time: 1.0243e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 76 | Max_nodes: 126 | Time: 1.0244e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 712 | Max_nodes: 126 | Time: 1.0245e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 249 | Max_nodes: 126 | Time: 1.0246e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 128 | Max_nodes: 126 | Time: 1.0247e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 251 | Max_nodes: 126 | Time: 1.0249e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 60 | Max_nodes: 126 | Time: 1.0249e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 695 | Max_nodes: 126 | Time: 1.0251e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 90 | Max_nodes: 126 | Time: 1.0255e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 44 | Max_nodes: 126 | Time: 1.0256e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 92 | Max_nodes: 126 | Time: 1.0261e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 144 | Max_nodes: 126 | Time: 1.0262e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 52 | Max_nodes: 126 | Time: 1.0263e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 36 | Max_nodes: 126 | Time: 1.0264e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 77 | Max_nodes: 126 | Time: 1.0266e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 106 | Max_nodes: 126 | Time: 1.0269e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 66 | Max_nodes: 126 | Time: 1.0270e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 110 | Max_nodes: 126 | Time: 1.0272e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 100 | Max_nodes: 126 | Time: 1.0276e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 719 | Max_nodes: 126 | Time: 1.0276e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 127 | Max_nodes: 126 | Time: 1.0278e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 245 | Max_nodes: 126 | Time: 1.0279e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 32 | Max_nodes: 126 | Time: 1.0285e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 98 | Max_nodes: 126 | Time: 1.0287e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 48 | Max_nodes: 126 | Time: 1.0293e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 78 | Max_nodes: 126 | Time: 1.0296e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 102 | Max_nodes: 126 | Time: 1.0299e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 64 | Max_nodes: 126 | Time: 1.0299e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 84 | Max_nodes: 126 | Time: 1.0301e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 38 | Max_nodes: 126 | Time: 1.0307e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 598 | Max_nodes: 126 | Time: 1.0307e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 241 | Max_nodes: 126 | Time: 1.0312e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 22 | Max_nodes: 126 | Time: 1.0313e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 12 | Max_nodes: 126 | Time: 1.0320e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 97 | Max_nodes: 126 | Time: 1.0324e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 715 | Max_nodes: 126 | Time: 1.0325e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 383 | Max_nodes: 126 | Time: 1.0327e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 103 | Max_nodes: 126 | Time: 1.0328e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 599 | Max_nodes: 126 | Time: 1.0328e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 267 | Max_nodes: 126 | Time: 1.0328e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 261 | Max_nodes: 126 | Time: 1.0332e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 268 | Max_nodes: 126 | Time: 1.0334e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 264 | Max_nodes: 126 | Time: 1.0336e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 75 | Max_nodes: 126 | Time: 1.0336e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 389 | Max_nodes: 126 | Time: 1.0338e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 87 | Max_nodes: 126 | Time: 1.0339e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 501 | Max_nodes: 126 | Time: 1.0341e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 235 | Max_nodes: 126 | Time: 1.0343e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 617 | Max_nodes: 126 | Time: 1.0344e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 497 | Max_nodes: 126 | Time: 1.0346e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 56 | Max_nodes: 126 | Time: 1.0349e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 265 | Max_nodes: 126 | Time: 1.0351e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 581 | Max_nodes: 126 | Time: 1.0353e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 42 | Max_nodes: 126 | Time: 1.0355e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 717 | Max_nodes: 126 | Time: 1.0359e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 592 | Max_nodes: 126 | Time: 1.0360e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 479 | Max_nodes: 126 | Time: 1.0362e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 80 | Max_nodes: 126 | Time: 1.0368e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 195 | Max_nodes: 126 | Time: 1.0370e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 358 | Max_nodes: 126 | Time: 1.0377e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 371 | Max_nodes: 126 | Time: 1.0377e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 136 | Max_nodes: 126 | Time: 1.0378e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 594 | Max_nodes: 126 | Time: 1.0379e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 475 | Max_nodes: 126 | Time: 1.0380e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 701 | Max_nodes: 126 | Time: 1.0380e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 574 | Max_nodes: 126 | Time: 1.0384e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 334 | Max_nodes: 126 | Time: 1.0396e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 34 | Max_nodes: 126 | Time: 1.0402e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 148 | Max_nodes: 126 | Time: 1.0403e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 491 | Max_nodes: 126 | Time: 1.0411e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 58 | Max_nodes: 126 | Time: 1.0411e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 377 | Max_nodes: 126 | Time: 1.0412e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 221 | Max_nodes: 126 | Time: 1.0412e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 713 | Max_nodes: 126 | Time: 1.0414e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 197 | Max_nodes: 126 | Time: 1.0415e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 566 | Max_nodes: 126 | Time: 1.0415e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 262 | Max_nodes: 126 | Time: 1.0417e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 579 | Max_nodes: 126 | Time: 1.0421e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 575 | Max_nodes: 126 | Time: 1.0423e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 603 | Max_nodes: 126 | Time: 1.0424e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 629 | Max_nodes: 126 | Time: 1.0425e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 454 | Max_nodes: 126 | Time: 1.0426e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 311 | Max_nodes: 126 | Time: 1.0426e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 431 | Max_nodes: 126 | Time: 1.0427e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 623 | Max_nodes: 126 | Time: 1.0429e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 714 | Max_nodes: 126 | Time: 1.0430e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 503 | Max_nodes: 126 | Time: 1.0431e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 171 | Max_nodes: 126 | Time: 1.0432e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 483 | Max_nodes: 126 | Time: 1.0432e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 253 | Max_nodes: 126 | Time: 1.0435e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 430 | Max_nodes: 126 | Time: 1.0436e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 365 | Max_nodes: 126 | Time: 1.0440e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 550 | Max_nodes: 126 | Time: 1.0444e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 570 | Max_nodes: 126 | Time: 1.0445e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 611 | Max_nodes: 126 | Time: 1.0448e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 293 | Max_nodes: 126 | Time: 1.0449e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 703 | Max_nodes: 126 | Time: 1.0450e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 169 | Max_nodes: 126 | Time: 1.0450e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 710 | Max_nodes: 126 | Time: 1.0452e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 234 | Max_nodes: 126 | Time: 1.0454e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 573 | Max_nodes: 126 | Time: 1.0456e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 360 | Max_nodes: 126 | Time: 1.0456e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 355 | Max_nodes: 126 | Time: 1.0457e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 478 | Max_nodes: 126 | Time: 1.0458e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 243 | Max_nodes: 126 | Time: 1.0459e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 369 | Max_nodes: 126 | Time: 1.0460e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 571 | Max_nodes: 126 | Time: 1.0461e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 269 | Max_nodes: 126 | Time: 1.0461e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 557 | Max_nodes: 126 | Time: 1.0465e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 605 | Max_nodes: 126 | Time: 1.0466e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 415 | Max_nodes: 126 | Time: 1.0468e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 208 | Max_nodes: 126 | Time: 1.0468e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 74 | Max_nodes: 126 | Time: 1.0471e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 46 | Max_nodes: 126 | Time: 1.0472e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 690 | Max_nodes: 126 | Time: 1.0475e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 653 | Max_nodes: 126 | Time: 1.0475e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 597 | Max_nodes: 126 | Time: 1.0476e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 684 | Max_nodes: 126 | Time: 1.0477e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 409 | Max_nodes: 126 | Time: 1.0478e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 190 | Max_nodes: 126 | Time: 1.0479e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 480 | Max_nodes: 126 | Time: 1.0480e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 583 | Max_nodes: 126 | Time: 1.0481e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 470 | Max_nodes: 126 | Time: 1.0482e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 686 | Max_nodes: 126 | Time: 1.0482e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 219 | Max_nodes: 126 | Time: 1.0483e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 565 | Max_nodes: 126 | Time: 1.0483e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 621 | Max_nodes: 126 | Time: 1.0487e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 564 | Max_nodes: 126 | Time: 1.0488e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 437 | Max_nodes: 126 | Time: 1.0489e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 105 | Max_nodes: 126 | Time: 1.0490e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 708 | Max_nodes: 126 | Time: 1.0490e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 589 | Max_nodes: 126 | Time: 1.0491e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 707 | Max_nodes: 126 | Time: 1.0491e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 476 | Max_nodes: 126 | Time: 1.0492e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 163 | Max_nodes: 126 | Time: 1.0492e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 332 | Max_nodes: 126 | Time: 1.0493e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 477 | Max_nodes: 126 | Time: 1.0494e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 381 | Max_nodes: 126 | Time: 1.0494e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 151 | Max_nodes: 126 | Time: 1.0495e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 247 | Max_nodes: 126 | Time: 1.0496e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 244 | Max_nodes: 126 | Time: 1.0498e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 173 | Max_nodes: 126 | Time: 1.0498e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 509 | Max_nodes: 126 | Time: 1.0500e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 385 | Max_nodes: 126 | Time: 1.0501e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 68 | Max_nodes: 126 | Time: 1.0501e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 647 | Max_nodes: 126 | Time: 1.0502e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 619 | Max_nodes: 126 | Time: 1.0503e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 668 | Max_nodes: 126 | Time: 1.0504e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 625 | Max_nodes: 126 | Time: 1.0504e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 150 | Max_nodes: 126 | Time: 1.0505e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 361 | Max_nodes: 126 | Time: 1.0508e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 367 | Max_nodes: 126 | Time: 1.0509e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 205 | Max_nodes: 126 | Time: 1.0511e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 482 | Max_nodes: 126 | Time: 1.0512e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 206 | Max_nodes: 126 | Time: 1.0513e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 232 | Max_nodes: 126 | Time: 1.0514e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 590 | Max_nodes: 126 | Time: 1.0516e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 329 | Max_nodes: 126 | Time: 1.0516e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 246 | Max_nodes: 126 | Time: 1.0517e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 609 | Max_nodes: 126 | Time: 1.0518e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 187 | Max_nodes: 126 | Time: 1.0520e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 709 | Max_nodes: 126 | Time: 1.0522e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 535 | Max_nodes: 126 | Time: 1.0523e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 424 | Max_nodes: 126 | Time: 1.0523e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 216 | Max_nodes: 126 | Time: 1.0523e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 181 | Max_nodes: 126 | Time: 1.0523e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 252 | Max_nodes: 126 | Time: 1.0524e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 379 | Max_nodes: 126 | Time: 1.0525e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 384 | Max_nodes: 126 | Time: 1.0526e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 356 | Max_nodes: 126 | Time: 1.0526e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 259 | Max_nodes: 126 | Time: 1.0527e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 157 | Max_nodes: 126 | Time: 1.0528e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 218 | Max_nodes: 126 | Time: 1.0528e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 699 | Max_nodes: 126 | Time: 1.0528e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 432 | Max_nodes: 126 | Time: 1.0530e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 499 | Max_nodes: 126 | Time: 1.0530e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 444 | Max_nodes: 126 | Time: 1.0530e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 238 | Max_nodes: 126 | Time: 1.0531e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 425 | Max_nodes: 126 | Time: 1.0532e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 694 | Max_nodes: 126 | Time: 1.0532e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 655 | Max_nodes: 126 | Time: 1.0532e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 193 | Max_nodes: 126 | Time: 1.0534e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 558 | Max_nodes: 126 | Time: 1.0536e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 448 | Max_nodes: 126 | Time: 1.0536e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 489 | Max_nodes: 126 | Time: 1.0537e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 588 | Max_nodes: 126 | Time: 1.0537e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 352 | Max_nodes: 126 | Time: 1.0538e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 210 | Max_nodes: 126 | Time: 1.0541e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 288 | Max_nodes: 126 | Time: 1.0541e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 452 | Max_nodes: 126 | Time: 1.0541e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 552 | Max_nodes: 126 | Time: 1.0542e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 591 | Max_nodes: 126 | Time: 1.0543e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 559 | Max_nodes: 126 | Time: 1.0543e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 305 | Max_nodes: 126 | Time: 1.0544e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 349 | Max_nodes: 126 | Time: 1.0544e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 492 | Max_nodes: 126 | Time: 1.0547e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 86 | Max_nodes: 126 | Time: 1.0549e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 196 | Max_nodes: 126 | Time: 1.0550e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 214 | Max_nodes: 126 | Time: 1.0551e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 459 | Max_nodes: 126 | Time: 1.0552e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 667 | Max_nodes: 126 | Time: 1.0552e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 260 | Max_nodes: 126 | Time: 1.0552e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 551 | Max_nodes: 126 | Time: 1.0552e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 79 | Max_nodes: 126 | Time: 1.0553e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 504 | Max_nodes: 126 | Time: 1.0554e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 665 | Max_nodes: 126 | Time: 1.0554e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 308 | Max_nodes: 126 | Time: 1.0555e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 175 | Max_nodes: 126 | Time: 1.0557e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 328 | Max_nodes: 126 | Time: 1.0557e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 172 | Max_nodes: 126 | Time: 1.0557e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 675 | Max_nodes: 126 | Time: 1.0558e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 155 | Max_nodes: 126 | Time: 1.0559e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 450 | Max_nodes: 126 | Time: 1.0559e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 455 | Max_nodes: 126 | Time: 1.0561e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 449 | Max_nodes: 126 | Time: 1.0561e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 341 | Max_nodes: 126 | Time: 1.0562e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 600 | Max_nodes: 126 | Time: 1.0564e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 596 | Max_nodes: 126 | Time: 1.0565e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 156 | Max_nodes: 126 | Time: 1.0566e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 500 | Max_nodes: 126 | Time: 1.0566e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 485 | Max_nodes: 126 | Time: 1.0566e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 624 | Max_nodes: 126 | Time: 1.0567e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 81 | Max_nodes: 126 | Time: 1.0569e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 698 | Max_nodes: 126 | Time: 1.0569e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 240 | Max_nodes: 126 | Time: 1.0569e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 601 | Max_nodes: 126 | Time: 1.0570e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 310 | Max_nodes: 126 | Time: 1.0572e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 233 | Max_nodes: 126 | Time: 1.0572e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 204 | Max_nodes: 126 | Time: 1.0573e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 496 | Max_nodes: 126 | Time: 1.0574e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 228 | Max_nodes: 126 | Time: 1.0574e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 568 | Max_nodes: 126 | Time: 1.0576e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 689 | Max_nodes: 126 | Time: 1.0577e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 350 | Max_nodes: 126 | Time: 1.0580e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 411 | Max_nodes: 126 | Time: 1.0580e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 677 | Max_nodes: 126 | Time: 1.0583e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 354 | Max_nodes: 126 | Time: 1.0584e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 289 | Max_nodes: 126 | Time: 1.0584e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 614 | Max_nodes: 126 | Time: 1.0585e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 646 | Max_nodes: 126 | Time: 1.0585e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 194 | Max_nodes: 126 | Time: 1.0586e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 529 | Max_nodes: 126 | Time: 1.0586e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 283 | Max_nodes: 126 | Time: 1.0587e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 325 | Max_nodes: 126 | Time: 1.0587e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 507 | Max_nodes: 126 | Time: 1.0588e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 461 | Max_nodes: 126 | Time: 1.0588e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 230 | Max_nodes: 126 | Time: 1.0589e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 182 | Max_nodes: 126 | Time: 1.0589e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 236 | Max_nodes: 126 | Time: 1.0589e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 414 | Max_nodes: 126 | Time: 1.0590e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 702 | Max_nodes: 126 | Time: 1.0590e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 174 | Max_nodes: 126 | Time: 1.0591e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 166 | Max_nodes: 126 | Time: 1.0591e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 50 | Max_nodes: 126 | Time: 1.0592e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 453 | Max_nodes: 126 | Time: 1.0594e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 167 | Max_nodes: 126 | Time: 1.0594e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 678 | Max_nodes: 126 | Time: 1.0595e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 700 | Max_nodes: 126 | Time: 1.0595e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 281 | Max_nodes: 126 | Time: 1.0595e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 569 | Max_nodes: 126 | Time: 1.0596e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 162 | Max_nodes: 126 | Time: 1.0597e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 627 | Max_nodes: 126 | Time: 1.0600e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 446 | Max_nodes: 126 | Time: 1.0600e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 692 | Max_nodes: 126 | Time: 1.0603e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 395 | Max_nodes: 126 | Time: 1.0604e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 304 | Max_nodes: 126 | Time: 1.0604e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 495 | Max_nodes: 126 | Time: 1.0607e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 553 | Max_nodes: 126 | Time: 1.0607e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 674 | Max_nodes: 126 | Time: 1.0611e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 258 | Max_nodes: 126 | Time: 1.0613e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 366 | Max_nodes: 126 | Time: 1.0615e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 704 | Max_nodes: 126 | Time: 1.0616e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 270 | Max_nodes: 126 | Time: 1.0616e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 319 | Max_nodes: 126 | Time: 1.0617e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 372 | Max_nodes: 126 | Time: 1.0617e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 615 | Max_nodes: 126 | Time: 1.0618e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 306 | Max_nodes: 126 | Time: 1.0618e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 481 | Max_nodes: 126 | Time: 1.0618e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 685 | Max_nodes: 126 | Time: 1.0618e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 528 | Max_nodes: 126 | Time: 1.0619e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 256 | Max_nodes: 126 | Time: 1.0619e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 375 | Max_nodes: 126 | Time: 1.0620e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 567 | Max_nodes: 126 | Time: 1.0620e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 250 | Max_nodes: 126 | Time: 1.0620e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 676 | Max_nodes: 126 | Time: 1.0620e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 339 | Max_nodes: 126 | Time: 1.0621e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 217 | Max_nodes: 126 | Time: 1.0621e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 487 | Max_nodes: 126 | Time: 1.0623e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 620 | Max_nodes: 126 | Time: 1.0624e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 434 | Max_nodes: 126 | Time: 1.0624e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 199 | Max_nodes: 126 | Time: 1.0625e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 706 | Max_nodes: 126 | Time: 1.0625e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 348 | Max_nodes: 126 | Time: 1.0626e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 302 | Max_nodes: 126 | Time: 1.0630e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 521 | Max_nodes: 126 | Time: 1.0633e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 451 | Max_nodes: 126 | Time: 1.0635e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 467 | Max_nodes: 126 | Time: 1.0636e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 336 | Max_nodes: 126 | Time: 1.0636e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 373 | Max_nodes: 126 | Time: 1.0636e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 37 | Max_nodes: 126 | Time: 1.0639e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 648 | Max_nodes: 126 | Time: 1.0639e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 584 | Max_nodes: 126 | Time: 1.0641e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 104 | Max_nodes: 126 | Time: 1.0641e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 660 | Max_nodes: 126 | Time: 1.0644e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 534 | Max_nodes: 126 | Time: 1.0644e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 460 | Max_nodes: 126 | Time: 1.0645e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 357 | Max_nodes: 126 | Time: 1.0645e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 576 | Max_nodes: 126 | Time: 1.0647e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 282 | Max_nodes: 126 | Time: 1.0648e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 438 | Max_nodes: 126 | Time: 1.0649e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 168 | Max_nodes: 126 | Time: 1.0650e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 301 | Max_nodes: 126 | Time: 1.0651e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 295 | Max_nodes: 126 | Time: 1.0652e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 220 | Max_nodes: 126 | Time: 1.0653e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 484 | Max_nodes: 126 | Time: 1.0655e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 546 | Max_nodes: 126 | Time: 1.0655e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 222 | Max_nodes: 126 | Time: 1.0656e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 331 | Max_nodes: 126 | Time: 1.0657e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 486 | Max_nodes: 126 | Time: 1.0658e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 227 | Max_nodes: 126 | Time: 1.0659e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 612 | Max_nodes: 126 | Time: 1.0659e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 67 | Max_nodes: 126 | Time: 1.0660e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 152 | Max_nodes: 126 | Time: 1.0661e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 380 | Max_nodes: 126 | Time: 1.0662e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 353 | Max_nodes: 126 | Time: 1.0662e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 426 | Max_nodes: 126 | Time: 1.0662e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 547 | Max_nodes: 126 | Time: 1.0662e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 554 | Max_nodes: 126 | Time: 1.0663e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 577 | Max_nodes: 126 | Time: 1.0663e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 242 | Max_nodes: 126 | Time: 1.0667e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 523 | Max_nodes: 126 | Time: 1.0668e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 533 | Max_nodes: 126 | Time: 1.0672e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 170 | Max_nodes: 126 | Time: 1.0673e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 654 | Max_nodes: 126 | Time: 1.0675e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 370 | Max_nodes: 126 | Time: 1.0675e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 408 | Max_nodes: 126 | Time: 1.0675e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 542 | Max_nodes: 126 | Time: 1.0676e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 463 | Max_nodes: 126 | Time: 1.0677e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 160 | Max_nodes: 126 | Time: 1.0678e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 578 | Max_nodes: 126 | Time: 1.0679e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 313 | Max_nodes: 126 | Time: 1.0680e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 691 | Max_nodes: 126 | Time: 1.0681e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 502 | Max_nodes: 126 | Time: 1.0682e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 378 | Max_nodes: 126 | Time: 1.0685e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 364 | Max_nodes: 126 | Time: 1.0685e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 587 | Max_nodes: 126 | Time: 1.0686e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 223 | Max_nodes: 126 | Time: 1.0688e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 662 | Max_nodes: 126 | Time: 1.0690e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 622 | Max_nodes: 126 | Time: 1.0691e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 248 | Max_nodes: 126 | Time: 1.0694e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 255 | Max_nodes: 126 | Time: 1.0695e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 607 | Max_nodes: 126 | Time: 1.0695e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 472 | Max_nodes: 126 | Time: 1.0696e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 643 | Max_nodes: 126 | Time: 1.0696e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 340 | Max_nodes: 126 | Time: 1.0696e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 433 | Max_nodes: 126 | Time: 1.0698e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 705 | Max_nodes: 126 | Time: 1.0700e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 420 | Max_nodes: 126 | Time: 1.0701e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 580 | Max_nodes: 126 | Time: 1.0702e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 278 | Max_nodes: 126 | Time: 1.0705e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 649 | Max_nodes: 126 | Time: 1.0706e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 407 | Max_nodes: 126 | Time: 1.0707e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 493 | Max_nodes: 126 | Time: 1.0708e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 508 | Max_nodes: 126 | Time: 1.0708e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 488 | Max_nodes: 126 | Time: 1.0709e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 202 | Max_nodes: 126 | Time: 1.0710e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 351 | Max_nodes: 126 | Time: 1.0710e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 640 | Max_nodes: 126 | Time: 1.0711e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 154 | Max_nodes: 126 | Time: 1.0711e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 45 | Max_nodes: 126 | Time: 1.0712e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 505 | Max_nodes: 126 | Time: 1.0713e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 673 | Max_nodes: 126 | Time: 1.0713e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 439 | Max_nodes: 126 | Time: 1.0714e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 682 | Max_nodes: 126 | Time: 1.0715e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 363 | Max_nodes: 126 | Time: 1.0716e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 679 | Max_nodes: 126 | Time: 1.0718e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 466 | Max_nodes: 126 | Time: 1.0719e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 271 | Max_nodes: 126 | Time: 1.0723e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 318 | Max_nodes: 126 | Time: 1.0723e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 40 | Max_nodes: 126 | Time: 1.0727e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 386 | Max_nodes: 126 | Time: 1.0728e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 526 | Max_nodes: 126 | Time: 1.0728e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 636 | Max_nodes: 126 | Time: 1.0729e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 637 | Max_nodes: 126 | Time: 1.0729e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 406 | Max_nodes: 126 | Time: 1.0730e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 618 | Max_nodes: 126 | Time: 1.0730e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 291 | Max_nodes: 126 | Time: 1.0730e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 610 | Max_nodes: 126 | Time: 1.0731e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 164 | Max_nodes: 126 | Time: 1.0731e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 543 | Max_nodes: 126 | Time: 1.0732e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 397 | Max_nodes: 126 | Time: 1.0733e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 422 | Max_nodes: 126 | Time: 1.0733e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 560 | Max_nodes: 126 | Time: 1.0735e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 413 | Max_nodes: 126 | Time: 1.0735e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 186 | Max_nodes: 126 | Time: 1.0737e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 545 | Max_nodes: 126 | Time: 1.0738e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 663 | Max_nodes: 126 | Time: 1.0739e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 672 | Max_nodes: 126 | Time: 1.0739e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 697 | Max_nodes: 126 | Time: 1.0740e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 276 | Max_nodes: 126 | Time: 1.0741e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 604 | Max_nodes: 126 | Time: 1.0742e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 530 | Max_nodes: 126 | Time: 1.0743e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 443 | Max_nodes: 126 | Time: 1.0743e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 294 | Max_nodes: 126 | Time: 1.0743e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 226 | Max_nodes: 126 | Time: 1.0743e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 440 | Max_nodes: 126 | Time: 1.0745e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 696 | Max_nodes: 126 | Time: 1.0746e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 387 | Max_nodes: 126 | Time: 1.0747e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 427 | Max_nodes: 126 | Time: 1.0747e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 608 | Max_nodes: 126 | Time: 1.0747e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 192 | Max_nodes: 126 | Time: 1.0748e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 456 | Max_nodes: 126 | Time: 1.0750e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 403 | Max_nodes: 126 | Time: 1.0752e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 638 | Max_nodes: 126 | Time: 1.0756e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 541 | Max_nodes: 126 | Time: 1.0761e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 401 | Max_nodes: 126 | Time: 1.0763e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 229 | Max_nodes: 126 | Time: 1.0763e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 382 | Max_nodes: 126 | Time: 1.0764e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 556 | Max_nodes: 126 | Time: 1.0766e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 317 | Max_nodes: 126 | Time: 1.0766e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 330 | Max_nodes: 126 | Time: 1.0768e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 494 | Max_nodes: 126 | Time: 1.0769e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 536 | Max_nodes: 126 | Time: 1.0770e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 644 | Max_nodes: 126 | Time: 1.0772e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 203 | Max_nodes: 126 | Time: 1.0773e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 153 | Max_nodes: 126 | Time: 1.0775e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 549 | Max_nodes: 126 | Time: 1.0775e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 274 | Max_nodes: 126 | Time: 1.0775e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 342 | Max_nodes: 126 | Time: 1.0776e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 626 | Max_nodes: 126 | Time: 1.0778e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 522 | Max_nodes: 126 | Time: 1.0780e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 473 | Max_nodes: 126 | Time: 1.0780e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 388 | Max_nodes: 126 | Time: 1.0781e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 510 | Max_nodes: 126 | Time: 1.0781e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 326 | Max_nodes: 126 | Time: 1.0781e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 572 | Max_nodes: 126 | Time: 1.0782e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 176 | Max_nodes: 126 | Time: 1.0782e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 83 | Max_nodes: 126 | Time: 1.0783e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 286 | Max_nodes: 126 | Time: 1.0785e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 631 | Max_nodes: 126 | Time: 1.0789e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 582 | Max_nodes: 126 | Time: 1.0791e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 457 | Max_nodes: 126 | Time: 1.0791e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 688 | Max_nodes: 126 | Time: 1.0792e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 337 | Max_nodes: 126 | Time: 1.0793e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 645 | Max_nodes: 126 | Time: 1.0794e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 402 | Max_nodes: 126 | Time: 1.0798e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 280 | Max_nodes: 126 | Time: 1.0801e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 362 | Max_nodes: 126 | Time: 1.0810e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 465 | Max_nodes: 126 | Time: 1.0811e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 471 | Max_nodes: 126 | Time: 1.0812e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 237 | Max_nodes: 126 | Time: 1.0812e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 693 | Max_nodes: 126 | Time: 1.0815e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 179 | Max_nodes: 126 | Time: 1.0817e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 606 | Max_nodes: 126 | Time: 1.0817e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 670 | Max_nodes: 126 | Time: 1.0819e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 664 | Max_nodes: 126 | Time: 1.0820e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 400 | Max_nodes: 126 | Time: 1.0822e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 200 | Max_nodes: 126 | Time: 1.0824e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 184 | Max_nodes: 126 | Time: 1.0825e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 602 | Max_nodes: 126 | Time: 1.0825e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 595 | Max_nodes: 126 | Time: 1.0829e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 333 | Max_nodes: 126 | Time: 1.0831e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 657 | Max_nodes: 126 | Time: 1.0833e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 239 | Max_nodes: 126 | Time: 1.0833e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 506 | Max_nodes: 126 | Time: 1.0834e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 669 | Max_nodes: 126 | Time: 1.0835e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 661 | Max_nodes: 126 | Time: 1.0835e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 296 | Max_nodes: 126 | Time: 1.0836e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 652 | Max_nodes: 126 | Time: 1.0837e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 277 | Max_nodes: 126 | Time: 1.0841e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 178 | Max_nodes: 126 | Time: 1.0841e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 290 | Max_nodes: 126 | Time: 1.0843e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 442 | Max_nodes: 126 | Time: 1.0843e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 394 | Max_nodes: 126 | Time: 1.0843e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 322 | Max_nodes: 126 | Time: 1.0848e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 421 | Max_nodes: 126 | Time: 1.0848e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 198 | Max_nodes: 126 | Time: 1.0848e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 211 | Max_nodes: 126 | Time: 1.0849e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 212 | Max_nodes: 126 | Time: 1.0852e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 312 | Max_nodes: 126 | Time: 1.0853e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 630 | Max_nodes: 126 | Time: 1.0854e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 392 | Max_nodes: 126 | Time: 1.0855e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 180 | Max_nodes: 126 | Time: 1.0856e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 298 | Max_nodes: 126 | Time: 1.0857e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 563 | Max_nodes: 126 | Time: 1.0861e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 642 | Max_nodes: 126 | Time: 1.0861e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 516 | Max_nodes: 126 | Time: 1.0864e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 540 | Max_nodes: 126 | Time: 1.0868e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 158 | Max_nodes: 126 | Time: 1.0870e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 316 | Max_nodes: 126 | Time: 1.0872e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 398 | Max_nodes: 126 | Time: 1.0872e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 224 | Max_nodes: 126 | Time: 1.0873e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 518 | Max_nodes: 126 | Time: 1.0874e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 284 | Max_nodes: 126 | Time: 1.0875e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 464 | Max_nodes: 126 | Time: 1.0877e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 429 | Max_nodes: 126 | Time: 1.0877e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 391 | Max_nodes: 126 | Time: 1.0879e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 309 | Max_nodes: 126 | Time: 1.0881e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 524 | Max_nodes: 126 | Time: 1.0885e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 396 | Max_nodes: 126 | Time: 1.0885e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 188 | Max_nodes: 126 | Time: 1.0887e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 468 | Max_nodes: 126 | Time: 1.0888e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 613 | Max_nodes: 126 | Time: 1.0892e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 513 | Max_nodes: 126 | Time: 1.0892e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 96 | Max_nodes: 126 | Time: 1.0896e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 711 | Max_nodes: 126 | Time: 1.0896e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 632 | Max_nodes: 126 | Time: 1.0896e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 343 | Max_nodes: 126 | Time: 1.0898e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 436 | Max_nodes: 126 | Time: 1.0900e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 191 | Max_nodes: 126 | Time: 1.0900e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 307 | Max_nodes: 126 | Time: 1.0903e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 635 | Max_nodes: 126 | Time: 1.0903e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 628 | Max_nodes: 126 | Time: 1.0903e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 225 | Max_nodes: 126 | Time: 1.0905e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 346 | Max_nodes: 126 | Time: 1.0908e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 548 | Max_nodes: 126 | Time: 1.0911e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 498 | Max_nodes: 126 | Time: 1.0911e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 327 | Max_nodes: 126 | Time: 1.0912e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 376 | Max_nodes: 126 | Time: 1.0912e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 404 | Max_nodes: 126 | Time: 1.0918e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 462 | Max_nodes: 126 | Time: 1.0922e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 525 | Max_nodes: 126 | Time: 1.0923e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 272 | Max_nodes: 126 | Time: 1.0924e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 527 | Max_nodes: 126 | Time: 1.0927e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 254 | Max_nodes: 126 | Time: 1.0928e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 63 | Max_nodes: 126 | Time: 1.0928e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 159 | Max_nodes: 126 | Time: 1.0928e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 374 | Max_nodes: 126 | Time: 1.0930e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 658 | Max_nodes: 126 | Time: 1.0931e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 292 | Max_nodes: 126 | Time: 1.0936e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 593 | Max_nodes: 126 | Time: 1.0937e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 368 | Max_nodes: 126 | Time: 1.0942e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 586 | Max_nodes: 126 | Time: 1.0942e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 514 | Max_nodes: 126 | Time: 1.0942e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 517 | Max_nodes: 126 | Time: 1.0944e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 490 | Max_nodes: 126 | Time: 1.0945e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 512 | Max_nodes: 126 | Time: 1.0948e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 390 | Max_nodes: 126 | Time: 1.0953e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 399 | Max_nodes: 126 | Time: 1.0953e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 511 | Max_nodes: 126 | Time: 1.0956e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 641 | Max_nodes: 126 | Time: 1.0969e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 562 | Max_nodes: 126 | Time: 1.0973e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 428 | Max_nodes: 126 | Time: 1.0978e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 314 | Max_nodes: 126 | Time: 1.0978e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 344 | Max_nodes: 126 | Time: 1.0984e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 659 | Max_nodes: 126 | Time: 1.0988e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 62 | Max_nodes: 126 | Time: 1.0990e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 410 | Max_nodes: 126 | Time: 1.0994e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 165 | Max_nodes: 126 | Time: 1.1013e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 555 | Max_nodes: 126 | Time: 1.1020e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 680 | Max_nodes: 126 | Time: 1.1021e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 320 | Max_nodes: 126 | Time: 1.1021e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 338 | Max_nodes: 126 | Time: 1.1027e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 347 | Max_nodes: 126 | Time: 1.1032e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 585 | Max_nodes: 126 | Time: 1.1055e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 616 | Max_nodes: 126 | Time: 1.1057e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 445 | Max_nodes: 126 | Time: 1.1059e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 279 | Max_nodes: 126 | Time: 1.1067e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 285 | Max_nodes: 126 | Time: 1.1072e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 538 | Max_nodes: 126 | Time: 1.1077e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 207 | Max_nodes: 126 | Time: 1.1084e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 474 | Max_nodes: 126 | Time: 1.1090e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 417 | Max_nodes: 126 | Time: 1.1093e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 231 | Max_nodes: 126 | Time: 1.1101e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 469 | Max_nodes: 126 | Time: 1.1106e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 650 | Max_nodes: 126 | Time: 1.1111e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 515 | Max_nodes: 126 | Time: 1.1114e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 544 | Max_nodes: 126 | Time: 1.1114e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 146 | Max_nodes: 126 | Time: 1.1134e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 215 | Max_nodes: 126 | Time: 1.1137e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 273 | Max_nodes: 126 | Time: 1.1146e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 458 | Max_nodes: 126 | Time: 1.1148e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 201 | Max_nodes: 126 | Time: 1.1180e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 300 | Max_nodes: 126 | Time: 1.1184e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 561 | Max_nodes: 126 | Time: 1.1199e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 639 | Max_nodes: 126 | Time: 1.1205e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 324 | Max_nodes: 126 | Time: 1.1211e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 683 | Max_nodes: 126 | Time: 1.1246e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 82 | Max_nodes: 126 | Time: 1.1252e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 412 | Max_nodes: 126 | Time: 1.1254e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 359 | Max_nodes: 126 | Time: 1.1265e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 416 | Max_nodes: 126 | Time: 1.1304e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 651 | Max_nodes: 126 | Time: 1.1313e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 418 | Max_nodes: 126 | Time: 1.1322e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 177 | Max_nodes: 126 | Time: 1.1366e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 287 | Max_nodes: 126 | Time: 1.1368e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 183 | Max_nodes: 126 | Time: 1.1376e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 435 | Max_nodes: 126 | Time: 1.1386e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 634 | Max_nodes: 126 | Time: 1.1407e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 656 | Max_nodes: 126 | Time: 1.1448e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 161 | Max_nodes: 126 | Time: 1.1450e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 681 | Max_nodes: 126 | Time: 1.1484e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 299 | Max_nodes: 126 | Time: 1.1487e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 275 | Max_nodes: 126 | Time: 1.1488e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 303 | Max_nodes: 126 | Time: 1.1507e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 671 | Max_nodes: 126 | Time: 1.1522e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 297 | Max_nodes: 126 | Time: 1.1544e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 345 | Max_nodes: 126 | Time: 1.1561e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 520 | Max_nodes: 126 | Time: 1.1570e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 335 | Max_nodes: 126 | Time: 1.1591e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 532 | Max_nodes: 126 | Time: 1.1622e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 633 | Max_nodes: 126 | Time: 1.1632e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 687 | Max_nodes: 126 | Time: 1.1653e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 537 | Max_nodes: 126 | Time: 1.1673e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 666 | Max_nodes: 126 | Time: 1.1690e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 447 | Max_nodes: 126 | Time: 1.1690e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 441 | Max_nodes: 126 | Time: 1.1765e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 405 | Max_nodes: 126 | Time: 1.1779e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 393 | Max_nodes: 126 | Time: 1.1810e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 323 | Max_nodes: 126 | Time: 1.1814e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 266 | Max_nodes: 126 | Time: 1.1814e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 419 | Max_nodes: 126 | Time: 1.1815e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 423 | Max_nodes: 126 | Time: 1.1882e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 185 | Max_nodes: 126 | Time: 1.1894e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 531 | Max_nodes: 126 | Time: 1.1914e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 321 | Max_nodes: 126 | Time: 1.1998e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 519 | Max_nodes: 126 | Time: 1.2084e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 209 | Max_nodes: 126 | Time: 1.2153e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 315 | Max_nodes: 126 | Time: 1.2248e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 189 | Max_nodes: 126 | Time: 1.2249e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 539 | Max_nodes: 126 | Time: 1.2394e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 213 | Max_nodes: 126 | Time: 1.2468e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| - -........................... -Average time: 1.0627e-03s - -________________________________________________________________________________________________ - -720 permutations have 126 max nodes. -Index: 23 | Active_nodes: 63 | Time: 9.6893e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 17 | Active_nodes: 63 | Time: 9.7423e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 21 | Active_nodes: 63 | Time: 9.7810e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 11 | Active_nodes: 63 | Time: 9.7899e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 5 | Active_nodes: 63 | Time: 9.7953e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 3 | Active_nodes: 63 | Time: 9.8024e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 119 | Active_nodes: 63 | Time: 9.8366e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 9 | Active_nodes: 63 | Time: 9.8466e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 0 | Active_nodes: 63 | Time: 9.8543e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 125 | Active_nodes: 63 | Time: 9.8544e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 71 | Active_nodes: 63 | Time: 9.8554e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 95 | Active_nodes: 63 | Time: 9.8580e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 1 | Active_nodes: 63 | Time: 9.8621e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 4 | Active_nodes: 63 | Time: 9.8680e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 15 | Active_nodes: 63 | Time: 9.8816e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 113 | Active_nodes: 63 | Time: 9.9050e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 141 | Active_nodes: 63 | Time: 9.9104e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 117 | Active_nodes: 63 | Time: 9.9258e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 129 | Active_nodes: 63 | Time: 9.9318e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 41 | Active_nodes: 63 | Time: 9.9336e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 65 | Active_nodes: 63 | Time: 9.9472e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 6 | Active_nodes: 63 | Time: 9.9494e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 7 | Active_nodes: 63 | Time: 9.9614e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 93 | Active_nodes: 63 | Time: 9.9636e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 35 | Active_nodes: 63 | Time: 9.9720e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 143 | Active_nodes: 63 | Time: 9.9727e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 29 | Active_nodes: 63 | Time: 9.9780e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 10 | Active_nodes: 63 | Time: 9.9859e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 135 | Active_nodes: 63 | Time: 9.9916e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 123 | Active_nodes: 63 | Time: 9.9948e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 19 | Active_nodes: 63 | Time: 9.9963e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 16 | Active_nodes: 63 | Time: 1.0005e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 121 | Active_nodes: 63 | Time: 1.0011e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 122 | Active_nodes: 63 | Time: 1.0021e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 13 | Active_nodes: 63 | Time: 1.0024e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 47 | Active_nodes: 63 | Time: 1.0032e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 137 | Active_nodes: 63 | Time: 1.0036e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 18 | Active_nodes: 63 | Time: 1.0037e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 59 | Active_nodes: 63 | Time: 1.0047e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 112 | Active_nodes: 63 | Time: 1.0050e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 20 | Active_nodes: 63 | Time: 1.0051e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 27 | Active_nodes: 63 | Time: 1.0056e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 115 | Active_nodes: 63 | Time: 1.0056e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 57 | Active_nodes: 63 | Time: 1.0059e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 2 | Active_nodes: 63 | Time: 1.0061e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 120 | Active_nodes: 63 | Time: 1.0064e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 24 | Active_nodes: 63 | Time: 1.0066e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 33 | Active_nodes: 63 | Time: 1.0081e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 53 | Active_nodes: 63 | Time: 1.0084e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 118 | Active_nodes: 63 | Time: 1.0086e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 142 | Active_nodes: 63 | Time: 1.0088e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 149 | Active_nodes: 63 | Time: 1.0094e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 88 | Active_nodes: 63 | Time: 1.0094e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 133 | Active_nodes: 63 | Time: 1.0097e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 139 | Active_nodes: 63 | Time: 1.0101e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 8 | Active_nodes: 63 | Time: 1.0103e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 101 | Active_nodes: 63 | Time: 1.0104e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 114 | Active_nodes: 63 | Time: 1.0112e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 111 | Active_nodes: 63 | Time: 1.0113e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 91 | Active_nodes: 63 | Time: 1.0114e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 109 | Active_nodes: 63 | Time: 1.0123e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 130 | Active_nodes: 63 | Time: 1.0124e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 131 | Active_nodes: 63 | Time: 1.0125e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 85 | Active_nodes: 63 | Time: 1.0126e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 116 | Active_nodes: 63 | Time: 1.0126e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 39 | Active_nodes: 63 | Time: 1.0128e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 99 | Active_nodes: 63 | Time: 1.0142e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 124 | Active_nodes: 63 | Time: 1.0144e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 14 | Active_nodes: 63 | Time: 1.0145e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 49 | Active_nodes: 63 | Time: 1.0153e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 69 | Active_nodes: 63 | Time: 1.0154e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 126 | Active_nodes: 63 | Time: 1.0160e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 31 | Active_nodes: 63 | Time: 1.0160e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 26 | Active_nodes: 63 | Time: 1.0161e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 51 | Active_nodes: 63 | Time: 1.0162e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 145 | Active_nodes: 63 | Time: 1.0167e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 89 | Active_nodes: 63 | Time: 1.0171e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 28 | Active_nodes: 63 | Time: 1.0171e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 30 | Active_nodes: 63 | Time: 1.0173e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 263 | Active_nodes: 63 | Time: 1.0174e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 134 | Active_nodes: 63 | Time: 1.0181e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 70 | Active_nodes: 63 | Time: 1.0183e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 54 | Active_nodes: 63 | Time: 1.0185e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 132 | Active_nodes: 63 | Time: 1.0188e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 55 | Active_nodes: 63 | Time: 1.0188e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 61 | Active_nodes: 63 | Time: 1.0196e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 718 | Active_nodes: 63 | Time: 1.0201e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 73 | Active_nodes: 63 | Time: 1.0206e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 138 | Active_nodes: 63 | Time: 1.0210e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 257 | Active_nodes: 63 | Time: 1.0217e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 72 | Active_nodes: 63 | Time: 1.0218e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 107 | Active_nodes: 63 | Time: 1.0219e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 140 | Active_nodes: 63 | Time: 1.0220e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 716 | Active_nodes: 63 | Time: 1.0221e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 147 | Active_nodes: 63 | Time: 1.0226e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 25 | Active_nodes: 63 | Time: 1.0228e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 108 | Active_nodes: 63 | Time: 1.0228e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 94 | Active_nodes: 63 | Time: 1.0229e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 43 | Active_nodes: 63 | Time: 1.0243e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 76 | Active_nodes: 63 | Time: 1.0244e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 712 | Active_nodes: 63 | Time: 1.0245e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 249 | Active_nodes: 63 | Time: 1.0246e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 128 | Active_nodes: 63 | Time: 1.0247e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 251 | Active_nodes: 63 | Time: 1.0249e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 60 | Active_nodes: 63 | Time: 1.0249e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 695 | Active_nodes: 63 | Time: 1.0251e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 90 | Active_nodes: 63 | Time: 1.0255e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 44 | Active_nodes: 63 | Time: 1.0256e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 92 | Active_nodes: 63 | Time: 1.0261e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 144 | Active_nodes: 63 | Time: 1.0262e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 52 | Active_nodes: 63 | Time: 1.0263e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 36 | Active_nodes: 63 | Time: 1.0264e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 77 | Active_nodes: 63 | Time: 1.0266e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 106 | Active_nodes: 63 | Time: 1.0269e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 66 | Active_nodes: 63 | Time: 1.0270e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 110 | Active_nodes: 63 | Time: 1.0272e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 100 | Active_nodes: 63 | Time: 1.0276e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 719 | Active_nodes: 63 | Time: 1.0276e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 127 | Active_nodes: 63 | Time: 1.0278e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 245 | Active_nodes: 63 | Time: 1.0279e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 32 | Active_nodes: 63 | Time: 1.0285e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 98 | Active_nodes: 63 | Time: 1.0287e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 48 | Active_nodes: 63 | Time: 1.0293e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 78 | Active_nodes: 63 | Time: 1.0296e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 102 | Active_nodes: 63 | Time: 1.0299e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 64 | Active_nodes: 63 | Time: 1.0299e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 84 | Active_nodes: 63 | Time: 1.0301e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 38 | Active_nodes: 63 | Time: 1.0307e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 598 | Active_nodes: 63 | Time: 1.0307e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 241 | Active_nodes: 63 | Time: 1.0312e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 22 | Active_nodes: 63 | Time: 1.0313e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 12 | Active_nodes: 63 | Time: 1.0320e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 97 | Active_nodes: 63 | Time: 1.0324e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 715 | Active_nodes: 63 | Time: 1.0325e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 383 | Active_nodes: 63 | Time: 1.0327e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 103 | Active_nodes: 63 | Time: 1.0328e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 599 | Active_nodes: 63 | Time: 1.0328e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 267 | Active_nodes: 63 | Time: 1.0328e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 261 | Active_nodes: 63 | Time: 1.0332e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 268 | Active_nodes: 63 | Time: 1.0334e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 264 | Active_nodes: 63 | Time: 1.0336e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 75 | Active_nodes: 63 | Time: 1.0336e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 389 | Active_nodes: 63 | Time: 1.0338e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 87 | Active_nodes: 63 | Time: 1.0339e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 501 | Active_nodes: 63 | Time: 1.0341e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 235 | Active_nodes: 63 | Time: 1.0343e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 617 | Active_nodes: 63 | Time: 1.0344e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 497 | Active_nodes: 63 | Time: 1.0346e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 56 | Active_nodes: 63 | Time: 1.0349e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 265 | Active_nodes: 63 | Time: 1.0351e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 581 | Active_nodes: 63 | Time: 1.0353e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 42 | Active_nodes: 63 | Time: 1.0355e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 717 | Active_nodes: 63 | Time: 1.0359e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 592 | Active_nodes: 63 | Time: 1.0360e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 479 | Active_nodes: 63 | Time: 1.0362e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 80 | Active_nodes: 63 | Time: 1.0368e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 195 | Active_nodes: 63 | Time: 1.0370e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 358 | Active_nodes: 63 | Time: 1.0377e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 371 | Active_nodes: 63 | Time: 1.0377e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 136 | Active_nodes: 63 | Time: 1.0378e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 594 | Active_nodes: 63 | Time: 1.0379e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 475 | Active_nodes: 63 | Time: 1.0380e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 701 | Active_nodes: 63 | Time: 1.0380e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 574 | Active_nodes: 63 | Time: 1.0384e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 334 | Active_nodes: 63 | Time: 1.0396e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 34 | Active_nodes: 63 | Time: 1.0402e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 148 | Active_nodes: 63 | Time: 1.0403e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 491 | Active_nodes: 63 | Time: 1.0411e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 58 | Active_nodes: 63 | Time: 1.0411e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 377 | Active_nodes: 63 | Time: 1.0412e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 221 | Active_nodes: 63 | Time: 1.0412e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 713 | Active_nodes: 63 | Time: 1.0414e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 197 | Active_nodes: 63 | Time: 1.0415e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 566 | Active_nodes: 63 | Time: 1.0415e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 262 | Active_nodes: 63 | Time: 1.0417e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 579 | Active_nodes: 63 | Time: 1.0421e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 575 | Active_nodes: 63 | Time: 1.0423e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 603 | Active_nodes: 63 | Time: 1.0424e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 629 | Active_nodes: 63 | Time: 1.0425e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 454 | Active_nodes: 63 | Time: 1.0426e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 311 | Active_nodes: 63 | Time: 1.0426e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 431 | Active_nodes: 63 | Time: 1.0427e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 623 | Active_nodes: 63 | Time: 1.0429e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 714 | Active_nodes: 63 | Time: 1.0430e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 503 | Active_nodes: 63 | Time: 1.0431e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 171 | Active_nodes: 63 | Time: 1.0432e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 483 | Active_nodes: 63 | Time: 1.0432e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 253 | Active_nodes: 63 | Time: 1.0435e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 430 | Active_nodes: 63 | Time: 1.0436e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 365 | Active_nodes: 63 | Time: 1.0440e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 550 | Active_nodes: 63 | Time: 1.0444e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 570 | Active_nodes: 63 | Time: 1.0445e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 611 | Active_nodes: 63 | Time: 1.0448e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 293 | Active_nodes: 63 | Time: 1.0449e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 703 | Active_nodes: 63 | Time: 1.0450e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 169 | Active_nodes: 63 | Time: 1.0450e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 710 | Active_nodes: 63 | Time: 1.0452e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 234 | Active_nodes: 63 | Time: 1.0454e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 573 | Active_nodes: 63 | Time: 1.0456e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 360 | Active_nodes: 63 | Time: 1.0456e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 355 | Active_nodes: 63 | Time: 1.0457e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 478 | Active_nodes: 63 | Time: 1.0458e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 243 | Active_nodes: 63 | Time: 1.0459e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 369 | Active_nodes: 63 | Time: 1.0460e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 571 | Active_nodes: 63 | Time: 1.0461e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 269 | Active_nodes: 63 | Time: 1.0461e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 557 | Active_nodes: 63 | Time: 1.0465e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 605 | Active_nodes: 63 | Time: 1.0466e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 415 | Active_nodes: 63 | Time: 1.0468e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 208 | Active_nodes: 63 | Time: 1.0468e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 74 | Active_nodes: 63 | Time: 1.0471e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 46 | Active_nodes: 63 | Time: 1.0472e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 690 | Active_nodes: 63 | Time: 1.0475e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 653 | Active_nodes: 63 | Time: 1.0475e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 597 | Active_nodes: 63 | Time: 1.0476e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 684 | Active_nodes: 63 | Time: 1.0477e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 409 | Active_nodes: 63 | Time: 1.0478e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 190 | Active_nodes: 63 | Time: 1.0479e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 480 | Active_nodes: 63 | Time: 1.0480e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 583 | Active_nodes: 63 | Time: 1.0481e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 470 | Active_nodes: 63 | Time: 1.0482e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 686 | Active_nodes: 63 | Time: 1.0482e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 219 | Active_nodes: 63 | Time: 1.0483e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 565 | Active_nodes: 63 | Time: 1.0483e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 621 | Active_nodes: 63 | Time: 1.0487e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 564 | Active_nodes: 63 | Time: 1.0488e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 437 | Active_nodes: 63 | Time: 1.0489e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 105 | Active_nodes: 63 | Time: 1.0490e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 708 | Active_nodes: 63 | Time: 1.0490e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 589 | Active_nodes: 63 | Time: 1.0491e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 707 | Active_nodes: 63 | Time: 1.0491e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 476 | Active_nodes: 63 | Time: 1.0492e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 163 | Active_nodes: 63 | Time: 1.0492e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 332 | Active_nodes: 63 | Time: 1.0493e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 477 | Active_nodes: 63 | Time: 1.0494e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 381 | Active_nodes: 63 | Time: 1.0494e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 151 | Active_nodes: 63 | Time: 1.0495e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 247 | Active_nodes: 63 | Time: 1.0496e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 244 | Active_nodes: 63 | Time: 1.0498e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 173 | Active_nodes: 63 | Time: 1.0498e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 509 | Active_nodes: 63 | Time: 1.0500e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 385 | Active_nodes: 63 | Time: 1.0501e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 68 | Active_nodes: 63 | Time: 1.0501e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 647 | Active_nodes: 63 | Time: 1.0502e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 619 | Active_nodes: 63 | Time: 1.0503e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 668 | Active_nodes: 63 | Time: 1.0504e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 625 | Active_nodes: 63 | Time: 1.0504e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 150 | Active_nodes: 63 | Time: 1.0505e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 361 | Active_nodes: 63 | Time: 1.0508e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 367 | Active_nodes: 63 | Time: 1.0509e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 205 | Active_nodes: 63 | Time: 1.0511e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 482 | Active_nodes: 63 | Time: 1.0512e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 206 | Active_nodes: 63 | Time: 1.0513e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 232 | Active_nodes: 63 | Time: 1.0514e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 590 | Active_nodes: 63 | Time: 1.0516e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 329 | Active_nodes: 63 | Time: 1.0516e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 246 | Active_nodes: 63 | Time: 1.0517e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 609 | Active_nodes: 63 | Time: 1.0518e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 187 | Active_nodes: 63 | Time: 1.0520e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 709 | Active_nodes: 63 | Time: 1.0522e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 535 | Active_nodes: 63 | Time: 1.0523e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 424 | Active_nodes: 63 | Time: 1.0523e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 216 | Active_nodes: 63 | Time: 1.0523e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 181 | Active_nodes: 63 | Time: 1.0523e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 252 | Active_nodes: 63 | Time: 1.0524e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 379 | Active_nodes: 63 | Time: 1.0525e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 384 | Active_nodes: 63 | Time: 1.0526e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 356 | Active_nodes: 63 | Time: 1.0526e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 259 | Active_nodes: 63 | Time: 1.0527e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 157 | Active_nodes: 63 | Time: 1.0528e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 218 | Active_nodes: 63 | Time: 1.0528e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 699 | Active_nodes: 63 | Time: 1.0528e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 432 | Active_nodes: 63 | Time: 1.0530e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 499 | Active_nodes: 63 | Time: 1.0530e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 444 | Active_nodes: 63 | Time: 1.0530e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 238 | Active_nodes: 63 | Time: 1.0531e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 425 | Active_nodes: 63 | Time: 1.0532e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 694 | Active_nodes: 63 | Time: 1.0532e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 655 | Active_nodes: 63 | Time: 1.0532e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 193 | Active_nodes: 63 | Time: 1.0534e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 558 | Active_nodes: 63 | Time: 1.0536e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 448 | Active_nodes: 63 | Time: 1.0536e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 489 | Active_nodes: 63 | Time: 1.0537e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 588 | Active_nodes: 63 | Time: 1.0537e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 352 | Active_nodes: 63 | Time: 1.0538e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 210 | Active_nodes: 63 | Time: 1.0541e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 288 | Active_nodes: 63 | Time: 1.0541e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 452 | Active_nodes: 63 | Time: 1.0541e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 552 | Active_nodes: 63 | Time: 1.0542e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 591 | Active_nodes: 63 | Time: 1.0543e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 559 | Active_nodes: 63 | Time: 1.0543e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 305 | Active_nodes: 63 | Time: 1.0544e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 349 | Active_nodes: 63 | Time: 1.0544e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 492 | Active_nodes: 63 | Time: 1.0547e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 86 | Active_nodes: 63 | Time: 1.0549e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 196 | Active_nodes: 63 | Time: 1.0550e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 214 | Active_nodes: 63 | Time: 1.0551e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 459 | Active_nodes: 63 | Time: 1.0552e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 667 | Active_nodes: 63 | Time: 1.0552e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 260 | Active_nodes: 63 | Time: 1.0552e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 551 | Active_nodes: 63 | Time: 1.0552e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 79 | Active_nodes: 63 | Time: 1.0553e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 504 | Active_nodes: 63 | Time: 1.0554e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 665 | Active_nodes: 63 | Time: 1.0554e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 308 | Active_nodes: 63 | Time: 1.0555e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 175 | Active_nodes: 63 | Time: 1.0557e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 328 | Active_nodes: 63 | Time: 1.0557e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 172 | Active_nodes: 63 | Time: 1.0557e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 675 | Active_nodes: 63 | Time: 1.0558e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 155 | Active_nodes: 63 | Time: 1.0559e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 450 | Active_nodes: 63 | Time: 1.0559e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 455 | Active_nodes: 63 | Time: 1.0561e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 449 | Active_nodes: 63 | Time: 1.0561e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 341 | Active_nodes: 63 | Time: 1.0562e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 600 | Active_nodes: 63 | Time: 1.0564e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 596 | Active_nodes: 63 | Time: 1.0565e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 156 | Active_nodes: 63 | Time: 1.0566e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 500 | Active_nodes: 63 | Time: 1.0566e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 485 | Active_nodes: 63 | Time: 1.0566e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 624 | Active_nodes: 63 | Time: 1.0567e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 81 | Active_nodes: 63 | Time: 1.0569e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 698 | Active_nodes: 63 | Time: 1.0569e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 240 | Active_nodes: 63 | Time: 1.0569e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 601 | Active_nodes: 63 | Time: 1.0570e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 310 | Active_nodes: 63 | Time: 1.0572e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 233 | Active_nodes: 63 | Time: 1.0572e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 204 | Active_nodes: 63 | Time: 1.0573e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 496 | Active_nodes: 63 | Time: 1.0574e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 228 | Active_nodes: 63 | Time: 1.0574e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 568 | Active_nodes: 63 | Time: 1.0576e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 689 | Active_nodes: 63 | Time: 1.0577e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 350 | Active_nodes: 63 | Time: 1.0580e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 411 | Active_nodes: 63 | Time: 1.0580e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 677 | Active_nodes: 63 | Time: 1.0583e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 354 | Active_nodes: 63 | Time: 1.0584e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 289 | Active_nodes: 63 | Time: 1.0584e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 614 | Active_nodes: 63 | Time: 1.0585e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 646 | Active_nodes: 63 | Time: 1.0585e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 194 | Active_nodes: 63 | Time: 1.0586e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 529 | Active_nodes: 63 | Time: 1.0586e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 283 | Active_nodes: 63 | Time: 1.0587e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 325 | Active_nodes: 63 | Time: 1.0587e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 507 | Active_nodes: 63 | Time: 1.0588e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 461 | Active_nodes: 63 | Time: 1.0588e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 230 | Active_nodes: 63 | Time: 1.0589e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 182 | Active_nodes: 63 | Time: 1.0589e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 236 | Active_nodes: 63 | Time: 1.0589e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 414 | Active_nodes: 63 | Time: 1.0590e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 702 | Active_nodes: 63 | Time: 1.0590e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 174 | Active_nodes: 63 | Time: 1.0591e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 166 | Active_nodes: 63 | Time: 1.0591e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 50 | Active_nodes: 63 | Time: 1.0592e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 453 | Active_nodes: 63 | Time: 1.0594e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 167 | Active_nodes: 63 | Time: 1.0594e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 678 | Active_nodes: 63 | Time: 1.0595e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 700 | Active_nodes: 63 | Time: 1.0595e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 281 | Active_nodes: 63 | Time: 1.0595e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 569 | Active_nodes: 63 | Time: 1.0596e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 162 | Active_nodes: 63 | Time: 1.0597e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 627 | Active_nodes: 63 | Time: 1.0600e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 446 | Active_nodes: 63 | Time: 1.0600e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 692 | Active_nodes: 63 | Time: 1.0603e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 395 | Active_nodes: 63 | Time: 1.0604e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 304 | Active_nodes: 63 | Time: 1.0604e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 495 | Active_nodes: 63 | Time: 1.0607e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 553 | Active_nodes: 63 | Time: 1.0607e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 674 | Active_nodes: 63 | Time: 1.0611e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 258 | Active_nodes: 63 | Time: 1.0613e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 366 | Active_nodes: 63 | Time: 1.0615e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 704 | Active_nodes: 63 | Time: 1.0616e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 270 | Active_nodes: 63 | Time: 1.0616e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 319 | Active_nodes: 63 | Time: 1.0617e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 372 | Active_nodes: 63 | Time: 1.0617e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 615 | Active_nodes: 63 | Time: 1.0618e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 306 | Active_nodes: 63 | Time: 1.0618e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 481 | Active_nodes: 63 | Time: 1.0618e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 685 | Active_nodes: 63 | Time: 1.0618e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 528 | Active_nodes: 63 | Time: 1.0619e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 256 | Active_nodes: 63 | Time: 1.0619e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 375 | Active_nodes: 63 | Time: 1.0620e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 567 | Active_nodes: 63 | Time: 1.0620e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 250 | Active_nodes: 63 | Time: 1.0620e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 676 | Active_nodes: 63 | Time: 1.0620e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 339 | Active_nodes: 63 | Time: 1.0621e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 217 | Active_nodes: 63 | Time: 1.0621e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 487 | Active_nodes: 63 | Time: 1.0623e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 620 | Active_nodes: 63 | Time: 1.0624e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 434 | Active_nodes: 63 | Time: 1.0624e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 199 | Active_nodes: 63 | Time: 1.0625e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 706 | Active_nodes: 63 | Time: 1.0625e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 348 | Active_nodes: 63 | Time: 1.0626e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 302 | Active_nodes: 63 | Time: 1.0630e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 521 | Active_nodes: 63 | Time: 1.0633e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 451 | Active_nodes: 63 | Time: 1.0635e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 467 | Active_nodes: 63 | Time: 1.0636e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 336 | Active_nodes: 63 | Time: 1.0636e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 373 | Active_nodes: 63 | Time: 1.0636e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 37 | Active_nodes: 63 | Time: 1.0639e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 648 | Active_nodes: 63 | Time: 1.0639e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 584 | Active_nodes: 63 | Time: 1.0641e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 104 | Active_nodes: 63 | Time: 1.0641e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 660 | Active_nodes: 63 | Time: 1.0644e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 534 | Active_nodes: 63 | Time: 1.0644e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 460 | Active_nodes: 63 | Time: 1.0645e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 357 | Active_nodes: 63 | Time: 1.0645e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 576 | Active_nodes: 63 | Time: 1.0647e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 282 | Active_nodes: 63 | Time: 1.0648e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 438 | Active_nodes: 63 | Time: 1.0649e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 168 | Active_nodes: 63 | Time: 1.0650e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 301 | Active_nodes: 63 | Time: 1.0651e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 295 | Active_nodes: 63 | Time: 1.0652e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 220 | Active_nodes: 63 | Time: 1.0653e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 484 | Active_nodes: 63 | Time: 1.0655e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 546 | Active_nodes: 63 | Time: 1.0655e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 222 | Active_nodes: 63 | Time: 1.0656e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 331 | Active_nodes: 63 | Time: 1.0657e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 486 | Active_nodes: 63 | Time: 1.0658e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 227 | Active_nodes: 63 | Time: 1.0659e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 612 | Active_nodes: 63 | Time: 1.0659e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 67 | Active_nodes: 63 | Time: 1.0660e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 152 | Active_nodes: 63 | Time: 1.0661e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 380 | Active_nodes: 63 | Time: 1.0662e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 353 | Active_nodes: 63 | Time: 1.0662e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 426 | Active_nodes: 63 | Time: 1.0662e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 547 | Active_nodes: 63 | Time: 1.0662e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 554 | Active_nodes: 63 | Time: 1.0663e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 577 | Active_nodes: 63 | Time: 1.0663e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 242 | Active_nodes: 63 | Time: 1.0667e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 523 | Active_nodes: 63 | Time: 1.0668e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 533 | Active_nodes: 63 | Time: 1.0672e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 170 | Active_nodes: 63 | Time: 1.0673e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 654 | Active_nodes: 63 | Time: 1.0675e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 370 | Active_nodes: 63 | Time: 1.0675e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 408 | Active_nodes: 63 | Time: 1.0675e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 542 | Active_nodes: 63 | Time: 1.0676e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 463 | Active_nodes: 63 | Time: 1.0677e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 160 | Active_nodes: 63 | Time: 1.0678e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 578 | Active_nodes: 63 | Time: 1.0679e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 313 | Active_nodes: 63 | Time: 1.0680e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 691 | Active_nodes: 63 | Time: 1.0681e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 502 | Active_nodes: 63 | Time: 1.0682e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 378 | Active_nodes: 63 | Time: 1.0685e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 364 | Active_nodes: 63 | Time: 1.0685e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 587 | Active_nodes: 63 | Time: 1.0686e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 223 | Active_nodes: 63 | Time: 1.0688e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 662 | Active_nodes: 63 | Time: 1.0690e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 622 | Active_nodes: 63 | Time: 1.0691e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 248 | Active_nodes: 63 | Time: 1.0694e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 255 | Active_nodes: 63 | Time: 1.0695e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 607 | Active_nodes: 63 | Time: 1.0695e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 472 | Active_nodes: 63 | Time: 1.0696e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 643 | Active_nodes: 63 | Time: 1.0696e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 340 | Active_nodes: 63 | Time: 1.0696e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 433 | Active_nodes: 63 | Time: 1.0698e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 705 | Active_nodes: 63 | Time: 1.0700e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 420 | Active_nodes: 63 | Time: 1.0701e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 580 | Active_nodes: 63 | Time: 1.0702e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 278 | Active_nodes: 63 | Time: 1.0705e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 649 | Active_nodes: 63 | Time: 1.0706e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 407 | Active_nodes: 63 | Time: 1.0707e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 493 | Active_nodes: 63 | Time: 1.0708e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 508 | Active_nodes: 63 | Time: 1.0708e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 488 | Active_nodes: 63 | Time: 1.0709e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 202 | Active_nodes: 63 | Time: 1.0710e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 351 | Active_nodes: 63 | Time: 1.0710e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 640 | Active_nodes: 63 | Time: 1.0711e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 154 | Active_nodes: 63 | Time: 1.0711e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 45 | Active_nodes: 63 | Time: 1.0712e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 505 | Active_nodes: 63 | Time: 1.0713e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 673 | Active_nodes: 63 | Time: 1.0713e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 439 | Active_nodes: 63 | Time: 1.0714e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 682 | Active_nodes: 63 | Time: 1.0715e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 363 | Active_nodes: 63 | Time: 1.0716e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 679 | Active_nodes: 63 | Time: 1.0718e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 466 | Active_nodes: 63 | Time: 1.0719e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 271 | Active_nodes: 63 | Time: 1.0723e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 318 | Active_nodes: 63 | Time: 1.0723e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 40 | Active_nodes: 63 | Time: 1.0727e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 386 | Active_nodes: 63 | Time: 1.0728e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 526 | Active_nodes: 63 | Time: 1.0728e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 636 | Active_nodes: 63 | Time: 1.0729e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 637 | Active_nodes: 63 | Time: 1.0729e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 406 | Active_nodes: 63 | Time: 1.0730e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 618 | Active_nodes: 63 | Time: 1.0730e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 291 | Active_nodes: 63 | Time: 1.0730e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 610 | Active_nodes: 63 | Time: 1.0731e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 164 | Active_nodes: 63 | Time: 1.0731e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 543 | Active_nodes: 63 | Time: 1.0732e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 397 | Active_nodes: 63 | Time: 1.0733e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 422 | Active_nodes: 63 | Time: 1.0733e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 560 | Active_nodes: 63 | Time: 1.0735e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 413 | Active_nodes: 63 | Time: 1.0735e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 186 | Active_nodes: 63 | Time: 1.0737e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 545 | Active_nodes: 63 | Time: 1.0738e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 663 | Active_nodes: 63 | Time: 1.0739e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 672 | Active_nodes: 63 | Time: 1.0739e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 697 | Active_nodes: 63 | Time: 1.0740e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 276 | Active_nodes: 63 | Time: 1.0741e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 604 | Active_nodes: 63 | Time: 1.0742e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 530 | Active_nodes: 63 | Time: 1.0743e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 443 | Active_nodes: 63 | Time: 1.0743e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 294 | Active_nodes: 63 | Time: 1.0743e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 226 | Active_nodes: 63 | Time: 1.0743e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 440 | Active_nodes: 63 | Time: 1.0745e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 696 | Active_nodes: 63 | Time: 1.0746e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 387 | Active_nodes: 63 | Time: 1.0747e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 427 | Active_nodes: 63 | Time: 1.0747e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 608 | Active_nodes: 63 | Time: 1.0747e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 192 | Active_nodes: 63 | Time: 1.0748e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 456 | Active_nodes: 63 | Time: 1.0750e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 403 | Active_nodes: 63 | Time: 1.0752e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 638 | Active_nodes: 63 | Time: 1.0756e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 541 | Active_nodes: 63 | Time: 1.0761e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 401 | Active_nodes: 63 | Time: 1.0763e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 229 | Active_nodes: 63 | Time: 1.0763e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 382 | Active_nodes: 63 | Time: 1.0764e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 556 | Active_nodes: 63 | Time: 1.0766e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 317 | Active_nodes: 63 | Time: 1.0766e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 330 | Active_nodes: 63 | Time: 1.0768e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 494 | Active_nodes: 63 | Time: 1.0769e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 536 | Active_nodes: 63 | Time: 1.0770e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 644 | Active_nodes: 63 | Time: 1.0772e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 203 | Active_nodes: 63 | Time: 1.0773e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 153 | Active_nodes: 63 | Time: 1.0775e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 549 | Active_nodes: 63 | Time: 1.0775e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 274 | Active_nodes: 63 | Time: 1.0775e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 342 | Active_nodes: 63 | Time: 1.0776e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 626 | Active_nodes: 63 | Time: 1.0778e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 522 | Active_nodes: 63 | Time: 1.0780e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 473 | Active_nodes: 63 | Time: 1.0780e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 388 | Active_nodes: 63 | Time: 1.0781e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 510 | Active_nodes: 63 | Time: 1.0781e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 326 | Active_nodes: 63 | Time: 1.0781e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 572 | Active_nodes: 63 | Time: 1.0782e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 176 | Active_nodes: 63 | Time: 1.0782e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 83 | Active_nodes: 63 | Time: 1.0783e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 286 | Active_nodes: 63 | Time: 1.0785e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 631 | Active_nodes: 63 | Time: 1.0789e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 582 | Active_nodes: 63 | Time: 1.0791e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 457 | Active_nodes: 63 | Time: 1.0791e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 688 | Active_nodes: 63 | Time: 1.0792e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 337 | Active_nodes: 63 | Time: 1.0793e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 645 | Active_nodes: 63 | Time: 1.0794e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 402 | Active_nodes: 63 | Time: 1.0798e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 280 | Active_nodes: 63 | Time: 1.0801e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 362 | Active_nodes: 63 | Time: 1.0810e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 465 | Active_nodes: 63 | Time: 1.0811e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 471 | Active_nodes: 63 | Time: 1.0812e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 237 | Active_nodes: 63 | Time: 1.0812e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 693 | Active_nodes: 63 | Time: 1.0815e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 179 | Active_nodes: 63 | Time: 1.0817e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 606 | Active_nodes: 63 | Time: 1.0817e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 670 | Active_nodes: 63 | Time: 1.0819e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 664 | Active_nodes: 63 | Time: 1.0820e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 400 | Active_nodes: 63 | Time: 1.0822e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 200 | Active_nodes: 63 | Time: 1.0824e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 184 | Active_nodes: 63 | Time: 1.0825e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 602 | Active_nodes: 63 | Time: 1.0825e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 595 | Active_nodes: 63 | Time: 1.0829e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 333 | Active_nodes: 63 | Time: 1.0831e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 657 | Active_nodes: 63 | Time: 1.0833e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 239 | Active_nodes: 63 | Time: 1.0833e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 506 | Active_nodes: 63 | Time: 1.0834e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 669 | Active_nodes: 63 | Time: 1.0835e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 661 | Active_nodes: 63 | Time: 1.0835e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 296 | Active_nodes: 63 | Time: 1.0836e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 652 | Active_nodes: 63 | Time: 1.0837e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 277 | Active_nodes: 63 | Time: 1.0841e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 178 | Active_nodes: 63 | Time: 1.0841e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 290 | Active_nodes: 63 | Time: 1.0843e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 442 | Active_nodes: 63 | Time: 1.0843e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 394 | Active_nodes: 63 | Time: 1.0843e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 322 | Active_nodes: 63 | Time: 1.0848e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 421 | Active_nodes: 63 | Time: 1.0848e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 198 | Active_nodes: 63 | Time: 1.0848e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 211 | Active_nodes: 63 | Time: 1.0849e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 212 | Active_nodes: 63 | Time: 1.0852e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 312 | Active_nodes: 63 | Time: 1.0853e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 630 | Active_nodes: 63 | Time: 1.0854e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 392 | Active_nodes: 63 | Time: 1.0855e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 180 | Active_nodes: 63 | Time: 1.0856e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 298 | Active_nodes: 63 | Time: 1.0857e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 563 | Active_nodes: 63 | Time: 1.0861e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 642 | Active_nodes: 63 | Time: 1.0861e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 516 | Active_nodes: 63 | Time: 1.0864e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 540 | Active_nodes: 63 | Time: 1.0868e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 158 | Active_nodes: 63 | Time: 1.0870e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 316 | Active_nodes: 63 | Time: 1.0872e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 398 | Active_nodes: 63 | Time: 1.0872e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 224 | Active_nodes: 63 | Time: 1.0873e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 518 | Active_nodes: 63 | Time: 1.0874e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 284 | Active_nodes: 63 | Time: 1.0875e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 464 | Active_nodes: 63 | Time: 1.0877e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 429 | Active_nodes: 63 | Time: 1.0877e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 391 | Active_nodes: 63 | Time: 1.0879e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 309 | Active_nodes: 63 | Time: 1.0881e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 524 | Active_nodes: 63 | Time: 1.0885e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 396 | Active_nodes: 63 | Time: 1.0885e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 188 | Active_nodes: 63 | Time: 1.0887e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 468 | Active_nodes: 63 | Time: 1.0888e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 613 | Active_nodes: 63 | Time: 1.0892e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 513 | Active_nodes: 63 | Time: 1.0892e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 96 | Active_nodes: 63 | Time: 1.0896e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 711 | Active_nodes: 63 | Time: 1.0896e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 632 | Active_nodes: 63 | Time: 1.0896e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 343 | Active_nodes: 63 | Time: 1.0898e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 436 | Active_nodes: 63 | Time: 1.0900e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 191 | Active_nodes: 63 | Time: 1.0900e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 307 | Active_nodes: 63 | Time: 1.0903e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 635 | Active_nodes: 63 | Time: 1.0903e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 628 | Active_nodes: 63 | Time: 1.0903e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 225 | Active_nodes: 63 | Time: 1.0905e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 346 | Active_nodes: 63 | Time: 1.0908e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 548 | Active_nodes: 63 | Time: 1.0911e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 498 | Active_nodes: 63 | Time: 1.0911e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 327 | Active_nodes: 63 | Time: 1.0912e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 376 | Active_nodes: 63 | Time: 1.0912e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 404 | Active_nodes: 63 | Time: 1.0918e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 462 | Active_nodes: 63 | Time: 1.0922e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 525 | Active_nodes: 63 | Time: 1.0923e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 272 | Active_nodes: 63 | Time: 1.0924e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 527 | Active_nodes: 63 | Time: 1.0927e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 254 | Active_nodes: 63 | Time: 1.0928e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 63 | Active_nodes: 63 | Time: 1.0928e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 159 | Active_nodes: 63 | Time: 1.0928e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 374 | Active_nodes: 63 | Time: 1.0930e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 658 | Active_nodes: 63 | Time: 1.0931e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 292 | Active_nodes: 63 | Time: 1.0936e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 593 | Active_nodes: 63 | Time: 1.0937e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 368 | Active_nodes: 63 | Time: 1.0942e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 586 | Active_nodes: 63 | Time: 1.0942e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 514 | Active_nodes: 63 | Time: 1.0942e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 517 | Active_nodes: 63 | Time: 1.0944e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 490 | Active_nodes: 63 | Time: 1.0945e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 512 | Active_nodes: 63 | Time: 1.0948e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 390 | Active_nodes: 63 | Time: 1.0953e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 399 | Active_nodes: 63 | Time: 1.0953e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 511 | Active_nodes: 63 | Time: 1.0956e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 641 | Active_nodes: 63 | Time: 1.0969e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 562 | Active_nodes: 63 | Time: 1.0973e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 428 | Active_nodes: 63 | Time: 1.0978e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 314 | Active_nodes: 63 | Time: 1.0978e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 344 | Active_nodes: 63 | Time: 1.0984e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 659 | Active_nodes: 63 | Time: 1.0988e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 62 | Active_nodes: 63 | Time: 1.0990e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 410 | Active_nodes: 63 | Time: 1.0994e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 165 | Active_nodes: 63 | Time: 1.1013e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 555 | Active_nodes: 63 | Time: 1.1020e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 680 | Active_nodes: 63 | Time: 1.1021e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 320 | Active_nodes: 63 | Time: 1.1021e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 338 | Active_nodes: 63 | Time: 1.1027e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 347 | Active_nodes: 63 | Time: 1.1032e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 585 | Active_nodes: 63 | Time: 1.1055e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 616 | Active_nodes: 63 | Time: 1.1057e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 445 | Active_nodes: 63 | Time: 1.1059e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 279 | Active_nodes: 63 | Time: 1.1067e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 285 | Active_nodes: 63 | Time: 1.1072e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 538 | Active_nodes: 63 | Time: 1.1077e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 207 | Active_nodes: 63 | Time: 1.1084e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 474 | Active_nodes: 63 | Time: 1.1090e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 417 | Active_nodes: 63 | Time: 1.1093e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 231 | Active_nodes: 63 | Time: 1.1101e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 469 | Active_nodes: 63 | Time: 1.1106e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 650 | Active_nodes: 63 | Time: 1.1111e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 515 | Active_nodes: 63 | Time: 1.1114e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 544 | Active_nodes: 63 | Time: 1.1114e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 146 | Active_nodes: 63 | Time: 1.1134e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 215 | Active_nodes: 63 | Time: 1.1137e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 273 | Active_nodes: 63 | Time: 1.1146e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 458 | Active_nodes: 63 | Time: 1.1148e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 201 | Active_nodes: 63 | Time: 1.1180e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 300 | Active_nodes: 63 | Time: 1.1184e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 561 | Active_nodes: 63 | Time: 1.1199e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 639 | Active_nodes: 63 | Time: 1.1205e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 324 | Active_nodes: 63 | Time: 1.1211e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 683 | Active_nodes: 63 | Time: 1.1246e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 82 | Active_nodes: 63 | Time: 1.1252e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 412 | Active_nodes: 63 | Time: 1.1254e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 359 | Active_nodes: 63 | Time: 1.1265e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 416 | Active_nodes: 63 | Time: 1.1304e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 651 | Active_nodes: 63 | Time: 1.1313e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 418 | Active_nodes: 63 | Time: 1.1322e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 177 | Active_nodes: 63 | Time: 1.1366e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 287 | Active_nodes: 63 | Time: 1.1368e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 183 | Active_nodes: 63 | Time: 1.1376e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 435 | Active_nodes: 63 | Time: 1.1386e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 634 | Active_nodes: 63 | Time: 1.1407e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 656 | Active_nodes: 63 | Time: 1.1448e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 161 | Active_nodes: 63 | Time: 1.1450e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 681 | Active_nodes: 63 | Time: 1.1484e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 299 | Active_nodes: 63 | Time: 1.1487e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 275 | Active_nodes: 63 | Time: 1.1488e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 303 | Active_nodes: 63 | Time: 1.1507e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 671 | Active_nodes: 63 | Time: 1.1522e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 297 | Active_nodes: 63 | Time: 1.1544e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 345 | Active_nodes: 63 | Time: 1.1561e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 520 | Active_nodes: 63 | Time: 1.1570e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 335 | Active_nodes: 63 | Time: 1.1591e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 532 | Active_nodes: 63 | Time: 1.1622e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 633 | Active_nodes: 63 | Time: 1.1632e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 687 | Active_nodes: 63 | Time: 1.1653e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 537 | Active_nodes: 63 | Time: 1.1673e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 666 | Active_nodes: 63 | Time: 1.1690e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 447 | Active_nodes: 63 | Time: 1.1690e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 441 | Active_nodes: 63 | Time: 1.1765e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 405 | Active_nodes: 63 | Time: 1.1779e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 393 | Active_nodes: 63 | Time: 1.1810e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 323 | Active_nodes: 63 | Time: 1.1814e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 266 | Active_nodes: 63 | Time: 1.1814e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 419 | Active_nodes: 63 | Time: 1.1815e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 423 | Active_nodes: 63 | Time: 1.1882e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 185 | Active_nodes: 63 | Time: 1.1894e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 531 | Active_nodes: 63 | Time: 1.1914e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 321 | Active_nodes: 63 | Time: 1.1998e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 519 | Active_nodes: 63 | Time: 1.2084e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 209 | Active_nodes: 63 | Time: 1.2153e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 315 | Active_nodes: 63 | Time: 1.2248e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 189 | Active_nodes: 63 | Time: 1.2249e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 539 | Active_nodes: 63 | Time: 1.2394e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 213 | Active_nodes: 63 | Time: 1.2468e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| - -........................... -Average time: 1.0627e-03s - -________________________________________________________________________________________________ - -execution time of: 9.6893e-04s: Index: 23 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| - -execution time of: 9.7423e-04s: Index: 17 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| - -execution time of: 9.7810e-04s: Index: 21 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| - -execution time of: 9.7899e-04s: Index: 11 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| - -execution time of: 9.7953e-04s: Index: 5 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| - -execution time of: 9.8024e-04s: Index: 3 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| - -execution time of: 9.8366e-04s: Index: 119 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| - -execution time of: 9.8466e-04s: Index: 9 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| - -execution time of: 9.8543e-04s: Index: 0 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| - -execution time of: 9.8544e-04s: Index: 125 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| - -execution time of: 9.8554e-04s: Index: 71 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| - -execution time of: 9.8580e-04s: Index: 95 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| - -execution time of: 9.8621e-04s: Index: 1 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| - -execution time of: 9.8680e-04s: Index: 4 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| - -execution time of: 9.8816e-04s: Index: 15 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| - -execution time of: 9.9050e-04s: Index: 113 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| - -execution time of: 9.9104e-04s: Index: 141 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| - -execution time of: 9.9258e-04s: Index: 117 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| - -execution time of: 9.9318e-04s: Index: 129 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| - -execution time of: 9.9336e-04s: Index: 41 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| - -execution time of: 9.9472e-04s: Index: 65 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| - -execution time of: 9.9494e-04s: Index: 6 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| - -execution time of: 9.9614e-04s: Index: 7 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| - -execution time of: 9.9636e-04s: Index: 93 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| - -execution time of: 9.9720e-04s: Index: 35 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| - -execution time of: 9.9727e-04s: Index: 143 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| - -execution time of: 9.9780e-04s: Index: 29 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| - -execution time of: 9.9859e-04s: Index: 10 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| - -execution time of: 9.9916e-04s: Index: 135 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| - -execution time of: 9.9948e-04s: Index: 123 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| - -execution time of: 9.9963e-04s: Index: 19 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| - -execution time of: 1.0005e-03s: Index: 16 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| - -execution time of: 1.0011e-03s: Index: 121 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| - -execution time of: 1.0021e-03s: Index: 122 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| - -execution time of: 1.0024e-03s: Index: 13 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| - -execution time of: 1.0032e-03s: Index: 47 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| - -execution time of: 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4|5 -> 3| - -execution time of: 1.0094e-03s: Index: 88 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| - -execution time of: 1.0097e-03s: Index: 133 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| - -execution time of: 1.0101e-03s: Index: 139 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| - -execution time of: 1.0103e-03s: Index: 8 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| - -execution time of: 1.0104e-03s: Index: 101 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| - -execution time of: 1.0112e-03s: Index: 114 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| - -execution time of: 1.0113e-03s: Index: 111 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| - -execution time of: 1.0114e-03s: Index: 91 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 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63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| - -execution time of: 1.0171e-03s: Index: 89 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| - -execution time of: 1.0171e-03s: Index: 28 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| - -execution time of: 1.0173e-03s: Index: 30 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| - -execution time of: 1.0174e-03s: Index: 263 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| - -execution time of: 1.0181e-03s: Index: 134 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| - -execution time of: 1.0183e-03s: Index: 70 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| - -execution time of: 1.0185e-03s: Index: 54 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| - -execution time of: 1.0188e-03s: Index: 132 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| - -execution time of: 1.0188e-03s: Index: 55 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| - -execution time of: 1.0196e-03s: Index: 61 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| - -execution time of: 1.0201e-03s: Index: 718 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| - -execution time of: 1.0206e-03s: Index: 73 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| - -execution time of: 1.0210e-03s: Index: 138 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| - -execution time of: 1.0217e-03s: Index: 257 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| - -execution time of: 1.0218e-03s: Index: 72 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| - -execution time of: 1.0219e-03s: Index: 107 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| - -execution time of: 1.0220e-03s: Index: 140 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| - -execution time of: 1.0221e-03s: Index: 716 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| - -execution time of: 1.0226e-03s: Index: 147 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| - -execution time of: 1.0228e-03s: Index: 25 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| - -execution time of: 1.0228e-03s: Index: 108 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| - -execution time of: 1.0229e-03s: Index: 94 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2| - -execution time of: 1.0243e-03s: Index: 43 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| - -execution time of: 1.0244e-03s: Index: 76 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| - -execution time of: 1.0245e-03s: Index: 712 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| - -execution time of: 1.0246e-03s: Index: 249 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| - -execution time of: 1.0247e-03s: Index: 128 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| - -execution time of: 1.0249e-03s: Index: 251 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| - -execution time of: 1.0249e-03s: Index: 60 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| - -execution time of: 1.0251e-03s: Index: 695 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| - -execution time of: 1.0255e-03s: Index: 90 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| - -execution time of: 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- -execution time of: 1.0296e-03s: Index: 78 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| - -execution time of: 1.0299e-03s: Index: 102 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| - -execution time of: 1.0299e-03s: Index: 64 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| - -execution time of: 1.0301e-03s: Index: 84 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| - -execution time of: 1.0307e-03s: Index: 38 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| - -execution time of: 1.0307e-03s: Index: 598 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| - -execution time of: 1.0312e-03s: Index: 241 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| - -execution time of: 1.0313e-03s: Index: 22 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| - -execution time of: 1.0320e-03s: Index: 12 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| - -execution time of: 1.0324e-03s: Index: 97 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| - -execution time of: 1.0325e-03s: Index: 715 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| - -execution time of: 1.0327e-03s: Index: 383 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| - -execution time of: 1.0328e-03s: Index: 103 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| - -execution time of: 1.0328e-03s: Index: 599 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| - -execution time of: 1.0328e-03s: Index: 267 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| - -execution time of: 1.0332e-03s: Index: 261 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| - -execution time of: 1.0334e-03s: Index: 268 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| - -execution time of: 1.0336e-03s: Index: 264 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| - -execution time of: 1.0336e-03s: Index: 75 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| - -execution time of: 1.0338e-03s: Index: 389 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| - -execution time of: 1.0339e-03s: Index: 87 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| - -execution time of: 1.0341e-03s: Index: 501 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| - -execution time of: 1.0343e-03s: Index: 235 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| - -execution time of: 1.0344e-03s: Index: 617 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 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Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| - -execution time of: 1.0384e-03s: Index: 574 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| - -execution time of: 1.0396e-03s: Index: 334 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| - -execution time of: 1.0402e-03s: Index: 34 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| - -execution time of: 1.0403e-03s: Index: 148 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| - -execution time of: 1.0411e-03s: Index: 491 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| - -execution time of: 1.0411e-03s: Index: 58 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| - -execution time of: 1.0412e-03s: Index: 377 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 1| - -execution time of: 1.0412e-03s: Index: 221 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| - -execution time of: 1.0414e-03s: Index: 713 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| - -execution time of: 1.0415e-03s: Index: 197 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| - -execution time of: 1.0415e-03s: Index: 566 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| - -execution time of: 1.0417e-03s: Index: 262 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| - -execution time of: 1.0421e-03s: Index: 579 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1| - -execution time of: 1.0423e-03s: Index: 575 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| - -execution time of: 1.0424e-03s: Index: 603 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2| - -execution time of: 1.0425e-03s: Index: 629 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| - -execution time of: 1.0426e-03s: Index: 454 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| - -execution time of: 1.0426e-03s: Index: 311 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| - -execution time of: 1.0427e-03s: Index: 431 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| - -execution time of: 1.0429e-03s: Index: 623 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| - -execution time of: 1.0430e-03s: Index: 714 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| - -execution time of: 1.0431e-03s: Index: 503 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1| - -execution time of: 1.0432e-03s: Index: 171 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| - -execution time of: 1.0432e-03s: Index: 483 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| - -execution time of: 1.0435e-03s: Index: 253 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| - -execution time of: 1.0436e-03s: Index: 430 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| - -execution time of: 1.0440e-03s: Index: 365 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| - -execution time of: 1.0444e-03s: Index: 550 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| - -execution time of: 1.0445e-03s: Index: 570 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| - -execution time of: 1.0448e-03s: Index: 611 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 1| - -execution time of: 1.0449e-03s: Index: 293 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 1| - -execution time of: 1.0450e-03s: Index: 703 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| - -execution time of: 1.0450e-03s: Index: 169 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| - -execution time of: 1.0452e-03s: Index: 710 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| - -execution time of: 1.0454e-03s: Index: 234 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 3| - -execution time of: 1.0456e-03s: Index: 573 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| - -execution time of: 1.0456e-03s: Index: 360 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| - -execution time of: 1.0457e-03s: Index: 355 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| - -execution time of: 1.0458e-03s: Index: 478 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 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-> 5|5 -> 4| - -execution time of: 1.0509e-03s: Index: 367 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| - -execution time of: 1.0511e-03s: Index: 205 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| - -execution time of: 1.0512e-03s: Index: 482 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| - -execution time of: 1.0513e-03s: Index: 206 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| - -execution time of: 1.0514e-03s: Index: 232 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| - -execution time of: 1.0516e-03s: Index: 590 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| - -execution time of: 1.0516e-03s: Index: 329 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| - -execution time of: 1.0517e-03s: Index: 246 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 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| Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| - -execution time of: 1.0530e-03s: Index: 499 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| - -execution time of: 1.0530e-03s: Index: 444 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| - -execution time of: 1.0531e-03s: Index: 238 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 2| - -execution time of: 1.0532e-03s: Index: 425 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| - -execution time of: 1.0532e-03s: Index: 694 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| - -execution time of: 1.0532e-03s: Index: 655 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 3| - -execution time of: 1.0534e-03s: Index: 193 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| - -execution time of: 1.0536e-03s: Index: 558 | 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-> 1|5 -> 0| - -execution time of: 1.0555e-03s: Index: 308 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| - -execution time of: 1.0557e-03s: Index: 175 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| - -execution time of: 1.0557e-03s: Index: 328 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| - -execution time of: 1.0557e-03s: Index: 172 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| - -execution time of: 1.0558e-03s: Index: 675 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1| - -execution time of: 1.0559e-03s: Index: 155 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| - -execution time of: 1.0559e-03s: Index: 450 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| - -execution time of: 1.0561e-03s: Index: 455 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 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-> 3|5 -> 4| - -execution time of: 1.0600e-03s: Index: 627 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 2| - -execution time of: 1.0600e-03s: Index: 446 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| - -execution time of: 1.0603e-03s: Index: 692 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| - -execution time of: 1.0604e-03s: Index: 395 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| - -execution time of: 1.0604e-03s: Index: 304 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| - -execution time of: 1.0607e-03s: Index: 495 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 1| - -execution time of: 1.0607e-03s: Index: 553 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2| - -execution time of: 1.0611e-03s: Index: 674 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 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| Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| - -execution time of: 1.0621e-03s: Index: 339 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 1| - -execution time of: 1.0621e-03s: Index: 217 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| - -execution time of: 1.0623e-03s: Index: 487 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3| - -execution time of: 1.0624e-03s: Index: 620 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| - -execution time of: 1.0624e-03s: Index: 434 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| - -execution time of: 1.0625e-03s: Index: 199 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 3| - -execution time of: 1.0625e-03s: Index: 706 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| - -execution time of: 1.0626e-03s: Index: 348 | 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-> 1|5 -> 3| - -execution time of: 1.0656e-03s: Index: 222 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| - -execution time of: 1.0657e-03s: Index: 331 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1| - -execution time of: 1.0658e-03s: Index: 486 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| - -execution time of: 1.0659e-03s: Index: 227 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| - -execution time of: 1.0659e-03s: Index: 612 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4| - -execution time of: 1.0660e-03s: Index: 67 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| - -execution time of: 1.0661e-03s: Index: 152 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| - -execution time of: 1.0662e-03s: Index: 380 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 4| - -execution time of: 1.0662e-03s: Index: 353 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| - -execution time of: 1.0662e-03s: Index: 426 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| - -execution time of: 1.0662e-03s: Index: 547 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| - -execution time of: 1.0663e-03s: Index: 554 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| - -execution time of: 1.0663e-03s: Index: 577 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| - -execution time of: 1.0667e-03s: Index: 242 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| - -execution time of: 1.0668e-03s: Index: 523 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| - -execution time of: 1.0672e-03s: Index: 533 | Max_nodes: 126 | Active_nodes: 63 | 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-> 5|5 -> 3| - -execution time of: 1.0713e-03s: Index: 673 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| - -execution time of: 1.0714e-03s: Index: 439 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2| - -execution time of: 1.0715e-03s: Index: 682 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| - -execution time of: 1.0716e-03s: Index: 363 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| - -execution time of: 1.0718e-03s: Index: 679 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| - -execution time of: 1.0719e-03s: Index: 466 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| - -execution time of: 1.0723e-03s: Index: 271 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| - -execution time of: 1.0723e-03s: Index: 318 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 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-> 5|5 -> 0| - -execution time of: 1.0775e-03s: Index: 549 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| - -execution time of: 1.0775e-03s: Index: 274 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| - -execution time of: 1.0776e-03s: Index: 342 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 4| - -execution time of: 1.0778e-03s: Index: 626 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| - -execution time of: 1.0780e-03s: Index: 522 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| - -execution time of: 1.0780e-03s: Index: 473 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| - -execution time of: 1.0781e-03s: Index: 388 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| - -execution time of: 1.0781e-03s: Index: 510 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 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| 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| - -execution time of: 1.0792e-03s: Index: 688 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| - -execution time of: 1.0793e-03s: Index: 337 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| - -execution time of: 1.0794e-03s: Index: 645 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| - -execution time of: 1.0798e-03s: Index: 402 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 4| - -execution time of: 1.0801e-03s: Index: 280 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| - -execution time of: 1.0810e-03s: Index: 362 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| - -execution time of: 1.0811e-03s: Index: 465 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| - -execution time of: 1.0812e-03s: Index: 471 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| - -execution time of: 1.0812e-03s: Index: 237 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| - -execution time of: 1.0815e-03s: Index: 693 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| - -execution time of: 1.0817e-03s: Index: 179 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| - -execution time of: 1.0817e-03s: Index: 606 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4| - -execution time of: 1.0819e-03s: Index: 670 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| - -execution time of: 1.0820e-03s: Index: 664 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| - -execution time of: 1.0822e-03s: Index: 400 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| - -execution time of: 1.0824e-03s: Index: 200 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| - -execution time of: 1.0825e-03s: Index: 184 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| - -execution time of: 1.0825e-03s: Index: 602 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 4| - -execution time of: 1.0829e-03s: Index: 595 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| - -execution time of: 1.0831e-03s: Index: 333 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| - -execution time of: 1.0833e-03s: Index: 657 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| - -execution time of: 1.0833e-03s: Index: 239 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| - -execution time of: 1.0834e-03s: Index: 506 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| - -execution time of: 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-execution time of: 1.0843e-03s: Index: 394 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| - -execution time of: 1.0848e-03s: Index: 322 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| - -execution time of: 1.0848e-03s: Index: 421 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| - -execution time of: 1.0848e-03s: Index: 198 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| - -execution time of: 1.0849e-03s: Index: 211 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 2| - -execution time of: 1.0852e-03s: Index: 212 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| - -execution time of: 1.0853e-03s: Index: 312 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| - -execution time of: 1.0854e-03s: Index: 630 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| - -execution time of: 1.0855e-03s: Index: 392 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| - -execution time of: 1.0856e-03s: Index: 180 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| - -execution time of: 1.0857e-03s: Index: 298 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| - -execution time of: 1.0861e-03s: Index: 563 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| - -execution time of: 1.0861e-03s: Index: 642 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| - -execution time of: 1.0864e-03s: Index: 516 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| - -execution time of: 1.0868e-03s: Index: 540 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| - -execution time of: 1.0870e-03s: Index: 158 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| - -execution time of: 1.0872e-03s: Index: 316 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| - -execution time of: 1.0872e-03s: Index: 398 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| - -execution time of: 1.0873e-03s: Index: 224 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| - -execution time of: 1.0874e-03s: Index: 518 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| - -execution time of: 1.0875e-03s: Index: 284 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| - -execution time of: 1.0877e-03s: Index: 464 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| - -execution time of: 1.0877e-03s: Index: 429 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| - -execution time of: 1.0879e-03s: Index: 391 | Max_nodes: 126 | Active_nodes: 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Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| - -execution time of: 1.0896e-03s: Index: 711 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| - -execution time of: 1.0896e-03s: Index: 632 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| - -execution time of: 1.0898e-03s: Index: 343 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 3| - -execution time of: 1.0900e-03s: Index: 436 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 2| - -execution time of: 1.0900e-03s: Index: 191 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| - -execution time of: 1.0903e-03s: Index: 307 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| - -execution time of: 1.0903e-03s: Index: 635 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| - -execution time of: 1.0903e-03s: Index: 628 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 3| - -execution time of: 1.0905e-03s: Index: 225 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| - -execution time of: 1.0908e-03s: Index: 346 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| - -execution time of: 1.0911e-03s: Index: 548 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| - -execution time of: 1.0911e-03s: Index: 498 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| - -execution time of: 1.0912e-03s: Index: 327 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| - -execution time of: 1.0912e-03s: Index: 376 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2| - -execution time of: 1.0918e-03s: Index: 404 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| - -execution time of: 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-execution time of: 1.0931e-03s: Index: 658 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| - -execution time of: 1.0936e-03s: Index: 292 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 4| - -execution time of: 1.0937e-03s: Index: 593 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| - -execution time of: 1.0942e-03s: Index: 368 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| - -execution time of: 1.0942e-03s: Index: 586 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| - -execution time of: 1.0942e-03s: Index: 514 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| - -execution time of: 1.0944e-03s: Index: 517 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| - -execution time of: 1.0945e-03s: Index: 490 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| - -execution time of: 1.0948e-03s: Index: 512 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| - -execution time of: 1.0953e-03s: Index: 390 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| - -execution time of: 1.0953e-03s: Index: 399 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| - -execution time of: 1.0956e-03s: Index: 511 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 3| - -execution time of: 1.0969e-03s: Index: 641 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| - -execution time of: 1.0973e-03s: Index: 562 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| - -execution time of: 1.0978e-03s: Index: 428 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| - -execution time of: 1.0978e-03s: Index: 314 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 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| 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| - -execution time of: 1.1027e-03s: Index: 338 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| - -execution time of: 1.1032e-03s: Index: 347 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| - -execution time of: 1.1055e-03s: Index: 585 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| - -execution time of: 1.1057e-03s: Index: 616 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| - -execution time of: 1.1059e-03s: Index: 445 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| - -execution time of: 1.1067e-03s: Index: 279 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| - -execution time of: 1.1072e-03s: Index: 285 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| - -execution time of: 1.1077e-03s: Index: 538 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| - -execution time of: 1.1084e-03s: Index: 207 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| - -execution time of: 1.1090e-03s: Index: 474 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| - -execution time of: 1.1093e-03s: Index: 417 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| - -execution time of: 1.1101e-03s: Index: 231 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| - -execution time of: 1.1106e-03s: Index: 469 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| - -execution time of: 1.1111e-03s: Index: 650 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| - -execution time of: 1.1114e-03s: Index: 515 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0| - -execution time of: 1.1114e-03s: Index: 544 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| - -execution time of: 1.1134e-03s: Index: 146 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| - -execution time of: 1.1137e-03s: Index: 215 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| - -execution time of: 1.1146e-03s: Index: 273 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| - -execution time of: 1.1148e-03s: Index: 458 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| - -execution time of: 1.1180e-03s: Index: 201 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| - -execution time of: 1.1184e-03s: Index: 300 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| - -execution time of: 1.1199e-03s: Index: 561 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| - -execution time of: 1.1205e-03s: Index: 639 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| - -execution time of: 1.1211e-03s: Index: 324 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| - -execution time of: 1.1246e-03s: Index: 683 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| - -execution time of: 1.1252e-03s: Index: 82 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| - -execution time of: 1.1254e-03s: Index: 412 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4| - -execution time of: 1.1265e-03s: Index: 359 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| - -execution time of: 1.1304e-03s: Index: 416 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| - -execution time of: 1.1313e-03s: Index: 651 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| - -execution time of: 1.1322e-03s: Index: 418 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| - -execution time of: 1.1366e-03s: Index: 177 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| - -execution time of: 1.1368e-03s: Index: 287 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| - -execution time of: 1.1376e-03s: Index: 183 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| - -execution time of: 1.1386e-03s: Index: 435 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| - -execution time of: 1.1407e-03s: Index: 634 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| - -execution time of: 1.1448e-03s: Index: 656 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| - -execution time of: 1.1450e-03s: Index: 161 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| - -execution time of: 1.1484e-03s: Index: 681 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| - -execution time of: 1.1487e-03s: Index: 299 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| - -execution time of: 1.1488e-03s: Index: 275 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| - -execution time of: 1.1507e-03s: Index: 303 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| - -execution time of: 1.1522e-03s: Index: 671 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| - -execution time of: 1.1544e-03s: Index: 297 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| - -execution time of: 1.1561e-03s: Index: 345 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| - -execution time of: 1.1570e-03s: Index: 520 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| - -execution time of: 1.1591e-03s: Index: 335 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| - -execution time of: 1.1622e-03s: Index: 532 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| - -execution time of: 1.1632e-03s: Index: 633 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| - -execution time of: 1.1653e-03s: Index: 687 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| - -execution time of: 1.1673e-03s: Index: 537 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| - -execution time of: 1.1690e-03s: Index: 666 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| - -execution time of: 1.1690e-03s: Index: 447 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| - -execution time of: 1.1765e-03s: Index: 441 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| - -execution time of: 1.1779e-03s: Index: 405 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| - -execution time of: 1.1810e-03s: Index: 393 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| - -execution time of: 1.1814e-03s: Index: 323 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| - -execution time of: 1.1814e-03s: Index: 266 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| - -execution time of: 1.1815e-03s: Index: 419 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| - -execution time of: 1.1882e-03s: Index: 423 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| - -execution time of: 1.1894e-03s: Index: 185 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| - -execution time of: 1.1914e-03s: Index: 531 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| - -execution time of: 1.1998e-03s: Index: 321 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| - -execution time of: 1.2084e-03s: Index: 519 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| - -execution time of: 1.2153e-03s: Index: 209 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| - -execution time of: 1.2248e-03s: Index: 315 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| - -execution time of: 1.2249e-03s: Index: 189 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 0| - -execution time of: 1.2394e-03s: Index: 539 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| - -execution time of: 1.2468e-03s: Index: 213 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| - -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/qnn_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/qnn_indep_qiskit_controls.txt deleted file mode 100644 index 20d97ed8..00000000 --- a/test/BenchmarkQuasm/results/qnn_indep_qiskit_controls.txt +++ /dev/null @@ -1,400 +0,0 @@ -Start Simulation of qnn_indep_qiskit_2__________________________________________________ - - i: 0 1 - 1: u2 | p: (2) (-3.14159) - 2: | u2 p: (2) (-3.14159) - 3: c x - 4: | p p: (9.17284) - 5: c x - 6: u2 | p: (2) (-3.14159) - 7: | u2 p: (2) (-3.14159) - 8: c x - 9: | p p: (9.17284) -10: c x -11: ry | p: (0.727191) -12: | ry p: (0.262443) -13: c x -14: ry | p: (0.948443) -15: | ry p: (0.986626) -16:======== -17: 0 | -18: | 1 - o: 0 1 -Computed Permutation: ................0 -> 1|1 -> 0| -Original Permutation: ................0 -> 0|1 -> 1| -Identity Duration: 6.5090e-05s............................. -Permuted Duration: 5.4569e-05s............................. -Identity active_nodes: 3 ...................................... -Permuted active_nodes: 3 ...................................... -Identity max_nodes: 6 ...................................... -Permuted max_nodes: 6 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qnn_indep_qiskit_3__________________________________________________ - -.i:...0...1...2 -.1:..u2...|...| p: (2.0000e+00) (-3.1416e+00) -.2:...|..u2...| p: (2.0000e+00) (-3.1416e+00) -.3:...c...x...| -.4:...|...p...| p: (9.1728e+00) -.5:...c...x...| -.6:...|...|..u2 p: (2.0000e+00) (-3.1416e+00) -.7:...c...|...x -.8:...|...|...p p: (9.1728e+00) -.9:...c...|...x -10:..u2...|...| p: (2.0000e+00) (-3.1416e+00) -11:...|...c...x -12:...|...|...p p: (9.1728e+00) -13:...|...c...x -14:...|..u2...| p: (2.0000e+00) (-3.1416e+00) -15:...c...x...| -16:...|...p...| p: (9.1728e+00) -17:...c...x...| -18:...|...|..u2 p: (2.0000e+00) (-3.1416e+00) -19:...c...|...x -20:...|...|...p p: (9.1728e+00) -21:...c...|...x -22:..ry...|...| p: (1.1037e-01) -23:...|...c...x -24:...|...|...p p: (9.1728e+00) -25:...|...c...x -26:...|..ry...| p: (5.1664e-01) -27:...|...|..ry p: (4.8219e-03) -28:...|...c...x -29:...c...x...| -30:..ry...|...| p: (6.5381e-01) -31:...|..ry...| p: (9.3276e-01) -32:...|...|..ry p: (8.7049e-01) -33:============ -34:...0...|...| -35:...|...1...| -36:...|...|...2 -.o:...0...1...2 -Computed Permutation: .........0 -> 2|1 -> 1|2 -> 0| -Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 1.5815e-04s............................. -Permuted Duration: 1.3633e-04s............................. -Identity active_nodes: 7 ...................................... -Permuted active_nodes: 7 ...................................... -Identity max_nodes: 14 ...................................... -Permuted max_nodes: 14 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qnn_indep_qiskit_4__________________________________________________ - -.i:...0...1...2...3 -.1:..u2...|...|...| p: (2.0000e+00) (-3.1416e+00) -.2:...|..u2...|...| p: (2.0000e+00) (-3.1416e+00) -.3:...c...x...|...| -.4:...|...p...|...| p: (9.1728e+00) -.5:...c...x...|...| -.6:...|...|..u2...| p: (2.0000e+00) (-3.1416e+00) -.7:...c...|...x...| -.8:...|...|...p...| p: (9.1728e+00) -.9:...c...|...x...| -10:...|...c...x...| -11:...|...|...p...| p: (9.1728e+00) -12:...|...c...x...| -13:...|...|...|..u2 p: (2.0000e+00) (-3.1416e+00) -14:...c...|...|...x -15:...|...|...|...p p: (9.1728e+00) -16:...c...|...|...x -17:..u2...|...|...| p: (2.0000e+00) (-3.1416e+00) -18:...|...c...|...x -19:...|...|...|...p p: (9.1728e+00) -20:...|...c...|...x -21:...|..u2...|...| p: (2.0000e+00) (-3.1416e+00) -22:...c...x...|...| -23:...|...p...|...| p: (9.1728e+00) -24:...c...x...|...| -25:...|...|...c...x -26:...|...|...|...p p: (9.1728e+00) -27:...|...|...c...x -28:...|...|..u2...| p: (2.0000e+00) (-3.1416e+00) -29:...c...|...x...| -30:...|...|...p...| p: (9.1728e+00) -31:...c...|...x...| -32:...|...c...x...| -33:...|...|...p...| p: (9.1728e+00) -34:...|...c...x...| -35:...|...|...|..u2 p: (2.0000e+00) (-3.1416e+00) -36:...c...|...|...x -37:...|...|...|...p p: (9.1728e+00) -38:...c...|...|...x -39:..ry...|...|...| p: (8.7684e-01) -40:...|...c...|...x -41:...|...|...|...p p: (9.1728e+00) -42:...|...c...|...x -43:...|..ry...|...| p: (9.2393e-01) -44:...|...|...c...x -45:...|...|...|...p p: (9.1728e+00) -46:...|...|...c...x -47:...|...|..ry...| p: (7.8054e-01) -48:...|...|...|..ry p: (3.1453e-01) -49:...|...|...c...x -50:...|...c...x...| -51:...c...x...|...| -52:..ry...|...|...| p: (9.5855e-01) -53:...|..ry...|...| p: (5.1842e-01) -54:...|...|..ry...| p: (3.0067e-01) -55:...|...|...|..ry p: (3.8866e-01) -56:================ -57:...0...|...|...| -58:...|...1...|...| -59:...|...|...2...| -60:...|...|...|...3 -.o:...0...1...2...3 -Computed Permutation: ..0 -> 3|1 -> 2|2 -> 1|3 -> 0| -Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Identity Duration: 3.1249e-04s............................. -Permuted Duration: 2.9183e-04s............................. -Identity active_nodes: 15 ...................................... -Permuted active_nodes: 15 ...................................... -Identity max_nodes: 30 ...................................... -Permuted max_nodes: 30 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qnn_indep_qiskit_5__________________________________________________ - -.i:...0...1...2...3...4 -.1:..u2...|...|...|...| p: (2.0000e+00) (-3.1416e+00) -.2:...|..u2...|...|...| p: (2.0000e+00) (-3.1416e+00) -.3:...c...x...|...|...| -.4:...|...p...|...|...| p: (9.1728e+00) -.5:...c...x...|...|...| -.6:...|...|..u2...|...| p: (2.0000e+00) (-3.1416e+00) -.7:...c...|...x...|...| -.8:...|...|...p...|...| p: (9.1728e+00) -.9:...c...|...x...|...| -10:...|...c...x...|...| -11:...|...|...p...|...| p: (9.1728e+00) -12:...|...c...x...|...| -13:...|...|...|..u2...| p: (2.0000e+00) (-3.1416e+00) -14:...c...|...|...x...| -15:...|...|...|...p...| p: (9.1728e+00) -16:...c...|...|...x...| -17:...|...c...|...x...| -18:...|...|...|...p...| p: (9.1728e+00) -19:...|...c...|...x...| -20:...|...|...c...x...| -21:...|...|...|...p...| p: (9.1728e+00) -22:...|...|...c...x...| -23:...|...|...|...|..u2 p: (2.0000e+00) (-3.1416e+00) -24:...c...|...|...|...x -25:...|...|...|...|...p p: (9.1728e+00) -26:...c...|...|...|...x -27:..u2...|...|...|...| p: (2.0000e+00) (-3.1416e+00) -28:...|...c...|...|...x -29:...|...|...|...|...p p: (9.1728e+00) -30:...|...c...|...|...x -31:...|..u2...|...|...| p: (2.0000e+00) (-3.1416e+00) -32:...c...x...|...|...| -33:...|...p...|...|...| p: (9.1728e+00) -34:...c...x...|...|...| -35:...|...|...c...|...x -36:...|...|...|...|...p p: (9.1728e+00) -37:...|...|...c...|...x -38:...|...|..u2...|...| p: (2.0000e+00) (-3.1416e+00) -39:...c...|...x...|...| -40:...|...|...p...|...| p: (9.1728e+00) -41:...c...|...x...|...| -42:...|...c...x...|...| -43:...|...|...p...|...| p: (9.1728e+00) -44:...|...c...x...|...| -45:...|...|...|...c...x -46:...|...|...|...|...p p: (9.1728e+00) -47:...|...|...|...c...x -48:...|...|...|..u2...| p: (2.0000e+00) (-3.1416e+00) -49:...c...|...|...x...| -50:...|...|...|...p...| p: (9.1728e+00) -51:...c...|...|...x...| -52:...|...c...|...x...| -53:...|...|...|...p...| p: (9.1728e+00) -54:...|...c...|...x...| -55:...|...|...c...x...| -56:...|...|...|...p...| p: (9.1728e+00) -57:...|...|...c...x...| -58:...|...|...|...|..u2 p: (2.0000e+00) (-3.1416e+00) -59:...c...|...|...|...x -60:...|...|...|...|...p p: (9.1728e+00) -61:...c...|...|...|...x -62:..ry...|...|...|...| p: (9.9960e-01) -63:...|...c...|...|...x -64:...|...|...|...|...p p: (9.1728e+00) -65:...|...c...|...|...x -66:...|..ry...|...|...| p: (6.7199e-01) -67:...|...|...c...|...x -68:...|...|...|...|...p p: (9.1728e+00) -69:...|...|...c...|...x -70:...|...|..ry...|...| p: (6.0799e-01) -71:...|...|...|...c...x -72:...|...|...|...|...p p: (9.1728e+00) -73:...|...|...|...c...x -74:...|...|...|..ry...| p: (8.4199e-01) -75:...|...|...|...|..ry p: (1.5017e-01) -76:...|...|...|...c...x -77:...|...|...c...x...| -78:...|...c...x...|...| -79:...c...x...|...|...| -80:..ry...|...|...|...| p: (2.6976e-01) -81:...|..ry...|...|...| p: (4.3331e-02) -82:...|...|..ry...|...| p: (3.4323e-01) -83:...|...|...|..ry...| p: (1.9498e-01) -84:...|...|...|...|..ry p: (7.5866e-01) -85:==================== -86:...0...|...|...|...| -87:...|...1...|...|...| -88:...|...|...2...|...| -89:...|...|...|...3...| -90:...|...|...|...|...4 -.o:...0...1...2...3...4 -Computed Permutation: 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: 5.7023e-04s............................. -Permuted Duration: 5.4053e-04s............................. -Identity active_nodes: 31 ...................................... -Permuted active_nodes: 31 ...................................... -Identity max_nodes: 62 ...................................... -Permuted max_nodes: 62 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qnn_indep_qiskit_6__________________________________________________ - -..i:...0...1...2...3...4...5 -..1:..u2...|...|...|...|...| p: (2.0000e+00) (-3.1416e+00) -..2:...|..u2...|...|...|...| p: (2.0000e+00) (-3.1416e+00) -..3:...c...x...|...|...|...| -..4:...|...p...|...|...|...| p: (9.1728e+00) -..5:...c...x...|...|...|...| -..6:...|...|..u2...|...|...| p: (2.0000e+00) (-3.1416e+00) -..7:...c...|...x...|...|...| -..8:...|...|...p...|...|...| p: (9.1728e+00) -..9:...c...|...x...|...|...| -.10:...|...c...x...|...|...| -.11:...|...|...p...|...|...| p: (9.1728e+00) -.12:...|...c...x...|...|...| -.13:...|...|...|..u2...|...| p: (2.0000e+00) (-3.1416e+00) -.14:...c...|...|...x...|...| -.15:...|...|...|...p...|...| p: (9.1728e+00) -.16:...c...|...|...x...|...| -.17:...|...c...|...x...|...| -.18:...|...|...|...p...|...| p: (9.1728e+00) -.19:...|...c...|...x...|...| -.20:...|...|...c...x...|...| -.21:...|...|...|...p...|...| p: (9.1728e+00) -.22:...|...|...c...x...|...| -.23:...|...|...|...|..u2...| p: (2.0000e+00) (-3.1416e+00) -.24:...c...|...|...|...x...| -.25:...|...|...|...|...p...| p: (9.1728e+00) -.26:...c...|...|...|...x...| -.27:...|...c...|...|...x...| -.28:...|...|...|...|...p...| p: (9.1728e+00) -.29:...|...c...|...|...x...| -.30:...|...|...c...|...x...| -.31:...|...|...|...|...p...| p: (9.1728e+00) -.32:...|...|...c...|...x...| -.33:...|...|...|...c...x...| -.34:...|...|...|...|...p...| p: (9.1728e+00) -.35:...|...|...|...c...x...| -.36:...|...|...|...|...|..u2 p: (2.0000e+00) (-3.1416e+00) -.37:...c...|...|...|...|...x -.38:...|...|...|...|...|...p p: (9.1728e+00) -.39:...c...|...|...|...|...x -.40:..u2...|...|...|...|...| p: (2.0000e+00) (-3.1416e+00) -.41:...|...c...|...|...|...x -.42:...|...|...|...|...|...p p: (9.1728e+00) -.43:...|...c...|...|...|...x -.44:...|..u2...|...|...|...| p: (2.0000e+00) (-3.1416e+00) -.45:...c...x...|...|...|...| -.46:...|...p...|...|...|...| p: (9.1728e+00) -.47:...c...x...|...|...|...| -.48:...|...|...c...|...|...x -.49:...|...|...|...|...|...p p: (9.1728e+00) -.50:...|...|...c...|...|...x -.51:...|...|..u2...|...|...| p: (2.0000e+00) (-3.1416e+00) -.52:...c...|...x...|...|...| -.53:...|...|...p...|...|...| p: (9.1728e+00) -.54:...c...|...x...|...|...| -.55:...|...c...x...|...|...| -.56:...|...|...p...|...|...| p: (9.1728e+00) -.57:...|...c...x...|...|...| -.58:...|...|...|...c...|...x -.59:...|...|...|...|...|...p p: (9.1728e+00) -.60:...|...|...|...c...|...x -.61:...|...|...|..u2...|...| p: (2.0000e+00) (-3.1416e+00) -.62:...c...|...|...x...|...| -.63:...|...|...|...p...|...| p: (9.1728e+00) -.64:...c...|...|...x...|...| -.65:...|...c...|...x...|...| -.66:...|...|...|...p...|...| p: (9.1728e+00) -.67:...|...c...|...x...|...| -.68:...|...|...c...x...|...| -.69:...|...|...|...p...|...| p: (9.1728e+00) -.70:...|...|...c...x...|...| -.71:...|...|...|...|...c...x -.72:...|...|...|...|...|...p p: (9.1728e+00) -.73:...|...|...|...|...c...x -.74:...|...|...|...|..u2...| p: (2.0000e+00) (-3.1416e+00) -.75:...c...|...|...|...x...| -.76:...|...|...|...|...p...| p: (9.1728e+00) -.77:...c...|...|...|...x...| -.78:...|...c...|...|...x...| -.79:...|...|...|...|...p...| p: (9.1728e+00) -.80:...|...c...|...|...x...| -.81:...|...|...c...|...x...| -.82:...|...|...|...|...p...| p: (9.1728e+00) -.83:...|...|...c...|...x...| -.84:...|...|...|...c...x...| -.85:...|...|...|...|...p...| p: (9.1728e+00) -.86:...|...|...|...c...x...| -.87:...|...|...|...|...|..u2 p: (2.0000e+00) (-3.1416e+00) -.88:...c...|...|...|...|...x -.89:...|...|...|...|...|...p p: (9.1728e+00) -.90:...c...|...|...|...|...x -.91:..ry...|...|...|...|...| p: (9.0814e-01) -.92:...|...c...|...|...|...x -.93:...|...|...|...|...|...p p: (9.1728e+00) -.94:...|...c...|...|...|...x -.95:...|..ry...|...|...|...| p: (3.0023e-02) -.96:...|...|...c...|...|...x -.97:...|...|...|...|...|...p p: (9.1728e+00) -.98:...|...|...c...|...|...x -.99:...|...|..ry...|...|...| p: (2.8972e-02) -100:...|...|...|...c...|...x -101:...|...|...|...|...|...p p: (9.1728e+00) -102:...|...|...|...c...|...x -103:...|...|...|..ry...|...| p: (8.6059e-01) -104:...|...|...|...|...c...x -105:...|...|...|...|...|...p p: (9.1728e+00) -106:...|...|...|...|...c...x -107:...|...|...|...|..ry...| p: (5.1293e-01) -108:...|...|...|...|...|..ry p: (2.6028e-03) -109:...|...|...|...|...c...x -110:...|...|...|...c...x...| -111:...|...|...c...x...|...| -112:...|...c...x...|...|...| -113:...c...x...|...|...|...| -114:..ry...|...|...|...|...| p: (5.4490e-01) -115:...|..ry...|...|...|...| p: (4.4575e-01) -116:...|...|..ry...|...|...| p: (2.6016e-01) -117:...|...|...|..ry...|...| p: (6.5620e-02) -118:...|...|...|...|..ry...| p: (1.4424e-01) -119:...|...|...|...|...|..ry p: (5.1595e-01) -120:======================== -121:...0...|...|...|...|...| -122:...|...1...|...|...|...| -123:...|...|...2...|...|...| -124:...|...|...|...3...|...| -125:...|...|...|...|...4...| -126:...|...|...|...|...|...5 -..o:...0...1...2...3...4...5 -Computed Permutation: 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Identity Duration: 9.8543e-04s............................. -Permuted Duration: 1.0155e-03s............................. -Identity active_nodes: 63 ...................................... -Permuted active_nodes: 63 ...................................... -Identity max_nodes: 126...................................... -Permuted max_nodes: 126...................................... -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/qpeexact_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/qpeexact_indep_qiskit_all.txt deleted file mode 100644 index 9ae7dde7..00000000 --- a/test/BenchmarkQuasm/results/qpeexact_indep_qiskit_all.txt +++ /dev/null @@ -1,3725 +0,0 @@ -Start Simulation of qpeexact_indep_qiskit_2__________________________________________________ - -i: 0 1 -1: h | -2: | x -3: z c -4: h | -5:======== -6: 0 | -o: 0 | -Total Permutations: 2 -Min time: 1.5014e-05s................. Permutation 0 : 0 -> 0|1 -> 1| -Max time: 1.5923e-05s................. Permutation 1 : 0 -> 1|1 -> 0| -Min active nodes: 2 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Min max nodes: 4 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Max active nodes: 2 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Max max nodes: 4 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -________________________________________________________________________________________________ - -2 permutations have 2 active nodes. -Index: 0 | Max_nodes: 4 | Time: 1.5014e-05s | 0 -> 0|1 -> 1| -Index: 1 | Max_nodes: 4 | Time: 1.5923e-05s | 0 -> 1|1 -> 0| - -........................... -Average time: 1.5468e-05s - -________________________________________________________________________________________________ - -2 permutations have 4 max nodes. -Index: 0 | Active_nodes: 2 | Time: 1.5014e-05s | 0 -> 0|1 -> 1| -Index: 1 | Active_nodes: 2 | Time: 1.5923e-05s | 0 -> 1|1 -> 0| - -........................... -Average time: 1.5468e-05s - -________________________________________________________________________________________________ - -execution time of: 1.5014e-05s: Index: 0 | Max_nodes: 4 | Active_nodes: 2 | 0 -> 0|1 -> 1| - -execution time of: 1.5923e-05s: Index: 1 | Max_nodes: 4 | Active_nodes: 2 | 0 -> 1|1 -> 0| - -________________________________________________________________________________________________ - -Start Simulation of qpeexact_indep_qiskit_3__________________________________________________ - -.i:...0...1...2 -.1:...h...|...| -.2:...|...h...| -.3:...|...|...x -.4:...z...|...c -.5:..sw..sw...| -.6:...h...|...| -.7:.sdg...c...| -.8:...|...h...| -.9:============ -10:...0...|...| -11:...|...1...| -.o:...0...1...| -Total Permutations: 6 -Min time: 2.4535e-05s................. Permutation 2 : 0 -> 1|1 -> 0|2 -> 2| -Max time: 2.5950e-05s................. Permutation 3 : 0 -> 1|1 -> 2|2 -> 0| -Min active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Min max nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max max nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -________________________________________________________________________________________________ - -6 permutations have 3 active nodes. -Index: 2 | Max_nodes: 6 | Time: 2.4535e-05s | 0 -> 1|1 -> 0|2 -> 2| -Index: 4 | Max_nodes: 6 | Time: 2.4848e-05s | 0 -> 2|1 -> 0|2 -> 1| -Index: 5 | Max_nodes: 6 | Time: 2.4975e-05s | 0 -> 2|1 -> 1|2 -> 0| -Index: 1 | Max_nodes: 6 | Time: 2.5463e-05s | 0 -> 0|1 -> 2|2 -> 1| -Index: 0 | Max_nodes: 6 | Time: 2.5625e-05s | 0 -> 0|1 -> 1|2 -> 2| -Index: 3 | Max_nodes: 6 | Time: 2.5950e-05s | 0 -> 1|1 -> 2|2 -> 0| - -........................... -Average time: 2.5233e-05s - -________________________________________________________________________________________________ - -6 permutations have 6 max nodes. -Index: 2 | Active_nodes: 3 | Time: 2.4535e-05s | 0 -> 1|1 -> 0|2 -> 2| -Index: 4 | Active_nodes: 3 | Time: 2.4848e-05s | 0 -> 2|1 -> 0|2 -> 1| -Index: 5 | Active_nodes: 3 | Time: 2.4975e-05s | 0 -> 2|1 -> 1|2 -> 0| -Index: 1 | Active_nodes: 3 | Time: 2.5463e-05s | 0 -> 0|1 -> 2|2 -> 1| -Index: 0 | Active_nodes: 3 | Time: 2.5625e-05s | 0 -> 0|1 -> 1|2 -> 2| -Index: 3 | Active_nodes: 3 | Time: 2.5950e-05s | 0 -> 1|1 -> 2|2 -> 0| - -........................... -Average time: 2.5233e-05s - -________________________________________________________________________________________________ - -execution time of: 2.4535e-05s: Index: 2 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 1|1 -> 0|2 -> 2| - -execution time of: 2.4848e-05s: Index: 4 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 2|1 -> 0|2 -> 1| - -execution time of: 2.4975e-05s: Index: 5 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 2|1 -> 1|2 -> 0| - -execution time of: 2.5463e-05s: Index: 1 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 0|1 -> 2|2 -> 1| - -execution time of: 2.5625e-05s: Index: 0 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 0|1 -> 1|2 -> 2| - -execution time of: 2.5950e-05s: Index: 3 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 1|1 -> 2|2 -> 0| - -________________________________________________________________________________________________ - -Start Simulation of qpeexact_indep_qiskit_4__________________________________________________ - -.i:...0...1...2...3 -.1:...h...|...|...| -.2:...|...h...|...| -.3:...|...|...h...| -.4:...|...|...|...x -.5:...z...|...|...c -.6:..sw...|..sw...| -.7:...h...|...|...| -.8:.sdg...c...|...| -.9:...|...h...|...| -10:.tdg...|...c...| -11:...|.sdg...c...| -12:...|...|...h...| -13:================ -14:...0...|...|...| -15:...|...1...|...| -16:...|...|...2...| -.o:...0...1...2...| -Total Permutations: 24 -Min time: 3.7408e-05s................. Permutation 14 : 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -Max time: 4.3973e-05s................. Permutation 1 : 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -Min active nodes: 4 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Min max nodes: 8 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Max active nodes: 4 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Max max nodes: 8 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -________________________________________________________________________________________________ - -24 permutations have 4 active nodes. -Index: 14 | Max_nodes: 8 | Time: 3.7408e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -Index: 22 | Max_nodes: 8 | Time: 3.7809e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| -Index: 23 | Max_nodes: 8 | Time: 3.7832e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -Index: 20 | Max_nodes: 8 | Time: 3.8025e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -Index: 12 | Max_nodes: 8 | Time: 3.8378e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -Index: 10 | Max_nodes: 8 | Time: 3.8576e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| -Index: 18 | Max_nodes: 8 | Time: 3.8771e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| -Index: 21 | Max_nodes: 8 | Time: 3.8815e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| -Index: 19 | Max_nodes: 8 | Time: 3.8847e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| -Index: 16 | Max_nodes: 8 | Time: 3.8933e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| -Index: 8 | Max_nodes: 8 | Time: 3.9055e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| -Index: 17 | Max_nodes: 8 | Time: 3.9254e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -Index: 7 | Max_nodes: 8 | Time: 3.9462e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -Index: 15 | Max_nodes: 8 | Time: 3.9788e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -Index: 2 | Max_nodes: 8 | Time: 3.9794e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -Index: 4 | Max_nodes: 8 | Time: 3.9958e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -Index: 13 | Max_nodes: 8 | Time: 4.0027e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| -Index: 5 | Max_nodes: 8 | Time: 4.0073e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| -Index: 11 | Max_nodes: 8 | Time: 4.0132e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -Index: 6 | Max_nodes: 8 | Time: 4.0219e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -Index: 0 | Max_nodes: 8 | Time: 4.0663e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Index: 3 | Max_nodes: 8 | Time: 4.0664e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -Index: 9 | Max_nodes: 8 | Time: 4.0685e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -Index: 1 | Max_nodes: 8 | Time: 4.3973e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| - -........................... -Average time: 3.9464e-05s - -________________________________________________________________________________________________ - -24 permutations have 8 max nodes. -Index: 14 | Active_nodes: 4 | Time: 3.7408e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -Index: 22 | Active_nodes: 4 | Time: 3.7809e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| -Index: 23 | Active_nodes: 4 | Time: 3.7832e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -Index: 20 | Active_nodes: 4 | Time: 3.8025e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -Index: 12 | Active_nodes: 4 | Time: 3.8378e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -Index: 10 | Active_nodes: 4 | Time: 3.8576e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| -Index: 18 | Active_nodes: 4 | Time: 3.8771e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| -Index: 21 | Active_nodes: 4 | Time: 3.8815e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| -Index: 19 | Active_nodes: 4 | Time: 3.8847e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| -Index: 16 | Active_nodes: 4 | Time: 3.8933e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| -Index: 8 | Active_nodes: 4 | Time: 3.9055e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| -Index: 17 | Active_nodes: 4 | Time: 3.9254e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -Index: 7 | Active_nodes: 4 | Time: 3.9462e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -Index: 15 | Active_nodes: 4 | Time: 3.9788e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -Index: 2 | Active_nodes: 4 | Time: 3.9794e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -Index: 4 | Active_nodes: 4 | Time: 3.9958e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -Index: 13 | Active_nodes: 4 | Time: 4.0027e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| -Index: 5 | Active_nodes: 4 | Time: 4.0073e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| -Index: 11 | Active_nodes: 4 | Time: 4.0132e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -Index: 6 | Active_nodes: 4 | Time: 4.0219e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -Index: 0 | Active_nodes: 4 | Time: 4.0663e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Index: 3 | Active_nodes: 4 | Time: 4.0664e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -Index: 9 | Active_nodes: 4 | Time: 4.0685e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -Index: 1 | Active_nodes: 4 | Time: 4.3973e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| - -........................... -Average time: 3.9464e-05s - -________________________________________________________________________________________________ - -execution time of: 3.7408e-05s: Index: 14 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| - -execution time of: 3.7809e-05s: Index: 22 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| - -execution time of: 3.7832e-05s: Index: 23 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| - -execution time of: 3.8025e-05s: Index: 20 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| - -execution time of: 3.8378e-05s: Index: 12 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| - -execution time of: 3.8576e-05s: Index: 10 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| - -execution time of: 3.8771e-05s: Index: 18 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| - -execution time of: 3.8815e-05s: Index: 21 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| - -execution time of: 3.8847e-05s: Index: 19 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| - -execution time of: 3.8933e-05s: Index: 16 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| - -execution time of: 3.9055e-05s: Index: 8 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| - -execution time of: 3.9254e-05s: Index: 17 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| - -execution time of: 3.9462e-05s: Index: 7 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| - -execution time of: 3.9788e-05s: Index: 15 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| - -execution time of: 3.9794e-05s: Index: 2 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| - -execution time of: 3.9958e-05s: Index: 4 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| - -execution time of: 4.0027e-05s: Index: 13 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| - -execution time of: 4.0073e-05s: Index: 5 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| - -execution time of: 4.0132e-05s: Index: 11 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| - -execution time of: 4.0219e-05s: Index: 6 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| - -execution time of: 4.0663e-05s: Index: 0 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| - -execution time of: 4.0664e-05s: Index: 3 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| - -execution time of: 4.0685e-05s: Index: 9 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| - -execution time of: 4.3973e-05s: Index: 1 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| - -________________________________________________________________________________________________ - -Start Simulation of qpeexact_indep_qiskit_5__________________________________________________ - -.i:...0...1...2...3...4 -.1:...h...|...|...|...| -.2:...|...h...|...|...| -.3:...|...|...h...|...| -.4:...|...|...|...h...| -.5:...|...|...|...|...x -.6:...p...|...|...|...c p: (-2.7489e+00) -.7:...|...t...|...|...c -.8:...|...|...s...|...c -.9:...|..sw..sw...|...| -10:...|...|...|...z...c -11:..sw...|...|..sw...| -12:...h...|...|...|...| -13:.sdg...c...|...|...| -14:...|...h...|...|...| -15:.tdg...|...c...|...| -16:...|.sdg...c...|...| -17:...|...|...h...|...| -18:...p...|...|...c...| p: (-3.9270e-01) -19:...|.tdg...|...c...| -20:...|...|.sdg...c...| -21:...|...|...|...h...| -22:==================== -23:...0...|...|...|...| -24:...|...1...|...|...| -25:...|...|...2...|...| -26:...|...|...|...3...| -.o:...0...1...2...3...| -Total Permutations: 120 -Min time: 6.8857e-05s................. Permutation 86 : 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -Max time: 7.5821e-05s................. Permutation 33 : 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -Min active nodes: 5 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Min max nodes: 10 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Max active nodes: 5 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Max max nodes: 10 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -________________________________________________________________________________________________ - -120 permutations have 5 active nodes. -Index: 86 | Max_nodes: 10 | Time: 6.8857e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -Index: 110 | Max_nodes: 10 | Time: 6.8935e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -Index: 118 | Max_nodes: 10 | Time: 6.9032e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -Index: 116 | Max_nodes: 10 | Time: 6.9163e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -Index: 62 | Max_nodes: 10 | Time: 6.9256e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -Index: 108 | Max_nodes: 10 | Time: 6.9419e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -Index: 80 | Max_nodes: 10 | Time: 6.9426e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -Index: 104 | Max_nodes: 10 | Time: 6.9429e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -Index: 119 | Max_nodes: 10 | Time: 6.9629e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -Index: 106 | Max_nodes: 10 | Time: 6.9836e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -Index: 38 | Max_nodes: 10 | Time: 6.9882e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -Index: 98 | Max_nodes: 10 | Time: 6.9930e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -Index: 56 | Max_nodes: 10 | Time: 7.0024e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -Index: 84 | Max_nodes: 10 | Time: 7.0029e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -Index: 92 | Max_nodes: 10 | Time: 7.0087e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -Index: 60 | Max_nodes: 10 | Time: 7.0213e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -Index: 78 | Max_nodes: 10 | Time: 7.0292e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -Index: 112 | Max_nodes: 10 | Time: 7.0323e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -Index: 114 | Max_nodes: 10 | Time: 7.0364e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -Index: 100 | Max_nodes: 10 | Time: 7.0374e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -Index: 68 | Max_nodes: 10 | Time: 7.0415e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -Index: 46 | Max_nodes: 10 | Time: 7.0436e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -Index: 95 | Max_nodes: 10 | Time: 7.0576e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -Index: 90 | Max_nodes: 10 | Time: 7.0594e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -Index: 74 | Max_nodes: 10 | Time: 7.0604e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -Index: 20 | Max_nodes: 10 | Time: 7.0614e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -Index: 66 | Max_nodes: 10 | Time: 7.0658e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -Index: 32 | Max_nodes: 10 | Time: 7.0681e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -Index: 94 | Max_nodes: 10 | Time: 7.0688e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -Index: 115 | Max_nodes: 10 | Time: 7.0702e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -Index: 82 | Max_nodes: 10 | Time: 7.0797e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -Index: 50 | Max_nodes: 10 | Time: 7.0798e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -Index: 44 | Max_nodes: 10 | Time: 7.0800e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -Index: 102 | Max_nodes: 10 | Time: 7.0875e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -Index: 70 | Max_nodes: 10 | Time: 7.0888e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -Index: 58 | Max_nodes: 10 | Time: 7.0910e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -Index: 113 | Max_nodes: 10 | Time: 7.0939e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -Index: 52 | Max_nodes: 10 | Time: 7.0987e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -Index: 96 | Max_nodes: 10 | Time: 7.1076e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -Index: 88 | Max_nodes: 10 | Time: 7.1166e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -Index: 54 | Max_nodes: 10 | Time: 7.1172e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -Index: 40 | Max_nodes: 10 | Time: 7.1198e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -Index: 72 | Max_nodes: 10 | Time: 7.1202e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -Index: 117 | Max_nodes: 10 | Time: 7.1268e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -Index: 42 | Max_nodes: 10 | Time: 7.1271e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -Index: 103 | Max_nodes: 10 | Time: 7.1340e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -Index: 34 | Max_nodes: 10 | Time: 7.1351e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -Index: 10 | Max_nodes: 10 | Time: 7.1382e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -Index: 12 | Max_nodes: 10 | Time: 7.1397e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -Index: 107 | Max_nodes: 10 | Time: 7.1397e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -Index: 101 | Max_nodes: 10 | Time: 7.1535e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -Index: 91 | Max_nodes: 10 | Time: 7.1540e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -Index: 23 | Max_nodes: 10 | Time: 7.1546e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -Index: 55 | Max_nodes: 10 | Time: 7.1575e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -Index: 64 | Max_nodes: 10 | Time: 7.1586e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -Index: 22 | Max_nodes: 10 | Time: 7.1601e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -Index: 97 | Max_nodes: 10 | Time: 7.1609e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -Index: 93 | Max_nodes: 10 | Time: 7.1653e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -Index: 109 | Max_nodes: 10 | Time: 7.1666e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -Index: 28 | Max_nodes: 10 | Time: 7.1667e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -Index: 76 | Max_nodes: 10 | Time: 7.1671e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -Index: 16 | Max_nodes: 10 | Time: 7.1675e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -Index: 43 | Max_nodes: 10 | Time: 7.1728e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -Index: 71 | Max_nodes: 10 | Time: 7.1729e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -Index: 65 | Max_nodes: 10 | Time: 7.1734e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -Index: 89 | Max_nodes: 10 | Time: 7.1774e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -Index: 67 | Max_nodes: 10 | Time: 7.1863e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -Index: 18 | Max_nodes: 10 | Time: 7.1867e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -Index: 36 | Max_nodes: 10 | Time: 7.1894e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -Index: 77 | Max_nodes: 10 | Time: 7.1957e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -Index: 14 | Max_nodes: 10 | Time: 7.2036e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -Index: 99 | Max_nodes: 10 | Time: 7.2173e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -Index: 83 | Max_nodes: 10 | Time: 7.2195e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -Index: 30 | Max_nodes: 10 | Time: 7.2229e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -Index: 17 | Max_nodes: 10 | Time: 7.2241e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -Index: 85 | Max_nodes: 10 | Time: 7.2250e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -Index: 29 | Max_nodes: 10 | Time: 7.2275e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -Index: 105 | Max_nodes: 10 | Time: 7.2348e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -Index: 111 | Max_nodes: 10 | Time: 7.2369e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -Index: 79 | Max_nodes: 10 | Time: 7.2499e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -Index: 87 | Max_nodes: 10 | Time: 7.2538e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -Index: 19 | Max_nodes: 10 | Time: 7.2612e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -Index: 26 | Max_nodes: 10 | Time: 7.2641e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -Index: 73 | Max_nodes: 10 | Time: 7.2656e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -Index: 4 | Max_nodes: 10 | Time: 7.2675e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -Index: 49 | Max_nodes: 10 | Time: 7.2771e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -Index: 6 | Max_nodes: 10 | Time: 7.2822e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -Index: 41 | Max_nodes: 10 | Time: 7.2902e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -Index: 21 | Max_nodes: 10 | Time: 7.2915e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -Index: 75 | Max_nodes: 10 | Time: 7.2923e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -Index: 25 | Max_nodes: 10 | Time: 7.2932e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -Index: 45 | Max_nodes: 10 | Time: 7.2976e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -Index: 27 | Max_nodes: 10 | Time: 7.2983e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -Index: 61 | Max_nodes: 10 | Time: 7.3000e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -Index: 7 | Max_nodes: 10 | Time: 7.3002e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -Index: 47 | Max_nodes: 10 | Time: 7.3057e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -Index: 13 | Max_nodes: 10 | Time: 7.3059e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -Index: 37 | Max_nodes: 10 | Time: 7.3186e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -Index: 69 | Max_nodes: 10 | Time: 7.3202e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -Index: 53 | Max_nodes: 10 | Time: 7.3253e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -Index: 8 | Max_nodes: 10 | Time: 7.3271e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -Index: 5 | Max_nodes: 10 | Time: 7.3274e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -Index: 51 | Max_nodes: 10 | Time: 7.3382e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -Index: 15 | Max_nodes: 10 | Time: 7.3414e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -Index: 31 | Max_nodes: 10 | Time: 7.3446e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -Index: 11 | Max_nodes: 10 | Time: 7.3647e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -Index: 3 | Max_nodes: 10 | Time: 7.3770e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -Index: 48 | Max_nodes: 10 | Time: 7.3816e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -Index: 81 | Max_nodes: 10 | Time: 7.4053e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -Index: 9 | Max_nodes: 10 | Time: 7.4057e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -Index: 63 | Max_nodes: 10 | Time: 7.4200e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -Index: 2 | Max_nodes: 10 | Time: 7.4393e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -Index: 39 | Max_nodes: 10 | Time: 7.4395e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -Index: 59 | Max_nodes: 10 | Time: 7.4494e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -Index: 24 | Max_nodes: 10 | Time: 7.4560e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -Index: 35 | Max_nodes: 10 | Time: 7.4848e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -Index: 1 | Max_nodes: 10 | Time: 7.4943e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -Index: 0 | Max_nodes: 10 | Time: 7.5237e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Index: 57 | Max_nodes: 10 | Time: 7.5545e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -Index: 33 | Max_nodes: 10 | Time: 7.5821e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| - -........................... -Average time: 7.1849e-05s - -________________________________________________________________________________________________ - -120 permutations have 10 max nodes. -Index: 86 | Active_nodes: 5 | Time: 6.8857e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -Index: 110 | Active_nodes: 5 | Time: 6.8935e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -Index: 118 | Active_nodes: 5 | Time: 6.9032e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -Index: 116 | Active_nodes: 5 | Time: 6.9163e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -Index: 62 | Active_nodes: 5 | Time: 6.9256e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -Index: 108 | Active_nodes: 5 | Time: 6.9419e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -Index: 80 | Active_nodes: 5 | Time: 6.9426e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -Index: 104 | Active_nodes: 5 | Time: 6.9429e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -Index: 119 | Active_nodes: 5 | Time: 6.9629e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -Index: 106 | Active_nodes: 5 | Time: 6.9836e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -Index: 38 | Active_nodes: 5 | Time: 6.9882e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -Index: 98 | Active_nodes: 5 | Time: 6.9930e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -Index: 56 | Active_nodes: 5 | Time: 7.0024e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -Index: 84 | Active_nodes: 5 | Time: 7.0029e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -Index: 92 | Active_nodes: 5 | Time: 7.0087e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -Index: 60 | Active_nodes: 5 | Time: 7.0213e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -Index: 78 | Active_nodes: 5 | Time: 7.0292e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -Index: 112 | Active_nodes: 5 | Time: 7.0323e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -Index: 114 | Active_nodes: 5 | Time: 7.0364e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -Index: 100 | Active_nodes: 5 | Time: 7.0374e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -Index: 68 | Active_nodes: 5 | Time: 7.0415e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -Index: 46 | Active_nodes: 5 | Time: 7.0436e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -Index: 95 | Active_nodes: 5 | Time: 7.0576e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -Index: 90 | Active_nodes: 5 | Time: 7.0594e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -Index: 74 | Active_nodes: 5 | Time: 7.0604e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -Index: 20 | Active_nodes: 5 | Time: 7.0614e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -Index: 66 | Active_nodes: 5 | Time: 7.0658e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -Index: 32 | Active_nodes: 5 | Time: 7.0681e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -Index: 94 | Active_nodes: 5 | Time: 7.0688e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -Index: 115 | Active_nodes: 5 | Time: 7.0702e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -Index: 82 | Active_nodes: 5 | Time: 7.0797e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -Index: 50 | Active_nodes: 5 | Time: 7.0798e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -Index: 44 | Active_nodes: 5 | Time: 7.0800e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -Index: 102 | Active_nodes: 5 | Time: 7.0875e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -Index: 70 | Active_nodes: 5 | Time: 7.0888e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -Index: 58 | Active_nodes: 5 | Time: 7.0910e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -Index: 113 | Active_nodes: 5 | Time: 7.0939e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -Index: 52 | Active_nodes: 5 | Time: 7.0987e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -Index: 96 | Active_nodes: 5 | Time: 7.1076e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -Index: 88 | Active_nodes: 5 | Time: 7.1166e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -Index: 54 | Active_nodes: 5 | Time: 7.1172e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -Index: 40 | Active_nodes: 5 | Time: 7.1198e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -Index: 72 | Active_nodes: 5 | Time: 7.1202e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -Index: 117 | Active_nodes: 5 | Time: 7.1268e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -Index: 42 | Active_nodes: 5 | Time: 7.1271e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -Index: 103 | Active_nodes: 5 | Time: 7.1340e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -Index: 34 | Active_nodes: 5 | Time: 7.1351e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -Index: 10 | Active_nodes: 5 | Time: 7.1382e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -Index: 12 | Active_nodes: 5 | Time: 7.1397e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -Index: 107 | Active_nodes: 5 | Time: 7.1397e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -Index: 101 | Active_nodes: 5 | Time: 7.1535e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -Index: 91 | Active_nodes: 5 | Time: 7.1540e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -Index: 23 | Active_nodes: 5 | Time: 7.1546e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -Index: 55 | Active_nodes: 5 | Time: 7.1575e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -Index: 64 | Active_nodes: 5 | Time: 7.1586e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -Index: 22 | Active_nodes: 5 | Time: 7.1601e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -Index: 97 | Active_nodes: 5 | Time: 7.1609e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -Index: 93 | Active_nodes: 5 | Time: 7.1653e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -Index: 109 | Active_nodes: 5 | Time: 7.1666e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -Index: 28 | Active_nodes: 5 | Time: 7.1667e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -Index: 76 | Active_nodes: 5 | Time: 7.1671e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -Index: 16 | Active_nodes: 5 | Time: 7.1675e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -Index: 43 | Active_nodes: 5 | Time: 7.1728e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -Index: 71 | Active_nodes: 5 | Time: 7.1729e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -Index: 65 | Active_nodes: 5 | Time: 7.1734e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -Index: 89 | Active_nodes: 5 | Time: 7.1774e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -Index: 67 | Active_nodes: 5 | Time: 7.1863e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -Index: 18 | Active_nodes: 5 | Time: 7.1867e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -Index: 36 | Active_nodes: 5 | Time: 7.1894e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -Index: 77 | Active_nodes: 5 | Time: 7.1957e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -Index: 14 | Active_nodes: 5 | Time: 7.2036e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -Index: 99 | Active_nodes: 5 | Time: 7.2173e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -Index: 83 | Active_nodes: 5 | Time: 7.2195e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -Index: 30 | Active_nodes: 5 | Time: 7.2229e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -Index: 17 | Active_nodes: 5 | Time: 7.2241e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -Index: 85 | Active_nodes: 5 | Time: 7.2250e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -Index: 29 | Active_nodes: 5 | Time: 7.2275e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -Index: 105 | Active_nodes: 5 | Time: 7.2348e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -Index: 111 | Active_nodes: 5 | Time: 7.2369e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -Index: 79 | Active_nodes: 5 | Time: 7.2499e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -Index: 87 | Active_nodes: 5 | Time: 7.2538e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -Index: 19 | Active_nodes: 5 | Time: 7.2612e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -Index: 26 | Active_nodes: 5 | Time: 7.2641e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -Index: 73 | Active_nodes: 5 | Time: 7.2656e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -Index: 4 | Active_nodes: 5 | Time: 7.2675e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -Index: 49 | Active_nodes: 5 | Time: 7.2771e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -Index: 6 | Active_nodes: 5 | Time: 7.2822e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -Index: 41 | Active_nodes: 5 | Time: 7.2902e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -Index: 21 | Active_nodes: 5 | Time: 7.2915e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -Index: 75 | Active_nodes: 5 | Time: 7.2923e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -Index: 25 | Active_nodes: 5 | Time: 7.2932e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -Index: 45 | Active_nodes: 5 | Time: 7.2976e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -Index: 27 | Active_nodes: 5 | Time: 7.2983e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -Index: 61 | Active_nodes: 5 | Time: 7.3000e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -Index: 7 | Active_nodes: 5 | Time: 7.3002e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -Index: 47 | Active_nodes: 5 | Time: 7.3057e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -Index: 13 | Active_nodes: 5 | Time: 7.3059e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -Index: 37 | Active_nodes: 5 | Time: 7.3186e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -Index: 69 | Active_nodes: 5 | Time: 7.3202e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -Index: 53 | Active_nodes: 5 | Time: 7.3253e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -Index: 8 | Active_nodes: 5 | Time: 7.3271e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -Index: 5 | Active_nodes: 5 | Time: 7.3274e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -Index: 51 | Active_nodes: 5 | Time: 7.3382e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -Index: 15 | Active_nodes: 5 | Time: 7.3414e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -Index: 31 | Active_nodes: 5 | Time: 7.3446e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -Index: 11 | Active_nodes: 5 | Time: 7.3647e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -Index: 3 | Active_nodes: 5 | Time: 7.3770e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -Index: 48 | Active_nodes: 5 | Time: 7.3816e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -Index: 81 | Active_nodes: 5 | Time: 7.4053e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -Index: 9 | Active_nodes: 5 | Time: 7.4057e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -Index: 63 | Active_nodes: 5 | Time: 7.4200e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -Index: 2 | Active_nodes: 5 | Time: 7.4393e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -Index: 39 | Active_nodes: 5 | Time: 7.4395e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -Index: 59 | Active_nodes: 5 | Time: 7.4494e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -Index: 24 | Active_nodes: 5 | Time: 7.4560e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -Index: 35 | Active_nodes: 5 | Time: 7.4848e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -Index: 1 | Active_nodes: 5 | Time: 7.4943e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -Index: 0 | Active_nodes: 5 | Time: 7.5237e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Index: 57 | Active_nodes: 5 | Time: 7.5545e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -Index: 33 | Active_nodes: 5 | Time: 7.5821e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| - -........................... -Average time: 7.1849e-05s - -________________________________________________________________________________________________ - -execution time of: 6.8857e-05s: Index: 86 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| - -execution time of: 6.8935e-05s: Index: 110 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| - -execution time of: 6.9032e-05s: Index: 118 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| - -execution time of: 6.9163e-05s: Index: 116 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| - -execution time of: 6.9256e-05s: Index: 62 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| - -execution time of: 6.9419e-05s: Index: 108 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| - -execution time of: 6.9426e-05s: Index: 80 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| - -execution time of: 6.9429e-05s: Index: 104 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| - -execution time of: 6.9629e-05s: Index: 119 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| - -execution time of: 6.9836e-05s: Index: 106 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| - -execution time of: 6.9882e-05s: Index: 38 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| - -execution time of: 6.9930e-05s: Index: 98 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| - -execution time of: 7.0024e-05s: Index: 56 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| - -execution time of: 7.0029e-05s: Index: 84 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| - -execution time of: 7.0087e-05s: Index: 92 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| - -execution time of: 7.0213e-05s: Index: 60 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| - -execution time of: 7.0292e-05s: Index: 78 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| - -execution time of: 7.0323e-05s: Index: 112 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| - -execution time of: 7.0364e-05s: Index: 114 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| - -execution time of: 7.0374e-05s: Index: 100 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| - -execution time of: 7.0415e-05s: Index: 68 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| - -execution time of: 7.0436e-05s: Index: 46 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| - -execution time of: 7.0576e-05s: Index: 95 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| - -execution time of: 7.0594e-05s: Index: 90 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| - -execution time of: 7.0604e-05s: Index: 74 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| - -execution time of: 7.0614e-05s: Index: 20 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| - -execution time of: 7.0658e-05s: Index: 66 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| - -execution time of: 7.0681e-05s: Index: 32 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| - -execution time of: 7.0688e-05s: Index: 94 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| - -execution time of: 7.0702e-05s: Index: 115 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| - -execution time of: 7.0797e-05s: Index: 82 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| - -execution time of: 7.0798e-05s: Index: 50 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| - -execution time of: 7.0800e-05s: Index: 44 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| - -execution time of: 7.0875e-05s: Index: 102 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| - -execution time of: 7.0888e-05s: Index: 70 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| - -execution time of: 7.0910e-05s: Index: 58 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| - -execution time of: 7.0939e-05s: Index: 113 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| - -execution time of: 7.0987e-05s: Index: 52 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| - -execution time of: 7.1076e-05s: Index: 96 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| - -execution time of: 7.1166e-05s: Index: 88 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| - -execution time of: 7.1172e-05s: Index: 54 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| - -execution time of: 7.1198e-05s: Index: 40 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| - -execution time of: 7.1202e-05s: Index: 72 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| - -execution time of: 7.1268e-05s: Index: 117 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| - -execution time of: 7.1271e-05s: Index: 42 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| - -execution time of: 7.1340e-05s: Index: 103 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| - -execution time of: 7.1351e-05s: Index: 34 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| - -execution time of: 7.1382e-05s: Index: 10 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| - -execution time of: 7.1397e-05s: Index: 12 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| - -execution time of: 7.1397e-05s: Index: 107 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| - -execution time of: 7.1535e-05s: Index: 101 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| - -execution time of: 7.1540e-05s: Index: 91 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| - -execution time of: 7.1546e-05s: Index: 23 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| - -execution time of: 7.1575e-05s: Index: 55 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| - -execution time of: 7.1586e-05s: Index: 64 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| - -execution time of: 7.1601e-05s: Index: 22 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| - -execution time of: 7.1609e-05s: Index: 97 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| - -execution time of: 7.1653e-05s: Index: 93 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| - -execution time of: 7.1666e-05s: Index: 109 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| - -execution time of: 7.1667e-05s: Index: 28 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| - -execution time of: 7.1671e-05s: Index: 76 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| - -execution time of: 7.1675e-05s: Index: 16 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| - -execution time of: 7.1728e-05s: Index: 43 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| - -execution time of: 7.1729e-05s: Index: 71 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| - -execution time of: 7.1734e-05s: Index: 65 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| - -execution time of: 7.1774e-05s: Index: 89 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| - -execution time of: 7.1863e-05s: Index: 67 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| - -execution time of: 7.1867e-05s: Index: 18 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| - -execution time of: 7.1894e-05s: Index: 36 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| - -execution time of: 7.1957e-05s: Index: 77 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| - -execution time of: 7.2036e-05s: Index: 14 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| - -execution time of: 7.2173e-05s: Index: 99 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| - -execution time of: 7.2195e-05s: Index: 83 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| - -execution time of: 7.2229e-05s: Index: 30 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| - -execution time of: 7.2241e-05s: Index: 17 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| - -execution time of: 7.2250e-05s: Index: 85 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| - -execution time of: 7.2275e-05s: Index: 29 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| - -execution time of: 7.2348e-05s: Index: 105 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| - -execution time of: 7.2369e-05s: Index: 111 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| - -execution time of: 7.2499e-05s: Index: 79 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| - -execution time of: 7.2538e-05s: Index: 87 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| - -execution time of: 7.2612e-05s: Index: 19 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| - -execution time of: 7.2641e-05s: Index: 26 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| - -execution time of: 7.2656e-05s: Index: 73 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| - -execution time of: 7.2675e-05s: Index: 4 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| - -execution time of: 7.2771e-05s: Index: 49 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| - -execution time of: 7.2822e-05s: Index: 6 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| - -execution time of: 7.2902e-05s: Index: 41 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| - -execution time of: 7.2915e-05s: Index: 21 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| - -execution time of: 7.2923e-05s: Index: 75 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| - -execution time of: 7.2932e-05s: Index: 25 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| - -execution time of: 7.2976e-05s: Index: 45 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| - -execution time of: 7.2983e-05s: Index: 27 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| - -execution time of: 7.3000e-05s: Index: 61 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| - -execution time of: 7.3002e-05s: Index: 7 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| - -execution time of: 7.3057e-05s: Index: 47 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| - -execution time of: 7.3059e-05s: Index: 13 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| - -execution time of: 7.3186e-05s: Index: 37 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| - -execution time of: 7.3202e-05s: Index: 69 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| - -execution time of: 7.3253e-05s: Index: 53 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| - -execution time of: 7.3271e-05s: Index: 8 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| - -execution time of: 7.3274e-05s: Index: 5 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| - -execution time of: 7.3382e-05s: Index: 51 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| - -execution time of: 7.3414e-05s: Index: 15 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| - -execution time of: 7.3446e-05s: Index: 31 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| - -execution time of: 7.3647e-05s: Index: 11 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| - -execution time of: 7.3770e-05s: Index: 3 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| - -execution time of: 7.3816e-05s: Index: 48 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| - -execution time of: 7.4053e-05s: Index: 81 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| - -execution time of: 7.4057e-05s: Index: 9 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| - -execution time of: 7.4200e-05s: Index: 63 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| - -execution time of: 7.4393e-05s: Index: 2 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| - -execution time of: 7.4395e-05s: Index: 39 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| - -execution time of: 7.4494e-05s: Index: 59 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| - -execution time of: 7.4560e-05s: Index: 24 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| - -execution time of: 7.4848e-05s: Index: 35 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| - -execution time of: 7.4943e-05s: Index: 1 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| - -execution time of: 7.5237e-05s: Index: 0 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| - -execution time of: 7.5545e-05s: Index: 57 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| - -execution time of: 7.5821e-05s: Index: 33 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| - -________________________________________________________________________________________________ - -Start Simulation of qpeexact_indep_qiskit_6__________________________________________________ - -.i:...0...1...2...3...4...5 -.1:...h...|...|...|...|...| -.2:...|...h...|...|...|...| -.3:...|...|...h...|...|...| -.4:...|...|...|...h...|...| -.5:...|...|...|...|...h...| -.6:...|...|...|...|...|...x -.7:...p...|...|...|...|...c p: (-2.7489e+00) -.8:..sw...|...|...|..sw...| -.9:...h...|...|...|...|...| -10:...|...t...|...|...|...c -11:...|...|...s...|...|...c -12:...|...|...|...z...|...c -13:...|..sw...|..sw...|...| -14:.sdg...c...|...|...|...| -15:...|...h...|...|...|...| -16:.tdg...|...c...|...|...| -17:...|.sdg...c...|...|...| -18:...|...|...h...|...|...| -19:...p...|...|...c...|...| p: (-3.9270e-01) -20:...|.tdg...|...c...|...| -21:...|...|.sdg...c...|...| -22:...|...|...|...h...|...| -23:...p...|...|...|...c...| p: (-1.9635e-01) -24:...|...p...|...|...c...| p: (-3.9270e-01) -25:...|...|.tdg...|...c...| -26:...|...|...|.sdg...c...| -27:...|...|...|...|...h...| -28:======================== -29:...0...|...|...|...|...| -30:...|...1...|...|...|...| -31:...|...|...2...|...|...| -32:...|...|...|...3...|...| -33:...|...|...|...|...4...| -.o:...0...1...2...3...4...| -Total Permutations: 720 -Min time: 8.9095e-05s................. Permutation 566: 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Max time: 1.0110e-04s................. Permutation 249: 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Min active nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Min max nodes: 12 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Max active nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Max max nodes: 12 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -________________________________________________________________________________________________ - -720 permutations have 6 active nodes. -Index: 566 | Max_nodes: 12 | Time: 8.9095e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 710 | Max_nodes: 12 | Time: 8.9328e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 686 | Max_nodes: 12 | Time: 8.9580e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 446 | Max_nodes: 12 | Time: 8.9694e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 470 | Max_nodes: 12 | Time: 8.9706e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 718 | Max_nodes: 12 | Time: 8.9738e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 716 | Max_nodes: 12 | Time: 8.9833e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 564 | Max_nodes: 12 | Time: 8.9843e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 680 | Max_nodes: 12 | Time: 8.9890e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 518 | Max_nodes: 12 | Time: 8.9970e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 596 | Max_nodes: 12 | Time: 9.0237e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 708 | Max_nodes: 12 | Time: 9.0248e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 422 | Max_nodes: 12 | Time: 9.0294e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 560 | Max_nodes: 12 | Time: 9.0295e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 542 | Max_nodes: 12 | Time: 9.0329e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 704 | Max_nodes: 12 | Time: 9.0371e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 536 | Max_nodes: 12 | Time: 9.0394e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 692 | Max_nodes: 12 | Time: 9.0428e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 719 | Max_nodes: 12 | Time: 9.0467e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 326 | Max_nodes: 12 | Time: 9.0476e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 590 | Max_nodes: 12 | Time: 9.0535e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 715 | Max_nodes: 12 | Time: 9.0552e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 599 | Max_nodes: 12 | Time: 9.0571e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 444 | Max_nodes: 12 | Time: 9.0577e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 350 | Max_nodes: 12 | Time: 9.0688e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 468 | Max_nodes: 12 | Time: 9.0713e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 662 | Max_nodes: 12 | Time: 9.0716e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 428 | Max_nodes: 12 | Time: 9.0718e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 706 | Max_nodes: 12 | Time: 9.0780e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 668 | Max_nodes: 12 | Time: 9.0801e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 554 | Max_nodes: 12 | Time: 9.0828e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 656 | Max_nodes: 12 | Time: 9.0855e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 584 | Max_nodes: 12 | Time: 9.0875e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 695 | Max_nodes: 12 | Time: 9.0920e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 712 | Max_nodes: 12 | Time: 9.0920e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 476 | Max_nodes: 12 | Time: 9.0942e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 540 | Max_nodes: 12 | Time: 9.0946e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 684 | Max_nodes: 12 | Time: 9.0973e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 674 | Max_nodes: 12 | Time: 9.1056e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 440 | Max_nodes: 12 | Time: 9.1072e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 464 | Max_nodes: 12 | Time: 9.1101e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 572 | Max_nodes: 12 | Time: 9.1115e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 512 | Max_nodes: 12 | Time: 9.1164e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 666 | Max_nodes: 12 | Time: 9.1185e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 660 | Max_nodes: 12 | Time: 9.1190e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 694 | Max_nodes: 12 | Time: 9.1252e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 558 | Max_nodes: 12 | Time: 9.1291e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 236 | Max_nodes: 12 | Time: 9.1312e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 658 | Max_nodes: 12 | Time: 9.1316e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 356 | Max_nodes: 12 | Time: 9.1337e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 404 | Max_nodes: 12 | Time: 9.1373e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 714 | Max_nodes: 12 | Time: 9.1386e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 671 | Max_nodes: 12 | Time: 9.1398e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 594 | Max_nodes: 12 | Time: 9.1398e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 324 | Max_nodes: 12 | Time: 9.1406e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 586 | Max_nodes: 12 | Time: 9.1416e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 302 | Max_nodes: 12 | Time: 9.1421e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 416 | Max_nodes: 12 | Time: 9.1431e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 530 | Max_nodes: 12 | Time: 9.1452e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 690 | Max_nodes: 12 | Time: 9.1453e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 320 | Max_nodes: 12 | Time: 9.1457e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 588 | Max_nodes: 12 | Time: 9.1482e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 691 | Max_nodes: 12 | Time: 9.1504e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 398 | Max_nodes: 12 | Time: 9.1510e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 698 | Max_nodes: 12 | Time: 9.1515e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 670 | Max_nodes: 12 | Time: 9.1532e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 598 | Max_nodes: 12 | Time: 9.1543e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 717 | Max_nodes: 12 | Time: 9.1551e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 452 | Max_nodes: 12 | Time: 9.1562e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 524 | Max_nodes: 12 | Time: 9.1584e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 478 | Max_nodes: 12 | Time: 9.1594e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 646 | Max_nodes: 12 | Time: 9.1650e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 709 | Max_nodes: 12 | Time: 9.1654e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 344 | Max_nodes: 12 | Time: 9.1658e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 703 | Max_nodes: 12 | Time: 9.1687e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 332 | Max_nodes: 12 | Time: 9.1701e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 693 | Max_nodes: 12 | Time: 9.1711e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 644 | Max_nodes: 12 | Time: 9.1719e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 638 | Max_nodes: 12 | Time: 9.1766e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 702 | Max_nodes: 12 | Time: 9.1783e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 678 | Max_nodes: 12 | Time: 9.1786e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 308 | Max_nodes: 12 | Time: 9.1791e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 458 | Max_nodes: 12 | Time: 9.1801e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 597 | Max_nodes: 12 | Time: 9.1802e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 230 | Max_nodes: 12 | Time: 9.1803e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 634 | Max_nodes: 12 | Time: 9.1837e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 593 | Max_nodes: 12 | Time: 9.1883e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 620 | Max_nodes: 12 | Time: 9.1888e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 713 | Max_nodes: 12 | Time: 9.1912e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 650 | Max_nodes: 12 | Time: 9.1919e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 595 | Max_nodes: 12 | Time: 9.1957e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 284 | Max_nodes: 12 | Time: 9.1968e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 701 | Max_nodes: 12 | Time: 9.1970e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 546 | Max_nodes: 12 | Time: 9.1985e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 574 | Max_nodes: 12 | Time: 9.1990e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 278 | Max_nodes: 12 | Time: 9.1995e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 420 | Max_nodes: 12 | Time: 9.2003e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 455 | Max_nodes: 12 | Time: 9.2029e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 479 | Max_nodes: 12 | Time: 9.2030e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 475 | Max_nodes: 12 | Time: 9.2042e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 575 | Max_nodes: 12 | Time: 9.2058e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 578 | Max_nodes: 12 | Time: 9.2083e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 707 | Max_nodes: 12 | Time: 9.2094e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 474 | Max_nodes: 12 | Time: 9.2099e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 632 | Max_nodes: 12 | Time: 9.2118e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 306 | Max_nodes: 12 | Time: 9.2119e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 672 | Max_nodes: 12 | Time: 9.2136e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 636 | Max_nodes: 12 | Time: 9.2137e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 182 | Max_nodes: 12 | Time: 9.2144e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 552 | Max_nodes: 12 | Time: 9.2158e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 688 | Max_nodes: 12 | Time: 9.2161e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 348 | Max_nodes: 12 | Time: 9.2162e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 224 | Max_nodes: 12 | Time: 9.2175e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 300 | Max_nodes: 12 | Time: 9.2181e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 614 | Max_nodes: 12 | Time: 9.2188e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 188 | Max_nodes: 12 | Time: 9.2199e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 454 | Max_nodes: 12 | Time: 9.2210e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 434 | Max_nodes: 12 | Time: 9.2210e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 394 | Max_nodes: 12 | Time: 9.2215e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 426 | Max_nodes: 12 | Time: 9.2215e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 110 | Max_nodes: 12 | Time: 9.2216e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 359 | Max_nodes: 12 | Time: 9.2218e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 462 | Max_nodes: 12 | Time: 9.2221e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 358 | Max_nodes: 12 | Time: 9.2230e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 551 | Max_nodes: 12 | Time: 9.2308e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 204 | Max_nodes: 12 | Time: 9.2310e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 583 | Max_nodes: 12 | Time: 9.2325e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 682 | Max_nodes: 12 | Time: 9.2326e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 206 | Max_nodes: 12 | Time: 9.2328e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 346 | Max_nodes: 12 | Time: 9.2357e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 592 | Max_nodes: 12 | Time: 9.2368e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 550 | Max_nodes: 12 | Time: 9.2381e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 516 | Max_nodes: 12 | Time: 9.2383e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 354 | Max_nodes: 12 | Time: 9.2386e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 314 | Max_nodes: 12 | Time: 9.2389e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 228 | Max_nodes: 12 | Time: 9.2413e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 286 | Max_nodes: 12 | Time: 9.2421e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 477 | Max_nodes: 12 | Time: 9.2427e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 466 | Max_nodes: 12 | Time: 9.2431e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 396 | Max_nodes: 12 | Time: 9.2448e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 652 | Max_nodes: 12 | Time: 9.2450e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 410 | Max_nodes: 12 | Time: 9.2453e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 392 | Max_nodes: 12 | Time: 9.2455e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 494 | Max_nodes: 12 | Time: 9.2476e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 418 | Max_nodes: 12 | Time: 9.2477e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 200 | Max_nodes: 12 | Time: 9.2496e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 562 | Max_nodes: 12 | Time: 9.2501e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 580 | Max_nodes: 12 | Time: 9.2515e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 581 | Max_nodes: 12 | Time: 9.2521e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 472 | Max_nodes: 12 | Time: 9.2561e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 492 | Max_nodes: 12 | Time: 9.2565e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 330 | Max_nodes: 12 | Time: 9.2576e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 667 | Max_nodes: 12 | Time: 9.2613e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 338 | Max_nodes: 12 | Time: 9.2627e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 655 | Max_nodes: 12 | Time: 9.2631e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 335 | Max_nodes: 12 | Time: 9.2635e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 488 | Max_nodes: 12 | Time: 9.2665e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 689 | Max_nodes: 12 | Time: 9.2668e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 589 | Max_nodes: 12 | Time: 9.2681e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 451 | Max_nodes: 12 | Time: 9.2683e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 570 | Max_nodes: 12 | Time: 9.2700e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 438 | Max_nodes: 12 | Time: 9.2700e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 664 | Max_nodes: 12 | Time: 9.2706e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 642 | Max_nodes: 12 | Time: 9.2725e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 226 | Max_nodes: 12 | Time: 9.2726e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 514 | Max_nodes: 12 | Time: 9.2728e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 164 | Max_nodes: 12 | Time: 9.2746e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 402 | Max_nodes: 12 | Time: 9.2748e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 647 | Max_nodes: 12 | Time: 9.2769e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 234 | Max_nodes: 12 | Time: 9.2814e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 700 | Max_nodes: 12 | Time: 9.2817e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 322 | Max_nodes: 12 | Time: 9.2824e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 506 | Max_nodes: 12 | Time: 9.2828e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 334 | Max_nodes: 12 | Time: 9.2830e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 608 | Max_nodes: 12 | Time: 9.2844e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 696 | Max_nodes: 12 | Time: 9.2855e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 676 | Max_nodes: 12 | Time: 9.2870e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 254 | Max_nodes: 12 | Time: 9.2875e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 62 | Max_nodes: 12 | Time: 9.2892e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 80 | Max_nodes: 12 | Time: 9.2893e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 582 | Max_nodes: 12 | Time: 9.2910e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 355 | Max_nodes: 12 | Time: 9.2919e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 699 | Max_nodes: 12 | Time: 9.2934e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 92 | Max_nodes: 12 | Time: 9.2983e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 711 | Max_nodes: 12 | Time: 9.2984e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 526 | Max_nodes: 12 | Time: 9.2984e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 619 | Max_nodes: 12 | Time: 9.3015e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 238 | Max_nodes: 12 | Time: 9.3016e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 318 | Max_nodes: 12 | Time: 9.3016e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 473 | Max_nodes: 12 | Time: 9.3049e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 547 | Max_nodes: 12 | Time: 9.3056e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 669 | Max_nodes: 12 | Time: 9.3056e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 239 | Max_nodes: 12 | Time: 9.3062e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 534 | Max_nodes: 12 | Time: 9.3085e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 610 | Max_nodes: 12 | Time: 9.3088e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 503 | Max_nodes: 12 | Time: 9.3090e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 569 | Max_nodes: 12 | Time: 9.3095e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 84 | Max_nodes: 12 | Time: 9.3098e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 260 | Max_nodes: 12 | Time: 9.3100e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 68 | Max_nodes: 12 | Time: 9.3103e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 158 | Max_nodes: 12 | Time: 9.3117e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 626 | Max_nodes: 12 | Time: 9.3119e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 274 | Max_nodes: 12 | Time: 9.3132e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 591 | Max_nodes: 12 | Time: 9.3133e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 520 | Max_nodes: 12 | Time: 9.3149e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 298 | Max_nodes: 12 | Time: 9.3155e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 374 | Max_nodes: 12 | Time: 9.3158e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 296 | Max_nodes: 12 | Time: 9.3162e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 538 | Max_nodes: 12 | Time: 9.3181e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 353 | Max_nodes: 12 | Time: 9.3199e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 677 | Max_nodes: 12 | Time: 9.3203e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 235 | Max_nodes: 12 | Time: 9.3211e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 431 | Max_nodes: 12 | Time: 9.3212e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 618 | Max_nodes: 12 | Time: 9.3230e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 118 | Max_nodes: 12 | Time: 9.3247e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 522 | Max_nodes: 12 | Time: 9.3248e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 343 | Max_nodes: 12 | Time: 9.3268e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 643 | Max_nodes: 12 | Time: 9.3276e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 631 | Max_nodes: 12 | Time: 9.3293e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 548 | Max_nodes: 12 | Time: 9.3301e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 190 | Max_nodes: 12 | Time: 9.3331e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 705 | Max_nodes: 12 | Time: 9.3332e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 528 | Max_nodes: 12 | Time: 9.3336e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 654 | Max_nodes: 12 | Time: 9.3350e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 340 | Max_nodes: 12 | Time: 9.3362e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 576 | Max_nodes: 12 | Time: 9.3365e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 116 | Max_nodes: 12 | Time: 9.3368e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 386 | Max_nodes: 12 | Time: 9.3379e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 430 | Max_nodes: 12 | Time: 9.3389e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 380 | Max_nodes: 12 | Time: 9.3392e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 406 | Max_nodes: 12 | Time: 9.3393e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 202 | Max_nodes: 12 | Time: 9.3399e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 180 | Max_nodes: 12 | Time: 9.3400e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 685 | Max_nodes: 12 | Time: 9.3427e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 280 | Max_nodes: 12 | Time: 9.3434e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 95 | Max_nodes: 12 | Time: 9.3438e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 152 | Max_nodes: 12 | Time: 9.3450e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 198 | Max_nodes: 12 | Time: 9.3470e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 523 | Max_nodes: 12 | Time: 9.3486e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 697 | Max_nodes: 12 | Time: 9.3488e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 571 | Max_nodes: 12 | Time: 9.3498e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 449 | Max_nodes: 12 | Time: 9.3500e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 412 | Max_nodes: 12 | Time: 9.3516e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 276 | Max_nodes: 12 | Time: 9.3519e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 370 | Max_nodes: 12 | Time: 9.3519e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 119 | Max_nodes: 12 | Time: 9.3520e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 210 | Max_nodes: 12 | Time: 9.3528e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 448 | Max_nodes: 12 | Time: 9.3537e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 378 | Max_nodes: 12 | Time: 9.3538e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 214 | Max_nodes: 12 | Time: 9.3539e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 683 | Max_nodes: 12 | Time: 9.3540e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 176 | Max_nodes: 12 | Time: 9.3544e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 283 | Max_nodes: 12 | Time: 9.3545e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 186 | Max_nodes: 12 | Time: 9.3560e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 368 | Max_nodes: 12 | Time: 9.3562e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 272 | Max_nodes: 12 | Time: 9.3570e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 414 | Max_nodes: 12 | Time: 9.3580e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 178 | Max_nodes: 12 | Time: 9.3583e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 665 | Max_nodes: 12 | Time: 9.3593e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 232 | Max_nodes: 12 | Time: 9.3615e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 460 | Max_nodes: 12 | Time: 9.3620e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 469 | Max_nodes: 12 | Time: 9.3624e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 310 | Max_nodes: 12 | Time: 9.3633e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 194 | Max_nodes: 12 | Time: 9.3634e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 60 | Max_nodes: 12 | Time: 9.3638e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 357 | Max_nodes: 12 | Time: 9.3648e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 117 | Max_nodes: 12 | Time: 9.3649e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 628 | Max_nodes: 12 | Time: 9.3656e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 453 | Max_nodes: 12 | Time: 9.3663e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 579 | Max_nodes: 12 | Time: 9.3668e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 415 | Max_nodes: 12 | Time: 9.3674e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 573 | Max_nodes: 12 | Time: 9.3676e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 106 | Max_nodes: 12 | Time: 9.3676e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 640 | Max_nodes: 12 | Time: 9.3681e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 527 | Max_nodes: 12 | Time: 9.3690e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 342 | Max_nodes: 12 | Time: 9.3694e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 208 | Max_nodes: 12 | Time: 9.3694e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 687 | Max_nodes: 12 | Time: 9.3695e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 648 | Max_nodes: 12 | Time: 9.3699e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 649 | Max_nodes: 12 | Time: 9.3701e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 115 | Max_nodes: 12 | Time: 9.3705e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 645 | Max_nodes: 12 | Time: 9.3725e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 94 | Max_nodes: 12 | Time: 9.3741e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 549 | Max_nodes: 12 | Time: 9.3742e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 499 | Max_nodes: 12 | Time: 9.3744e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 568 | Max_nodes: 12 | Time: 9.3744e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 311 | Max_nodes: 12 | Time: 9.3746e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 556 | Max_nodes: 12 | Time: 9.3748e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 456 | Max_nodes: 12 | Time: 9.3763e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 510 | Max_nodes: 12 | Time: 9.3764e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 587 | Max_nodes: 12 | Time: 9.3766e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 661 | Max_nodes: 12 | Time: 9.3766e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 602 | Max_nodes: 12 | Time: 9.3768e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 382 | Max_nodes: 12 | Time: 9.3781e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 86 | Max_nodes: 12 | Time: 9.3781e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 450 | Max_nodes: 12 | Time: 9.3797e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 532 | Max_nodes: 12 | Time: 9.3801e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 114 | Max_nodes: 12 | Time: 9.3808e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 383 | Max_nodes: 12 | Time: 9.3825e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 442 | Max_nodes: 12 | Time: 9.3835e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 134 | Max_nodes: 12 | Time: 9.3845e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 486 | Max_nodes: 12 | Time: 9.3845e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 630 | Max_nodes: 12 | Time: 9.3851e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 629 | Max_nodes: 12 | Time: 9.3882e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 388 | Max_nodes: 12 | Time: 9.3892e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 498 | Max_nodes: 12 | Time: 9.3902e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 312 | Max_nodes: 12 | Time: 9.3911e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 502 | Max_nodes: 12 | Time: 9.3922e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 218 | Max_nodes: 12 | Time: 9.3926e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 372 | Max_nodes: 12 | Time: 9.3941e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 166 | Max_nodes: 12 | Time: 9.3951e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 625 | Max_nodes: 12 | Time: 9.3954e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 637 | Max_nodes: 12 | Time: 9.3960e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 501 | Max_nodes: 12 | Time: 9.3961e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 535 | Max_nodes: 12 | Time: 9.3966e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 38 | Max_nodes: 12 | Time: 9.3969e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 585 | Max_nodes: 12 | Time: 9.3975e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 391 | Max_nodes: 12 | Time: 9.3979e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 463 | Max_nodes: 12 | Time: 9.3987e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 113 | Max_nodes: 12 | Time: 9.3990e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 504 | Max_nodes: 12 | Time: 9.3996e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 461 | Max_nodes: 12 | Time: 9.4004e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 653 | Max_nodes: 12 | Time: 9.4015e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 333 | Max_nodes: 12 | Time: 9.4018e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 612 | Max_nodes: 12 | Time: 9.4021e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 237 | Max_nodes: 12 | Time: 9.4022e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 292 | Max_nodes: 12 | Time: 9.4031e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 160 | Max_nodes: 12 | Time: 9.4034e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 390 | Max_nodes: 12 | Time: 9.4039e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 108 | Max_nodes: 12 | Time: 9.4041e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 112 | Max_nodes: 12 | Time: 9.4060e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 577 | Max_nodes: 12 | Time: 9.4064e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 229 | Max_nodes: 12 | Time: 9.4067e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 352 | Max_nodes: 12 | Time: 9.4072e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 621 | Max_nodes: 12 | Time: 9.4073e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 90 | Max_nodes: 12 | Time: 9.4075e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 328 | Max_nodes: 12 | Time: 9.4079e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 673 | Max_nodes: 12 | Time: 9.4080e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 496 | Max_nodes: 12 | Time: 9.4088e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 331 | Max_nodes: 12 | Time: 9.4088e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 362 | Max_nodes: 12 | Time: 9.4091e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 607 | Max_nodes: 12 | Time: 9.4094e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 223 | Max_nodes: 12 | Time: 9.4117e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 679 | Max_nodes: 12 | Time: 9.4144e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 432 | Max_nodes: 12 | Time: 9.4150e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 212 | Max_nodes: 12 | Time: 9.4153e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 559 | Max_nodes: 12 | Time: 9.4157e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 252 | Max_nodes: 12 | Time: 9.4159e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 262 | Max_nodes: 12 | Time: 9.4170e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 509 | Max_nodes: 12 | Time: 9.4191e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 250 | Max_nodes: 12 | Time: 9.4205e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 613 | Max_nodes: 12 | Time: 9.4206e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 437 | Max_nodes: 12 | Time: 9.4218e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 624 | Max_nodes: 12 | Time: 9.4222e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 104 | Max_nodes: 12 | Time: 9.4224e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 604 | Max_nodes: 12 | Time: 9.4226e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 233 | Max_nodes: 12 | Time: 9.4228e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 400 | Max_nodes: 12 | Time: 9.4228e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 78 | Max_nodes: 12 | Time: 9.4278e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 222 | Max_nodes: 12 | Time: 9.4300e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 663 | Max_nodes: 12 | Time: 9.4318e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 74 | Max_nodes: 12 | Time: 9.4332e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 294 | Max_nodes: 12 | Time: 9.4336e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 557 | Max_nodes: 12 | Time: 9.4337e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 215 | Max_nodes: 12 | Time: 9.4341e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 154 | Max_nodes: 12 | Time: 9.4342e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 500 | Max_nodes: 12 | Time: 9.4356e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 408 | Max_nodes: 12 | Time: 9.4361e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 163 | Max_nodes: 12 | Time: 9.4368e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 675 | Max_nodes: 12 | Time: 9.4376e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 282 | Max_nodes: 12 | Time: 9.4395e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 156 | Max_nodes: 12 | Time: 9.4414e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 525 | Max_nodes: 12 | Time: 9.4423e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 211 | Max_nodes: 12 | Time: 9.4423e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 187 | Max_nodes: 12 | Time: 9.4432e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 91 | Max_nodes: 12 | Time: 9.4448e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 162 | Max_nodes: 12 | Time: 9.4453e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 221 | Max_nodes: 12 | Time: 9.4454e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 482 | Max_nodes: 12 | Time: 9.4460e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 605 | Max_nodes: 12 | Time: 9.4465e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 341 | Max_nodes: 12 | Time: 9.4470e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 467 | Max_nodes: 12 | Time: 9.4473e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 367 | Max_nodes: 12 | Time: 9.4480e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 175 | Max_nodes: 12 | Time: 9.4487e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 429 | Max_nodes: 12 | Time: 9.4498e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 407 | Max_nodes: 12 | Time: 9.4499e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 170 | Max_nodes: 12 | Time: 9.4504e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 545 | Max_nodes: 12 | Time: 9.4521e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 290 | Max_nodes: 12 | Time: 9.4530e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 508 | Max_nodes: 12 | Time: 9.4549e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 109 | Max_nodes: 12 | Time: 9.4550e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 436 | Max_nodes: 12 | Time: 9.4550e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 544 | Max_nodes: 12 | Time: 9.4554e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 427 | Max_nodes: 12 | Time: 9.4558e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 490 | Max_nodes: 12 | Time: 9.4566e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 103 | Max_nodes: 12 | Time: 9.4610e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 220 | Max_nodes: 12 | Time: 9.4622e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 102 | Max_nodes: 12 | Time: 9.4623e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 349 | Max_nodes: 12 | Time: 9.4626e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 316 | Max_nodes: 12 | Time: 9.4635e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 480 | Max_nodes: 12 | Time: 9.4651e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 271 | Max_nodes: 12 | Time: 9.4659e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 517 | Max_nodes: 12 | Time: 9.4660e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 89 | Max_nodes: 12 | Time: 9.4674e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 425 | Max_nodes: 12 | Time: 9.4689e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 71 | Max_nodes: 12 | Time: 9.4692e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 439 | Max_nodes: 12 | Time: 9.4719e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 445 | Max_nodes: 12 | Time: 9.4736e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 659 | Max_nodes: 12 | Time: 9.4739e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 199 | Max_nodes: 12 | Time: 9.4744e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 533 | Max_nodes: 12 | Time: 9.4745e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 337 | Max_nodes: 12 | Time: 9.4745e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 336 | Max_nodes: 12 | Time: 9.4749e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 258 | Max_nodes: 12 | Time: 9.4753e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 46 | Max_nodes: 12 | Time: 9.4762e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 295 | Max_nodes: 12 | Time: 9.4771e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 213 | Max_nodes: 12 | Time: 9.4779e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 142 | Max_nodes: 12 | Time: 9.4780e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 424 | Max_nodes: 12 | Time: 9.4782e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 93 | Max_nodes: 12 | Time: 9.4784e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 88 | Max_nodes: 12 | Time: 9.4788e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 615 | Max_nodes: 12 | Time: 9.4790e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 364 | Max_nodes: 12 | Time: 9.4793e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 553 | Max_nodes: 12 | Time: 9.4817e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 443 | Max_nodes: 12 | Time: 9.4825e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 197 | Max_nodes: 12 | Time: 9.4829e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 289 | Max_nodes: 12 | Time: 9.4834e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 263 | Max_nodes: 12 | Time: 9.4834e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 196 | Max_nodes: 12 | Time: 9.4836e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 266 | Max_nodes: 12 | Time: 9.4858e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 471 | Max_nodes: 12 | Time: 9.4867e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 288 | Max_nodes: 12 | Time: 9.4888e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 184 | Max_nodes: 12 | Time: 9.4901e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 140 | Max_nodes: 12 | Time: 9.4915e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 385 | Max_nodes: 12 | Time: 9.4922e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 641 | Max_nodes: 12 | Time: 9.4939e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 565 | Max_nodes: 12 | Time: 9.4947e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 205 | Max_nodes: 12 | Time: 9.4952e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 98 | Max_nodes: 12 | Time: 9.4962e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 541 | Max_nodes: 12 | Time: 9.4962e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 191 | Max_nodes: 12 | Time: 9.4963e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 217 | Max_nodes: 12 | Time: 9.4972e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 248 | Max_nodes: 12 | Time: 9.4989e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 172 | Max_nodes: 12 | Time: 9.4999e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 606 | Max_nodes: 12 | Time: 9.5016e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 511 | Max_nodes: 12 | Time: 9.5023e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 139 | Max_nodes: 12 | Time: 9.5026e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 259 | Max_nodes: 12 | Time: 9.5039e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 651 | Max_nodes: 12 | Time: 9.5043e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 50 | Max_nodes: 12 | Time: 9.5062e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 409 | Max_nodes: 12 | Time: 9.5064e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 66 | Max_nodes: 12 | Time: 9.5083e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 319 | Max_nodes: 12 | Time: 9.5091e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 56 | Max_nodes: 12 | Time: 9.5092e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 529 | Max_nodes: 12 | Time: 9.5092e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 101 | Max_nodes: 12 | Time: 9.5116e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 381 | Max_nodes: 12 | Time: 9.5116e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 611 | Max_nodes: 12 | Time: 9.5122e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 143 | Max_nodes: 12 | Time: 9.5125e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 307 | Max_nodes: 12 | Time: 9.5135e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 403 | Max_nodes: 12 | Time: 9.5145e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 247 | Max_nodes: 12 | Time: 9.5154e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 389 | Max_nodes: 12 | Time: 9.5155e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 82 | Max_nodes: 12 | Time: 9.5160e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 138 | Max_nodes: 12 | Time: 9.5166e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 32 | Max_nodes: 12 | Time: 9.5168e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 309 | Max_nodes: 12 | Time: 9.5184e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 256 | Max_nodes: 12 | Time: 9.5193e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 317 | Max_nodes: 12 | Time: 9.5196e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 600 | Max_nodes: 12 | Time: 9.5210e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 287 | Max_nodes: 12 | Time: 9.5213e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 58 | Max_nodes: 12 | Time: 9.5228e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 70 | Max_nodes: 12 | Time: 9.5238e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 465 | Max_nodes: 12 | Time: 9.5249e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 379 | Max_nodes: 12 | Time: 9.5254e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 493 | Max_nodes: 12 | Time: 9.5264e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 567 | Max_nodes: 12 | Time: 9.5268e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 305 | Max_nodes: 12 | Time: 9.5278e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 459 | Max_nodes: 12 | Time: 9.5293e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 44 | Max_nodes: 12 | Time: 9.5303e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 681 | Max_nodes: 12 | Time: 9.5308e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 77 | Max_nodes: 12 | Time: 9.5311e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 497 | Max_nodes: 12 | Time: 9.5315e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 397 | Max_nodes: 12 | Time: 9.5315e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 376 | Max_nodes: 12 | Time: 9.5315e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 216 | Max_nodes: 12 | Time: 9.5325e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 457 | Max_nodes: 12 | Time: 9.5337e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 485 | Max_nodes: 12 | Time: 9.5338e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 157 | Max_nodes: 12 | Time: 9.5338e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 447 | Max_nodes: 12 | Time: 9.5340e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 270 | Max_nodes: 12 | Time: 9.5351e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 304 | Max_nodes: 12 | Time: 9.5352e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 34 | Max_nodes: 12 | Time: 9.5361e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 601 | Max_nodes: 12 | Time: 9.5366e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 484 | Max_nodes: 12 | Time: 9.5376e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 329 | Max_nodes: 12 | Time: 9.5377e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 543 | Max_nodes: 12 | Time: 9.5419e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 325 | Max_nodes: 12 | Time: 9.5424e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 36 | Max_nodes: 12 | Time: 9.5425e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 521 | Max_nodes: 12 | Time: 9.5430e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 54 | Max_nodes: 12 | Time: 9.5433e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 401 | Max_nodes: 12 | Time: 9.5436e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 627 | Max_nodes: 12 | Time: 9.5438e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 231 | Max_nodes: 12 | Time: 9.5441e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 277 | Max_nodes: 12 | Time: 9.5449e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 55 | Max_nodes: 12 | Time: 9.5450e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 14 | Max_nodes: 12 | Time: 9.5460e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 361 | Max_nodes: 12 | Time: 9.5475e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 405 | Max_nodes: 12 | Time: 9.5489e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 366 | Max_nodes: 12 | Time: 9.5513e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 193 | Max_nodes: 12 | Time: 9.5516e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 192 | Max_nodes: 12 | Time: 9.5535e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 146 | Max_nodes: 12 | Time: 9.5540e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 209 | Max_nodes: 12 | Time: 9.5541e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 136 | Max_nodes: 12 | Time: 9.5544e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 268 | Max_nodes: 12 | Time: 9.5547e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 85 | Max_nodes: 12 | Time: 9.5552e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 169 | Max_nodes: 12 | Time: 9.5565e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 23 | Max_nodes: 12 | Time: 9.5580e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 67 | Max_nodes: 12 | Time: 9.5584e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 563 | Max_nodes: 12 | Time: 9.5587e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 97 | Max_nodes: 12 | Time: 9.5590e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 384 | Max_nodes: 12 | Time: 9.5609e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 52 | Max_nodes: 12 | Time: 9.5612e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 433 | Max_nodes: 12 | Time: 9.5619e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 347 | Max_nodes: 12 | Time: 9.5631e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 603 | Max_nodes: 12 | Time: 9.5646e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 141 | Max_nodes: 12 | Time: 9.5653e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 151 | Max_nodes: 12 | Time: 9.5670e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 265 | Max_nodes: 12 | Time: 9.5670e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 42 | Max_nodes: 12 | Time: 9.5673e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 561 | Max_nodes: 12 | Time: 9.5679e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 246 | Max_nodes: 12 | Time: 9.5693e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 635 | Max_nodes: 12 | Time: 9.5700e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 242 | Max_nodes: 12 | Time: 9.5720e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 167 | Max_nodes: 12 | Time: 9.5728e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 128 | Max_nodes: 12 | Time: 9.5737e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 257 | Max_nodes: 12 | Time: 9.5738e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 269 | Max_nodes: 12 | Time: 9.5740e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 107 | Max_nodes: 12 | Time: 9.5741e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 76 | Max_nodes: 12 | Time: 9.5755e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 261 | Max_nodes: 12 | Time: 9.5769e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 245 | Max_nodes: 12 | Time: 9.5777e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 219 | Max_nodes: 12 | Time: 9.5784e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 20 | Max_nodes: 12 | Time: 9.5794e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 373 | Max_nodes: 12 | Time: 9.5806e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 505 | Max_nodes: 12 | Time: 9.5808e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 313 | Max_nodes: 12 | Time: 9.5818e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 423 | Max_nodes: 12 | Time: 9.5837e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 100 | Max_nodes: 12 | Time: 9.5847e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 639 | Max_nodes: 12 | Time: 9.5851e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 351 | Max_nodes: 12 | Time: 9.5851e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 253 | Max_nodes: 12 | Time: 9.5858e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 185 | Max_nodes: 12 | Time: 9.5859e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 174 | Max_nodes: 12 | Time: 9.5860e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 111 | Max_nodes: 12 | Time: 9.5862e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 19 | Max_nodes: 12 | Time: 9.5895e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 181 | Max_nodes: 12 | Time: 9.5906e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 657 | Max_nodes: 12 | Time: 9.5907e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 132 | Max_nodes: 12 | Time: 9.5917e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 539 | Max_nodes: 12 | Time: 9.5920e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 130 | Max_nodes: 12 | Time: 9.5924e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 413 | Max_nodes: 12 | Time: 9.5929e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 47 | Max_nodes: 12 | Time: 9.5947e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 623 | Max_nodes: 12 | Time: 9.5952e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 327 | Max_nodes: 12 | Time: 9.5953e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 622 | Max_nodes: 12 | Time: 9.5955e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 150 | Max_nodes: 12 | Time: 9.5960e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 377 | Max_nodes: 12 | Time: 9.5990e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 83 | Max_nodes: 12 | Time: 9.5992e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 133 | Max_nodes: 12 | Time: 9.6025e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 481 | Max_nodes: 12 | Time: 9.6059e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 126 | Max_nodes: 12 | Time: 9.6061e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 487 | Max_nodes: 12 | Time: 9.6071e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 43 | Max_nodes: 12 | Time: 9.6080e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 495 | Max_nodes: 12 | Time: 9.6097e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 365 | Max_nodes: 12 | Time: 9.6098e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 65 | Max_nodes: 12 | Time: 9.6102e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 79 | Max_nodes: 12 | Time: 9.6170e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 281 | Max_nodes: 12 | Time: 9.6217e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 127 | Max_nodes: 12 | Time: 9.6234e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 421 | Max_nodes: 12 | Time: 9.6235e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 137 | Max_nodes: 12 | Time: 9.6235e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 105 | Max_nodes: 12 | Time: 9.6239e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 149 | Max_nodes: 12 | Time: 9.6241e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 633 | Max_nodes: 12 | Time: 9.6254e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 225 | Max_nodes: 12 | Time: 9.6260e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 8 | Max_nodes: 12 | Time: 9.6277e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 31 | Max_nodes: 12 | Time: 9.6298e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 73 | Max_nodes: 12 | Time: 9.6300e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 195 | Max_nodes: 12 | Time: 9.6311e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 64 | Max_nodes: 12 | Time: 9.6318e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 99 | Max_nodes: 12 | Time: 9.6320e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 173 | Max_nodes: 12 | Time: 9.6321e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 515 | Max_nodes: 12 | Time: 9.6323e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 22 | Max_nodes: 12 | Time: 9.6334e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 555 | Max_nodes: 12 | Time: 9.6336e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 189 | Max_nodes: 12 | Time: 9.6341e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 72 | Max_nodes: 12 | Time: 9.6373e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 507 | Max_nodes: 12 | Time: 9.6381e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 144 | Max_nodes: 12 | Time: 9.6406e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 301 | Max_nodes: 12 | Time: 9.6413e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 419 | Max_nodes: 12 | Time: 9.6418e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 483 | Max_nodes: 12 | Time: 9.6446e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 303 | Max_nodes: 12 | Time: 9.6470e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 339 | Max_nodes: 12 | Time: 9.6480e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 145 | Max_nodes: 12 | Time: 9.6519e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 49 | Max_nodes: 12 | Time: 9.6522e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 387 | Max_nodes: 12 | Time: 9.6525e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 609 | Max_nodes: 12 | Time: 9.6531e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 435 | Max_nodes: 12 | Time: 9.6547e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 399 | Max_nodes: 12 | Time: 9.6555e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 360 | Max_nodes: 12 | Time: 9.6562e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 375 | Max_nodes: 12 | Time: 9.6569e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 323 | Max_nodes: 12 | Time: 9.6591e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 131 | Max_nodes: 12 | Time: 9.6603e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 168 | Max_nodes: 12 | Time: 9.6621e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 121 | Max_nodes: 12 | Time: 9.6630e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 264 | Max_nodes: 12 | Time: 9.6646e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 40 | Max_nodes: 12 | Time: 9.6647e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 135 | Max_nodes: 12 | Time: 9.6674e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 244 | Max_nodes: 12 | Time: 9.6687e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 12 | Max_nodes: 12 | Time: 9.6693e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 10 | Max_nodes: 12 | Time: 9.6694e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 165 | Max_nodes: 12 | Time: 9.6707e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 161 | Max_nodes: 12 | Time: 9.6713e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 18 | Max_nodes: 12 | Time: 9.6716e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 45 | Max_nodes: 12 | Time: 9.6720e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 537 | Max_nodes: 12 | Time: 9.6746e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 48 | Max_nodes: 12 | Time: 9.6752e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 37 | Max_nodes: 12 | Time: 9.6764e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 285 | Max_nodes: 12 | Time: 9.6770e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 69 | Max_nodes: 12 | Time: 9.6777e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 519 | Max_nodes: 12 | Time: 9.6797e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 207 | Max_nodes: 12 | Time: 9.6812e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 345 | Max_nodes: 12 | Time: 9.6814e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 293 | Max_nodes: 12 | Time: 9.6826e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 531 | Max_nodes: 12 | Time: 9.6829e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 267 | Max_nodes: 12 | Time: 9.6831e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 241 | Max_nodes: 12 | Time: 9.6845e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 125 | Max_nodes: 12 | Time: 9.6846e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 87 | Max_nodes: 12 | Time: 9.6858e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 243 | Max_nodes: 12 | Time: 9.6863e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 227 | Max_nodes: 12 | Time: 9.6877e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 203 | Max_nodes: 12 | Time: 9.6883e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 29 | Max_nodes: 12 | Time: 9.6889e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 16 | Max_nodes: 12 | Time: 9.6892e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 299 | Max_nodes: 12 | Time: 9.6911e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 411 | Max_nodes: 12 | Time: 9.6919e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 183 | Max_nodes: 12 | Time: 9.6943e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 26 | Max_nodes: 12 | Time: 9.6948e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 315 | Max_nodes: 12 | Time: 9.6959e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 441 | Max_nodes: 12 | Time: 9.6986e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 124 | Max_nodes: 12 | Time: 9.6994e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 63 | Max_nodes: 12 | Time: 9.6998e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 363 | Max_nodes: 12 | Time: 9.7019e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 61 | Max_nodes: 12 | Time: 9.7068e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 30 | Max_nodes: 12 | Time: 9.7072e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 28 | Max_nodes: 12 | Time: 9.7086e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 81 | Max_nodes: 12 | Time: 9.7121e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 255 | Max_nodes: 12 | Time: 9.7135e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 148 | Max_nodes: 12 | Time: 9.7159e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 251 | Max_nodes: 12 | Time: 9.7173e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 21 | Max_nodes: 12 | Time: 9.7213e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 321 | Max_nodes: 12 | Time: 9.7237e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 122 | Max_nodes: 12 | Time: 9.7251e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 120 | Max_nodes: 12 | Time: 9.7265e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 5 | Max_nodes: 12 | Time: 9.7267e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 6 | Max_nodes: 12 | Time: 9.7290e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 53 | Max_nodes: 12 | Time: 9.7300e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 147 | Max_nodes: 12 | Time: 9.7318e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 13 | Max_nodes: 12 | Time: 9.7318e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 279 | Max_nodes: 12 | Time: 9.7429e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 123 | Max_nodes: 12 | Time: 9.7466e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 17 | Max_nodes: 12 | Time: 9.7473e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 201 | Max_nodes: 12 | Time: 9.7487e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 417 | Max_nodes: 12 | Time: 9.7487e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 489 | Max_nodes: 12 | Time: 9.7497e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 369 | Max_nodes: 12 | Time: 9.7505e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 395 | Max_nodes: 12 | Time: 9.7552e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 24 | Max_nodes: 12 | Time: 9.7597e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 7 | Max_nodes: 12 | Time: 9.7610e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 129 | Max_nodes: 12 | Time: 9.7668e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 59 | Max_nodes: 12 | Time: 9.7685e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 75 | Max_nodes: 12 | Time: 9.7721e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 171 | Max_nodes: 12 | Time: 9.7731e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 41 | Max_nodes: 12 | Time: 9.7770e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 513 | Max_nodes: 12 | Time: 9.7810e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 1 | Max_nodes: 12 | Time: 9.7868e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 25 | Max_nodes: 12 | Time: 9.7873e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 27 | Max_nodes: 12 | Time: 9.7956e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 297 | Max_nodes: 12 | Time: 9.7973e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 51 | Max_nodes: 12 | Time: 9.8054e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 35 | Max_nodes: 12 | Time: 9.8059e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 96 | Max_nodes: 12 | Time: 9.8087e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 159 | Max_nodes: 12 | Time: 9.8138e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 179 | Max_nodes: 12 | Time: 9.8148e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 39 | Max_nodes: 12 | Time: 9.8171e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 0 | Max_nodes: 12 | Time: 9.8201e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 11 | Max_nodes: 12 | Time: 9.8202e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 57 | Max_nodes: 12 | Time: 9.8243e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 617 | Max_nodes: 12 | Time: 9.8308e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 275 | Max_nodes: 12 | Time: 9.8382e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 3 | Max_nodes: 12 | Time: 9.8488e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 240 | Max_nodes: 12 | Time: 9.8488e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 616 | Max_nodes: 12 | Time: 9.8505e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 393 | Max_nodes: 12 | Time: 9.8526e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 15 | Max_nodes: 12 | Time: 9.8584e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 155 | Max_nodes: 12 | Time: 9.8612e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 273 | Max_nodes: 12 | Time: 9.8821e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 177 | Max_nodes: 12 | Time: 9.8866e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 4 | Max_nodes: 12 | Time: 9.9097e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 2 | Max_nodes: 12 | Time: 9.9105e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 291 | Max_nodes: 12 | Time: 9.9172e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 9 | Max_nodes: 12 | Time: 9.9186e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 33 | Max_nodes: 12 | Time: 9.9660e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 153 | Max_nodes: 12 | Time: 9.9693e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 371 | Max_nodes: 12 | Time: 1.0027e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 491 | Max_nodes: 12 | Time: 1.0054e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 249 | Max_nodes: 12 | Time: 1.0110e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| - -........................... -Average time: 9.4344e-05s - -________________________________________________________________________________________________ - -720 permutations have 12 max nodes. -Index: 566 | Active_nodes: 6 | Time: 8.9095e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 710 | Active_nodes: 6 | Time: 8.9328e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 686 | Active_nodes: 6 | Time: 8.9580e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 446 | Active_nodes: 6 | Time: 8.9694e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 470 | Active_nodes: 6 | Time: 8.9706e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 718 | Active_nodes: 6 | Time: 8.9738e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 716 | Active_nodes: 6 | Time: 8.9833e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 564 | Active_nodes: 6 | Time: 8.9843e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 680 | Active_nodes: 6 | Time: 8.9890e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 518 | Active_nodes: 6 | Time: 8.9970e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 596 | Active_nodes: 6 | Time: 9.0237e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 708 | Active_nodes: 6 | Time: 9.0248e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 422 | Active_nodes: 6 | Time: 9.0294e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 560 | Active_nodes: 6 | Time: 9.0295e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 542 | Active_nodes: 6 | Time: 9.0329e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 704 | Active_nodes: 6 | Time: 9.0371e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 536 | Active_nodes: 6 | Time: 9.0394e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 692 | Active_nodes: 6 | Time: 9.0428e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 719 | Active_nodes: 6 | Time: 9.0467e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 326 | Active_nodes: 6 | Time: 9.0476e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 590 | Active_nodes: 6 | Time: 9.0535e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 715 | Active_nodes: 6 | Time: 9.0552e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 599 | Active_nodes: 6 | Time: 9.0571e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 444 | Active_nodes: 6 | Time: 9.0577e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 350 | Active_nodes: 6 | Time: 9.0688e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 468 | Active_nodes: 6 | Time: 9.0713e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 662 | Active_nodes: 6 | Time: 9.0716e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 428 | Active_nodes: 6 | Time: 9.0718e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 706 | Active_nodes: 6 | Time: 9.0780e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 668 | Active_nodes: 6 | Time: 9.0801e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 554 | Active_nodes: 6 | Time: 9.0828e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 656 | Active_nodes: 6 | Time: 9.0855e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 584 | Active_nodes: 6 | Time: 9.0875e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 695 | Active_nodes: 6 | Time: 9.0920e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 712 | Active_nodes: 6 | Time: 9.0920e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 476 | Active_nodes: 6 | Time: 9.0942e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 540 | Active_nodes: 6 | Time: 9.0946e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 684 | Active_nodes: 6 | Time: 9.0973e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 674 | Active_nodes: 6 | Time: 9.1056e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 440 | Active_nodes: 6 | Time: 9.1072e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 464 | Active_nodes: 6 | Time: 9.1101e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 572 | Active_nodes: 6 | Time: 9.1115e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 512 | Active_nodes: 6 | Time: 9.1164e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 666 | Active_nodes: 6 | Time: 9.1185e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 660 | Active_nodes: 6 | Time: 9.1190e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 694 | Active_nodes: 6 | Time: 9.1252e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 558 | Active_nodes: 6 | Time: 9.1291e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 236 | Active_nodes: 6 | Time: 9.1312e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 658 | Active_nodes: 6 | Time: 9.1316e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 356 | Active_nodes: 6 | Time: 9.1337e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 404 | Active_nodes: 6 | Time: 9.1373e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 714 | Active_nodes: 6 | Time: 9.1386e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 671 | Active_nodes: 6 | Time: 9.1398e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 594 | Active_nodes: 6 | Time: 9.1398e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 324 | Active_nodes: 6 | Time: 9.1406e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 586 | Active_nodes: 6 | Time: 9.1416e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 302 | Active_nodes: 6 | Time: 9.1421e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 416 | Active_nodes: 6 | Time: 9.1431e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 530 | Active_nodes: 6 | Time: 9.1452e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 690 | Active_nodes: 6 | Time: 9.1453e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 320 | Active_nodes: 6 | Time: 9.1457e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 588 | Active_nodes: 6 | Time: 9.1482e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 691 | Active_nodes: 6 | Time: 9.1504e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 398 | Active_nodes: 6 | Time: 9.1510e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 698 | Active_nodes: 6 | Time: 9.1515e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 670 | Active_nodes: 6 | Time: 9.1532e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 598 | Active_nodes: 6 | Time: 9.1543e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 717 | Active_nodes: 6 | Time: 9.1551e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 452 | Active_nodes: 6 | Time: 9.1562e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 524 | Active_nodes: 6 | Time: 9.1584e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 478 | Active_nodes: 6 | Time: 9.1594e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 646 | Active_nodes: 6 | Time: 9.1650e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 709 | Active_nodes: 6 | Time: 9.1654e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 344 | Active_nodes: 6 | Time: 9.1658e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 703 | Active_nodes: 6 | Time: 9.1687e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 332 | Active_nodes: 6 | Time: 9.1701e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 693 | Active_nodes: 6 | Time: 9.1711e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 644 | Active_nodes: 6 | Time: 9.1719e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 638 | Active_nodes: 6 | Time: 9.1766e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 702 | Active_nodes: 6 | Time: 9.1783e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 678 | Active_nodes: 6 | Time: 9.1786e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 308 | Active_nodes: 6 | Time: 9.1791e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 458 | Active_nodes: 6 | Time: 9.1801e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 597 | Active_nodes: 6 | Time: 9.1802e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 230 | Active_nodes: 6 | Time: 9.1803e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 634 | Active_nodes: 6 | Time: 9.1837e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 593 | Active_nodes: 6 | Time: 9.1883e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 620 | Active_nodes: 6 | Time: 9.1888e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 713 | Active_nodes: 6 | Time: 9.1912e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 650 | Active_nodes: 6 | Time: 9.1919e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 595 | Active_nodes: 6 | Time: 9.1957e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 284 | Active_nodes: 6 | Time: 9.1968e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 701 | Active_nodes: 6 | Time: 9.1970e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 546 | Active_nodes: 6 | Time: 9.1985e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 574 | Active_nodes: 6 | Time: 9.1990e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 278 | Active_nodes: 6 | Time: 9.1995e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 420 | Active_nodes: 6 | Time: 9.2003e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 455 | Active_nodes: 6 | Time: 9.2029e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 479 | Active_nodes: 6 | Time: 9.2030e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 475 | Active_nodes: 6 | Time: 9.2042e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 575 | Active_nodes: 6 | Time: 9.2058e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 578 | Active_nodes: 6 | Time: 9.2083e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 707 | Active_nodes: 6 | Time: 9.2094e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 474 | Active_nodes: 6 | Time: 9.2099e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 632 | Active_nodes: 6 | Time: 9.2118e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 306 | Active_nodes: 6 | Time: 9.2119e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 672 | Active_nodes: 6 | Time: 9.2136e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 636 | Active_nodes: 6 | Time: 9.2137e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 182 | Active_nodes: 6 | Time: 9.2144e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 552 | Active_nodes: 6 | Time: 9.2158e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 688 | Active_nodes: 6 | Time: 9.2161e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 348 | Active_nodes: 6 | Time: 9.2162e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 224 | Active_nodes: 6 | Time: 9.2175e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 300 | Active_nodes: 6 | Time: 9.2181e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 614 | Active_nodes: 6 | Time: 9.2188e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 188 | Active_nodes: 6 | Time: 9.2199e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 454 | Active_nodes: 6 | Time: 9.2210e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 434 | Active_nodes: 6 | Time: 9.2210e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 394 | Active_nodes: 6 | Time: 9.2215e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 426 | Active_nodes: 6 | Time: 9.2215e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 110 | Active_nodes: 6 | Time: 9.2216e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 359 | Active_nodes: 6 | Time: 9.2218e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 462 | Active_nodes: 6 | Time: 9.2221e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 358 | Active_nodes: 6 | Time: 9.2230e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 551 | Active_nodes: 6 | Time: 9.2308e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 204 | Active_nodes: 6 | Time: 9.2310e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 583 | Active_nodes: 6 | Time: 9.2325e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 682 | Active_nodes: 6 | Time: 9.2326e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 206 | Active_nodes: 6 | Time: 9.2328e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 346 | Active_nodes: 6 | Time: 9.2357e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 592 | Active_nodes: 6 | Time: 9.2368e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 550 | Active_nodes: 6 | Time: 9.2381e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 516 | Active_nodes: 6 | Time: 9.2383e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 354 | Active_nodes: 6 | Time: 9.2386e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 314 | Active_nodes: 6 | Time: 9.2389e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 228 | Active_nodes: 6 | Time: 9.2413e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 286 | Active_nodes: 6 | Time: 9.2421e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 477 | Active_nodes: 6 | Time: 9.2427e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 466 | Active_nodes: 6 | Time: 9.2431e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 396 | Active_nodes: 6 | Time: 9.2448e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 652 | Active_nodes: 6 | Time: 9.2450e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 410 | Active_nodes: 6 | Time: 9.2453e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 392 | Active_nodes: 6 | Time: 9.2455e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 494 | Active_nodes: 6 | Time: 9.2476e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 418 | Active_nodes: 6 | Time: 9.2477e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 200 | Active_nodes: 6 | Time: 9.2496e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 562 | Active_nodes: 6 | Time: 9.2501e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 580 | Active_nodes: 6 | Time: 9.2515e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 581 | Active_nodes: 6 | Time: 9.2521e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 472 | Active_nodes: 6 | Time: 9.2561e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 492 | Active_nodes: 6 | Time: 9.2565e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 330 | Active_nodes: 6 | Time: 9.2576e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 667 | Active_nodes: 6 | Time: 9.2613e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 338 | Active_nodes: 6 | Time: 9.2627e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 655 | Active_nodes: 6 | Time: 9.2631e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 335 | Active_nodes: 6 | Time: 9.2635e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 488 | Active_nodes: 6 | Time: 9.2665e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 689 | Active_nodes: 6 | Time: 9.2668e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 589 | Active_nodes: 6 | Time: 9.2681e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 451 | Active_nodes: 6 | Time: 9.2683e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 570 | Active_nodes: 6 | Time: 9.2700e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 438 | Active_nodes: 6 | Time: 9.2700e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 664 | Active_nodes: 6 | Time: 9.2706e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 642 | Active_nodes: 6 | Time: 9.2725e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 226 | Active_nodes: 6 | Time: 9.2726e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 514 | Active_nodes: 6 | Time: 9.2728e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 164 | Active_nodes: 6 | Time: 9.2746e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 402 | Active_nodes: 6 | Time: 9.2748e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 647 | Active_nodes: 6 | Time: 9.2769e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 234 | Active_nodes: 6 | Time: 9.2814e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 700 | Active_nodes: 6 | Time: 9.2817e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 322 | Active_nodes: 6 | Time: 9.2824e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 506 | Active_nodes: 6 | Time: 9.2828e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 334 | Active_nodes: 6 | Time: 9.2830e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 608 | Active_nodes: 6 | Time: 9.2844e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 696 | Active_nodes: 6 | Time: 9.2855e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 676 | Active_nodes: 6 | Time: 9.2870e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 254 | Active_nodes: 6 | Time: 9.2875e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 62 | Active_nodes: 6 | Time: 9.2892e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 80 | Active_nodes: 6 | Time: 9.2893e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 582 | Active_nodes: 6 | Time: 9.2910e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 355 | Active_nodes: 6 | Time: 9.2919e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 699 | Active_nodes: 6 | Time: 9.2934e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 92 | Active_nodes: 6 | Time: 9.2983e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 711 | Active_nodes: 6 | Time: 9.2984e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 526 | Active_nodes: 6 | Time: 9.2984e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 619 | Active_nodes: 6 | Time: 9.3015e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 238 | Active_nodes: 6 | Time: 9.3016e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 318 | Active_nodes: 6 | Time: 9.3016e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 473 | Active_nodes: 6 | Time: 9.3049e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 547 | Active_nodes: 6 | Time: 9.3056e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 669 | Active_nodes: 6 | Time: 9.3056e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 239 | Active_nodes: 6 | Time: 9.3062e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 534 | Active_nodes: 6 | Time: 9.3085e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 610 | Active_nodes: 6 | Time: 9.3088e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 503 | Active_nodes: 6 | Time: 9.3090e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 569 | Active_nodes: 6 | Time: 9.3095e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 84 | Active_nodes: 6 | Time: 9.3098e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 260 | Active_nodes: 6 | Time: 9.3100e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 68 | Active_nodes: 6 | Time: 9.3103e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 158 | Active_nodes: 6 | Time: 9.3117e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 626 | Active_nodes: 6 | Time: 9.3119e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 274 | Active_nodes: 6 | Time: 9.3132e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 591 | Active_nodes: 6 | Time: 9.3133e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 520 | Active_nodes: 6 | Time: 9.3149e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 298 | Active_nodes: 6 | Time: 9.3155e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 374 | Active_nodes: 6 | Time: 9.3158e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 296 | Active_nodes: 6 | Time: 9.3162e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 538 | Active_nodes: 6 | Time: 9.3181e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 353 | Active_nodes: 6 | Time: 9.3199e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 677 | Active_nodes: 6 | Time: 9.3203e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 235 | Active_nodes: 6 | Time: 9.3211e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 431 | Active_nodes: 6 | Time: 9.3212e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 618 | Active_nodes: 6 | Time: 9.3230e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 118 | Active_nodes: 6 | Time: 9.3247e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 522 | Active_nodes: 6 | Time: 9.3248e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 343 | Active_nodes: 6 | Time: 9.3268e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 643 | Active_nodes: 6 | Time: 9.3276e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 631 | Active_nodes: 6 | Time: 9.3293e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 548 | Active_nodes: 6 | Time: 9.3301e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 190 | Active_nodes: 6 | Time: 9.3331e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 705 | Active_nodes: 6 | Time: 9.3332e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 528 | Active_nodes: 6 | Time: 9.3336e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 654 | Active_nodes: 6 | Time: 9.3350e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 340 | Active_nodes: 6 | Time: 9.3362e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 576 | Active_nodes: 6 | Time: 9.3365e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 116 | Active_nodes: 6 | Time: 9.3368e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 386 | Active_nodes: 6 | Time: 9.3379e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 430 | Active_nodes: 6 | Time: 9.3389e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 380 | Active_nodes: 6 | Time: 9.3392e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 406 | Active_nodes: 6 | Time: 9.3393e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 202 | Active_nodes: 6 | Time: 9.3399e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 180 | Active_nodes: 6 | Time: 9.3400e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 685 | Active_nodes: 6 | Time: 9.3427e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 280 | Active_nodes: 6 | Time: 9.3434e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 95 | Active_nodes: 6 | Time: 9.3438e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 152 | Active_nodes: 6 | Time: 9.3450e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 198 | Active_nodes: 6 | Time: 9.3470e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 523 | Active_nodes: 6 | Time: 9.3486e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 697 | Active_nodes: 6 | Time: 9.3488e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 571 | Active_nodes: 6 | Time: 9.3498e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 449 | Active_nodes: 6 | Time: 9.3500e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 412 | Active_nodes: 6 | Time: 9.3516e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 276 | Active_nodes: 6 | Time: 9.3519e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 370 | Active_nodes: 6 | Time: 9.3519e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 119 | Active_nodes: 6 | Time: 9.3520e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 210 | Active_nodes: 6 | Time: 9.3528e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 448 | Active_nodes: 6 | Time: 9.3537e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 378 | Active_nodes: 6 | Time: 9.3538e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 214 | Active_nodes: 6 | Time: 9.3539e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 683 | Active_nodes: 6 | Time: 9.3540e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 176 | Active_nodes: 6 | Time: 9.3544e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 283 | Active_nodes: 6 | Time: 9.3545e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 186 | Active_nodes: 6 | Time: 9.3560e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 368 | Active_nodes: 6 | Time: 9.3562e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 272 | Active_nodes: 6 | Time: 9.3570e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 414 | Active_nodes: 6 | Time: 9.3580e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 178 | Active_nodes: 6 | Time: 9.3583e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 665 | Active_nodes: 6 | Time: 9.3593e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 232 | Active_nodes: 6 | Time: 9.3615e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 460 | Active_nodes: 6 | Time: 9.3620e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 469 | Active_nodes: 6 | Time: 9.3624e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 310 | Active_nodes: 6 | Time: 9.3633e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 194 | Active_nodes: 6 | Time: 9.3634e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 60 | Active_nodes: 6 | Time: 9.3638e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 357 | Active_nodes: 6 | Time: 9.3648e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 117 | Active_nodes: 6 | Time: 9.3649e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 628 | Active_nodes: 6 | Time: 9.3656e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 453 | Active_nodes: 6 | Time: 9.3663e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 579 | Active_nodes: 6 | Time: 9.3668e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 415 | Active_nodes: 6 | Time: 9.3674e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 573 | Active_nodes: 6 | Time: 9.3676e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 106 | Active_nodes: 6 | Time: 9.3676e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 640 | Active_nodes: 6 | Time: 9.3681e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 527 | Active_nodes: 6 | Time: 9.3690e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 342 | Active_nodes: 6 | Time: 9.3694e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 208 | Active_nodes: 6 | Time: 9.3694e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 687 | Active_nodes: 6 | Time: 9.3695e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 648 | Active_nodes: 6 | Time: 9.3699e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 649 | Active_nodes: 6 | Time: 9.3701e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 115 | Active_nodes: 6 | Time: 9.3705e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 645 | Active_nodes: 6 | Time: 9.3725e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 94 | Active_nodes: 6 | Time: 9.3741e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 549 | Active_nodes: 6 | Time: 9.3742e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 499 | Active_nodes: 6 | Time: 9.3744e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 568 | Active_nodes: 6 | Time: 9.3744e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 311 | Active_nodes: 6 | Time: 9.3746e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 556 | Active_nodes: 6 | Time: 9.3748e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 456 | Active_nodes: 6 | Time: 9.3763e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 510 | Active_nodes: 6 | Time: 9.3764e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 587 | Active_nodes: 6 | Time: 9.3766e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 661 | Active_nodes: 6 | Time: 9.3766e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 602 | Active_nodes: 6 | Time: 9.3768e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 382 | Active_nodes: 6 | Time: 9.3781e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 86 | Active_nodes: 6 | Time: 9.3781e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 450 | Active_nodes: 6 | Time: 9.3797e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 532 | Active_nodes: 6 | Time: 9.3801e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 114 | Active_nodes: 6 | Time: 9.3808e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 383 | Active_nodes: 6 | Time: 9.3825e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 442 | Active_nodes: 6 | Time: 9.3835e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 134 | Active_nodes: 6 | Time: 9.3845e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 486 | Active_nodes: 6 | Time: 9.3845e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 630 | Active_nodes: 6 | Time: 9.3851e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 629 | Active_nodes: 6 | Time: 9.3882e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 388 | Active_nodes: 6 | Time: 9.3892e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 498 | Active_nodes: 6 | Time: 9.3902e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 312 | Active_nodes: 6 | Time: 9.3911e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 502 | Active_nodes: 6 | Time: 9.3922e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 218 | Active_nodes: 6 | Time: 9.3926e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 372 | Active_nodes: 6 | Time: 9.3941e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 166 | Active_nodes: 6 | Time: 9.3951e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 625 | Active_nodes: 6 | Time: 9.3954e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 637 | Active_nodes: 6 | Time: 9.3960e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 501 | Active_nodes: 6 | Time: 9.3961e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 535 | Active_nodes: 6 | Time: 9.3966e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 38 | Active_nodes: 6 | Time: 9.3969e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 585 | Active_nodes: 6 | Time: 9.3975e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 391 | Active_nodes: 6 | Time: 9.3979e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 463 | Active_nodes: 6 | Time: 9.3987e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 113 | Active_nodes: 6 | Time: 9.3990e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 504 | Active_nodes: 6 | Time: 9.3996e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 461 | Active_nodes: 6 | Time: 9.4004e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 653 | Active_nodes: 6 | Time: 9.4015e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 333 | Active_nodes: 6 | Time: 9.4018e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 612 | Active_nodes: 6 | Time: 9.4021e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 237 | Active_nodes: 6 | Time: 9.4022e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 292 | Active_nodes: 6 | Time: 9.4031e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 160 | Active_nodes: 6 | Time: 9.4034e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 390 | Active_nodes: 6 | Time: 9.4039e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 108 | Active_nodes: 6 | Time: 9.4041e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 112 | Active_nodes: 6 | Time: 9.4060e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 577 | Active_nodes: 6 | Time: 9.4064e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 229 | Active_nodes: 6 | Time: 9.4067e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 352 | Active_nodes: 6 | Time: 9.4072e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 621 | Active_nodes: 6 | Time: 9.4073e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 90 | Active_nodes: 6 | Time: 9.4075e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 328 | Active_nodes: 6 | Time: 9.4079e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 673 | Active_nodes: 6 | Time: 9.4080e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 496 | Active_nodes: 6 | Time: 9.4088e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 331 | Active_nodes: 6 | Time: 9.4088e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 362 | Active_nodes: 6 | Time: 9.4091e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 607 | Active_nodes: 6 | Time: 9.4094e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 223 | Active_nodes: 6 | Time: 9.4117e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 679 | Active_nodes: 6 | Time: 9.4144e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 432 | Active_nodes: 6 | Time: 9.4150e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 212 | Active_nodes: 6 | Time: 9.4153e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 559 | Active_nodes: 6 | Time: 9.4157e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 252 | Active_nodes: 6 | Time: 9.4159e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 262 | Active_nodes: 6 | Time: 9.4170e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 509 | Active_nodes: 6 | Time: 9.4191e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 250 | Active_nodes: 6 | Time: 9.4205e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 613 | Active_nodes: 6 | Time: 9.4206e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 437 | Active_nodes: 6 | Time: 9.4218e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 624 | Active_nodes: 6 | Time: 9.4222e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 104 | Active_nodes: 6 | Time: 9.4224e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 604 | Active_nodes: 6 | Time: 9.4226e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 233 | Active_nodes: 6 | Time: 9.4228e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 400 | Active_nodes: 6 | Time: 9.4228e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 78 | Active_nodes: 6 | Time: 9.4278e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 222 | Active_nodes: 6 | Time: 9.4300e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 663 | Active_nodes: 6 | Time: 9.4318e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 74 | Active_nodes: 6 | Time: 9.4332e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 294 | Active_nodes: 6 | Time: 9.4336e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 557 | Active_nodes: 6 | Time: 9.4337e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 215 | Active_nodes: 6 | Time: 9.4341e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 154 | Active_nodes: 6 | Time: 9.4342e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 500 | Active_nodes: 6 | Time: 9.4356e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 408 | Active_nodes: 6 | Time: 9.4361e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 163 | Active_nodes: 6 | Time: 9.4368e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 675 | Active_nodes: 6 | Time: 9.4376e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 282 | Active_nodes: 6 | Time: 9.4395e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 156 | Active_nodes: 6 | Time: 9.4414e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 525 | Active_nodes: 6 | Time: 9.4423e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 211 | Active_nodes: 6 | Time: 9.4423e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 187 | Active_nodes: 6 | Time: 9.4432e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 91 | Active_nodes: 6 | Time: 9.4448e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 162 | Active_nodes: 6 | Time: 9.4453e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 221 | Active_nodes: 6 | Time: 9.4454e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 482 | Active_nodes: 6 | Time: 9.4460e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 605 | Active_nodes: 6 | Time: 9.4465e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 341 | Active_nodes: 6 | Time: 9.4470e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 467 | Active_nodes: 6 | Time: 9.4473e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 367 | Active_nodes: 6 | Time: 9.4480e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 175 | Active_nodes: 6 | Time: 9.4487e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 429 | Active_nodes: 6 | Time: 9.4498e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 407 | Active_nodes: 6 | Time: 9.4499e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 170 | Active_nodes: 6 | Time: 9.4504e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 545 | Active_nodes: 6 | Time: 9.4521e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 290 | Active_nodes: 6 | Time: 9.4530e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 508 | Active_nodes: 6 | Time: 9.4549e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 109 | Active_nodes: 6 | Time: 9.4550e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 436 | Active_nodes: 6 | Time: 9.4550e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 544 | Active_nodes: 6 | Time: 9.4554e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 427 | Active_nodes: 6 | Time: 9.4558e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 490 | Active_nodes: 6 | Time: 9.4566e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 103 | Active_nodes: 6 | Time: 9.4610e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 220 | Active_nodes: 6 | Time: 9.4622e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 102 | Active_nodes: 6 | Time: 9.4623e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 349 | Active_nodes: 6 | Time: 9.4626e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 316 | Active_nodes: 6 | Time: 9.4635e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 480 | Active_nodes: 6 | Time: 9.4651e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 271 | Active_nodes: 6 | Time: 9.4659e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 517 | Active_nodes: 6 | Time: 9.4660e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 89 | Active_nodes: 6 | Time: 9.4674e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 425 | Active_nodes: 6 | Time: 9.4689e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 71 | Active_nodes: 6 | Time: 9.4692e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 439 | Active_nodes: 6 | Time: 9.4719e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 445 | Active_nodes: 6 | Time: 9.4736e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 659 | Active_nodes: 6 | Time: 9.4739e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 199 | Active_nodes: 6 | Time: 9.4744e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 533 | Active_nodes: 6 | Time: 9.4745e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 337 | Active_nodes: 6 | Time: 9.4745e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 336 | Active_nodes: 6 | Time: 9.4749e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 258 | Active_nodes: 6 | Time: 9.4753e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 46 | Active_nodes: 6 | Time: 9.4762e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 295 | Active_nodes: 6 | Time: 9.4771e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 213 | Active_nodes: 6 | Time: 9.4779e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 142 | Active_nodes: 6 | Time: 9.4780e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 424 | Active_nodes: 6 | Time: 9.4782e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 93 | Active_nodes: 6 | Time: 9.4784e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 88 | Active_nodes: 6 | Time: 9.4788e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 615 | Active_nodes: 6 | Time: 9.4790e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 364 | Active_nodes: 6 | Time: 9.4793e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 553 | Active_nodes: 6 | Time: 9.4817e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 443 | Active_nodes: 6 | Time: 9.4825e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 197 | Active_nodes: 6 | Time: 9.4829e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 289 | Active_nodes: 6 | Time: 9.4834e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 263 | Active_nodes: 6 | Time: 9.4834e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 196 | Active_nodes: 6 | Time: 9.4836e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 266 | Active_nodes: 6 | Time: 9.4858e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 471 | Active_nodes: 6 | Time: 9.4867e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 288 | Active_nodes: 6 | Time: 9.4888e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 184 | Active_nodes: 6 | Time: 9.4901e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 140 | Active_nodes: 6 | Time: 9.4915e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 385 | Active_nodes: 6 | Time: 9.4922e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 641 | Active_nodes: 6 | Time: 9.4939e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 565 | Active_nodes: 6 | Time: 9.4947e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 205 | Active_nodes: 6 | Time: 9.4952e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 98 | Active_nodes: 6 | Time: 9.4962e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 541 | Active_nodes: 6 | Time: 9.4962e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 191 | Active_nodes: 6 | Time: 9.4963e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 217 | Active_nodes: 6 | Time: 9.4972e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 248 | Active_nodes: 6 | Time: 9.4989e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 172 | Active_nodes: 6 | Time: 9.4999e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 606 | Active_nodes: 6 | Time: 9.5016e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 511 | Active_nodes: 6 | Time: 9.5023e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 139 | Active_nodes: 6 | Time: 9.5026e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 259 | Active_nodes: 6 | Time: 9.5039e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 651 | Active_nodes: 6 | Time: 9.5043e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 50 | Active_nodes: 6 | Time: 9.5062e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 409 | Active_nodes: 6 | Time: 9.5064e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 66 | Active_nodes: 6 | Time: 9.5083e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 319 | Active_nodes: 6 | Time: 9.5091e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 56 | Active_nodes: 6 | Time: 9.5092e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 529 | Active_nodes: 6 | Time: 9.5092e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 101 | Active_nodes: 6 | Time: 9.5116e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 381 | Active_nodes: 6 | Time: 9.5116e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 611 | Active_nodes: 6 | Time: 9.5122e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 143 | Active_nodes: 6 | Time: 9.5125e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 307 | Active_nodes: 6 | Time: 9.5135e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 403 | Active_nodes: 6 | Time: 9.5145e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 247 | Active_nodes: 6 | Time: 9.5154e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 389 | Active_nodes: 6 | Time: 9.5155e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 82 | Active_nodes: 6 | Time: 9.5160e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 138 | Active_nodes: 6 | Time: 9.5166e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 32 | Active_nodes: 6 | Time: 9.5168e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 309 | Active_nodes: 6 | Time: 9.5184e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 256 | Active_nodes: 6 | Time: 9.5193e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 317 | Active_nodes: 6 | Time: 9.5196e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 600 | Active_nodes: 6 | Time: 9.5210e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 287 | Active_nodes: 6 | Time: 9.5213e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 58 | Active_nodes: 6 | Time: 9.5228e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 70 | Active_nodes: 6 | Time: 9.5238e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 465 | Active_nodes: 6 | Time: 9.5249e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 379 | Active_nodes: 6 | Time: 9.5254e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 493 | Active_nodes: 6 | Time: 9.5264e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 567 | Active_nodes: 6 | Time: 9.5268e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 305 | Active_nodes: 6 | Time: 9.5278e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 459 | Active_nodes: 6 | Time: 9.5293e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 44 | Active_nodes: 6 | Time: 9.5303e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 681 | Active_nodes: 6 | Time: 9.5308e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 77 | Active_nodes: 6 | Time: 9.5311e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 497 | Active_nodes: 6 | Time: 9.5315e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 397 | Active_nodes: 6 | Time: 9.5315e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 376 | Active_nodes: 6 | Time: 9.5315e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 216 | Active_nodes: 6 | Time: 9.5325e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 457 | Active_nodes: 6 | Time: 9.5337e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 485 | Active_nodes: 6 | Time: 9.5338e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 157 | Active_nodes: 6 | Time: 9.5338e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 447 | Active_nodes: 6 | Time: 9.5340e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 270 | Active_nodes: 6 | Time: 9.5351e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 304 | Active_nodes: 6 | Time: 9.5352e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 34 | Active_nodes: 6 | Time: 9.5361e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 601 | Active_nodes: 6 | Time: 9.5366e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 484 | Active_nodes: 6 | Time: 9.5376e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 329 | Active_nodes: 6 | Time: 9.5377e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 543 | Active_nodes: 6 | Time: 9.5419e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 325 | Active_nodes: 6 | Time: 9.5424e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 36 | Active_nodes: 6 | Time: 9.5425e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 521 | Active_nodes: 6 | Time: 9.5430e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 54 | Active_nodes: 6 | Time: 9.5433e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 401 | Active_nodes: 6 | Time: 9.5436e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 627 | Active_nodes: 6 | Time: 9.5438e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 231 | Active_nodes: 6 | Time: 9.5441e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 277 | Active_nodes: 6 | Time: 9.5449e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 55 | Active_nodes: 6 | Time: 9.5450e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 14 | Active_nodes: 6 | Time: 9.5460e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 361 | Active_nodes: 6 | Time: 9.5475e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 405 | Active_nodes: 6 | Time: 9.5489e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 366 | Active_nodes: 6 | Time: 9.5513e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 193 | Active_nodes: 6 | Time: 9.5516e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 192 | Active_nodes: 6 | Time: 9.5535e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 146 | Active_nodes: 6 | Time: 9.5540e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 209 | Active_nodes: 6 | Time: 9.5541e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 136 | Active_nodes: 6 | Time: 9.5544e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 268 | Active_nodes: 6 | Time: 9.5547e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 85 | Active_nodes: 6 | Time: 9.5552e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 169 | Active_nodes: 6 | Time: 9.5565e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 23 | Active_nodes: 6 | Time: 9.5580e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 67 | Active_nodes: 6 | Time: 9.5584e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 563 | Active_nodes: 6 | Time: 9.5587e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 97 | Active_nodes: 6 | Time: 9.5590e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 384 | Active_nodes: 6 | Time: 9.5609e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 52 | Active_nodes: 6 | Time: 9.5612e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 433 | Active_nodes: 6 | Time: 9.5619e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 347 | Active_nodes: 6 | Time: 9.5631e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 603 | Active_nodes: 6 | Time: 9.5646e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 141 | Active_nodes: 6 | Time: 9.5653e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 151 | Active_nodes: 6 | Time: 9.5670e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 265 | Active_nodes: 6 | Time: 9.5670e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 42 | Active_nodes: 6 | Time: 9.5673e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 561 | Active_nodes: 6 | Time: 9.5679e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 246 | Active_nodes: 6 | Time: 9.5693e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 635 | Active_nodes: 6 | Time: 9.5700e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 242 | Active_nodes: 6 | Time: 9.5720e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 167 | Active_nodes: 6 | Time: 9.5728e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 128 | Active_nodes: 6 | Time: 9.5737e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 257 | Active_nodes: 6 | Time: 9.5738e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 269 | Active_nodes: 6 | Time: 9.5740e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 107 | Active_nodes: 6 | Time: 9.5741e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 76 | Active_nodes: 6 | Time: 9.5755e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 261 | Active_nodes: 6 | Time: 9.5769e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 245 | Active_nodes: 6 | Time: 9.5777e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 219 | Active_nodes: 6 | Time: 9.5784e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 20 | Active_nodes: 6 | Time: 9.5794e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 373 | Active_nodes: 6 | Time: 9.5806e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 505 | Active_nodes: 6 | Time: 9.5808e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 313 | Active_nodes: 6 | Time: 9.5818e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 423 | Active_nodes: 6 | Time: 9.5837e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 100 | Active_nodes: 6 | Time: 9.5847e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 639 | Active_nodes: 6 | Time: 9.5851e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 351 | Active_nodes: 6 | Time: 9.5851e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 253 | Active_nodes: 6 | Time: 9.5858e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 185 | Active_nodes: 6 | Time: 9.5859e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 174 | Active_nodes: 6 | Time: 9.5860e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 111 | Active_nodes: 6 | Time: 9.5862e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 19 | Active_nodes: 6 | Time: 9.5895e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 181 | Active_nodes: 6 | Time: 9.5906e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 657 | Active_nodes: 6 | Time: 9.5907e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 132 | Active_nodes: 6 | Time: 9.5917e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 539 | Active_nodes: 6 | Time: 9.5920e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 130 | Active_nodes: 6 | Time: 9.5924e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 413 | Active_nodes: 6 | Time: 9.5929e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 47 | Active_nodes: 6 | Time: 9.5947e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 623 | Active_nodes: 6 | Time: 9.5952e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 327 | Active_nodes: 6 | Time: 9.5953e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 622 | Active_nodes: 6 | Time: 9.5955e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 150 | Active_nodes: 6 | Time: 9.5960e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 377 | Active_nodes: 6 | Time: 9.5990e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 83 | Active_nodes: 6 | Time: 9.5992e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 133 | Active_nodes: 6 | Time: 9.6025e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 481 | Active_nodes: 6 | Time: 9.6059e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 126 | Active_nodes: 6 | Time: 9.6061e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 487 | Active_nodes: 6 | Time: 9.6071e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 43 | Active_nodes: 6 | Time: 9.6080e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 495 | Active_nodes: 6 | Time: 9.6097e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 365 | Active_nodes: 6 | Time: 9.6098e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 65 | Active_nodes: 6 | Time: 9.6102e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 79 | Active_nodes: 6 | Time: 9.6170e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 281 | Active_nodes: 6 | Time: 9.6217e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 127 | Active_nodes: 6 | Time: 9.6234e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 421 | Active_nodes: 6 | Time: 9.6235e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 137 | Active_nodes: 6 | Time: 9.6235e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 105 | Active_nodes: 6 | Time: 9.6239e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 149 | Active_nodes: 6 | Time: 9.6241e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 633 | Active_nodes: 6 | Time: 9.6254e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 225 | Active_nodes: 6 | Time: 9.6260e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 8 | Active_nodes: 6 | Time: 9.6277e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 31 | Active_nodes: 6 | Time: 9.6298e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 73 | Active_nodes: 6 | Time: 9.6300e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 195 | Active_nodes: 6 | Time: 9.6311e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 64 | Active_nodes: 6 | Time: 9.6318e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 99 | Active_nodes: 6 | Time: 9.6320e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 173 | Active_nodes: 6 | Time: 9.6321e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 515 | Active_nodes: 6 | Time: 9.6323e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 22 | Active_nodes: 6 | Time: 9.6334e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 555 | Active_nodes: 6 | Time: 9.6336e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 189 | Active_nodes: 6 | Time: 9.6341e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 72 | Active_nodes: 6 | Time: 9.6373e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 507 | Active_nodes: 6 | Time: 9.6381e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 144 | Active_nodes: 6 | Time: 9.6406e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 301 | Active_nodes: 6 | Time: 9.6413e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 419 | Active_nodes: 6 | Time: 9.6418e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 483 | Active_nodes: 6 | Time: 9.6446e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 303 | Active_nodes: 6 | Time: 9.6470e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 339 | Active_nodes: 6 | Time: 9.6480e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 145 | Active_nodes: 6 | Time: 9.6519e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 49 | Active_nodes: 6 | Time: 9.6522e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 387 | Active_nodes: 6 | Time: 9.6525e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 609 | Active_nodes: 6 | Time: 9.6531e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 435 | Active_nodes: 6 | Time: 9.6547e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 399 | Active_nodes: 6 | Time: 9.6555e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 360 | Active_nodes: 6 | Time: 9.6562e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 375 | Active_nodes: 6 | Time: 9.6569e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 323 | Active_nodes: 6 | Time: 9.6591e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 131 | Active_nodes: 6 | Time: 9.6603e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 168 | Active_nodes: 6 | Time: 9.6621e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 121 | Active_nodes: 6 | Time: 9.6630e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 264 | Active_nodes: 6 | Time: 9.6646e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 40 | Active_nodes: 6 | Time: 9.6647e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 135 | Active_nodes: 6 | Time: 9.6674e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 244 | Active_nodes: 6 | Time: 9.6687e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 12 | Active_nodes: 6 | Time: 9.6693e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 10 | Active_nodes: 6 | Time: 9.6694e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 165 | Active_nodes: 6 | Time: 9.6707e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 161 | Active_nodes: 6 | Time: 9.6713e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 18 | Active_nodes: 6 | Time: 9.6716e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 45 | Active_nodes: 6 | Time: 9.6720e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 537 | Active_nodes: 6 | Time: 9.6746e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 48 | Active_nodes: 6 | Time: 9.6752e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 37 | Active_nodes: 6 | Time: 9.6764e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 285 | Active_nodes: 6 | Time: 9.6770e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 69 | Active_nodes: 6 | Time: 9.6777e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 519 | Active_nodes: 6 | Time: 9.6797e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 207 | Active_nodes: 6 | Time: 9.6812e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 345 | Active_nodes: 6 | Time: 9.6814e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 293 | Active_nodes: 6 | Time: 9.6826e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 531 | Active_nodes: 6 | Time: 9.6829e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 267 | Active_nodes: 6 | Time: 9.6831e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 241 | Active_nodes: 6 | Time: 9.6845e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 125 | Active_nodes: 6 | Time: 9.6846e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 87 | Active_nodes: 6 | Time: 9.6858e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 243 | Active_nodes: 6 | Time: 9.6863e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 227 | Active_nodes: 6 | Time: 9.6877e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 203 | Active_nodes: 6 | Time: 9.6883e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 29 | Active_nodes: 6 | Time: 9.6889e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 16 | Active_nodes: 6 | Time: 9.6892e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 299 | Active_nodes: 6 | Time: 9.6911e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 411 | Active_nodes: 6 | Time: 9.6919e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 183 | Active_nodes: 6 | Time: 9.6943e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 26 | Active_nodes: 6 | Time: 9.6948e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 315 | Active_nodes: 6 | Time: 9.6959e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 441 | Active_nodes: 6 | Time: 9.6986e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 124 | Active_nodes: 6 | Time: 9.6994e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 63 | Active_nodes: 6 | Time: 9.6998e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 363 | Active_nodes: 6 | Time: 9.7019e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 61 | Active_nodes: 6 | Time: 9.7068e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 30 | Active_nodes: 6 | Time: 9.7072e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 28 | Active_nodes: 6 | Time: 9.7086e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 81 | Active_nodes: 6 | Time: 9.7121e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 255 | Active_nodes: 6 | Time: 9.7135e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 148 | Active_nodes: 6 | Time: 9.7159e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 251 | Active_nodes: 6 | Time: 9.7173e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 21 | Active_nodes: 6 | Time: 9.7213e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 321 | Active_nodes: 6 | Time: 9.7237e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 122 | Active_nodes: 6 | Time: 9.7251e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 120 | Active_nodes: 6 | Time: 9.7265e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 5 | Active_nodes: 6 | Time: 9.7267e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 6 | Active_nodes: 6 | Time: 9.7290e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 53 | Active_nodes: 6 | Time: 9.7300e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 147 | Active_nodes: 6 | Time: 9.7318e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 13 | Active_nodes: 6 | Time: 9.7318e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 279 | Active_nodes: 6 | Time: 9.7429e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 123 | Active_nodes: 6 | Time: 9.7466e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 17 | Active_nodes: 6 | Time: 9.7473e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 201 | Active_nodes: 6 | Time: 9.7487e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 417 | Active_nodes: 6 | Time: 9.7487e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 489 | Active_nodes: 6 | Time: 9.7497e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 369 | Active_nodes: 6 | Time: 9.7505e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 395 | Active_nodes: 6 | Time: 9.7552e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 24 | Active_nodes: 6 | Time: 9.7597e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 7 | Active_nodes: 6 | Time: 9.7610e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 129 | Active_nodes: 6 | Time: 9.7668e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 59 | Active_nodes: 6 | Time: 9.7685e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 75 | Active_nodes: 6 | Time: 9.7721e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 171 | Active_nodes: 6 | Time: 9.7731e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 41 | Active_nodes: 6 | Time: 9.7770e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 513 | Active_nodes: 6 | Time: 9.7810e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 1 | Active_nodes: 6 | Time: 9.7868e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 25 | Active_nodes: 6 | Time: 9.7873e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 27 | Active_nodes: 6 | Time: 9.7956e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 297 | Active_nodes: 6 | Time: 9.7973e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 51 | Active_nodes: 6 | Time: 9.8054e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 35 | Active_nodes: 6 | Time: 9.8059e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 96 | Active_nodes: 6 | Time: 9.8087e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 159 | Active_nodes: 6 | Time: 9.8138e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 179 | Active_nodes: 6 | Time: 9.8148e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 39 | Active_nodes: 6 | Time: 9.8171e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 0 | Active_nodes: 6 | Time: 9.8201e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 11 | Active_nodes: 6 | Time: 9.8202e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 57 | Active_nodes: 6 | Time: 9.8243e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 617 | Active_nodes: 6 | Time: 9.8308e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 275 | Active_nodes: 6 | Time: 9.8382e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 3 | Active_nodes: 6 | Time: 9.8488e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 240 | Active_nodes: 6 | Time: 9.8488e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 616 | Active_nodes: 6 | Time: 9.8505e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 393 | Active_nodes: 6 | Time: 9.8526e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 15 | Active_nodes: 6 | Time: 9.8584e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 155 | Active_nodes: 6 | Time: 9.8612e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 273 | Active_nodes: 6 | Time: 9.8821e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 177 | Active_nodes: 6 | Time: 9.8866e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 4 | Active_nodes: 6 | Time: 9.9097e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 2 | Active_nodes: 6 | Time: 9.9105e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 291 | Active_nodes: 6 | Time: 9.9172e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 9 | Active_nodes: 6 | Time: 9.9186e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 33 | Active_nodes: 6 | Time: 9.9660e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 153 | Active_nodes: 6 | Time: 9.9693e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 371 | Active_nodes: 6 | Time: 1.0027e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 491 | Active_nodes: 6 | Time: 1.0054e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 249 | Active_nodes: 6 | Time: 1.0110e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| - -........................... -Average time: 9.4344e-05s - -________________________________________________________________________________________________ - -execution time of: 8.9095e-05s: Index: 566 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| - -execution time of: 8.9328e-05s: Index: 710 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| - -execution time of: 8.9580e-05s: Index: 686 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| - -execution time of: 8.9694e-05s: Index: 446 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| - -execution time of: 8.9706e-05s: Index: 470 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| - -execution time of: 8.9738e-05s: Index: 718 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| - -execution time of: 8.9833e-05s: Index: 716 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| - -execution time of: 8.9843e-05s: Index: 564 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| - -execution time of: 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9.0394e-05s: Index: 536 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| - -execution time of: 9.0428e-05s: Index: 692 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| - -execution time of: 9.0467e-05s: Index: 719 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| - -execution time of: 9.0476e-05s: Index: 326 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| - -execution time of: 9.0535e-05s: Index: 590 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| - -execution time of: 9.0552e-05s: Index: 715 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| - -execution time of: 9.0571e-05s: Index: 599 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| - -execution time of: 9.0577e-05s: Index: 444 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| - -execution time of: 9.0688e-05s: Index: 350 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| - -execution time of: 9.0713e-05s: Index: 468 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| - -execution time of: 9.0716e-05s: Index: 662 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| - -execution time of: 9.0718e-05s: Index: 428 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| - -execution time of: 9.0780e-05s: Index: 706 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| - -execution time of: 9.0801e-05s: Index: 668 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| - -execution time of: 9.0828e-05s: Index: 554 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| - -execution time of: 9.0855e-05s: Index: 656 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| - -execution time of: 9.0875e-05s: Index: 584 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| - -execution time of: 9.0920e-05s: Index: 695 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| - -execution time of: 9.0920e-05s: Index: 712 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| - -execution time of: 9.0942e-05s: Index: 476 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| - -execution time of: 9.0946e-05s: Index: 540 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| - -execution time of: 9.0973e-05s: Index: 684 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| - -execution time of: 9.1056e-05s: Index: 674 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| - -execution time of: 9.1072e-05s: Index: 440 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| - -execution time of: 9.1101e-05s: Index: 464 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| - -execution time of: 9.1115e-05s: Index: 572 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| - -execution time of: 9.1164e-05s: Index: 512 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| - -execution time of: 9.1185e-05s: Index: 666 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| - -execution time of: 9.1190e-05s: Index: 660 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| - -execution time of: 9.1252e-05s: Index: 694 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| - -execution time of: 9.1291e-05s: Index: 558 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| - -execution time of: 9.1312e-05s: Index: 236 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| - -execution time of: 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9.7868e-05s: Index: 1 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| - -execution time of: 9.7873e-05s: Index: 25 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| - -execution time of: 9.7956e-05s: Index: 27 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| - -execution time of: 9.7973e-05s: Index: 297 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| - -execution time of: 9.8054e-05s: Index: 51 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| - -execution time of: 9.8059e-05s: Index: 35 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| - -execution time of: 9.8087e-05s: Index: 96 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| - -execution time of: 9.8138e-05s: Index: 159 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| - -execution time of: 9.8148e-05s: Index: 179 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| - -execution time of: 9.8171e-05s: Index: 39 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| - -execution time of: 9.8201e-05s: Index: 0 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| - -execution time of: 9.8202e-05s: Index: 11 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| - -execution time of: 9.8243e-05s: Index: 57 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| - -execution time of: 9.8308e-05s: Index: 617 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| - -execution time of: 9.8382e-05s: Index: 275 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| - -execution time of: 9.8488e-05s: Index: 3 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| - -execution time of: 9.8488e-05s: Index: 240 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| - -execution time of: 9.8505e-05s: Index: 616 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| - -execution time of: 9.8526e-05s: Index: 393 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| - -execution time of: 9.8584e-05s: Index: 15 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| - -execution time of: 9.8612e-05s: Index: 155 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| - -execution time of: 9.8821e-05s: Index: 273 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| - -execution time of: 9.8866e-05s: Index: 177 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| - -execution time of: 9.9097e-05s: Index: 4 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| - -execution time of: 9.9105e-05s: Index: 2 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| - -execution time of: 9.9172e-05s: Index: 291 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| - -execution time of: 9.9186e-05s: Index: 9 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| - -execution time of: 9.9660e-05s: Index: 33 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| - -execution time of: 9.9693e-05s: Index: 153 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| - -execution time of: 1.0027e-04s: Index: 371 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| - -execution time of: 1.0054e-04s: Index: 491 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| - -execution time of: 1.0110e-04s: Index: 249 | Max_nodes: 12 | Active_nodes: 6 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| - -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/qpeexact_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/qpeexact_indep_qiskit_controls.txt deleted file mode 100644 index c94408fb..00000000 --- a/test/BenchmarkQuasm/results/qpeexact_indep_qiskit_controls.txt +++ /dev/null @@ -1,162 +0,0 @@ -Start Simulation of qpeexact_indep_qiskit_2__________________________________________________ - -i: 0 1 -1: h | -2: | x -3: z c -4: h | -5:======== -6: 0 | -o: 0 | -Computed Permutation: ................0 -> 0|1 -> 1| -Original Permutation: ................0 -> 0|1 -> 1| -Identity Duration: 1.5014e-05s............................. -Permuted Duration: 1.6004e-05s............................. -Identity active_nodes: 2 ...................................... -Permuted active_nodes: 2 ...................................... -Identity max_nodes: 4 ...................................... -Permuted max_nodes: 4 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qpeexact_indep_qiskit_3__________________________________________________ - -.i:...0...1...2 -.1:...h...|...| -.2:...|...h...| -.3:...|...|...x -.4:...z...|...c -.5:..sw..sw...| -.6:...h...|...| -.7:.sdg...c...| -.8:...|...h...| -.9:============ -10:...0...|...| -11:...|...1...| -.o:...0...1...| -Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 2.5625e-05s............................. -Permuted Duration: 2.5654e-05s............................. -Identity active_nodes: 3 ...................................... -Permuted active_nodes: 3 ...................................... -Identity max_nodes: 6 ...................................... -Permuted max_nodes: 6 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qpeexact_indep_qiskit_4__________________________________________________ - -.i:...0...1...2...3 -.1:...h...|...|...| -.2:...|...h...|...| -.3:...|...|...h...| -.4:...|...|...|...x -.5:...z...|...|...c -.6:..sw...|..sw...| -.7:...h...|...|...| -.8:.sdg...c...|...| -.9:...|...h...|...| -10:.tdg...|...c...| -11:...|.sdg...c...| -12:...|...|...h...| -13:================ -14:...0...|...|...| -15:...|...1...|...| -16:...|...|...2...| -.o:...0...1...2...| -Computed Permutation: ..0 -> 0|1 -> 1|2 -> 3|3 -> 2| -Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Identity Duration: 4.0663e-05s............................. -Permuted Duration: 4.0548e-05s............................. -Identity active_nodes: 4 ...................................... -Permuted active_nodes: 4 ...................................... -Identity max_nodes: 8 ...................................... -Permuted max_nodes: 8 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qpeexact_indep_qiskit_5__________________________________________________ - -.i:...0...1...2...3...4 -.1:...h...|...|...|...| -.2:...|...h...|...|...| -.3:...|...|...h...|...| -.4:...|...|...|...h...| -.5:...|...|...|...|...x -.6:...p...|...|...|...c p: (-2.7489e+00) -.7:...|...t...|...|...c -.8:...|...|...s...|...c -.9:...|..sw..sw...|...| -10:...|...|...|...z...c -11:..sw...|...|..sw...| -12:...h...|...|...|...| -13:.sdg...c...|...|...| -14:...|...h...|...|...| -15:.tdg...|...c...|...| -16:...|.sdg...c...|...| -17:...|...|...h...|...| -18:...p...|...|...c...| p: (-3.9270e-01) -19:...|.tdg...|...c...| -20:...|...|.sdg...c...| -21:...|...|...|...h...| -22:==================== -23:...0...|...|...|...| -24:...|...1...|...|...| -25:...|...|...2...|...| -26:...|...|...|...3...| -.o:...0...1...2...3...| -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: 7.5237e-05s............................. -Permuted Duration: 7.4609e-05s............................. -Identity active_nodes: 5 ...................................... -Permuted active_nodes: 5 ...................................... -Identity max_nodes: 10 ...................................... -Permuted max_nodes: 10 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qpeexact_indep_qiskit_6__________________________________________________ - -.i:...0...1...2...3...4...5 -.1:...h...|...|...|...|...| -.2:...|...h...|...|...|...| -.3:...|...|...h...|...|...| -.4:...|...|...|...h...|...| -.5:...|...|...|...|...h...| -.6:...|...|...|...|...|...x -.7:...p...|...|...|...|...c p: (-2.7489e+00) -.8:..sw...|...|...|..sw...| -.9:...h...|...|...|...|...| -10:...|...t...|...|...|...c -11:...|...|...s...|...|...c -12:...|...|...|...z...|...c -13:...|..sw...|..sw...|...| -14:.sdg...c...|...|...|...| -15:...|...h...|...|...|...| -16:.tdg...|...c...|...|...| -17:...|.sdg...c...|...|...| -18:...|...|...h...|...|...| -19:...p...|...|...c...|...| p: (-3.9270e-01) -20:...|.tdg...|...c...|...| -21:...|...|.sdg...c...|...| -22:...|...|...|...h...|...| -23:...p...|...|...|...c...| p: (-1.9635e-01) -24:...|...p...|...|...c...| p: (-3.9270e-01) -25:...|...|.tdg...|...c...| -26:...|...|...|.sdg...c...| -27:...|...|...|...|...h...| -28:======================== -29:...0...|...|...|...|...| -30:...|...1...|...|...|...| -31:...|...|...2...|...|...| -32:...|...|...|...3...|...| -33:...|...|...|...|...4...| -.o:...0...1...2...3...4...| -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Identity Duration: 9.8201e-05s............................. -Permuted Duration: 9.8294e-05s............................. -Identity active_nodes: 6 ...................................... -Permuted active_nodes: 6 ...................................... -Identity max_nodes: 12 ...................................... -Permuted max_nodes: 12 ...................................... -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/qpeinexact_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/qpeinexact_indep_qiskit_all.txt deleted file mode 100644 index 66027c37..00000000 --- a/test/BenchmarkQuasm/results/qpeinexact_indep_qiskit_all.txt +++ /dev/null @@ -1,3829 +0,0 @@ -Start Simulation of qpeinexact_indep_qiskit_2__________________________________________________ - -i: 0 1 -1: h | -2: | x -3: s c -4: h | -5:======== -6: 0 | -o: 0 | -Total Permutations: 2 -Min time: 1.5151e-05s................. Permutation 0 : 0 -> 0|1 -> 1| -Max time: 1.5593e-05s................. Permutation 1 : 0 -> 1|1 -> 0| -Min active nodes: 2 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Min max nodes: 4 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Max active nodes: 2 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Max max nodes: 4 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -________________________________________________________________________________________________ - -2 permutations have 2 active nodes. -Index: 0 | Max_nodes: 4 | Time: 1.5151e-05s | 0 -> 0|1 -> 1| -Index: 1 | Max_nodes: 4 | Time: 1.5593e-05s | 0 -> 1|1 -> 0| - -........................... -Average time: 1.5372e-05s - -________________________________________________________________________________________________ - -2 permutations have 4 max nodes. -Index: 0 | Active_nodes: 2 | Time: 1.5151e-05s | 0 -> 0|1 -> 1| -Index: 1 | Active_nodes: 2 | Time: 1.5593e-05s | 0 -> 1|1 -> 0| - -........................... -Average time: 1.5372e-05s - -________________________________________________________________________________________________ - -execution time of: 1.5151e-05s: Index: 0 | Max_nodes: 4 | Active_nodes: 2 | 0 -> 0|1 -> 1| - -execution time of: 1.5593e-05s: Index: 1 | Max_nodes: 4 | Active_nodes: 2 | 0 -> 1|1 -> 0| - -________________________________________________________________________________________________ - -Start Simulation of qpeinexact_indep_qiskit_3__________________________________________________ - -.i:...0...1...2 -.1:...h...|...| -.2:...|...h...| -.3:...|...|...x -.4:...p...|...c p: (2.3562e+00) -.5:...|.sdg...c -.6:..sw..sw...| -.7:...h...|...| -.8:.sdg...c...| -.9:...|...h...| -10:============ -11:...0...|...| -12:...|...1...| -.o:...0...1...| -Total Permutations: 6 -Min time: 2.9709e-05s................. Permutation 2 : 0 -> 1|1 -> 0|2 -> 2| -Max time: 3.0899e-05s................. Permutation 3 : 0 -> 1|1 -> 2|2 -> 0| -Min active nodes: 4 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Min max nodes: 8 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max active nodes: 5 nodes.................... Permutation 1 : 0 -> 0|1 -> 2|2 -> 1| -Max max nodes: 10 nodes.................... Permutation 1 : 0 -> 0|1 -> 2|2 -> 1| -________________________________________________________________________________________________ - -4 permutations have 4 active nodes. -Index: 2 | Max_nodes: 8 | Time: 2.9709e-05s | 0 -> 1|1 -> 0|2 -> 2| -Index: 0 | Max_nodes: 8 | Time: 3.0340e-05s | 0 -> 0|1 -> 1|2 -> 2| -Index: 5 | Max_nodes: 8 | Time: 3.0438e-05s | 0 -> 2|1 -> 1|2 -> 0| -Index: 3 | Max_nodes: 8 | Time: 3.0899e-05s | 0 -> 1|1 -> 2|2 -> 0| - -........................... -Average time: 3.0346e-05s - -2 permutations have 5 active nodes. -Index: 4 | Max_nodes: 10 | Time: 3.0259e-05s | 0 -> 2|1 -> 0|2 -> 1| -Index: 1 | Max_nodes: 10 | Time: 3.0699e-05s | 0 -> 0|1 -> 2|2 -> 1| - -........................... -Average time: 3.0479e-05s - -________________________________________________________________________________________________ - -4 permutations have 8 max nodes. -Index: 2 | Active_nodes: 4 | Time: 2.9709e-05s | 0 -> 1|1 -> 0|2 -> 2| -Index: 0 | Active_nodes: 4 | Time: 3.0340e-05s | 0 -> 0|1 -> 1|2 -> 2| -Index: 5 | Active_nodes: 4 | Time: 3.0438e-05s | 0 -> 2|1 -> 1|2 -> 0| -Index: 3 | Active_nodes: 4 | Time: 3.0899e-05s | 0 -> 1|1 -> 2|2 -> 0| - -........................... -Average time: 3.0346e-05s - -2 permutations have 10 max nodes. -Index: 4 | Active_nodes: 5 | Time: 3.0259e-05s | 0 -> 2|1 -> 0|2 -> 1| -Index: 1 | Active_nodes: 5 | Time: 3.0699e-05s | 0 -> 0|1 -> 2|2 -> 1| - -........................... -Average time: 3.0479e-05s - -________________________________________________________________________________________________ - -execution time of: 2.9709e-05s: Index: 2 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 1|1 -> 0|2 -> 2| - -execution time of: 3.0259e-05s: Index: 4 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 1| - -execution time of: 3.0340e-05s: Index: 0 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 0|1 -> 1|2 -> 2| - -execution time of: 3.0438e-05s: Index: 5 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 2|1 -> 1|2 -> 0| - -execution time of: 3.0699e-05s: Index: 1 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 1| - -execution time of: 3.0899e-05s: Index: 3 | Max_nodes: 8 | Active_nodes: 4 | 0 -> 1|1 -> 2|2 -> 0| - -________________________________________________________________________________________________ - -Start Simulation of qpeinexact_indep_qiskit_4__________________________________________________ - -.i:...0...1...2...3 -.1:...h...|...|...| -.2:...|...h...|...| -.3:...|...|...h...| -.4:...|...|...|...x -.5:...p...|...|...c p: (-2.7489e+00) -.6:...|...t...|...c -.7:...|...|...s...c -.8:..sw...|..sw...| -.9:...h...|...|...| -10:.sdg...c...|...| -11:...|...h...|...| -12:.tdg...|...c...| -13:...|.sdg...c...| -14:...|...|...h...| -15:================ -16:...0...|...|...| -17:...|...1...|...| -18:...|...|...2...| -.o:...0...1...2...| -Total Permutations: 24 -Min time: 5.0292e-05s................. Permutation 14 : 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -Max time: 5.4165e-05s................. Permutation 1 : 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -Min active nodes: 8 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Min max nodes: 16 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Max active nodes: 11 nodes.................... Permutation 3 : 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -Max max nodes: 22 nodes.................... Permutation 3 : 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -________________________________________________________________________________________________ - -12 permutations have 8 active nodes. -Index: 14 | Max_nodes: 16 | Time: 5.0292e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -Index: 12 | Max_nodes: 16 | Time: 5.0747e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -Index: 23 | Max_nodes: 16 | Time: 5.0869e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -Index: 2 | Max_nodes: 16 | Time: 5.1554e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -Index: 21 | Max_nodes: 16 | Time: 5.1605e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| -Index: 6 | Max_nodes: 16 | Time: 5.1986e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -Index: 0 | Max_nodes: 16 | Time: 5.2025e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Index: 8 | Max_nodes: 16 | Time: 5.2100e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| -Index: 17 | Max_nodes: 16 | Time: 5.2286e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -Index: 11 | Max_nodes: 16 | Time: 5.2623e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -Index: 15 | Max_nodes: 16 | Time: 5.2742e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -Index: 9 | Max_nodes: 16 | Time: 5.2881e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| - -........................... -Average time: 5.1809e-05s - -6 permutations have 9 active nodes. -Index: 20 | Max_nodes: 18 | Time: 5.0804e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -Index: 18 | Max_nodes: 18 | Time: 5.1374e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| -Index: 4 | Max_nodes: 18 | Time: 5.2508e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -Index: 10 | Max_nodes: 18 | Time: 5.2596e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| -Index: 7 | Max_nodes: 18 | Time: 5.3227e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -Index: 1 | Max_nodes: 18 | Time: 5.4165e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| - -........................... -Average time: 5.2446e-05s - -6 permutations have 11 active nodes. -Index: 22 | Max_nodes: 22 | Time: 5.1513e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| -Index: 5 | Max_nodes: 22 | Time: 5.2410e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| -Index: 19 | Max_nodes: 22 | Time: 5.2684e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| -Index: 3 | Max_nodes: 22 | Time: 5.3050e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -Index: 13 | Max_nodes: 22 | Time: 5.3262e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| -Index: 16 | Max_nodes: 22 | Time: 5.4145e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| - -........................... -Average time: 5.2844e-05s - -________________________________________________________________________________________________ - -12 permutations have 16 max nodes. -Index: 14 | Active_nodes: 8 | Time: 5.0292e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -Index: 12 | Active_nodes: 8 | Time: 5.0747e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -Index: 23 | Active_nodes: 8 | Time: 5.0869e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -Index: 2 | Active_nodes: 8 | Time: 5.1554e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -Index: 21 | Active_nodes: 8 | Time: 5.1605e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| -Index: 6 | Active_nodes: 8 | Time: 5.1986e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -Index: 0 | Active_nodes: 8 | Time: 5.2025e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Index: 8 | Active_nodes: 8 | Time: 5.2100e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| -Index: 17 | Active_nodes: 8 | Time: 5.2286e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -Index: 11 | Active_nodes: 8 | Time: 5.2623e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -Index: 15 | Active_nodes: 8 | Time: 5.2742e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -Index: 9 | Active_nodes: 8 | Time: 5.2881e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| - -........................... -Average time: 5.1809e-05s - -6 permutations have 18 max nodes. -Index: 20 | Active_nodes: 9 | Time: 5.0804e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -Index: 18 | Active_nodes: 9 | Time: 5.1374e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| -Index: 4 | Active_nodes: 9 | Time: 5.2508e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -Index: 10 | Active_nodes: 9 | Time: 5.2596e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| -Index: 7 | Active_nodes: 9 | Time: 5.3227e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -Index: 1 | Active_nodes: 9 | Time: 5.4165e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| - -........................... -Average time: 5.2446e-05s - -6 permutations have 22 max nodes. -Index: 22 | Active_nodes: 11 | Time: 5.1513e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| -Index: 5 | Active_nodes: 11 | Time: 5.2410e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| -Index: 19 | Active_nodes: 11 | Time: 5.2684e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| -Index: 3 | Active_nodes: 11 | Time: 5.3050e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -Index: 13 | Active_nodes: 11 | Time: 5.3262e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| -Index: 16 | Active_nodes: 11 | Time: 5.4145e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| - -........................... -Average time: 5.2844e-05s - -________________________________________________________________________________________________ - -execution time of: 5.0292e-05s: Index: 14 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| - -execution time of: 5.0747e-05s: Index: 12 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| - -execution time of: 5.0804e-05s: Index: 20 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| - -execution time of: 5.0869e-05s: Index: 23 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| - -execution time of: 5.1374e-05s: Index: 18 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| - -execution time of: 5.1513e-05s: Index: 22 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| - -execution time of: 5.1554e-05s: Index: 2 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| - -execution time of: 5.1605e-05s: Index: 21 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| - -execution time of: 5.1986e-05s: Index: 6 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| - -execution time of: 5.2025e-05s: Index: 0 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| - -execution time of: 5.2100e-05s: Index: 8 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| - -execution time of: 5.2286e-05s: Index: 17 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| - -execution time of: 5.2410e-05s: Index: 5 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| - -execution time of: 5.2508e-05s: Index: 4 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| - -execution time of: 5.2596e-05s: Index: 10 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| - -execution time of: 5.2623e-05s: Index: 11 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| - -execution time of: 5.2684e-05s: Index: 19 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| - -execution time of: 5.2742e-05s: Index: 15 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| - -execution time of: 5.2881e-05s: Index: 9 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| - -execution time of: 5.3050e-05s: Index: 3 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| - -execution time of: 5.3227e-05s: Index: 7 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| - -execution time of: 5.3262e-05s: Index: 13 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| - -execution time of: 5.4145e-05s: Index: 16 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| - -execution time of: 5.4165e-05s: Index: 1 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| - -________________________________________________________________________________________________ - -Start Simulation of qpeinexact_indep_qiskit_5__________________________________________________ - -.i:...0...1...2...3...4 -.1:...h...|...|...|...| -.2:...|...h...|...|...| -.3:...|...|...h...|...| -.4:...|...|...|...h...| -.5:...|...|...|...|...x -.6:...p...|...|...|...c p: (1.9635e-01) -.7:...|...p...|...|...c p: (3.9270e-01) -.8:...|...|...t...|...c -.9:...|..sw..sw...|...| -10:...|...|...|...s...c -11:..sw...|...|..sw...| -12:...h...|...|...|...| -13:.sdg...c...|...|...| -14:...|...h...|...|...| -15:.tdg...|...c...|...| -16:...|.sdg...c...|...| -17:...|...|...h...|...| -18:...p...|...|...c...| p: (-3.9270e-01) -19:...|.tdg...|...c...| -20:...|...|.sdg...c...| -21:...|...|...|...h...| -22:==================== -23:...0...|...|...|...| -24:...|...1...|...|...| -25:...|...|...2...|...| -26:...|...|...|...3...| -.o:...0...1...2...3...| -Total Permutations: 120 -Min time: 7.9045e-05s................. Permutation 86 : 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -Max time: 8.8797e-05s................. Permutation 19 : 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -Min active nodes: 16 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Min max nodes: 32 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Max active nodes: 23 nodes.................... Permutation 9 : 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -Max max nodes: 46 nodes.................... Permutation 9 : 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -________________________________________________________________________________________________ - -48 permutations have 16 active nodes. -Index: 86 | Max_nodes: 32 | Time: 7.9045e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -Index: 119 | Max_nodes: 32 | Time: 7.9281e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -Index: 80 | Max_nodes: 32 | Time: 7.9914e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -Index: 84 | Max_nodes: 32 | Time: 8.0104e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -Index: 117 | Max_nodes: 32 | Time: 8.0168e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -Index: 113 | Max_nodes: 32 | Time: 8.0441e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -Index: 107 | Max_nodes: 32 | Time: 8.0584e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -Index: 105 | Max_nodes: 32 | Time: 8.1250e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -Index: 78 | Max_nodes: 32 | Time: 8.1300e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -Index: 72 | Max_nodes: 32 | Time: 8.1604e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -Index: 111 | Max_nodes: 32 | Time: 8.1741e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -Index: 95 | Max_nodes: 32 | Time: 8.1873e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -Index: 62 | Max_nodes: 32 | Time: 8.2067e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -Index: 93 | Max_nodes: 32 | Time: 8.2208e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -Index: 60 | Max_nodes: 32 | Time: 8.2210e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -Index: 56 | Max_nodes: 32 | Time: 8.2248e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -Index: 74 | Max_nodes: 32 | Time: 8.2334e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -Index: 14 | Max_nodes: 32 | Time: 8.2381e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -Index: 89 | Max_nodes: 32 | Time: 8.2511e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -Index: 83 | Max_nodes: 32 | Time: 8.2865e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -Index: 38 | Max_nodes: 32 | Time: 8.2883e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -Index: 50 | Max_nodes: 32 | Time: 8.3112e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -Index: 47 | Max_nodes: 32 | Time: 8.3165e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -Index: 26 | Max_nodes: 32 | Time: 8.3465e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -Index: 71 | Max_nodes: 32 | Time: 8.3613e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -Index: 81 | Max_nodes: 32 | Time: 8.3677e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -Index: 54 | Max_nodes: 32 | Time: 8.3760e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -Index: 2 | Max_nodes: 32 | Time: 8.3833e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -Index: 32 | Max_nodes: 32 | Time: 8.3865e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -Index: 12 | Max_nodes: 32 | Time: 8.3868e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -Index: 48 | Max_nodes: 32 | Time: 8.3874e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -Index: 35 | Max_nodes: 32 | Time: 8.3943e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -Index: 41 | Max_nodes: 32 | Time: 8.4005e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -Index: 8 | Max_nodes: 32 | Time: 8.4046e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -Index: 59 | Max_nodes: 32 | Time: 8.4109e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -Index: 24 | Max_nodes: 32 | Time: 8.4588e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -Index: 0 | Max_nodes: 32 | Time: 8.4673e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Index: 45 | Max_nodes: 32 | Time: 8.4792e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -Index: 65 | Max_nodes: 32 | Time: 8.4824e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -Index: 69 | Max_nodes: 32 | Time: 8.5203e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -Index: 36 | Max_nodes: 32 | Time: 8.5278e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -Index: 87 | Max_nodes: 32 | Time: 8.5463e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -Index: 39 | Max_nodes: 32 | Time: 8.5527e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -Index: 57 | Max_nodes: 32 | Time: 8.5824e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -Index: 33 | Max_nodes: 32 | Time: 8.6062e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -Index: 30 | Max_nodes: 32 | Time: 8.6467e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -Index: 6 | Max_nodes: 32 | Time: 8.6550e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -Index: 63 | Max_nodes: 32 | Time: 8.6894e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| - -........................... -Average time: 8.3198e-05s - -24 permutations have 17 active nodes. -Index: 110 | Max_nodes: 34 | Time: 7.9357e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -Index: 108 | Max_nodes: 34 | Time: 8.0274e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -Index: 104 | Max_nodes: 34 | Time: 8.0698e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -Index: 102 | Max_nodes: 34 | Time: 8.1156e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -Index: 98 | Max_nodes: 34 | Time: 8.1178e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -Index: 96 | Max_nodes: 34 | Time: 8.1591e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -Index: 68 | Max_nodes: 34 | Time: 8.1890e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -Index: 66 | Max_nodes: 34 | Time: 8.3082e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -Index: 55 | Max_nodes: 34 | Time: 8.3572e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -Index: 58 | Max_nodes: 34 | Time: 8.3592e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -Index: 49 | Max_nodes: 34 | Time: 8.3858e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -Index: 52 | Max_nodes: 34 | Time: 8.4004e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -Index: 44 | Max_nodes: 34 | Time: 8.4266e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -Index: 4 | Max_nodes: 34 | Time: 8.4561e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -Index: 10 | Max_nodes: 34 | Time: 8.4963e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -Index: 18 | Max_nodes: 34 | Time: 8.4970e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -Index: 28 | Max_nodes: 34 | Time: 8.5172e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -Index: 34 | Max_nodes: 34 | Time: 8.5265e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -Index: 7 | Max_nodes: 34 | Time: 8.5321e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -Index: 1 | Max_nodes: 34 | Time: 8.5454e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -Index: 25 | Max_nodes: 34 | Time: 8.5553e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -Index: 20 | Max_nodes: 34 | Time: 8.5657e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -Index: 31 | Max_nodes: 34 | Time: 8.5849e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -Index: 42 | Max_nodes: 34 | Time: 8.5890e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| - -........................... -Average time: 8.3632e-05s - -24 permutations have 19 active nodes. -Index: 116 | Max_nodes: 38 | Time: 8.0287e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -Index: 114 | Max_nodes: 38 | Time: 8.1213e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -Index: 106 | Max_nodes: 38 | Time: 8.1877e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -Index: 100 | Max_nodes: 38 | Time: 8.2116e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -Index: 103 | Max_nodes: 38 | Time: 8.2250e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -Index: 97 | Max_nodes: 38 | Time: 8.2595e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -Index: 92 | Max_nodes: 38 | Time: 8.2660e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -Index: 90 | Max_nodes: 38 | Time: 8.3176e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -Index: 79 | Max_nodes: 38 | Time: 8.3963e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -Index: 76 | Max_nodes: 38 | Time: 8.4245e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -Index: 73 | Max_nodes: 38 | Time: 8.4631e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -Index: 22 | Max_nodes: 38 | Time: 8.5530e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -Index: 29 | Max_nodes: 38 | Time: 8.5693e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -Index: 46 | Max_nodes: 38 | Time: 8.5855e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -Index: 5 | Max_nodes: 38 | Time: 8.6140e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -Index: 43 | Max_nodes: 38 | Time: 8.6190e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -Index: 16 | Max_nodes: 38 | Time: 8.6217e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -Index: 13 | Max_nodes: 38 | Time: 8.6726e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -Index: 82 | Max_nodes: 38 | Time: 8.6895e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -Index: 27 | Max_nodes: 38 | Time: 8.6898e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -Index: 40 | Max_nodes: 38 | Time: 8.6974e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -Index: 3 | Max_nodes: 38 | Time: 8.7115e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -Index: 37 | Max_nodes: 38 | Time: 8.7161e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -Index: 19 | Max_nodes: 38 | Time: 8.8797e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| - -........................... -Average time: 8.4800e-05s - -24 permutations have 23 active nodes. -Index: 118 | Max_nodes: 46 | Time: 8.1446e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -Index: 115 | Max_nodes: 46 | Time: 8.2317e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -Index: 112 | Max_nodes: 46 | Time: 8.3582e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -Index: 94 | Max_nodes: 46 | Time: 8.3686e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -Index: 23 | Max_nodes: 46 | Time: 8.3709e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -Index: 109 | Max_nodes: 46 | Time: 8.3729e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -Index: 77 | Max_nodes: 46 | Time: 8.4348e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -Index: 101 | Max_nodes: 46 | Time: 8.4977e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -Index: 11 | Max_nodes: 46 | Time: 8.5216e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -Index: 99 | Max_nodes: 46 | Time: 8.5496e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -Index: 88 | Max_nodes: 46 | Time: 8.5564e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -Index: 53 | Max_nodes: 46 | Time: 8.6002e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -Index: 75 | Max_nodes: 46 | Time: 8.6006e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -Index: 15 | Max_nodes: 46 | Time: 8.6123e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -Index: 85 | Max_nodes: 46 | Time: 8.6137e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -Index: 9 | Max_nodes: 46 | Time: 8.6159e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -Index: 91 | Max_nodes: 46 | Time: 8.6253e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -Index: 70 | Max_nodes: 46 | Time: 8.6255e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -Index: 67 | Max_nodes: 46 | Time: 8.6478e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -Index: 21 | Max_nodes: 46 | Time: 8.6847e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -Index: 64 | Max_nodes: 46 | Time: 8.6851e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -Index: 61 | Max_nodes: 46 | Time: 8.7276e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -Index: 51 | Max_nodes: 46 | Time: 8.7816e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -Index: 17 | Max_nodes: 46 | Time: 8.8575e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| - -........................... -Average time: 8.5452e-05s - -________________________________________________________________________________________________ - -48 permutations have 32 max nodes. -Index: 86 | Active_nodes: 16 | Time: 7.9045e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -Index: 119 | Active_nodes: 16 | Time: 7.9281e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -Index: 80 | Active_nodes: 16 | Time: 7.9914e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -Index: 84 | Active_nodes: 16 | Time: 8.0104e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -Index: 117 | Active_nodes: 16 | Time: 8.0168e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -Index: 113 | Active_nodes: 16 | Time: 8.0441e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -Index: 107 | Active_nodes: 16 | Time: 8.0584e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -Index: 105 | Active_nodes: 16 | Time: 8.1250e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -Index: 78 | Active_nodes: 16 | Time: 8.1300e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -Index: 72 | Active_nodes: 16 | Time: 8.1604e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -Index: 111 | Active_nodes: 16 | Time: 8.1741e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -Index: 95 | Active_nodes: 16 | Time: 8.1873e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -Index: 62 | Active_nodes: 16 | Time: 8.2067e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -Index: 93 | Active_nodes: 16 | Time: 8.2208e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -Index: 60 | Active_nodes: 16 | Time: 8.2210e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -Index: 56 | Active_nodes: 16 | Time: 8.2248e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -Index: 74 | Active_nodes: 16 | Time: 8.2334e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -Index: 14 | Active_nodes: 16 | Time: 8.2381e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -Index: 89 | Active_nodes: 16 | Time: 8.2511e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -Index: 83 | Active_nodes: 16 | Time: 8.2865e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -Index: 38 | Active_nodes: 16 | Time: 8.2883e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -Index: 50 | Active_nodes: 16 | Time: 8.3112e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -Index: 47 | Active_nodes: 16 | Time: 8.3165e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -Index: 26 | Active_nodes: 16 | Time: 8.3465e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -Index: 71 | Active_nodes: 16 | Time: 8.3613e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -Index: 81 | Active_nodes: 16 | Time: 8.3677e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -Index: 54 | Active_nodes: 16 | Time: 8.3760e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -Index: 2 | Active_nodes: 16 | Time: 8.3833e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -Index: 32 | Active_nodes: 16 | Time: 8.3865e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -Index: 12 | Active_nodes: 16 | Time: 8.3868e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -Index: 48 | Active_nodes: 16 | Time: 8.3874e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -Index: 35 | Active_nodes: 16 | Time: 8.3943e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -Index: 41 | Active_nodes: 16 | Time: 8.4005e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -Index: 8 | Active_nodes: 16 | Time: 8.4046e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -Index: 59 | Active_nodes: 16 | Time: 8.4109e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -Index: 24 | Active_nodes: 16 | Time: 8.4588e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -Index: 0 | Active_nodes: 16 | Time: 8.4673e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Index: 45 | Active_nodes: 16 | Time: 8.4792e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -Index: 65 | Active_nodes: 16 | Time: 8.4824e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -Index: 69 | Active_nodes: 16 | Time: 8.5203e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -Index: 36 | Active_nodes: 16 | Time: 8.5278e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -Index: 87 | Active_nodes: 16 | Time: 8.5463e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -Index: 39 | Active_nodes: 16 | Time: 8.5527e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -Index: 57 | Active_nodes: 16 | Time: 8.5824e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -Index: 33 | Active_nodes: 16 | Time: 8.6062e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -Index: 30 | Active_nodes: 16 | Time: 8.6467e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -Index: 6 | Active_nodes: 16 | Time: 8.6550e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -Index: 63 | Active_nodes: 16 | Time: 8.6894e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| - -........................... -Average time: 8.3198e-05s - -24 permutations have 34 max nodes. -Index: 110 | Active_nodes: 17 | Time: 7.9357e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -Index: 108 | Active_nodes: 17 | Time: 8.0274e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -Index: 104 | Active_nodes: 17 | Time: 8.0698e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -Index: 102 | Active_nodes: 17 | Time: 8.1156e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -Index: 98 | Active_nodes: 17 | Time: 8.1178e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -Index: 96 | Active_nodes: 17 | Time: 8.1591e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -Index: 68 | Active_nodes: 17 | Time: 8.1890e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -Index: 66 | Active_nodes: 17 | Time: 8.3082e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -Index: 55 | Active_nodes: 17 | Time: 8.3572e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -Index: 58 | Active_nodes: 17 | Time: 8.3592e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -Index: 49 | Active_nodes: 17 | Time: 8.3858e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -Index: 52 | Active_nodes: 17 | Time: 8.4004e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -Index: 44 | Active_nodes: 17 | Time: 8.4266e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -Index: 4 | Active_nodes: 17 | Time: 8.4561e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -Index: 10 | Active_nodes: 17 | Time: 8.4963e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -Index: 18 | Active_nodes: 17 | Time: 8.4970e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -Index: 28 | Active_nodes: 17 | Time: 8.5172e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -Index: 34 | Active_nodes: 17 | Time: 8.5265e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -Index: 7 | Active_nodes: 17 | Time: 8.5321e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -Index: 1 | Active_nodes: 17 | Time: 8.5454e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -Index: 25 | Active_nodes: 17 | Time: 8.5553e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -Index: 20 | Active_nodes: 17 | Time: 8.5657e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -Index: 31 | Active_nodes: 17 | Time: 8.5849e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -Index: 42 | Active_nodes: 17 | Time: 8.5890e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| - -........................... -Average time: 8.3632e-05s - -24 permutations have 38 max nodes. -Index: 116 | Active_nodes: 19 | Time: 8.0287e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -Index: 114 | Active_nodes: 19 | Time: 8.1213e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -Index: 106 | Active_nodes: 19 | Time: 8.1877e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -Index: 100 | Active_nodes: 19 | Time: 8.2116e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -Index: 103 | Active_nodes: 19 | Time: 8.2250e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -Index: 97 | Active_nodes: 19 | Time: 8.2595e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -Index: 92 | Active_nodes: 19 | Time: 8.2660e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -Index: 90 | Active_nodes: 19 | Time: 8.3176e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -Index: 79 | Active_nodes: 19 | Time: 8.3963e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -Index: 76 | Active_nodes: 19 | Time: 8.4245e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -Index: 73 | Active_nodes: 19 | Time: 8.4631e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -Index: 22 | Active_nodes: 19 | Time: 8.5530e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -Index: 29 | Active_nodes: 19 | Time: 8.5693e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -Index: 46 | Active_nodes: 19 | Time: 8.5855e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -Index: 5 | Active_nodes: 19 | Time: 8.6140e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -Index: 43 | Active_nodes: 19 | Time: 8.6190e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -Index: 16 | Active_nodes: 19 | Time: 8.6217e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -Index: 13 | Active_nodes: 19 | Time: 8.6726e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -Index: 82 | Active_nodes: 19 | Time: 8.6895e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -Index: 27 | Active_nodes: 19 | Time: 8.6898e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -Index: 40 | Active_nodes: 19 | Time: 8.6974e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -Index: 3 | Active_nodes: 19 | Time: 8.7115e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -Index: 37 | Active_nodes: 19 | Time: 8.7161e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -Index: 19 | Active_nodes: 19 | Time: 8.8797e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| - -........................... -Average time: 8.4800e-05s - -24 permutations have 46 max nodes. -Index: 118 | Active_nodes: 23 | Time: 8.1446e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -Index: 115 | Active_nodes: 23 | Time: 8.2317e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -Index: 112 | Active_nodes: 23 | Time: 8.3582e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -Index: 94 | Active_nodes: 23 | Time: 8.3686e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -Index: 23 | Active_nodes: 23 | Time: 8.3709e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -Index: 109 | Active_nodes: 23 | Time: 8.3729e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -Index: 77 | Active_nodes: 23 | Time: 8.4348e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -Index: 101 | Active_nodes: 23 | Time: 8.4977e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -Index: 11 | Active_nodes: 23 | Time: 8.5216e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -Index: 99 | Active_nodes: 23 | Time: 8.5496e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -Index: 88 | Active_nodes: 23 | Time: 8.5564e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -Index: 53 | Active_nodes: 23 | Time: 8.6002e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -Index: 75 | Active_nodes: 23 | Time: 8.6006e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -Index: 15 | Active_nodes: 23 | Time: 8.6123e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -Index: 85 | Active_nodes: 23 | Time: 8.6137e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -Index: 9 | Active_nodes: 23 | Time: 8.6159e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -Index: 91 | Active_nodes: 23 | Time: 8.6253e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -Index: 70 | Active_nodes: 23 | Time: 8.6255e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -Index: 67 | Active_nodes: 23 | Time: 8.6478e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -Index: 21 | Active_nodes: 23 | Time: 8.6847e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -Index: 64 | Active_nodes: 23 | Time: 8.6851e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -Index: 61 | Active_nodes: 23 | Time: 8.7276e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -Index: 51 | Active_nodes: 23 | Time: 8.7816e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -Index: 17 | Active_nodes: 23 | Time: 8.8575e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| - -........................... -Average time: 8.5452e-05s - -________________________________________________________________________________________________ - -execution time of: 7.9045e-05s: Index: 86 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| - -execution time of: 7.9281e-05s: Index: 119 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| - -execution time of: 7.9357e-05s: Index: 110 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| - -execution time of: 7.9914e-05s: Index: 80 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| - -execution time of: 8.0104e-05s: Index: 84 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| - -execution time of: 8.0168e-05s: Index: 117 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| - -execution time of: 8.0274e-05s: Index: 108 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| - -execution time of: 8.0287e-05s: Index: 116 | Max_nodes: 38 | Active_nodes: 19 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| - -execution time of: 8.0441e-05s: Index: 113 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| - -execution time of: 8.0584e-05s: Index: 107 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| - -execution time of: 8.0698e-05s: Index: 104 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| - -execution time of: 8.1156e-05s: Index: 102 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| - -execution time of: 8.1178e-05s: Index: 98 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| - -execution time of: 8.1213e-05s: Index: 114 | Max_nodes: 38 | Active_nodes: 19 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| - -execution time of: 8.1250e-05s: Index: 105 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| - -execution time of: 8.1300e-05s: Index: 78 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| - -execution time of: 8.1446e-05s: Index: 118 | Max_nodes: 46 | Active_nodes: 23 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| - 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-execution time of: 8.3592e-05s: Index: 58 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| - -execution time of: 8.3613e-05s: Index: 71 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| - -execution time of: 8.3677e-05s: Index: 81 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| - -execution time of: 8.3686e-05s: Index: 94 | Max_nodes: 46 | Active_nodes: 23 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| - -execution time of: 8.3709e-05s: Index: 23 | Max_nodes: 46 | Active_nodes: 23 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| - -execution time of: 8.3729e-05s: Index: 109 | Max_nodes: 46 | Active_nodes: 23 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| - -execution time of: 8.3760e-05s: Index: 54 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| - -execution time of: 8.3833e-05s: Index: 2 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| - -execution time of: 8.3858e-05s: Index: 49 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| - 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-execution time of: 8.4245e-05s: Index: 76 | Max_nodes: 38 | Active_nodes: 19 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| - -execution time of: 8.4266e-05s: Index: 44 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| - -execution time of: 8.4348e-05s: Index: 77 | Max_nodes: 46 | Active_nodes: 23 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| - -execution time of: 8.4561e-05s: Index: 4 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| - -execution time of: 8.4588e-05s: Index: 24 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| - -execution time of: 8.4631e-05s: Index: 73 | Max_nodes: 38 | Active_nodes: 19 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| - -execution time of: 8.4673e-05s: Index: 0 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| - -execution time of: 8.4792e-05s: Index: 45 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| - -execution time of: 8.4824e-05s: Index: 65 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| - -execution time of: 8.4963e-05s: Index: 10 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| - -execution time of: 8.4970e-05s: Index: 18 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| - -execution time of: 8.4977e-05s: Index: 101 | Max_nodes: 46 | Active_nodes: 23 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| - -execution time of: 8.5172e-05s: Index: 28 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| - -execution time of: 8.5203e-05s: Index: 69 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| - -execution time of: 8.5216e-05s: Index: 11 | Max_nodes: 46 | Active_nodes: 23 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| - -execution time of: 8.5265e-05s: Index: 34 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| - -execution time of: 8.5278e-05s: Index: 36 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| - -execution time of: 8.5321e-05s: Index: 7 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| - -execution time of: 8.5454e-05s: Index: 1 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| - -execution time of: 8.5463e-05s: Index: 87 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| - -execution time of: 8.5496e-05s: Index: 99 | Max_nodes: 46 | Active_nodes: 23 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| - -execution time of: 8.5527e-05s: Index: 39 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| - -execution time of: 8.5530e-05s: Index: 22 | Max_nodes: 38 | Active_nodes: 19 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| - -execution time of: 8.5553e-05s: Index: 25 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| - -execution time of: 8.5564e-05s: Index: 88 | Max_nodes: 46 | Active_nodes: 23 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| - -execution time of: 8.5657e-05s: Index: 20 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| - -execution time of: 8.5693e-05s: Index: 29 | Max_nodes: 38 | Active_nodes: 19 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| - -execution time of: 8.5824e-05s: Index: 57 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| - -execution time of: 8.5849e-05s: Index: 31 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| - -execution time of: 8.5855e-05s: Index: 46 | Max_nodes: 38 | Active_nodes: 19 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| - -execution time of: 8.5890e-05s: Index: 42 | Max_nodes: 34 | Active_nodes: 17 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| - -execution time of: 8.6002e-05s: Index: 53 | Max_nodes: 46 | Active_nodes: 23 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| - -execution time of: 8.6006e-05s: Index: 75 | Max_nodes: 46 | Active_nodes: 23 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| - -execution time of: 8.6062e-05s: Index: 33 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| - -execution time of: 8.6123e-05s: Index: 15 | Max_nodes: 46 | Active_nodes: 23 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| - -execution time of: 8.6137e-05s: Index: 85 | Max_nodes: 46 | Active_nodes: 23 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| - -execution time of: 8.6140e-05s: Index: 5 | Max_nodes: 38 | Active_nodes: 19 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| - -execution time of: 8.6159e-05s: Index: 9 | Max_nodes: 46 | Active_nodes: 23 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| - -execution time of: 8.6190e-05s: Index: 43 | Max_nodes: 38 | Active_nodes: 19 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| - -execution time of: 8.6217e-05s: Index: 16 | Max_nodes: 38 | Active_nodes: 19 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| - -execution time of: 8.6253e-05s: Index: 91 | Max_nodes: 46 | Active_nodes: 23 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| - -execution time of: 8.6255e-05s: Index: 70 | Max_nodes: 46 | Active_nodes: 23 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| - -execution time of: 8.6467e-05s: Index: 30 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| - -execution time of: 8.6478e-05s: Index: 67 | Max_nodes: 46 | Active_nodes: 23 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| - -execution time of: 8.6550e-05s: Index: 6 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| - -execution time of: 8.6726e-05s: Index: 13 | Max_nodes: 38 | Active_nodes: 19 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| - -execution time of: 8.6847e-05s: Index: 21 | Max_nodes: 46 | Active_nodes: 23 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| - -execution time of: 8.6851e-05s: Index: 64 | Max_nodes: 46 | Active_nodes: 23 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| - -execution time of: 8.6894e-05s: Index: 63 | Max_nodes: 32 | Active_nodes: 16 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| - -execution time of: 8.6895e-05s: Index: 82 | Max_nodes: 38 | Active_nodes: 19 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| - -execution time of: 8.6898e-05s: Index: 27 | Max_nodes: 38 | Active_nodes: 19 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| - -execution time of: 8.6974e-05s: Index: 40 | Max_nodes: 38 | Active_nodes: 19 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| - -execution time of: 8.7115e-05s: Index: 3 | Max_nodes: 38 | Active_nodes: 19 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| - -execution time of: 8.7161e-05s: Index: 37 | Max_nodes: 38 | Active_nodes: 19 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| - -execution time of: 8.7276e-05s: Index: 61 | Max_nodes: 46 | Active_nodes: 23 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| - -execution time of: 8.7816e-05s: Index: 51 | Max_nodes: 46 | Active_nodes: 23 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| - -execution time of: 8.8575e-05s: Index: 17 | Max_nodes: 46 | Active_nodes: 23 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| - -execution time of: 8.8797e-05s: Index: 19 | Max_nodes: 38 | Active_nodes: 19 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| - -________________________________________________________________________________________________ - -Start Simulation of qpeinexact_indep_qiskit_6__________________________________________________ - -.i:...0...1...2...3...4...5 -.1:...h...|...|...|...|...| -.2:...|...h...|...|...|...| -.3:...|...|...h...|...|...| -.4:...|...|...|...h...|...| -.5:...|...|...|...|...h...| -.6:...|...|...|...|...|...x -.7:...p...|...|...|...|...c p: (2.6507e+00) -.8:...|...p...|...|...|...c p: (-9.8175e-01) -.9:...|...|...p...|...|...c p: (-1.9635e+00) -10:...|...|...|...p...|...c p: (2.3562e+00) -11:...|..sw...|..sw...|...| -12:...|...|...|...|.sdg...c -13:..sw...|...|...|..sw...| -14:...h...|...|...|...|...| -15:.sdg...c...|...|...|...| -16:...|...h...|...|...|...| -17:.tdg...|...c...|...|...| -18:...|.sdg...c...|...|...| -19:...|...|...h...|...|...| -20:...p...|...|...c...|...| p: (-3.9270e-01) -21:...|.tdg...|...c...|...| -22:...|...|.sdg...c...|...| -23:...|...|...|...h...|...| -24:...p...|...|...|...c...| p: (-1.9635e-01) -25:...|...p...|...|...c...| p: (-3.9270e-01) -26:...|...|.tdg...|...c...| -27:...|...|...|.sdg...c...| -28:...|...|...|...|...h...| -29:======================== -30:...0...|...|...|...|...| -31:...|...1...|...|...|...| -32:...|...|...2...|...|...| -33:...|...|...|...3...|...| -34:...|...|...|...|...4...| -.o:...0...1...2...3...4...| -Total Permutations: 720 -Min time: 1.1920e-04s................. Permutation 719: 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Max time: 1.4545e-04s................. Permutation 175: 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Min active nodes: 32 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Min max nodes: 64 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Max active nodes: 47 nodes.................... Permutation 33 : 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Max max nodes: 94 nodes.................... Permutation 33 : 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -________________________________________________________________________________________________ - -240 permutations have 32 active nodes. -Index: 719 | Max_nodes: 64 | Time: 1.1920e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 566 | Max_nodes: 64 | Time: 1.1922e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 564 | Max_nodes: 64 | Time: 1.1994e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 717 | Max_nodes: 64 | Time: 1.2030e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 560 | Max_nodes: 64 | Time: 1.2034e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 707 | Max_nodes: 64 | Time: 1.2079e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 695 | Max_nodes: 64 | Time: 1.2091e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 713 | Max_nodes: 64 | Time: 1.2097e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 542 | Max_nodes: 64 | Time: 1.2099e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 554 | Max_nodes: 64 | Time: 1.2102e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 599 | Max_nodes: 64 | Time: 1.2113e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 540 | Max_nodes: 64 | Time: 1.2155e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 711 | Max_nodes: 64 | Time: 1.2168e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 446 | Max_nodes: 64 | Time: 1.2175e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 558 | Max_nodes: 64 | Time: 1.2189e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 552 | Max_nodes: 64 | Time: 1.2215e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 444 | Max_nodes: 64 | Time: 1.2226e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 693 | Max_nodes: 64 | Time: 1.2234e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 597 | Max_nodes: 64 | Time: 1.2248e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 705 | Max_nodes: 64 | Time: 1.2258e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 434 | Max_nodes: 64 | Time: 1.2280e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 647 | Max_nodes: 64 | Time: 1.2282e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 683 | Max_nodes: 64 | Time: 1.2296e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 528 | Max_nodes: 64 | Time: 1.2305e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 440 | Max_nodes: 64 | Time: 1.2315e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 536 | Max_nodes: 64 | Time: 1.2315e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 530 | Max_nodes: 64 | Time: 1.2330e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 432 | Max_nodes: 64 | Time: 1.2331e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 422 | Max_nodes: 64 | Time: 1.2334e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 593 | Max_nodes: 64 | Time: 1.2334e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 575 | Max_nodes: 64 | Time: 1.2336e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 492 | Max_nodes: 64 | Time: 1.2336e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 687 | Max_nodes: 64 | Time: 1.2341e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 671 | Max_nodes: 64 | Time: 1.2351e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 534 | Max_nodes: 64 | Time: 1.2355e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 587 | Max_nodes: 64 | Time: 1.2358e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 689 | Max_nodes: 64 | Time: 1.2378e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 585 | Max_nodes: 64 | Time: 1.2379e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 488 | Max_nodes: 64 | Time: 1.2382e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 635 | Max_nodes: 64 | Time: 1.2383e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 494 | Max_nodes: 64 | Time: 1.2394e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 645 | Max_nodes: 64 | Time: 1.2399e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 573 | Max_nodes: 64 | Time: 1.2412e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 641 | Max_nodes: 64 | Time: 1.2418e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 506 | Max_nodes: 64 | Time: 1.2424e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 486 | Max_nodes: 64 | Time: 1.2424e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 438 | Max_nodes: 64 | Time: 1.2424e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 518 | Max_nodes: 64 | Time: 1.2435e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 479 | Max_nodes: 64 | Time: 1.2440e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 591 | Max_nodes: 64 | Time: 1.2442e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 681 | Max_nodes: 64 | Time: 1.2466e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 659 | Max_nodes: 64 | Time: 1.2470e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 669 | Max_nodes: 64 | Time: 1.2485e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 639 | Max_nodes: 64 | Time: 1.2485e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 326 | Max_nodes: 64 | Time: 1.2496e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 527 | Max_nodes: 64 | Time: 1.2520e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 420 | Max_nodes: 64 | Time: 1.2520e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 416 | Max_nodes: 64 | Time: 1.2529e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 477 | Max_nodes: 64 | Time: 1.2533e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 324 | Max_nodes: 64 | Time: 1.2533e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 510 | Max_nodes: 64 | Time: 1.2534e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 633 | Max_nodes: 64 | Time: 1.2546e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 516 | Max_nodes: 64 | Time: 1.2548e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 482 | Max_nodes: 64 | Time: 1.2559e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 657 | Max_nodes: 64 | Time: 1.2569e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 414 | Max_nodes: 64 | Time: 1.2572e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 408 | Max_nodes: 64 | Time: 1.2575e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 563 | Max_nodes: 64 | Time: 1.2578e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 567 | Max_nodes: 64 | Time: 1.2589e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 398 | Max_nodes: 64 | Time: 1.2591e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 525 | Max_nodes: 64 | Time: 1.2604e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 551 | Max_nodes: 64 | Time: 1.2609e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 302 | Max_nodes: 64 | Time: 1.2620e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 665 | Max_nodes: 64 | Time: 1.2625e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 410 | Max_nodes: 64 | Time: 1.2631e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 455 | Max_nodes: 64 | Time: 1.2637e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 569 | Max_nodes: 64 | Time: 1.2641e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 362 | Max_nodes: 64 | Time: 1.2646e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 561 | Max_nodes: 64 | Time: 1.2653e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 396 | Max_nodes: 64 | Time: 1.2656e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 549 | Max_nodes: 64 | Time: 1.2658e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 300 | Max_nodes: 64 | Time: 1.2670e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 467 | Max_nodes: 64 | Time: 1.2674e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 374 | Max_nodes: 64 | Time: 1.2676e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 521 | Max_nodes: 64 | Time: 1.2681e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 473 | Max_nodes: 64 | Time: 1.2682e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 366 | Max_nodes: 64 | Time: 1.2686e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 314 | Max_nodes: 64 | Time: 1.2690e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 453 | Max_nodes: 64 | Time: 1.2693e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 368 | Max_nodes: 64 | Time: 1.2701e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 663 | Max_nodes: 64 | Time: 1.2707e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 471 | Max_nodes: 64 | Time: 1.2711e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 386 | Max_nodes: 64 | Time: 1.2731e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 515 | Max_nodes: 64 | Time: 1.2754e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 513 | Max_nodes: 64 | Time: 1.2765e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 539 | Max_nodes: 64 | Time: 1.2771e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 239 | Max_nodes: 64 | Time: 1.2775e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 512 | Max_nodes: 64 | Time: 1.2790e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 392 | Max_nodes: 64 | Time: 1.2802e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 465 | Max_nodes: 64 | Time: 1.2807e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 290 | Max_nodes: 64 | Time: 1.2816e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 537 | Max_nodes: 64 | Time: 1.2818e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 545 | Max_nodes: 64 | Time: 1.2838e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 519 | Max_nodes: 64 | Time: 1.2839e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 296 | Max_nodes: 64 | Time: 1.2839e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 372 | Max_nodes: 64 | Time: 1.2842e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 384 | Max_nodes: 64 | Time: 1.2843e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 390 | Max_nodes: 64 | Time: 1.2846e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 86 | Max_nodes: 64 | Time: 1.2851e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 443 | Max_nodes: 64 | Time: 1.2854e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 294 | Max_nodes: 64 | Time: 1.2870e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 449 | Max_nodes: 64 | Time: 1.2890e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 237 | Max_nodes: 64 | Time: 1.2892e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 447 | Max_nodes: 64 | Time: 1.2895e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 254 | Max_nodes: 64 | Time: 1.2903e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 215 | Max_nodes: 64 | Time: 1.2903e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 480 | Max_nodes: 64 | Time: 1.2910e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 407 | Max_nodes: 64 | Time: 1.2912e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 84 | Max_nodes: 64 | Time: 1.2920e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 242 | Max_nodes: 64 | Time: 1.2920e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 74 | Max_nodes: 64 | Time: 1.2924e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 543 | Max_nodes: 64 | Time: 1.2934e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 395 | Max_nodes: 64 | Time: 1.2946e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 233 | Max_nodes: 64 | Time: 1.2948e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 441 | Max_nodes: 64 | Time: 1.2950e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 288 | Max_nodes: 64 | Time: 1.2956e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 266 | Max_nodes: 64 | Time: 1.2974e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 405 | Max_nodes: 64 | Time: 1.2975e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 278 | Max_nodes: 64 | Time: 1.2978e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 359 | Max_nodes: 64 | Time: 1.2981e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 62 | Max_nodes: 64 | Time: 1.2983e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 431 | Max_nodes: 64 | Time: 1.2991e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 227 | Max_nodes: 64 | Time: 1.2992e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 60 | Max_nodes: 64 | Time: 1.2993e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 206 | Max_nodes: 64 | Time: 1.3007e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 213 | Max_nodes: 64 | Time: 1.3007e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 504 | Max_nodes: 64 | Time: 1.3009e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 429 | Max_nodes: 64 | Time: 1.3023e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 231 | Max_nodes: 64 | Time: 1.3024e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 78 | Max_nodes: 64 | Time: 1.3024e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 276 | Max_nodes: 64 | Time: 1.3027e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 252 | Max_nodes: 64 | Time: 1.3029e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 248 | Max_nodes: 64 | Time: 1.3029e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 357 | Max_nodes: 64 | Time: 1.3043e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 312 | Max_nodes: 64 | Time: 1.3049e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 264 | Max_nodes: 64 | Time: 1.3051e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 204 | Max_nodes: 64 | Time: 1.3055e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 182 | Max_nodes: 64 | Time: 1.3057e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 401 | Max_nodes: 64 | Time: 1.3061e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 56 | Max_nodes: 64 | Time: 1.3067e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 320 | Max_nodes: 64 | Time: 1.3070e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 419 | Max_nodes: 64 | Time: 1.3073e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 393 | Max_nodes: 64 | Time: 1.3091e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 155 | Max_nodes: 64 | Time: 1.3094e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 80 | Max_nodes: 64 | Time: 1.3106e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 14 | Max_nodes: 64 | Time: 1.3110e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 167 | Max_nodes: 64 | Time: 1.3111e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 225 | Max_nodes: 64 | Time: 1.3112e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 272 | Max_nodes: 64 | Time: 1.3114e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 417 | Max_nodes: 64 | Time: 1.3118e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 54 | Max_nodes: 64 | Time: 1.3120e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 399 | Max_nodes: 64 | Time: 1.3125e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 335 | Max_nodes: 64 | Time: 1.3125e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 347 | Max_nodes: 64 | Time: 1.3135e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 48 | Max_nodes: 64 | Time: 1.3141e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 2 | Max_nodes: 64 | Time: 1.3144e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 203 | Max_nodes: 64 | Time: 1.3144e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 287 | Max_nodes: 64 | Time: 1.3154e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 8 | Max_nodes: 64 | Time: 1.3159e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 153 | Max_nodes: 64 | Time: 1.3168e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 50 | Max_nodes: 64 | Time: 1.3169e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 240 | Max_nodes: 64 | Time: 1.3179e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 425 | Max_nodes: 64 | Time: 1.3180e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 353 | Max_nodes: 64 | Time: 1.3184e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 246 | Max_nodes: 64 | Time: 1.3186e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 26 | Max_nodes: 64 | Time: 1.3197e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 423 | Max_nodes: 64 | Time: 1.3199e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 180 | Max_nodes: 64 | Time: 1.3204e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 194 | Max_nodes: 64 | Time: 1.3220e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 0 | Max_nodes: 64 | Time: 1.3223e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 179 | Max_nodes: 64 | Time: 1.3227e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 351 | Max_nodes: 64 | Time: 1.3229e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 165 | Max_nodes: 64 | Time: 1.3230e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 360 | Max_nodes: 64 | Time: 1.3235e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 275 | Max_nodes: 64 | Time: 1.3240e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 36 | Max_nodes: 64 | Time: 1.3247e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 201 | Max_nodes: 64 | Time: 1.3248e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 285 | Max_nodes: 64 | Time: 1.3259e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 177 | Max_nodes: 64 | Time: 1.3264e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 185 | Max_nodes: 64 | Time: 1.3266e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 270 | Max_nodes: 64 | Time: 1.3280e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 24 | Max_nodes: 64 | Time: 1.3285e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 191 | Max_nodes: 64 | Time: 1.3285e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 200 | Max_nodes: 64 | Time: 1.3286e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 345 | Max_nodes: 64 | Time: 1.3287e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 318 | Max_nodes: 64 | Time: 1.3290e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 32 | Max_nodes: 64 | Time: 1.3305e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 6 | Max_nodes: 64 | Time: 1.3308e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 122 | Max_nodes: 64 | Time: 1.3315e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 273 | Max_nodes: 64 | Time: 1.3332e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 323 | Max_nodes: 64 | Time: 1.3334e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 281 | Max_nodes: 64 | Time: 1.3334e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 189 | Max_nodes: 64 | Time: 1.3336e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 174 | Max_nodes: 64 | Time: 1.3341e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 207 | Max_nodes: 64 | Time: 1.3343e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 120 | Max_nodes: 64 | Time: 1.3348e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 209 | Max_nodes: 64 | Time: 1.3357e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 170 | Max_nodes: 64 | Time: 1.3361e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 329 | Max_nodes: 64 | Time: 1.3361e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 333 | Max_nodes: 64 | Time: 1.3367e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 168 | Max_nodes: 64 | Time: 1.3374e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 146 | Max_nodes: 64 | Time: 1.3375e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 126 | Max_nodes: 64 | Time: 1.3387e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 158 | Max_nodes: 64 | Time: 1.3388e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 321 | Max_nodes: 64 | Time: 1.3388e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 30 | Max_nodes: 64 | Time: 1.3399e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 134 | Max_nodes: 64 | Time: 1.3401e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 128 | Max_nodes: 64 | Time: 1.3418e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 309 | Max_nodes: 64 | Time: 1.3419e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 327 | Max_nodes: 64 | Time: 1.3426e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 156 | Max_nodes: 64 | Time: 1.3429e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 12 | Max_nodes: 64 | Time: 1.3443e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 144 | Max_nodes: 64 | Time: 1.3452e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 38 | Max_nodes: 64 | Time: 1.3461e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 72 | Max_nodes: 64 | Time: 1.3462e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 161 | Max_nodes: 64 | Time: 1.3467e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 159 | Max_nodes: 64 | Time: 1.3474e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 279 | Max_nodes: 64 | Time: 1.3500e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 183 | Max_nodes: 64 | Time: 1.3508e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 152 | Max_nodes: 64 | Time: 1.3534e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 132 | Max_nodes: 64 | Time: 1.3543e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 305 | Max_nodes: 64 | Time: 1.3562e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 297 | Max_nodes: 64 | Time: 1.3576e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 198 | Max_nodes: 64 | Time: 1.3583e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 150 | Max_nodes: 64 | Time: 1.3597e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 303 | Max_nodes: 64 | Time: 1.3662e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 311 | Max_nodes: 64 | Time: 1.3666e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 192 | Max_nodes: 64 | Time: 1.3707e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 299 | Max_nodes: 64 | Time: 1.3780e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 176 | Max_nodes: 64 | Time: 1.3789e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| - -........................... -Average time: 1.2878e-04s - -120 permutations have 33 active nodes. -Index: 684 | Max_nodes: 66 | Time: 1.2107e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 686 | Max_nodes: 66 | Time: 1.2130e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 662 | Max_nodes: 66 | Time: 1.2145e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 680 | Max_nodes: 66 | Time: 1.2159e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 674 | Max_nodes: 66 | Time: 1.2235e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 470 | Max_nodes: 66 | Time: 1.2267e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 672 | Max_nodes: 66 | Time: 1.2283e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 678 | Max_nodes: 66 | Time: 1.2288e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 656 | Max_nodes: 66 | Time: 1.2302e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 660 | Max_nodes: 66 | Time: 1.2307e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 468 | Max_nodes: 66 | Time: 1.2314e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 650 | Max_nodes: 66 | Time: 1.2345e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 464 | Max_nodes: 66 | Time: 1.2364e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 602 | Max_nodes: 66 | Time: 1.2391e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 638 | Max_nodes: 66 | Time: 1.2401e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 608 | Max_nodes: 66 | Time: 1.2417e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 614 | Max_nodes: 66 | Time: 1.2420e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 648 | Max_nodes: 66 | Time: 1.2437e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 654 | Max_nodes: 66 | Time: 1.2443e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 458 | Max_nodes: 66 | Time: 1.2455e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 456 | Max_nodes: 66 | Time: 1.2456e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 612 | Max_nodes: 66 | Time: 1.2460e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 626 | Max_nodes: 66 | Time: 1.2477e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 428 | Max_nodes: 66 | Time: 1.2511e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 462 | Max_nodes: 66 | Time: 1.2535e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 636 | Max_nodes: 66 | Time: 1.2541e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 426 | Max_nodes: 66 | Time: 1.2560e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 350 | Max_nodes: 66 | Time: 1.2583e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 606 | Max_nodes: 66 | Time: 1.2606e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 630 | Max_nodes: 66 | Time: 1.2663e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 380 | Max_nodes: 66 | Time: 1.2696e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 632 | Max_nodes: 66 | Time: 1.2709e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 378 | Max_nodes: 66 | Time: 1.2739e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 404 | Max_nodes: 66 | Time: 1.2754e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 409 | Max_nodes: 66 | Time: 1.2791e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 418 | Max_nodes: 66 | Time: 1.2808e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 402 | Max_nodes: 66 | Time: 1.2813e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 344 | Max_nodes: 66 | Time: 1.2814e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 338 | Max_nodes: 66 | Time: 1.2820e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 308 | Max_nodes: 66 | Time: 1.2826e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 306 | Max_nodes: 66 | Time: 1.2842e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 336 | Max_nodes: 66 | Time: 1.2891e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 370 | Max_nodes: 66 | Time: 1.2891e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 412 | Max_nodes: 66 | Time: 1.2895e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 367 | Max_nodes: 66 | Time: 1.2904e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 342 | Max_nodes: 66 | Time: 1.2916e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 348 | Max_nodes: 66 | Time: 1.2919e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 361 | Max_nodes: 66 | Time: 1.2942e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 110 | Max_nodes: 66 | Time: 1.2956e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 415 | Max_nodes: 66 | Time: 1.2958e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 108 | Max_nodes: 66 | Time: 1.2981e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 388 | Max_nodes: 66 | Time: 1.2981e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 385 | Max_nodes: 66 | Time: 1.2981e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 391 | Max_nodes: 66 | Time: 1.2998e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 364 | Max_nodes: 66 | Time: 1.3005e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 98 | Max_nodes: 66 | Time: 1.3036e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 295 | Max_nodes: 66 | Time: 1.3074e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 292 | Max_nodes: 66 | Time: 1.3085e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 600 | Max_nodes: 66 | Time: 1.3085e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 289 | Max_nodes: 66 | Time: 1.3087e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 68 | Max_nodes: 66 | Time: 1.3088e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 298 | Max_nodes: 66 | Time: 1.3089e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 394 | Max_nodes: 66 | Time: 1.3098e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 624 | Max_nodes: 66 | Time: 1.3100e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 260 | Max_nodes: 66 | Time: 1.3115e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 258 | Max_nodes: 66 | Time: 1.3130e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 102 | Max_nodes: 66 | Time: 1.3135e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 230 | Max_nodes: 66 | Time: 1.3142e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 244 | Max_nodes: 66 | Time: 1.3170e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 228 | Max_nodes: 66 | Time: 1.3198e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 66 | Max_nodes: 66 | Time: 1.3221e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 268 | Max_nodes: 66 | Time: 1.3224e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 241 | Max_nodes: 66 | Time: 1.3226e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 282 | Max_nodes: 66 | Time: 1.3240e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 188 | Max_nodes: 66 | Time: 1.3282e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 20 | Max_nodes: 66 | Time: 1.3283e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 250 | Max_nodes: 66 | Time: 1.3285e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 224 | Max_nodes: 66 | Time: 1.3294e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 44 | Max_nodes: 66 | Time: 1.3312e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 218 | Max_nodes: 66 | Time: 1.3318e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 271 | Max_nodes: 66 | Time: 1.3320e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 55 | Max_nodes: 66 | Time: 1.3323e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 247 | Max_nodes: 66 | Time: 1.3326e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 58 | Max_nodes: 66 | Time: 1.3341e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 49 | Max_nodes: 66 | Time: 1.3349e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 274 | Max_nodes: 66 | Time: 1.3363e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 186 | Max_nodes: 66 | Time: 1.3366e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 104 | Max_nodes: 66 | Time: 1.3369e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 265 | Max_nodes: 66 | Time: 1.3372e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 1 | Max_nodes: 66 | Time: 1.3388e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 4 | Max_nodes: 66 | Time: 1.3392e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 52 | Max_nodes: 66 | Time: 1.3403e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 28 | Max_nodes: 66 | Time: 1.3456e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 10 | Max_nodes: 66 | Time: 1.3460e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 42 | Max_nodes: 66 | Time: 1.3465e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 284 | Max_nodes: 66 | Time: 1.3479e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 7 | Max_nodes: 66 | Time: 1.3510e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 172 | Max_nodes: 66 | Time: 1.3531e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 31 | Max_nodes: 66 | Time: 1.3540e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 25 | Max_nodes: 66 | Time: 1.3564e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 164 | Max_nodes: 66 | Time: 1.3575e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 178 | Max_nodes: 66 | Time: 1.3594e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 169 | Max_nodes: 66 | Time: 1.3613e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 222 | Max_nodes: 66 | Time: 1.3626e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 34 | Max_nodes: 66 | Time: 1.3635e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 148 | Max_nodes: 66 | Time: 1.3659e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 162 | Max_nodes: 66 | Time: 1.3690e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 121 | Max_nodes: 66 | Time: 1.3707e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 145 | Max_nodes: 66 | Time: 1.3711e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 154 | Max_nodes: 66 | Time: 1.3738e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 151 | Max_nodes: 66 | Time: 1.3762e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 140 | Max_nodes: 66 | Time: 1.3834e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 96 | Max_nodes: 66 | Time: 1.3850e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 18 | Max_nodes: 66 | Time: 1.3867e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 216 | Max_nodes: 66 | Time: 1.3924e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 124 | Max_nodes: 66 | Time: 1.4023e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 138 | Max_nodes: 66 | Time: 1.4186e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 130 | Max_nodes: 66 | Time: 1.4336e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 127 | Max_nodes: 66 | Time: 1.4508e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 175 | Max_nodes: 66 | Time: 1.4545e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| - -........................... -Average time: 1.3070e-04s - -120 permutations have 35 active nodes. -Index: 710 | Max_nodes: 70 | Time: 1.2171e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 708 | Max_nodes: 70 | Time: 1.2235e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 704 | Max_nodes: 70 | Time: 1.2261e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 590 | Max_nodes: 70 | Time: 1.2276e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 698 | Max_nodes: 70 | Time: 1.2284e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 668 | Max_nodes: 70 | Time: 1.2314e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 696 | Max_nodes: 70 | Time: 1.2357e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 588 | Max_nodes: 70 | Time: 1.2426e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 702 | Max_nodes: 70 | Time: 1.2432e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 666 | Max_nodes: 70 | Time: 1.2472e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 576 | Max_nodes: 70 | Time: 1.2486e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 584 | Max_nodes: 70 | Time: 1.2511e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 578 | Max_nodes: 70 | Time: 1.2523e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 620 | Max_nodes: 70 | Time: 1.2534e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 618 | Max_nodes: 70 | Time: 1.2560e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 582 | Max_nodes: 70 | Time: 1.2572e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 649 | Max_nodes: 70 | Time: 1.2575e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 652 | Max_nodes: 70 | Time: 1.2584e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 658 | Max_nodes: 70 | Time: 1.2605e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 655 | Max_nodes: 70 | Time: 1.2621e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 546 | Max_nodes: 70 | Time: 1.2631e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 642 | Max_nodes: 70 | Time: 1.2634e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 604 | Max_nodes: 70 | Time: 1.2635e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 610 | Max_nodes: 70 | Time: 1.2637e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 644 | Max_nodes: 70 | Time: 1.2656e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 500 | Max_nodes: 70 | Time: 1.2673e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 601 | Max_nodes: 70 | Time: 1.2709e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 548 | Max_nodes: 70 | Time: 1.2746e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 356 | Max_nodes: 70 | Time: 1.2764e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 498 | Max_nodes: 70 | Time: 1.2772e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 628 | Max_nodes: 70 | Time: 1.2781e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 607 | Max_nodes: 70 | Time: 1.2788e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 631 | Max_nodes: 70 | Time: 1.2800e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 524 | Max_nodes: 70 | Time: 1.2814e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 625 | Max_nodes: 70 | Time: 1.2835e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 535 | Max_nodes: 70 | Time: 1.2847e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 484 | Max_nodes: 70 | Time: 1.2868e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 532 | Max_nodes: 70 | Time: 1.2882e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 332 | Max_nodes: 70 | Time: 1.2883e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 354 | Max_nodes: 70 | Time: 1.2897e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 634 | Max_nodes: 70 | Time: 1.2902e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 538 | Max_nodes: 70 | Time: 1.2916e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 522 | Max_nodes: 70 | Time: 1.2968e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 529 | Max_nodes: 70 | Time: 1.2975e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 490 | Max_nodes: 70 | Time: 1.2988e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 330 | Max_nodes: 70 | Time: 1.2989e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 481 | Max_nodes: 70 | Time: 1.2994e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 505 | Max_nodes: 70 | Time: 1.3026e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 514 | Max_nodes: 70 | Time: 1.3032e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 511 | Max_nodes: 70 | Time: 1.3038e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 340 | Max_nodes: 70 | Time: 1.3052e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 508 | Max_nodes: 70 | Time: 1.3093e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 116 | Max_nodes: 70 | Time: 1.3112e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 346 | Max_nodes: 70 | Time: 1.3155e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 337 | Max_nodes: 70 | Time: 1.3164e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 114 | Max_nodes: 70 | Time: 1.3181e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 322 | Max_nodes: 70 | Time: 1.3204e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 92 | Max_nodes: 70 | Time: 1.3249e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 313 | Max_nodes: 70 | Time: 1.3255e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 487 | Max_nodes: 70 | Time: 1.3257e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 316 | Max_nodes: 70 | Time: 1.3261e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 106 | Max_nodes: 70 | Time: 1.3312e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 343 | Max_nodes: 70 | Time: 1.3317e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 319 | Max_nodes: 70 | Time: 1.3320e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 90 | Max_nodes: 70 | Time: 1.3339e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 103 | Max_nodes: 70 | Time: 1.3355e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 236 | Max_nodes: 70 | Time: 1.3387e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 100 | Max_nodes: 70 | Time: 1.3411e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 245 | Max_nodes: 70 | Time: 1.3420e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 97 | Max_nodes: 70 | Time: 1.3432e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 262 | Max_nodes: 70 | Time: 1.3434e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 286 | Max_nodes: 70 | Time: 1.3440e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 212 | Max_nodes: 70 | Time: 1.3456e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 259 | Max_nodes: 70 | Time: 1.3461e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 234 | Max_nodes: 70 | Time: 1.3478e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 267 | Max_nodes: 70 | Time: 1.3487e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 76 | Max_nodes: 70 | Time: 1.3501e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 220 | Max_nodes: 70 | Time: 1.3507e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 243 | Max_nodes: 70 | Time: 1.3509e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 82 | Max_nodes: 70 | Time: 1.3526e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 283 | Max_nodes: 70 | Time: 1.3526e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 253 | Max_nodes: 70 | Time: 1.3526e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 256 | Max_nodes: 70 | Time: 1.3536e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 210 | Max_nodes: 70 | Time: 1.3542e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 223 | Max_nodes: 70 | Time: 1.3559e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 277 | Max_nodes: 70 | Time: 1.3571e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 217 | Max_nodes: 70 | Time: 1.3580e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 19 | Max_nodes: 70 | Time: 1.3581e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 22 | Max_nodes: 70 | Time: 1.3581e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 73 | Max_nodes: 70 | Time: 1.3583e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 5 | Max_nodes: 70 | Time: 1.3594e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 226 | Max_nodes: 70 | Time: 1.3596e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 269 | Max_nodes: 70 | Time: 1.3638e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 29 | Max_nodes: 70 | Time: 1.3641e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 46 | Max_nodes: 70 | Time: 1.3651e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 79 | Max_nodes: 70 | Time: 1.3659e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 139 | Max_nodes: 70 | Time: 1.3676e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 193 | Max_nodes: 70 | Time: 1.3687e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 125 | Max_nodes: 70 | Time: 1.3702e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 13 | Max_nodes: 70 | Time: 1.3719e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 202 | Max_nodes: 70 | Time: 1.3723e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 196 | Max_nodes: 70 | Time: 1.3745e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 199 | Max_nodes: 70 | Time: 1.3759e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 280 | Max_nodes: 70 | Time: 1.3760e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 27 | Max_nodes: 70 | Time: 1.3766e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 123 | Max_nodes: 70 | Time: 1.3776e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 40 | Max_nodes: 70 | Time: 1.3776e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 136 | Max_nodes: 70 | Time: 1.3819e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 43 | Max_nodes: 70 | Time: 1.3827e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 166 | Max_nodes: 70 | Time: 1.3831e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 163 | Max_nodes: 70 | Time: 1.3863e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 37 | Max_nodes: 70 | Time: 1.3895e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 16 | Max_nodes: 70 | Time: 1.3951e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 133 | Max_nodes: 70 | Time: 1.3975e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 149 | Max_nodes: 70 | Time: 1.3997e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 142 | Max_nodes: 70 | Time: 1.4003e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 157 | Max_nodes: 70 | Time: 1.4018e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 160 | Max_nodes: 70 | Time: 1.4082e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 147 | Max_nodes: 70 | Time: 1.4162e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 3 | Max_nodes: 70 | Time: 1.4476e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| - -........................... -Average time: 1.3203e-04s - -120 permutations have 39 active nodes. -Index: 716 | Max_nodes: 78 | Time: 1.2267e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 714 | Max_nodes: 78 | Time: 1.2375e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 692 | Max_nodes: 78 | Time: 1.2425e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 706 | Max_nodes: 78 | Time: 1.2488e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 690 | Max_nodes: 78 | Time: 1.2496e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 697 | Max_nodes: 78 | Time: 1.2541e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 596 | Max_nodes: 78 | Time: 1.2548e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 703 | Max_nodes: 78 | Time: 1.2567e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 700 | Max_nodes: 78 | Time: 1.2567e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 594 | Max_nodes: 78 | Time: 1.2599e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 572 | Max_nodes: 78 | Time: 1.2644e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 676 | Max_nodes: 78 | Time: 1.2663e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 673 | Max_nodes: 78 | Time: 1.2708e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 586 | Max_nodes: 78 | Time: 1.2713e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 682 | Max_nodes: 78 | Time: 1.2713e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 679 | Max_nodes: 78 | Time: 1.2721e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 580 | Max_nodes: 78 | Time: 1.2742e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 577 | Max_nodes: 78 | Time: 1.2749e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 476 | Max_nodes: 78 | Time: 1.2756e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 583 | Max_nodes: 78 | Time: 1.2769e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 570 | Max_nodes: 78 | Time: 1.2791e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 622 | Max_nodes: 78 | Time: 1.2793e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 629 | Max_nodes: 78 | Time: 1.2826e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 619 | Max_nodes: 78 | Time: 1.2842e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 616 | Max_nodes: 78 | Time: 1.2876e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 643 | Max_nodes: 78 | Time: 1.2880e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 452 | Max_nodes: 78 | Time: 1.2884e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 474 | Max_nodes: 78 | Time: 1.2920e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 646 | Max_nodes: 78 | Time: 1.2950e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 502 | Max_nodes: 78 | Time: 1.2953e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 556 | Max_nodes: 78 | Time: 1.2965e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 562 | Max_nodes: 78 | Time: 1.2976e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 553 | Max_nodes: 78 | Time: 1.2983e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 450 | Max_nodes: 78 | Time: 1.2996e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 613 | Max_nodes: 78 | Time: 1.3006e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 640 | Max_nodes: 78 | Time: 1.3007e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 605 | Max_nodes: 78 | Time: 1.3022e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 559 | Max_nodes: 78 | Time: 1.3024e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 499 | Max_nodes: 78 | Time: 1.3042e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 463 | Max_nodes: 78 | Time: 1.3068e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 460 | Max_nodes: 78 | Time: 1.3074e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 457 | Max_nodes: 78 | Time: 1.3075e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 526 | Max_nodes: 78 | Time: 1.3090e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 627 | Max_nodes: 78 | Time: 1.3097e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 509 | Max_nodes: 78 | Time: 1.3097e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 603 | Max_nodes: 78 | Time: 1.3101e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 523 | Max_nodes: 78 | Time: 1.3101e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 466 | Max_nodes: 78 | Time: 1.3131e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 637 | Max_nodes: 78 | Time: 1.3133e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 496 | Max_nodes: 78 | Time: 1.3177e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 483 | Max_nodes: 78 | Time: 1.3182e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 436 | Max_nodes: 78 | Time: 1.3187e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 493 | Max_nodes: 78 | Time: 1.3194e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 507 | Max_nodes: 78 | Time: 1.3234e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 439 | Max_nodes: 78 | Time: 1.3242e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 520 | Max_nodes: 78 | Time: 1.3257e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 433 | Max_nodes: 78 | Time: 1.3268e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 517 | Max_nodes: 78 | Time: 1.3298e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 485 | Max_nodes: 78 | Time: 1.3365e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 365 | Max_nodes: 78 | Time: 1.3372e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 382 | Max_nodes: 78 | Time: 1.3384e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 379 | Max_nodes: 78 | Time: 1.3398e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 389 | Max_nodes: 78 | Time: 1.3423e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 442 | Max_nodes: 78 | Time: 1.3490e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 406 | Max_nodes: 78 | Time: 1.3492e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 118 | Max_nodes: 78 | Time: 1.3515e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 376 | Max_nodes: 78 | Time: 1.3527e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 94 | Max_nodes: 78 | Time: 1.3545e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 403 | Max_nodes: 78 | Time: 1.3549e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 115 | Max_nodes: 78 | Time: 1.3569e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 373 | Max_nodes: 78 | Time: 1.3579e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 387 | Max_nodes: 78 | Time: 1.3591e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 400 | Max_nodes: 78 | Time: 1.3601e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 23 | Max_nodes: 78 | Time: 1.3621e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 397 | Max_nodes: 78 | Time: 1.3644e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 99 | Max_nodes: 78 | Time: 1.3662e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 101 | Max_nodes: 78 | Time: 1.3666e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 112 | Max_nodes: 78 | Time: 1.3702e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 11 | Max_nodes: 78 | Time: 1.3706e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 235 | Max_nodes: 78 | Time: 1.3708e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 363 | Max_nodes: 78 | Time: 1.3724e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 91 | Max_nodes: 78 | Time: 1.3725e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 238 | Max_nodes: 78 | Time: 1.3729e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 141 | Max_nodes: 78 | Time: 1.3746e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 21 | Max_nodes: 78 | Time: 1.3751e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 17 | Max_nodes: 78 | Time: 1.3756e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 109 | Max_nodes: 78 | Time: 1.3763e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 143 | Max_nodes: 78 | Time: 1.3767e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 77 | Max_nodes: 78 | Time: 1.3790e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 214 | Max_nodes: 78 | Time: 1.3797e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 221 | Max_nodes: 78 | Time: 1.3804e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 219 | Max_nodes: 78 | Time: 1.3814e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 211 | Max_nodes: 78 | Time: 1.3840e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 15 | Max_nodes: 78 | Time: 1.3846e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 85 | Max_nodes: 78 | Time: 1.3853e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 131 | Max_nodes: 78 | Time: 1.3868e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 137 | Max_nodes: 78 | Time: 1.3891e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 232 | Max_nodes: 78 | Time: 1.3894e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 53 | Max_nodes: 78 | Time: 1.3905e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 197 | Max_nodes: 78 | Time: 1.3905e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 75 | Max_nodes: 78 | Time: 1.3909e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 229 | Max_nodes: 78 | Time: 1.3913e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 129 | Max_nodes: 78 | Time: 1.3937e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 195 | Max_nodes: 78 | Time: 1.3938e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 135 | Max_nodes: 78 | Time: 1.3941e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 70 | Max_nodes: 78 | Time: 1.3952e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 208 | Max_nodes: 78 | Time: 1.4009e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 51 | Max_nodes: 78 | Time: 1.4026e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 64 | Max_nodes: 78 | Time: 1.4034e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 9 | Max_nodes: 78 | Time: 1.4056e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 88 | Max_nodes: 78 | Time: 1.4056e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 173 | Max_nodes: 78 | Time: 1.4075e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 187 | Max_nodes: 78 | Time: 1.4101e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 190 | Max_nodes: 78 | Time: 1.4129e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 67 | Max_nodes: 78 | Time: 1.4147e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 181 | Max_nodes: 78 | Time: 1.4150e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 205 | Max_nodes: 78 | Time: 1.4173e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 184 | Max_nodes: 78 | Time: 1.4177e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 61 | Max_nodes: 78 | Time: 1.4195e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 171 | Max_nodes: 78 | Time: 1.4248e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| - -........................... -Average time: 1.3360e-04s - -120 permutations have 47 active nodes. -Index: 718 | Max_nodes: 94 | Time: 1.2459e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 715 | Max_nodes: 94 | Time: 1.2529e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 598 | Max_nodes: 94 | Time: 1.2634e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 623 | Max_nodes: 94 | Time: 1.2650e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 701 | Max_nodes: 94 | Time: 1.2684e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 709 | Max_nodes: 94 | Time: 1.2705e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 595 | Max_nodes: 94 | Time: 1.2721e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 712 | Max_nodes: 94 | Time: 1.2729e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 699 | Max_nodes: 94 | Time: 1.2745e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 694 | Max_nodes: 94 | Time: 1.2785e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 617 | Max_nodes: 94 | Time: 1.2792e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 621 | Max_nodes: 94 | Time: 1.2794e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 581 | Max_nodes: 94 | Time: 1.2814e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 574 | Max_nodes: 94 | Time: 1.2816e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 611 | Max_nodes: 94 | Time: 1.2819e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 579 | Max_nodes: 94 | Time: 1.2849e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 670 | Max_nodes: 94 | Time: 1.2860e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 503 | Max_nodes: 94 | Time: 1.2875e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 609 | Max_nodes: 94 | Time: 1.2876e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 592 | Max_nodes: 94 | Time: 1.2885e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 691 | Max_nodes: 94 | Time: 1.2889e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 571 | Max_nodes: 94 | Time: 1.2897e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 589 | Max_nodes: 94 | Time: 1.2982e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 615 | Max_nodes: 94 | Time: 1.2999e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 475 | Max_nodes: 94 | Time: 1.3004e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 677 | Max_nodes: 94 | Time: 1.3006e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 478 | Max_nodes: 94 | Time: 1.3030e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 667 | Max_nodes: 94 | Time: 1.3040e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 501 | Max_nodes: 94 | Time: 1.3044e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 675 | Max_nodes: 94 | Time: 1.3061e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 117 | Max_nodes: 94 | Time: 1.3065e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 557 | Max_nodes: 94 | Time: 1.3066e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 653 | Max_nodes: 94 | Time: 1.3067e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 497 | Max_nodes: 94 | Time: 1.3083e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 685 | Max_nodes: 94 | Time: 1.3093e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 454 | Max_nodes: 94 | Time: 1.3095e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 651 | Max_nodes: 94 | Time: 1.3097e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 661 | Max_nodes: 94 | Time: 1.3098e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 664 | Max_nodes: 94 | Time: 1.3099e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 550 | Max_nodes: 94 | Time: 1.3103e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 107 | Max_nodes: 94 | Time: 1.3122e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 688 | Max_nodes: 94 | Time: 1.3128e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 565 | Max_nodes: 94 | Time: 1.3133e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 451 | Max_nodes: 94 | Time: 1.3141e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 555 | Max_nodes: 94 | Time: 1.3149e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 461 | Max_nodes: 94 | Time: 1.3151e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 568 | Max_nodes: 94 | Time: 1.3151e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 547 | Max_nodes: 94 | Time: 1.3156e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 113 | Max_nodes: 94 | Time: 1.3200e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 533 | Max_nodes: 94 | Time: 1.3200e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 95 | Max_nodes: 94 | Time: 1.3202e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 472 | Max_nodes: 94 | Time: 1.3211e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 491 | Max_nodes: 94 | Time: 1.3259e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 119 | Max_nodes: 94 | Time: 1.3269e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 459 | Max_nodes: 94 | Time: 1.3280e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 383 | Max_nodes: 94 | Time: 1.3296e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 105 | Max_nodes: 94 | Time: 1.3304e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 93 | Max_nodes: 94 | Time: 1.3315e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 83 | Max_nodes: 94 | Time: 1.3330e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 489 | Max_nodes: 94 | Time: 1.3344e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 469 | Max_nodes: 94 | Time: 1.3345e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 47 | Max_nodes: 94 | Time: 1.3348e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 81 | Max_nodes: 94 | Time: 1.3360e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 541 | Max_nodes: 94 | Time: 1.3374e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 531 | Max_nodes: 94 | Time: 1.3377e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 448 | Max_nodes: 94 | Time: 1.3387e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 111 | Max_nodes: 94 | Time: 1.3388e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 445 | Max_nodes: 94 | Time: 1.3393e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 544 | Max_nodes: 94 | Time: 1.3397e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 495 | Max_nodes: 94 | Time: 1.3397e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 437 | Max_nodes: 94 | Time: 1.3401e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 35 | Max_nodes: 94 | Time: 1.3405e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 435 | Max_nodes: 94 | Time: 1.3415e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 71 | Max_nodes: 94 | Time: 1.3433e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 381 | Max_nodes: 94 | Time: 1.3435e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 87 | Max_nodes: 94 | Time: 1.3444e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 69 | Max_nodes: 94 | Time: 1.3452e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 59 | Max_nodes: 94 | Time: 1.3457e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 377 | Max_nodes: 94 | Time: 1.3466e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 371 | Max_nodes: 94 | Time: 1.3478e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 33 | Max_nodes: 94 | Time: 1.3484e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 375 | Max_nodes: 94 | Time: 1.3487e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 369 | Max_nodes: 94 | Time: 1.3493e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 358 | Max_nodes: 94 | Time: 1.3497e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 65 | Max_nodes: 94 | Time: 1.3537e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 263 | Max_nodes: 94 | Time: 1.3537e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 427 | Max_nodes: 94 | Time: 1.3542e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 411 | Max_nodes: 94 | Time: 1.3571e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 39 | Max_nodes: 94 | Time: 1.3574e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 57 | Max_nodes: 94 | Time: 1.3575e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 45 | Max_nodes: 94 | Time: 1.3583e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 63 | Max_nodes: 94 | Time: 1.3590e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 341 | Max_nodes: 94 | Time: 1.3609e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 355 | Max_nodes: 94 | Time: 1.3640e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 331 | Max_nodes: 94 | Time: 1.3646e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 257 | Max_nodes: 94 | Time: 1.3665e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 41 | Max_nodes: 94 | Time: 1.3672e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 249 | Max_nodes: 94 | Time: 1.3703e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 424 | Max_nodes: 94 | Time: 1.3705e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 339 | Max_nodes: 94 | Time: 1.3706e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 421 | Max_nodes: 94 | Time: 1.3714e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 334 | Max_nodes: 94 | Time: 1.3720e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 413 | Max_nodes: 94 | Time: 1.3748e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 349 | Max_nodes: 94 | Time: 1.3749e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 352 | Max_nodes: 94 | Time: 1.3749e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 89 | Max_nodes: 94 | Time: 1.3787e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 261 | Max_nodes: 94 | Time: 1.3788e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 255 | Max_nodes: 94 | Time: 1.3818e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 430 | Max_nodes: 94 | Time: 1.3832e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 315 | Max_nodes: 94 | Time: 1.3834e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 325 | Max_nodes: 94 | Time: 1.3876e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 310 | Max_nodes: 94 | Time: 1.3884e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 307 | Max_nodes: 94 | Time: 1.3902e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 317 | Max_nodes: 94 | Time: 1.3904e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 293 | Max_nodes: 94 | Time: 1.3953e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 291 | Max_nodes: 94 | Time: 1.3956e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 328 | Max_nodes: 94 | Time: 1.3956e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 251 | Max_nodes: 94 | Time: 1.3965e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 304 | Max_nodes: 94 | Time: 1.4014e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 301 | Max_nodes: 94 | Time: 1.4046e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| - -........................... -Average time: 1.3311e-04s - -________________________________________________________________________________________________ - -240 permutations have 64 max nodes. -Index: 719 | Active_nodes: 32 | Time: 1.1920e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 566 | Active_nodes: 32 | Time: 1.1922e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 564 | Active_nodes: 32 | Time: 1.1994e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 717 | Active_nodes: 32 | Time: 1.2030e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 560 | Active_nodes: 32 | Time: 1.2034e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 707 | Active_nodes: 32 | Time: 1.2079e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 695 | Active_nodes: 32 | Time: 1.2091e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 713 | Active_nodes: 32 | Time: 1.2097e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 542 | Active_nodes: 32 | Time: 1.2099e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 554 | Active_nodes: 32 | Time: 1.2102e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 599 | Active_nodes: 32 | Time: 1.2113e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 540 | Active_nodes: 32 | Time: 1.2155e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 711 | Active_nodes: 32 | Time: 1.2168e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 446 | Active_nodes: 32 | Time: 1.2175e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 558 | Active_nodes: 32 | Time: 1.2189e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 552 | Active_nodes: 32 | Time: 1.2215e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 444 | Active_nodes: 32 | Time: 1.2226e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 693 | Active_nodes: 32 | Time: 1.2234e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 597 | Active_nodes: 32 | Time: 1.2248e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 705 | Active_nodes: 32 | Time: 1.2258e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 434 | Active_nodes: 32 | Time: 1.2280e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 647 | Active_nodes: 32 | Time: 1.2282e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 683 | Active_nodes: 32 | Time: 1.2296e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 528 | Active_nodes: 32 | Time: 1.2305e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 440 | Active_nodes: 32 | Time: 1.2315e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 536 | Active_nodes: 32 | Time: 1.2315e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 530 | Active_nodes: 32 | Time: 1.2330e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 432 | Active_nodes: 32 | Time: 1.2331e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 422 | Active_nodes: 32 | Time: 1.2334e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 593 | Active_nodes: 32 | Time: 1.2334e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 575 | Active_nodes: 32 | Time: 1.2336e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 492 | Active_nodes: 32 | Time: 1.2336e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 687 | Active_nodes: 32 | Time: 1.2341e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 671 | Active_nodes: 32 | Time: 1.2351e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 534 | Active_nodes: 32 | Time: 1.2355e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 587 | Active_nodes: 32 | Time: 1.2358e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 689 | Active_nodes: 32 | Time: 1.2378e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 585 | Active_nodes: 32 | Time: 1.2379e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 488 | Active_nodes: 32 | Time: 1.2382e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 635 | Active_nodes: 32 | Time: 1.2383e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 494 | Active_nodes: 32 | Time: 1.2394e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 645 | Active_nodes: 32 | Time: 1.2399e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 573 | Active_nodes: 32 | Time: 1.2412e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 641 | Active_nodes: 32 | Time: 1.2418e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 506 | Active_nodes: 32 | Time: 1.2424e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 486 | Active_nodes: 32 | Time: 1.2424e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 438 | Active_nodes: 32 | Time: 1.2424e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 518 | Active_nodes: 32 | Time: 1.2435e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 479 | Active_nodes: 32 | Time: 1.2440e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 591 | Active_nodes: 32 | Time: 1.2442e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 681 | Active_nodes: 32 | Time: 1.2466e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 659 | Active_nodes: 32 | Time: 1.2470e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 669 | Active_nodes: 32 | Time: 1.2485e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 639 | Active_nodes: 32 | Time: 1.2485e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 326 | Active_nodes: 32 | Time: 1.2496e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 527 | Active_nodes: 32 | Time: 1.2520e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 420 | Active_nodes: 32 | Time: 1.2520e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 416 | Active_nodes: 32 | Time: 1.2529e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 477 | Active_nodes: 32 | Time: 1.2533e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 324 | Active_nodes: 32 | Time: 1.2533e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 510 | Active_nodes: 32 | Time: 1.2534e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 633 | Active_nodes: 32 | Time: 1.2546e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 516 | Active_nodes: 32 | Time: 1.2548e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 482 | Active_nodes: 32 | Time: 1.2559e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 657 | Active_nodes: 32 | Time: 1.2569e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 414 | Active_nodes: 32 | Time: 1.2572e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 408 | Active_nodes: 32 | Time: 1.2575e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 563 | Active_nodes: 32 | Time: 1.2578e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 567 | Active_nodes: 32 | Time: 1.2589e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 398 | Active_nodes: 32 | Time: 1.2591e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 525 | Active_nodes: 32 | Time: 1.2604e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 551 | Active_nodes: 32 | Time: 1.2609e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 302 | Active_nodes: 32 | Time: 1.2620e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 665 | Active_nodes: 32 | Time: 1.2625e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 410 | Active_nodes: 32 | Time: 1.2631e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 455 | Active_nodes: 32 | Time: 1.2637e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 569 | Active_nodes: 32 | Time: 1.2641e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 362 | Active_nodes: 32 | Time: 1.2646e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 561 | Active_nodes: 32 | Time: 1.2653e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 396 | Active_nodes: 32 | Time: 1.2656e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 549 | Active_nodes: 32 | Time: 1.2658e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 300 | Active_nodes: 32 | Time: 1.2670e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 467 | Active_nodes: 32 | Time: 1.2674e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 374 | Active_nodes: 32 | Time: 1.2676e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 521 | Active_nodes: 32 | Time: 1.2681e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 473 | Active_nodes: 32 | Time: 1.2682e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 366 | Active_nodes: 32 | Time: 1.2686e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 314 | Active_nodes: 32 | Time: 1.2690e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 453 | Active_nodes: 32 | Time: 1.2693e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 368 | Active_nodes: 32 | Time: 1.2701e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 663 | Active_nodes: 32 | Time: 1.2707e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 471 | Active_nodes: 32 | Time: 1.2711e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 386 | Active_nodes: 32 | Time: 1.2731e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 515 | Active_nodes: 32 | Time: 1.2754e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 513 | Active_nodes: 32 | Time: 1.2765e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 539 | Active_nodes: 32 | Time: 1.2771e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 239 | Active_nodes: 32 | Time: 1.2775e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 512 | Active_nodes: 32 | Time: 1.2790e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 392 | Active_nodes: 32 | Time: 1.2802e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 465 | Active_nodes: 32 | Time: 1.2807e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 290 | Active_nodes: 32 | Time: 1.2816e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 537 | Active_nodes: 32 | Time: 1.2818e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 545 | Active_nodes: 32 | Time: 1.2838e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 519 | Active_nodes: 32 | Time: 1.2839e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 296 | Active_nodes: 32 | Time: 1.2839e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 372 | Active_nodes: 32 | Time: 1.2842e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 384 | Active_nodes: 32 | Time: 1.2843e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 390 | Active_nodes: 32 | Time: 1.2846e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 86 | Active_nodes: 32 | Time: 1.2851e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 443 | Active_nodes: 32 | Time: 1.2854e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 294 | Active_nodes: 32 | Time: 1.2870e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 449 | Active_nodes: 32 | Time: 1.2890e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 237 | Active_nodes: 32 | Time: 1.2892e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 447 | Active_nodes: 32 | Time: 1.2895e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 254 | Active_nodes: 32 | Time: 1.2903e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 215 | Active_nodes: 32 | Time: 1.2903e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 480 | Active_nodes: 32 | Time: 1.2910e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 407 | Active_nodes: 32 | Time: 1.2912e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 84 | Active_nodes: 32 | Time: 1.2920e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 242 | Active_nodes: 32 | Time: 1.2920e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 74 | Active_nodes: 32 | Time: 1.2924e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 543 | Active_nodes: 32 | Time: 1.2934e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 395 | Active_nodes: 32 | Time: 1.2946e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 233 | Active_nodes: 32 | Time: 1.2948e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 441 | Active_nodes: 32 | Time: 1.2950e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 288 | Active_nodes: 32 | Time: 1.2956e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 266 | Active_nodes: 32 | Time: 1.2974e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 405 | Active_nodes: 32 | Time: 1.2975e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 278 | Active_nodes: 32 | Time: 1.2978e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 359 | Active_nodes: 32 | Time: 1.2981e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 62 | Active_nodes: 32 | Time: 1.2983e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 431 | Active_nodes: 32 | Time: 1.2991e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 227 | Active_nodes: 32 | Time: 1.2992e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 60 | Active_nodes: 32 | Time: 1.2993e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 206 | Active_nodes: 32 | Time: 1.3007e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 213 | Active_nodes: 32 | Time: 1.3007e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 504 | Active_nodes: 32 | Time: 1.3009e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 429 | Active_nodes: 32 | Time: 1.3023e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 231 | Active_nodes: 32 | Time: 1.3024e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 78 | Active_nodes: 32 | Time: 1.3024e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 276 | Active_nodes: 32 | Time: 1.3027e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 252 | Active_nodes: 32 | Time: 1.3029e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 248 | Active_nodes: 32 | Time: 1.3029e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 357 | Active_nodes: 32 | Time: 1.3043e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 312 | Active_nodes: 32 | Time: 1.3049e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 264 | Active_nodes: 32 | Time: 1.3051e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 204 | Active_nodes: 32 | Time: 1.3055e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 182 | Active_nodes: 32 | Time: 1.3057e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 401 | Active_nodes: 32 | Time: 1.3061e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 56 | Active_nodes: 32 | Time: 1.3067e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 320 | Active_nodes: 32 | Time: 1.3070e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 419 | Active_nodes: 32 | Time: 1.3073e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 393 | Active_nodes: 32 | Time: 1.3091e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 155 | Active_nodes: 32 | Time: 1.3094e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 80 | Active_nodes: 32 | Time: 1.3106e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 14 | Active_nodes: 32 | Time: 1.3110e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 167 | Active_nodes: 32 | Time: 1.3111e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 225 | Active_nodes: 32 | Time: 1.3112e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 272 | Active_nodes: 32 | Time: 1.3114e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 417 | Active_nodes: 32 | Time: 1.3118e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 54 | Active_nodes: 32 | Time: 1.3120e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 399 | Active_nodes: 32 | Time: 1.3125e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 335 | Active_nodes: 32 | Time: 1.3125e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 347 | Active_nodes: 32 | Time: 1.3135e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 48 | Active_nodes: 32 | Time: 1.3141e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 2 | Active_nodes: 32 | Time: 1.3144e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 203 | Active_nodes: 32 | Time: 1.3144e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 287 | Active_nodes: 32 | Time: 1.3154e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 8 | Active_nodes: 32 | Time: 1.3159e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 153 | Active_nodes: 32 | Time: 1.3168e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 50 | Active_nodes: 32 | Time: 1.3169e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 240 | Active_nodes: 32 | Time: 1.3179e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 425 | Active_nodes: 32 | Time: 1.3180e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 353 | Active_nodes: 32 | Time: 1.3184e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 246 | Active_nodes: 32 | Time: 1.3186e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 26 | Active_nodes: 32 | Time: 1.3197e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 423 | Active_nodes: 32 | Time: 1.3199e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 180 | Active_nodes: 32 | Time: 1.3204e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 194 | Active_nodes: 32 | Time: 1.3220e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 0 | Active_nodes: 32 | Time: 1.3223e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 179 | Active_nodes: 32 | Time: 1.3227e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 351 | Active_nodes: 32 | Time: 1.3229e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 165 | Active_nodes: 32 | Time: 1.3230e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 360 | Active_nodes: 32 | Time: 1.3235e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 275 | Active_nodes: 32 | Time: 1.3240e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 36 | Active_nodes: 32 | Time: 1.3247e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 201 | Active_nodes: 32 | Time: 1.3248e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 285 | Active_nodes: 32 | Time: 1.3259e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 177 | Active_nodes: 32 | Time: 1.3264e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 185 | Active_nodes: 32 | Time: 1.3266e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 270 | Active_nodes: 32 | Time: 1.3280e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 24 | Active_nodes: 32 | Time: 1.3285e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 191 | Active_nodes: 32 | Time: 1.3285e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 200 | Active_nodes: 32 | Time: 1.3286e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 345 | Active_nodes: 32 | Time: 1.3287e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 318 | Active_nodes: 32 | Time: 1.3290e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 32 | Active_nodes: 32 | Time: 1.3305e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 6 | Active_nodes: 32 | Time: 1.3308e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 122 | Active_nodes: 32 | Time: 1.3315e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 273 | Active_nodes: 32 | Time: 1.3332e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 323 | Active_nodes: 32 | Time: 1.3334e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 281 | Active_nodes: 32 | Time: 1.3334e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 189 | Active_nodes: 32 | Time: 1.3336e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 174 | Active_nodes: 32 | Time: 1.3341e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 207 | Active_nodes: 32 | Time: 1.3343e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 120 | Active_nodes: 32 | Time: 1.3348e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 209 | Active_nodes: 32 | Time: 1.3357e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 170 | Active_nodes: 32 | Time: 1.3361e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 329 | Active_nodes: 32 | Time: 1.3361e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 333 | Active_nodes: 32 | Time: 1.3367e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 168 | Active_nodes: 32 | Time: 1.3374e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 146 | Active_nodes: 32 | Time: 1.3375e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 126 | Active_nodes: 32 | Time: 1.3387e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 158 | Active_nodes: 32 | Time: 1.3388e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 321 | Active_nodes: 32 | Time: 1.3388e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 30 | Active_nodes: 32 | Time: 1.3399e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 134 | Active_nodes: 32 | Time: 1.3401e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 128 | Active_nodes: 32 | Time: 1.3418e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 309 | Active_nodes: 32 | Time: 1.3419e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 327 | Active_nodes: 32 | Time: 1.3426e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 156 | Active_nodes: 32 | Time: 1.3429e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 12 | Active_nodes: 32 | Time: 1.3443e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 144 | Active_nodes: 32 | Time: 1.3452e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 38 | Active_nodes: 32 | Time: 1.3461e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 72 | Active_nodes: 32 | Time: 1.3462e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 161 | Active_nodes: 32 | Time: 1.3467e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 159 | Active_nodes: 32 | Time: 1.3474e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 279 | Active_nodes: 32 | Time: 1.3500e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 183 | Active_nodes: 32 | Time: 1.3508e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 152 | Active_nodes: 32 | Time: 1.3534e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 132 | Active_nodes: 32 | Time: 1.3543e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 305 | Active_nodes: 32 | Time: 1.3562e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 297 | Active_nodes: 32 | Time: 1.3576e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 198 | Active_nodes: 32 | Time: 1.3583e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 150 | Active_nodes: 32 | Time: 1.3597e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 303 | Active_nodes: 32 | Time: 1.3662e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 311 | Active_nodes: 32 | Time: 1.3666e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 192 | Active_nodes: 32 | Time: 1.3707e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 299 | Active_nodes: 32 | Time: 1.3780e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 176 | Active_nodes: 32 | Time: 1.3789e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| - -........................... -Average time: 1.2878e-04s - -120 permutations have 66 max nodes. -Index: 684 | Active_nodes: 33 | Time: 1.2107e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 686 | Active_nodes: 33 | Time: 1.2130e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 662 | Active_nodes: 33 | Time: 1.2145e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 680 | Active_nodes: 33 | Time: 1.2159e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 674 | Active_nodes: 33 | Time: 1.2235e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 470 | Active_nodes: 33 | Time: 1.2267e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 672 | Active_nodes: 33 | Time: 1.2283e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 678 | Active_nodes: 33 | Time: 1.2288e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 656 | Active_nodes: 33 | Time: 1.2302e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 660 | Active_nodes: 33 | Time: 1.2307e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 468 | Active_nodes: 33 | Time: 1.2314e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 650 | Active_nodes: 33 | Time: 1.2345e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 464 | Active_nodes: 33 | Time: 1.2364e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 602 | Active_nodes: 33 | Time: 1.2391e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 638 | Active_nodes: 33 | Time: 1.2401e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 608 | Active_nodes: 33 | Time: 1.2417e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 614 | Active_nodes: 33 | Time: 1.2420e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 648 | Active_nodes: 33 | Time: 1.2437e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 654 | Active_nodes: 33 | Time: 1.2443e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 458 | Active_nodes: 33 | Time: 1.2455e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 456 | Active_nodes: 33 | Time: 1.2456e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 612 | Active_nodes: 33 | Time: 1.2460e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 626 | Active_nodes: 33 | Time: 1.2477e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 428 | Active_nodes: 33 | Time: 1.2511e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 462 | Active_nodes: 33 | Time: 1.2535e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 636 | Active_nodes: 33 | Time: 1.2541e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 426 | Active_nodes: 33 | Time: 1.2560e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 350 | Active_nodes: 33 | Time: 1.2583e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 606 | Active_nodes: 33 | Time: 1.2606e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 630 | Active_nodes: 33 | Time: 1.2663e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 380 | Active_nodes: 33 | Time: 1.2696e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 632 | Active_nodes: 33 | Time: 1.2709e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 378 | Active_nodes: 33 | Time: 1.2739e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 404 | Active_nodes: 33 | Time: 1.2754e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 409 | Active_nodes: 33 | Time: 1.2791e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 418 | Active_nodes: 33 | Time: 1.2808e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 402 | Active_nodes: 33 | Time: 1.2813e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 344 | Active_nodes: 33 | Time: 1.2814e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 338 | Active_nodes: 33 | Time: 1.2820e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 308 | Active_nodes: 33 | Time: 1.2826e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 306 | Active_nodes: 33 | Time: 1.2842e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 336 | Active_nodes: 33 | Time: 1.2891e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 370 | Active_nodes: 33 | Time: 1.2891e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 412 | Active_nodes: 33 | Time: 1.2895e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 367 | Active_nodes: 33 | Time: 1.2904e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 342 | Active_nodes: 33 | Time: 1.2916e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 348 | Active_nodes: 33 | Time: 1.2919e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 361 | Active_nodes: 33 | Time: 1.2942e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 110 | Active_nodes: 33 | Time: 1.2956e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 415 | Active_nodes: 33 | Time: 1.2958e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 108 | Active_nodes: 33 | Time: 1.2981e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 388 | Active_nodes: 33 | Time: 1.2981e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 385 | Active_nodes: 33 | Time: 1.2981e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 391 | Active_nodes: 33 | Time: 1.2998e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 364 | Active_nodes: 33 | Time: 1.3005e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 98 | Active_nodes: 33 | Time: 1.3036e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 295 | Active_nodes: 33 | Time: 1.3074e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 292 | Active_nodes: 33 | Time: 1.3085e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 600 | Active_nodes: 33 | Time: 1.3085e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 289 | Active_nodes: 33 | Time: 1.3087e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 68 | Active_nodes: 33 | Time: 1.3088e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 298 | Active_nodes: 33 | Time: 1.3089e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 394 | Active_nodes: 33 | Time: 1.3098e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 624 | Active_nodes: 33 | Time: 1.3100e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 260 | Active_nodes: 33 | Time: 1.3115e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 258 | Active_nodes: 33 | Time: 1.3130e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 102 | Active_nodes: 33 | Time: 1.3135e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 230 | Active_nodes: 33 | Time: 1.3142e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 244 | Active_nodes: 33 | Time: 1.3170e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 228 | Active_nodes: 33 | Time: 1.3198e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 66 | Active_nodes: 33 | Time: 1.3221e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 268 | Active_nodes: 33 | Time: 1.3224e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 241 | Active_nodes: 33 | Time: 1.3226e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 282 | Active_nodes: 33 | Time: 1.3240e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 188 | Active_nodes: 33 | Time: 1.3282e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 20 | Active_nodes: 33 | Time: 1.3283e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 250 | Active_nodes: 33 | Time: 1.3285e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 224 | Active_nodes: 33 | Time: 1.3294e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 44 | Active_nodes: 33 | Time: 1.3312e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 218 | Active_nodes: 33 | Time: 1.3318e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 271 | Active_nodes: 33 | Time: 1.3320e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 55 | Active_nodes: 33 | Time: 1.3323e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 247 | Active_nodes: 33 | Time: 1.3326e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 58 | Active_nodes: 33 | Time: 1.3341e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 49 | Active_nodes: 33 | Time: 1.3349e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 274 | Active_nodes: 33 | Time: 1.3363e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 186 | Active_nodes: 33 | Time: 1.3366e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 104 | Active_nodes: 33 | Time: 1.3369e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 265 | Active_nodes: 33 | Time: 1.3372e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 1 | Active_nodes: 33 | Time: 1.3388e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 4 | Active_nodes: 33 | Time: 1.3392e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 52 | Active_nodes: 33 | Time: 1.3403e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 28 | Active_nodes: 33 | Time: 1.3456e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 10 | Active_nodes: 33 | Time: 1.3460e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 42 | Active_nodes: 33 | Time: 1.3465e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 284 | Active_nodes: 33 | Time: 1.3479e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 7 | Active_nodes: 33 | Time: 1.3510e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 172 | Active_nodes: 33 | Time: 1.3531e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 31 | Active_nodes: 33 | Time: 1.3540e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 25 | Active_nodes: 33 | Time: 1.3564e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 164 | Active_nodes: 33 | Time: 1.3575e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 178 | Active_nodes: 33 | Time: 1.3594e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 169 | Active_nodes: 33 | Time: 1.3613e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 222 | Active_nodes: 33 | Time: 1.3626e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 34 | Active_nodes: 33 | Time: 1.3635e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 148 | Active_nodes: 33 | Time: 1.3659e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 162 | Active_nodes: 33 | Time: 1.3690e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 121 | Active_nodes: 33 | Time: 1.3707e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 145 | Active_nodes: 33 | Time: 1.3711e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 154 | Active_nodes: 33 | Time: 1.3738e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 151 | Active_nodes: 33 | Time: 1.3762e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 140 | Active_nodes: 33 | Time: 1.3834e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 96 | Active_nodes: 33 | Time: 1.3850e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 18 | Active_nodes: 33 | Time: 1.3867e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 216 | Active_nodes: 33 | Time: 1.3924e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 124 | Active_nodes: 33 | Time: 1.4023e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 138 | Active_nodes: 33 | Time: 1.4186e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 130 | Active_nodes: 33 | Time: 1.4336e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 127 | Active_nodes: 33 | Time: 1.4508e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 175 | Active_nodes: 33 | Time: 1.4545e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| - -........................... -Average time: 1.3070e-04s - -120 permutations have 70 max nodes. -Index: 710 | Active_nodes: 35 | Time: 1.2171e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 708 | Active_nodes: 35 | Time: 1.2235e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 704 | Active_nodes: 35 | Time: 1.2261e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 590 | Active_nodes: 35 | Time: 1.2276e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 698 | Active_nodes: 35 | Time: 1.2284e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 668 | Active_nodes: 35 | Time: 1.2314e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 696 | Active_nodes: 35 | Time: 1.2357e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 588 | Active_nodes: 35 | Time: 1.2426e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 702 | Active_nodes: 35 | Time: 1.2432e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 666 | Active_nodes: 35 | Time: 1.2472e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 576 | Active_nodes: 35 | Time: 1.2486e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 584 | Active_nodes: 35 | Time: 1.2511e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 578 | Active_nodes: 35 | Time: 1.2523e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 620 | Active_nodes: 35 | Time: 1.2534e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 618 | Active_nodes: 35 | Time: 1.2560e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 582 | Active_nodes: 35 | Time: 1.2572e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 649 | Active_nodes: 35 | Time: 1.2575e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 652 | Active_nodes: 35 | Time: 1.2584e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 658 | Active_nodes: 35 | Time: 1.2605e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 655 | Active_nodes: 35 | Time: 1.2621e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 546 | Active_nodes: 35 | Time: 1.2631e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 642 | Active_nodes: 35 | Time: 1.2634e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 604 | Active_nodes: 35 | Time: 1.2635e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 610 | Active_nodes: 35 | Time: 1.2637e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 644 | Active_nodes: 35 | Time: 1.2656e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 500 | Active_nodes: 35 | Time: 1.2673e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 601 | Active_nodes: 35 | Time: 1.2709e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 548 | Active_nodes: 35 | Time: 1.2746e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 356 | Active_nodes: 35 | Time: 1.2764e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 498 | Active_nodes: 35 | Time: 1.2772e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 628 | Active_nodes: 35 | Time: 1.2781e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 607 | Active_nodes: 35 | Time: 1.2788e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 631 | Active_nodes: 35 | Time: 1.2800e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 524 | Active_nodes: 35 | Time: 1.2814e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 625 | Active_nodes: 35 | Time: 1.2835e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 535 | Active_nodes: 35 | Time: 1.2847e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 484 | Active_nodes: 35 | Time: 1.2868e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 532 | Active_nodes: 35 | Time: 1.2882e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 332 | Active_nodes: 35 | Time: 1.2883e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 354 | Active_nodes: 35 | Time: 1.2897e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 634 | Active_nodes: 35 | Time: 1.2902e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 538 | Active_nodes: 35 | Time: 1.2916e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 522 | Active_nodes: 35 | Time: 1.2968e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 529 | Active_nodes: 35 | Time: 1.2975e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 490 | Active_nodes: 35 | Time: 1.2988e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 330 | Active_nodes: 35 | Time: 1.2989e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 481 | Active_nodes: 35 | Time: 1.2994e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 505 | Active_nodes: 35 | Time: 1.3026e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 514 | Active_nodes: 35 | Time: 1.3032e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 511 | Active_nodes: 35 | Time: 1.3038e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 340 | Active_nodes: 35 | Time: 1.3052e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 508 | Active_nodes: 35 | Time: 1.3093e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 116 | Active_nodes: 35 | Time: 1.3112e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 346 | Active_nodes: 35 | Time: 1.3155e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 337 | Active_nodes: 35 | Time: 1.3164e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 114 | Active_nodes: 35 | Time: 1.3181e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 322 | Active_nodes: 35 | Time: 1.3204e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 92 | Active_nodes: 35 | Time: 1.3249e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 313 | Active_nodes: 35 | Time: 1.3255e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 487 | Active_nodes: 35 | Time: 1.3257e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 316 | Active_nodes: 35 | Time: 1.3261e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 106 | Active_nodes: 35 | Time: 1.3312e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 343 | Active_nodes: 35 | Time: 1.3317e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 319 | Active_nodes: 35 | Time: 1.3320e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 90 | Active_nodes: 35 | Time: 1.3339e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 103 | Active_nodes: 35 | Time: 1.3355e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 236 | Active_nodes: 35 | Time: 1.3387e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 100 | Active_nodes: 35 | Time: 1.3411e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 245 | Active_nodes: 35 | Time: 1.3420e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 97 | Active_nodes: 35 | Time: 1.3432e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 262 | Active_nodes: 35 | Time: 1.3434e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 286 | Active_nodes: 35 | Time: 1.3440e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 212 | Active_nodes: 35 | Time: 1.3456e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 259 | Active_nodes: 35 | Time: 1.3461e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 234 | Active_nodes: 35 | Time: 1.3478e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 267 | Active_nodes: 35 | Time: 1.3487e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 76 | Active_nodes: 35 | Time: 1.3501e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 220 | Active_nodes: 35 | Time: 1.3507e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 243 | Active_nodes: 35 | Time: 1.3509e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 82 | Active_nodes: 35 | Time: 1.3526e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 283 | Active_nodes: 35 | Time: 1.3526e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 253 | Active_nodes: 35 | Time: 1.3526e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 256 | Active_nodes: 35 | Time: 1.3536e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 210 | Active_nodes: 35 | Time: 1.3542e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 223 | Active_nodes: 35 | Time: 1.3559e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 277 | Active_nodes: 35 | Time: 1.3571e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 217 | Active_nodes: 35 | Time: 1.3580e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 19 | Active_nodes: 35 | Time: 1.3581e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 22 | Active_nodes: 35 | Time: 1.3581e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 73 | Active_nodes: 35 | Time: 1.3583e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 5 | Active_nodes: 35 | Time: 1.3594e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 226 | Active_nodes: 35 | Time: 1.3596e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 269 | Active_nodes: 35 | Time: 1.3638e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 29 | Active_nodes: 35 | Time: 1.3641e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 46 | Active_nodes: 35 | Time: 1.3651e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 79 | Active_nodes: 35 | Time: 1.3659e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 139 | Active_nodes: 35 | Time: 1.3676e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 193 | Active_nodes: 35 | Time: 1.3687e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 125 | Active_nodes: 35 | Time: 1.3702e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 13 | Active_nodes: 35 | Time: 1.3719e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 202 | Active_nodes: 35 | Time: 1.3723e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 196 | Active_nodes: 35 | Time: 1.3745e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 199 | Active_nodes: 35 | Time: 1.3759e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 280 | Active_nodes: 35 | Time: 1.3760e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 27 | Active_nodes: 35 | Time: 1.3766e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 123 | Active_nodes: 35 | Time: 1.3776e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 40 | Active_nodes: 35 | Time: 1.3776e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 136 | Active_nodes: 35 | Time: 1.3819e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 43 | Active_nodes: 35 | Time: 1.3827e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 166 | Active_nodes: 35 | Time: 1.3831e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 163 | Active_nodes: 35 | Time: 1.3863e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 37 | Active_nodes: 35 | Time: 1.3895e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 16 | Active_nodes: 35 | Time: 1.3951e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 133 | Active_nodes: 35 | Time: 1.3975e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 149 | Active_nodes: 35 | Time: 1.3997e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 142 | Active_nodes: 35 | Time: 1.4003e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 157 | Active_nodes: 35 | Time: 1.4018e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 160 | Active_nodes: 35 | Time: 1.4082e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 147 | Active_nodes: 35 | Time: 1.4162e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 3 | Active_nodes: 35 | Time: 1.4476e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| - -........................... -Average time: 1.3203e-04s - -120 permutations have 78 max nodes. -Index: 716 | Active_nodes: 39 | Time: 1.2267e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 714 | Active_nodes: 39 | Time: 1.2375e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 692 | Active_nodes: 39 | Time: 1.2425e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 706 | Active_nodes: 39 | Time: 1.2488e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 690 | Active_nodes: 39 | Time: 1.2496e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 697 | Active_nodes: 39 | Time: 1.2541e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 596 | Active_nodes: 39 | Time: 1.2548e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 703 | Active_nodes: 39 | Time: 1.2567e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 700 | Active_nodes: 39 | Time: 1.2567e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 594 | Active_nodes: 39 | Time: 1.2599e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 572 | Active_nodes: 39 | Time: 1.2644e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 676 | Active_nodes: 39 | Time: 1.2663e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 673 | Active_nodes: 39 | Time: 1.2708e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 586 | Active_nodes: 39 | Time: 1.2713e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 682 | Active_nodes: 39 | Time: 1.2713e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 679 | Active_nodes: 39 | Time: 1.2721e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 580 | Active_nodes: 39 | Time: 1.2742e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 577 | Active_nodes: 39 | Time: 1.2749e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 476 | Active_nodes: 39 | Time: 1.2756e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 583 | Active_nodes: 39 | Time: 1.2769e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 570 | Active_nodes: 39 | Time: 1.2791e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 622 | Active_nodes: 39 | Time: 1.2793e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 629 | Active_nodes: 39 | Time: 1.2826e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 619 | Active_nodes: 39 | Time: 1.2842e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 616 | Active_nodes: 39 | Time: 1.2876e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 643 | Active_nodes: 39 | Time: 1.2880e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 452 | Active_nodes: 39 | Time: 1.2884e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 474 | Active_nodes: 39 | Time: 1.2920e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 646 | Active_nodes: 39 | Time: 1.2950e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 502 | Active_nodes: 39 | Time: 1.2953e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 556 | Active_nodes: 39 | Time: 1.2965e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 562 | Active_nodes: 39 | Time: 1.2976e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 553 | Active_nodes: 39 | Time: 1.2983e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 450 | Active_nodes: 39 | Time: 1.2996e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 613 | Active_nodes: 39 | Time: 1.3006e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 640 | Active_nodes: 39 | Time: 1.3007e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 605 | Active_nodes: 39 | Time: 1.3022e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 559 | Active_nodes: 39 | Time: 1.3024e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 499 | Active_nodes: 39 | Time: 1.3042e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 463 | Active_nodes: 39 | Time: 1.3068e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 460 | Active_nodes: 39 | Time: 1.3074e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 457 | Active_nodes: 39 | Time: 1.3075e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 526 | Active_nodes: 39 | Time: 1.3090e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 627 | Active_nodes: 39 | Time: 1.3097e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 509 | Active_nodes: 39 | Time: 1.3097e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 603 | Active_nodes: 39 | Time: 1.3101e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 523 | Active_nodes: 39 | Time: 1.3101e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 466 | Active_nodes: 39 | Time: 1.3131e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 637 | Active_nodes: 39 | Time: 1.3133e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 496 | Active_nodes: 39 | Time: 1.3177e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 483 | Active_nodes: 39 | Time: 1.3182e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 436 | Active_nodes: 39 | Time: 1.3187e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 493 | Active_nodes: 39 | Time: 1.3194e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 507 | Active_nodes: 39 | Time: 1.3234e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 439 | Active_nodes: 39 | Time: 1.3242e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 520 | Active_nodes: 39 | Time: 1.3257e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 433 | Active_nodes: 39 | Time: 1.3268e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 517 | Active_nodes: 39 | Time: 1.3298e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 485 | Active_nodes: 39 | Time: 1.3365e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 365 | Active_nodes: 39 | Time: 1.3372e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 382 | Active_nodes: 39 | Time: 1.3384e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 379 | Active_nodes: 39 | Time: 1.3398e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 389 | Active_nodes: 39 | Time: 1.3423e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 442 | Active_nodes: 39 | Time: 1.3490e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 406 | Active_nodes: 39 | Time: 1.3492e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 118 | Active_nodes: 39 | Time: 1.3515e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 376 | Active_nodes: 39 | Time: 1.3527e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 94 | Active_nodes: 39 | Time: 1.3545e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 403 | Active_nodes: 39 | Time: 1.3549e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 115 | Active_nodes: 39 | Time: 1.3569e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 373 | Active_nodes: 39 | Time: 1.3579e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 387 | Active_nodes: 39 | Time: 1.3591e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 400 | Active_nodes: 39 | Time: 1.3601e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 23 | Active_nodes: 39 | Time: 1.3621e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 397 | Active_nodes: 39 | Time: 1.3644e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 99 | Active_nodes: 39 | Time: 1.3662e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 101 | Active_nodes: 39 | Time: 1.3666e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 112 | Active_nodes: 39 | Time: 1.3702e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 11 | Active_nodes: 39 | Time: 1.3706e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 235 | Active_nodes: 39 | Time: 1.3708e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 363 | Active_nodes: 39 | Time: 1.3724e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 91 | Active_nodes: 39 | Time: 1.3725e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 238 | Active_nodes: 39 | Time: 1.3729e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 141 | Active_nodes: 39 | Time: 1.3746e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 21 | Active_nodes: 39 | Time: 1.3751e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 17 | Active_nodes: 39 | Time: 1.3756e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 109 | Active_nodes: 39 | Time: 1.3763e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 143 | Active_nodes: 39 | Time: 1.3767e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 77 | Active_nodes: 39 | Time: 1.3790e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 214 | Active_nodes: 39 | Time: 1.3797e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 221 | Active_nodes: 39 | Time: 1.3804e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 219 | Active_nodes: 39 | Time: 1.3814e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 211 | Active_nodes: 39 | Time: 1.3840e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 15 | Active_nodes: 39 | Time: 1.3846e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 85 | Active_nodes: 39 | Time: 1.3853e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 131 | Active_nodes: 39 | Time: 1.3868e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 137 | Active_nodes: 39 | Time: 1.3891e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 232 | Active_nodes: 39 | Time: 1.3894e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 53 | Active_nodes: 39 | Time: 1.3905e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 197 | Active_nodes: 39 | Time: 1.3905e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 75 | Active_nodes: 39 | Time: 1.3909e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 229 | Active_nodes: 39 | Time: 1.3913e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 129 | Active_nodes: 39 | Time: 1.3937e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 195 | Active_nodes: 39 | Time: 1.3938e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 135 | Active_nodes: 39 | Time: 1.3941e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 70 | Active_nodes: 39 | Time: 1.3952e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 208 | Active_nodes: 39 | Time: 1.4009e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 51 | Active_nodes: 39 | Time: 1.4026e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 64 | Active_nodes: 39 | Time: 1.4034e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 9 | Active_nodes: 39 | Time: 1.4056e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 88 | Active_nodes: 39 | Time: 1.4056e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 173 | Active_nodes: 39 | Time: 1.4075e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 187 | Active_nodes: 39 | Time: 1.4101e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 190 | Active_nodes: 39 | Time: 1.4129e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 67 | Active_nodes: 39 | Time: 1.4147e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 181 | Active_nodes: 39 | Time: 1.4150e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 205 | Active_nodes: 39 | Time: 1.4173e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 184 | Active_nodes: 39 | Time: 1.4177e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 61 | Active_nodes: 39 | Time: 1.4195e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 171 | Active_nodes: 39 | Time: 1.4248e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| - -........................... -Average time: 1.3360e-04s - -120 permutations have 94 max nodes. -Index: 718 | Active_nodes: 47 | Time: 1.2459e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 715 | Active_nodes: 47 | Time: 1.2529e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 598 | Active_nodes: 47 | Time: 1.2634e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 623 | Active_nodes: 47 | Time: 1.2650e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 701 | Active_nodes: 47 | Time: 1.2684e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 709 | Active_nodes: 47 | Time: 1.2705e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 595 | Active_nodes: 47 | Time: 1.2721e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 712 | Active_nodes: 47 | Time: 1.2729e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 699 | Active_nodes: 47 | Time: 1.2745e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 694 | Active_nodes: 47 | Time: 1.2785e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 617 | Active_nodes: 47 | Time: 1.2792e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 621 | Active_nodes: 47 | Time: 1.2794e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 581 | Active_nodes: 47 | Time: 1.2814e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 574 | Active_nodes: 47 | Time: 1.2816e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 611 | Active_nodes: 47 | Time: 1.2819e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 579 | Active_nodes: 47 | Time: 1.2849e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 670 | Active_nodes: 47 | Time: 1.2860e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 503 | Active_nodes: 47 | Time: 1.2875e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 609 | Active_nodes: 47 | Time: 1.2876e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 592 | Active_nodes: 47 | Time: 1.2885e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 691 | Active_nodes: 47 | Time: 1.2889e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 571 | Active_nodes: 47 | Time: 1.2897e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 589 | Active_nodes: 47 | Time: 1.2982e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 615 | Active_nodes: 47 | Time: 1.2999e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 475 | Active_nodes: 47 | Time: 1.3004e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 677 | Active_nodes: 47 | Time: 1.3006e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 478 | Active_nodes: 47 | Time: 1.3030e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 667 | Active_nodes: 47 | Time: 1.3040e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 501 | Active_nodes: 47 | Time: 1.3044e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 675 | Active_nodes: 47 | Time: 1.3061e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 117 | Active_nodes: 47 | Time: 1.3065e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 557 | Active_nodes: 47 | Time: 1.3066e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 653 | Active_nodes: 47 | Time: 1.3067e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 497 | Active_nodes: 47 | Time: 1.3083e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 685 | Active_nodes: 47 | Time: 1.3093e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 454 | Active_nodes: 47 | Time: 1.3095e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 651 | Active_nodes: 47 | Time: 1.3097e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 661 | Active_nodes: 47 | Time: 1.3098e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 664 | Active_nodes: 47 | Time: 1.3099e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 550 | Active_nodes: 47 | Time: 1.3103e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 107 | Active_nodes: 47 | Time: 1.3122e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 688 | Active_nodes: 47 | Time: 1.3128e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 565 | Active_nodes: 47 | Time: 1.3133e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 451 | Active_nodes: 47 | Time: 1.3141e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 555 | Active_nodes: 47 | Time: 1.3149e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 461 | Active_nodes: 47 | Time: 1.3151e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 568 | Active_nodes: 47 | Time: 1.3151e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 547 | Active_nodes: 47 | Time: 1.3156e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 113 | Active_nodes: 47 | Time: 1.3200e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 533 | Active_nodes: 47 | Time: 1.3200e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 95 | Active_nodes: 47 | Time: 1.3202e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 472 | Active_nodes: 47 | Time: 1.3211e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 491 | Active_nodes: 47 | Time: 1.3259e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 119 | Active_nodes: 47 | Time: 1.3269e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 459 | Active_nodes: 47 | Time: 1.3280e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 383 | Active_nodes: 47 | Time: 1.3296e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 105 | Active_nodes: 47 | Time: 1.3304e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 93 | Active_nodes: 47 | Time: 1.3315e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 83 | Active_nodes: 47 | Time: 1.3330e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 489 | Active_nodes: 47 | Time: 1.3344e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 469 | Active_nodes: 47 | Time: 1.3345e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 47 | Active_nodes: 47 | Time: 1.3348e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 81 | Active_nodes: 47 | Time: 1.3360e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 541 | Active_nodes: 47 | Time: 1.3374e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 531 | Active_nodes: 47 | Time: 1.3377e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 448 | Active_nodes: 47 | Time: 1.3387e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 111 | Active_nodes: 47 | Time: 1.3388e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 445 | Active_nodes: 47 | Time: 1.3393e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 544 | Active_nodes: 47 | Time: 1.3397e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 495 | Active_nodes: 47 | Time: 1.3397e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 437 | Active_nodes: 47 | Time: 1.3401e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 35 | Active_nodes: 47 | Time: 1.3405e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 435 | Active_nodes: 47 | Time: 1.3415e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 71 | Active_nodes: 47 | Time: 1.3433e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 381 | Active_nodes: 47 | Time: 1.3435e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 87 | Active_nodes: 47 | Time: 1.3444e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 69 | Active_nodes: 47 | Time: 1.3452e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 59 | Active_nodes: 47 | Time: 1.3457e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 377 | Active_nodes: 47 | Time: 1.3466e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 371 | Active_nodes: 47 | Time: 1.3478e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 33 | Active_nodes: 47 | Time: 1.3484e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 375 | Active_nodes: 47 | Time: 1.3487e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 369 | Active_nodes: 47 | Time: 1.3493e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 358 | Active_nodes: 47 | Time: 1.3497e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 65 | Active_nodes: 47 | Time: 1.3537e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 263 | Active_nodes: 47 | Time: 1.3537e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 427 | Active_nodes: 47 | Time: 1.3542e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 411 | Active_nodes: 47 | Time: 1.3571e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 39 | Active_nodes: 47 | Time: 1.3574e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 57 | Active_nodes: 47 | Time: 1.3575e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 45 | Active_nodes: 47 | Time: 1.3583e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 63 | Active_nodes: 47 | Time: 1.3590e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 341 | Active_nodes: 47 | Time: 1.3609e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 355 | Active_nodes: 47 | Time: 1.3640e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 331 | Active_nodes: 47 | Time: 1.3646e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 257 | Active_nodes: 47 | Time: 1.3665e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 41 | Active_nodes: 47 | Time: 1.3672e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 249 | Active_nodes: 47 | Time: 1.3703e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 424 | Active_nodes: 47 | Time: 1.3705e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 339 | Active_nodes: 47 | Time: 1.3706e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 421 | Active_nodes: 47 | Time: 1.3714e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 334 | Active_nodes: 47 | Time: 1.3720e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 413 | Active_nodes: 47 | Time: 1.3748e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 349 | Active_nodes: 47 | Time: 1.3749e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 352 | Active_nodes: 47 | Time: 1.3749e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 89 | Active_nodes: 47 | Time: 1.3787e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 261 | Active_nodes: 47 | Time: 1.3788e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 255 | Active_nodes: 47 | Time: 1.3818e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 430 | Active_nodes: 47 | Time: 1.3832e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 315 | Active_nodes: 47 | Time: 1.3834e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 325 | Active_nodes: 47 | Time: 1.3876e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 310 | Active_nodes: 47 | Time: 1.3884e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 307 | Active_nodes: 47 | Time: 1.3902e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 317 | Active_nodes: 47 | Time: 1.3904e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 293 | Active_nodes: 47 | Time: 1.3953e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 291 | Active_nodes: 47 | Time: 1.3956e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 328 | Active_nodes: 47 | Time: 1.3956e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 251 | Active_nodes: 47 | Time: 1.3965e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 304 | Active_nodes: 47 | Time: 1.4014e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 301 | Active_nodes: 47 | Time: 1.4046e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| - -........................... -Average time: 1.3311e-04s - -________________________________________________________________________________________________ - -execution time of: 1.1920e-04s: Index: 719 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| - -execution time of: 1.1922e-04s: Index: 566 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| - -execution time of: 1.1994e-04s: Index: 564 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| - -execution time of: 1.2030e-04s: Index: 717 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| - -execution time of: 1.2034e-04s: Index: 560 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| - -execution time of: 1.2079e-04s: Index: 707 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| - -execution time of: 1.2091e-04s: Index: 695 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| - -execution time of: 1.2097e-04s: Index: 713 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| - -execution time of: 1.2099e-04s: Index: 542 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| - -execution time of: 1.2102e-04s: Index: 554 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| - -execution time of: 1.2107e-04s: Index: 684 | Max_nodes: 66 | Active_nodes: 33 | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| - -execution time of: 1.2113e-04s: Index: 599 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| - -execution time of: 1.2130e-04s: Index: 686 | Max_nodes: 66 | Active_nodes: 33 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| - -execution time of: 1.2145e-04s: Index: 662 | Max_nodes: 66 | Active_nodes: 33 | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| - -execution time of: 1.2155e-04s: Index: 540 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| - -execution time of: 1.2159e-04s: Index: 680 | Max_nodes: 66 | Active_nodes: 33 | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| - -execution time of: 1.2168e-04s: Index: 711 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| - -execution time of: 1.2171e-04s: Index: 710 | Max_nodes: 70 | Active_nodes: 35 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| - -execution time of: 1.2175e-04s: Index: 446 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| - -execution time of: 1.2189e-04s: Index: 558 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| - -execution time of: 1.2215e-04s: Index: 552 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| - -execution time of: 1.2226e-04s: Index: 444 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| - -execution time of: 1.2234e-04s: Index: 693 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| - -execution time of: 1.2235e-04s: Index: 674 | Max_nodes: 66 | Active_nodes: 33 | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| - -execution time of: 1.2235e-04s: Index: 708 | Max_nodes: 70 | Active_nodes: 35 | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| - -execution time of: 1.2248e-04s: Index: 597 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| - -execution time of: 1.2258e-04s: Index: 705 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| - -execution time of: 1.2261e-04s: Index: 704 | Max_nodes: 70 | Active_nodes: 35 | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| - -execution time of: 1.2267e-04s: Index: 470 | Max_nodes: 66 | Active_nodes: 33 | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| - -execution time of: 1.2267e-04s: Index: 716 | Max_nodes: 78 | Active_nodes: 39 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| - -execution time of: 1.2276e-04s: Index: 590 | Max_nodes: 70 | Active_nodes: 35 | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| - -execution time of: 1.2280e-04s: Index: 434 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| - -execution time of: 1.2282e-04s: Index: 647 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 0| - -execution time of: 1.2283e-04s: Index: 672 | Max_nodes: 66 | Active_nodes: 33 | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| - -execution time of: 1.2284e-04s: Index: 698 | Max_nodes: 70 | Active_nodes: 35 | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| - -execution time of: 1.2288e-04s: Index: 678 | Max_nodes: 66 | Active_nodes: 33 | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| - -execution time of: 1.2296e-04s: Index: 683 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| - -execution time of: 1.2302e-04s: Index: 656 | Max_nodes: 66 | Active_nodes: 33 | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| - -execution time of: 1.2305e-04s: Index: 528 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| - -execution time of: 1.2307e-04s: Index: 660 | Max_nodes: 66 | Active_nodes: 33 | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| - -execution time of: 1.2314e-04s: Index: 468 | Max_nodes: 66 | Active_nodes: 33 | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| - -execution time of: 1.2314e-04s: Index: 668 | Max_nodes: 70 | Active_nodes: 35 | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| - -execution time of: 1.2315e-04s: Index: 440 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| - -execution time of: 1.2315e-04s: Index: 536 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| - -execution time of: 1.2330e-04s: Index: 530 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| - -execution time of: 1.2331e-04s: Index: 432 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| - -execution time of: 1.2334e-04s: Index: 422 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| - -execution time of: 1.2334e-04s: Index: 593 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| - -execution time of: 1.2336e-04s: Index: 575 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| - -execution time of: 1.2336e-04s: Index: 492 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| - -execution time of: 1.2341e-04s: Index: 687 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| - -execution time of: 1.2345e-04s: Index: 650 | Max_nodes: 66 | Active_nodes: 33 | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| - -execution time of: 1.2351e-04s: Index: 671 | 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Index: 488 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| - -execution time of: 1.2383e-04s: Index: 635 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| - -execution time of: 1.2391e-04s: Index: 602 | Max_nodes: 66 | Active_nodes: 33 | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 4| - -execution time of: 1.2394e-04s: Index: 494 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| - -execution time of: 1.2399e-04s: Index: 645 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| - -execution time of: 1.2401e-04s: Index: 638 | Max_nodes: 66 | Active_nodes: 33 | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| - -execution time of: 1.2412e-04s: Index: 573 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| - -execution time of: 1.2417e-04s: Index: 608 | Max_nodes: 66 | Active_nodes: 33 | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| - -execution time of: 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-> 3| - -execution time of: 1.2488e-04s: Index: 706 | Max_nodes: 78 | Active_nodes: 39 | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| - -execution time of: 1.2496e-04s: Index: 326 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| - -execution time of: 1.2496e-04s: Index: 690 | Max_nodes: 78 | Active_nodes: 39 | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| - -execution time of: 1.2511e-04s: Index: 584 | Max_nodes: 70 | Active_nodes: 35 | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| - -execution time of: 1.2511e-04s: Index: 428 | Max_nodes: 66 | Active_nodes: 33 | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| - -execution time of: 1.2520e-04s: Index: 527 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| - -execution time of: 1.2520e-04s: Index: 420 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| - -execution time of: 1.2523e-04s: Index: 578 | Max_nodes: 70 | Active_nodes: 35 | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| - -execution time of: 1.2529e-04s: Index: 715 | Max_nodes: 94 | Active_nodes: 47 | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| - -execution time of: 1.2529e-04s: Index: 416 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| - -execution time of: 1.2533e-04s: Index: 477 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| - -execution time of: 1.2533e-04s: Index: 324 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| - -execution time of: 1.2534e-04s: Index: 620 | Max_nodes: 70 | Active_nodes: 35 | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| - -execution time of: 1.2534e-04s: Index: 510 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| - -execution time of: 1.2535e-04s: Index: 462 | Max_nodes: 66 | Active_nodes: 33 | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 4| - -execution time of: 1.2541e-04s: Index: 697 | Max_nodes: 78 | Active_nodes: 39 | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| - -execution time of: 1.2541e-04s: Index: 636 | Max_nodes: 66 | Active_nodes: 33 | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| - -execution time of: 1.2546e-04s: Index: 633 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| - -execution time of: 1.2548e-04s: Index: 516 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| - -execution time of: 1.2548e-04s: Index: 596 | Max_nodes: 78 | Active_nodes: 39 | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| - -execution time of: 1.2559e-04s: Index: 482 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| - -execution time of: 1.2560e-04s: Index: 618 | Max_nodes: 70 | Active_nodes: 35 | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| - -execution time of: 1.2560e-04s: Index: 426 | Max_nodes: 66 | Active_nodes: 33 | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| - -execution time of: 1.2567e-04s: Index: 703 | Max_nodes: 78 | Active_nodes: 39 | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| - -execution time of: 1.2567e-04s: Index: 700 | Max_nodes: 78 | Active_nodes: 39 | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 2| - -execution time of: 1.2569e-04s: Index: 657 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| - -execution time of: 1.2572e-04s: Index: 414 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| - -execution time of: 1.2572e-04s: Index: 582 | Max_nodes: 70 | Active_nodes: 35 | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3| - -execution time of: 1.2575e-04s: Index: 649 | Max_nodes: 70 | Active_nodes: 35 | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 3| - -execution time of: 1.2575e-04s: Index: 408 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| - -execution time of: 1.2578e-04s: Index: 563 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| - -execution time of: 1.2583e-04s: Index: 350 | Max_nodes: 66 | Active_nodes: 33 | 0 -> 2|1 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-> 5|5 -> 3| - -execution time of: 1.3040e-04s: Index: 667 | Max_nodes: 94 | Active_nodes: 47 | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| - -execution time of: 1.3042e-04s: Index: 499 | Max_nodes: 78 | Active_nodes: 39 | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| - -execution time of: 1.3043e-04s: Index: 357 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| - -execution time of: 1.3044e-04s: Index: 501 | Max_nodes: 94 | Active_nodes: 47 | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| - -execution time of: 1.3049e-04s: Index: 312 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| - -execution time of: 1.3051e-04s: Index: 264 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| - -execution time of: 1.3052e-04s: Index: 340 | Max_nodes: 70 | Active_nodes: 35 | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| - -execution time of: 1.3055e-04s: Index: 204 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| - -execution time of: 1.3057e-04s: Index: 182 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| - -execution time of: 1.3061e-04s: Index: 675 | Max_nodes: 94 | Active_nodes: 47 | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1| - -execution time of: 1.3061e-04s: Index: 401 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0| - -execution time of: 1.3065e-04s: Index: 117 | Max_nodes: 94 | Active_nodes: 47 | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| - -execution time of: 1.3066e-04s: Index: 557 | Max_nodes: 94 | Active_nodes: 47 | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| - -execution time of: 1.3067e-04s: Index: 653 | Max_nodes: 94 | Active_nodes: 47 | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| - -execution time of: 1.3067e-04s: Index: 56 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| - -execution time of: 1.3068e-04s: Index: 463 | Max_nodes: 78 | Active_nodes: 39 | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 2| - -execution time of: 1.3070e-04s: Index: 320 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| - -execution time of: 1.3073e-04s: Index: 419 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| - -execution time of: 1.3074e-04s: Index: 295 | Max_nodes: 66 | Active_nodes: 33 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 4| - -execution time of: 1.3074e-04s: Index: 460 | Max_nodes: 78 | Active_nodes: 39 | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 2| - -execution time of: 1.3075e-04s: Index: 457 | Max_nodes: 78 | Active_nodes: 39 | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| - -execution time of: 1.3083e-04s: Index: 497 | Max_nodes: 94 | Active_nodes: 47 | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 1| - -execution time of: 1.3085e-04s: Index: 292 | Max_nodes: 66 | Active_nodes: 33 | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 4| - -execution time of: 1.3085e-04s: Index: 600 | Max_nodes: 66 | Active_nodes: 33 | 0 -> 5|1 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-> 1| - -execution time of: 1.3490e-04s: Index: 442 | Max_nodes: 78 | Active_nodes: 39 | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| - -execution time of: 1.3492e-04s: Index: 406 | Max_nodes: 78 | Active_nodes: 39 | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| - -execution time of: 1.3493e-04s: Index: 369 | Max_nodes: 94 | Active_nodes: 47 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 1| - -execution time of: 1.3497e-04s: Index: 358 | Max_nodes: 94 | Active_nodes: 47 | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| - -execution time of: 1.3500e-04s: Index: 279 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| - -execution time of: 1.3501e-04s: Index: 76 | Max_nodes: 70 | Active_nodes: 35 | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| - -execution time of: 1.3507e-04s: Index: 220 | Max_nodes: 70 | Active_nodes: 35 | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| - -execution time of: 1.3508e-04s: Index: 183 | Max_nodes: 64 | Active_nodes: 32 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 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5|4 -> 2|5 -> 3| - -execution time of: 1.3952e-04s: Index: 70 | Max_nodes: 78 | Active_nodes: 39 | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| - -execution time of: 1.3953e-04s: Index: 293 | Max_nodes: 94 | Active_nodes: 47 | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 1| - -execution time of: 1.3956e-04s: Index: 291 | Max_nodes: 94 | Active_nodes: 47 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| - -execution time of: 1.3956e-04s: Index: 328 | Max_nodes: 94 | Active_nodes: 47 | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| - -execution time of: 1.3965e-04s: Index: 251 | Max_nodes: 94 | Active_nodes: 47 | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| - -execution time of: 1.3975e-04s: Index: 133 | Max_nodes: 70 | Active_nodes: 35 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| - -execution time of: 1.3997e-04s: Index: 149 | Max_nodes: 70 | Active_nodes: 35 | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| - -execution time of: 1.4003e-04s: Index: 142 | Max_nodes: 70 | Active_nodes: 35 | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| - -execution time of: 1.4009e-04s: Index: 208 | Max_nodes: 78 | Active_nodes: 39 | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 2| - -execution time of: 1.4014e-04s: Index: 304 | Max_nodes: 94 | Active_nodes: 47 | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| - -execution time of: 1.4018e-04s: Index: 157 | Max_nodes: 70 | Active_nodes: 35 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| - -execution time of: 1.4023e-04s: Index: 124 | Max_nodes: 66 | Active_nodes: 33 | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| - -execution time of: 1.4026e-04s: Index: 51 | Max_nodes: 78 | Active_nodes: 39 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| - -execution time of: 1.4034e-04s: Index: 64 | Max_nodes: 78 | Active_nodes: 39 | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| - -execution time of: 1.4046e-04s: Index: 301 | Max_nodes: 94 | Active_nodes: 47 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| - -execution time of: 1.4056e-04s: Index: 9 | Max_nodes: 78 | Active_nodes: 39 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| - -execution time of: 1.4056e-04s: Index: 88 | Max_nodes: 78 | Active_nodes: 39 | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| - -execution time of: 1.4075e-04s: Index: 173 | Max_nodes: 78 | Active_nodes: 39 | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| - -execution time of: 1.4082e-04s: Index: 160 | Max_nodes: 70 | Active_nodes: 35 | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| - -execution time of: 1.4101e-04s: Index: 187 | Max_nodes: 78 | Active_nodes: 39 | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| - -execution time of: 1.4129e-04s: Index: 190 | Max_nodes: 78 | Active_nodes: 39 | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 2| - -execution time of: 1.4147e-04s: Index: 67 | Max_nodes: 78 | Active_nodes: 39 | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| - -execution time of: 1.4150e-04s: Index: 181 | Max_nodes: 78 | Active_nodes: 39 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| - -execution time of: 1.4162e-04s: Index: 147 | Max_nodes: 70 | Active_nodes: 35 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| - -execution time of: 1.4173e-04s: Index: 205 | Max_nodes: 78 | Active_nodes: 39 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| - -execution time of: 1.4177e-04s: Index: 184 | Max_nodes: 78 | Active_nodes: 39 | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| - -execution time of: 1.4186e-04s: Index: 138 | Max_nodes: 66 | Active_nodes: 33 | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| - -execution time of: 1.4195e-04s: Index: 61 | Max_nodes: 78 | Active_nodes: 39 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| - -execution time of: 1.4248e-04s: Index: 171 | Max_nodes: 78 | Active_nodes: 39 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| - -execution time of: 1.4336e-04s: Index: 130 | Max_nodes: 66 | Active_nodes: 33 | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| - -execution time of: 1.4476e-04s: Index: 3 | Max_nodes: 70 | Active_nodes: 35 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| - -execution time of: 1.4508e-04s: Index: 127 | Max_nodes: 66 | Active_nodes: 33 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| - -execution time of: 1.4545e-04s: Index: 175 | Max_nodes: 66 | Active_nodes: 33 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| - -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/qpeinexact_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/qpeinexact_indep_qiskit_controls.txt deleted file mode 100644 index d236f83e..00000000 --- a/test/BenchmarkQuasm/results/qpeinexact_indep_qiskit_controls.txt +++ /dev/null @@ -1,166 +0,0 @@ -Start Simulation of qpeinexact_indep_qiskit_2__________________________________________________ - -i: 0 1 -1: h | -2: | x -3: s c -4: h | -5:======== -6: 0 | -o: 0 | -Computed Permutation: ................0 -> 0|1 -> 1| -Original Permutation: ................0 -> 0|1 -> 1| -Identity Duration: 1.5151e-05s............................. -Permuted Duration: 1.5166e-05s............................. -Identity active_nodes: 2 ...................................... -Permuted active_nodes: 2 ...................................... -Identity max_nodes: 4 ...................................... -Permuted max_nodes: 4 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qpeinexact_indep_qiskit_3__________________________________________________ - -.i:...0...1...2 -.1:...h...|...| -.2:...|...h...| -.3:...|...|...x -.4:...p...|...c p: (2.3562e+00) -.5:...|.sdg...c -.6:..sw..sw...| -.7:...h...|...| -.8:.sdg...c...| -.9:...|...h...| -10:============ -11:...0...|...| -12:...|...1...| -.o:...0...1...| -Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 3.0340e-05s............................. -Permuted Duration: 3.0546e-05s............................. -Identity active_nodes: 4 ...................................... -Permuted active_nodes: 4 ...................................... -Identity max_nodes: 8 ...................................... -Permuted max_nodes: 8 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qpeinexact_indep_qiskit_4__________________________________________________ - -.i:...0...1...2...3 -.1:...h...|...|...| -.2:...|...h...|...| -.3:...|...|...h...| -.4:...|...|...|...x -.5:...p...|...|...c p: (-2.7489e+00) -.6:...|...t...|...c -.7:...|...|...s...c -.8:..sw...|..sw...| -.9:...h...|...|...| -10:.sdg...c...|...| -11:...|...h...|...| -12:.tdg...|...c...| -13:...|.sdg...c...| -14:...|...|...h...| -15:================ -16:...0...|...|...| -17:...|...1...|...| -18:...|...|...2...| -.o:...0...1...2...| -Computed Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Identity Duration: 5.2025e-05s............................. -Permuted Duration: 5.2098e-05s............................. -Identity active_nodes: 8 ...................................... -Permuted active_nodes: 8 ...................................... -Identity max_nodes: 16 ...................................... -Permuted max_nodes: 16 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qpeinexact_indep_qiskit_5__________________________________________________ - -.i:...0...1...2...3...4 -.1:...h...|...|...|...| -.2:...|...h...|...|...| -.3:...|...|...h...|...| -.4:...|...|...|...h...| -.5:...|...|...|...|...x -.6:...p...|...|...|...c p: (1.9635e-01) -.7:...|...p...|...|...c p: (3.9270e-01) -.8:...|...|...t...|...c -.9:...|..sw..sw...|...| -10:...|...|...|...s...c -11:..sw...|...|..sw...| -12:...h...|...|...|...| -13:.sdg...c...|...|...| -14:...|...h...|...|...| -15:.tdg...|...c...|...| -16:...|.sdg...c...|...| -17:...|...|...h...|...| -18:...p...|...|...c...| p: (-3.9270e-01) -19:...|.tdg...|...c...| -20:...|...|.sdg...c...| -21:...|...|...|...h...| -22:==================== -23:...0...|...|...|...| -24:...|...1...|...|...| -25:...|...|...2...|...| -26:...|...|...|...3...| -.o:...0...1...2...3...| -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: 8.4673e-05s............................. -Permuted Duration: 8.4874e-05s............................. -Identity active_nodes: 16 ...................................... -Permuted active_nodes: 16 ...................................... -Identity max_nodes: 32 ...................................... -Permuted max_nodes: 32 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qpeinexact_indep_qiskit_6__________________________________________________ - -.i:...0...1...2...3...4...5 -.1:...h...|...|...|...|...| -.2:...|...h...|...|...|...| -.3:...|...|...h...|...|...| -.4:...|...|...|...h...|...| -.5:...|...|...|...|...h...| -.6:...|...|...|...|...|...x -.7:...p...|...|...|...|...c p: (2.6507e+00) -.8:...|...p...|...|...|...c p: (-9.8175e-01) -.9:...|...|...p...|...|...c p: (-1.9635e+00) -10:...|...|...|...p...|...c p: (2.3562e+00) -11:...|..sw...|..sw...|...| -12:...|...|...|...|.sdg...c -13:..sw...|...|...|..sw...| -14:...h...|...|...|...|...| -15:.sdg...c...|...|...|...| -16:...|...h...|...|...|...| -17:.tdg...|...c...|...|...| -18:...|.sdg...c...|...|...| -19:...|...|...h...|...|...| -20:...p...|...|...c...|...| p: (-3.9270e-01) -21:...|.tdg...|...c...|...| -22:...|...|.sdg...c...|...| -23:...|...|...|...h...|...| -24:...p...|...|...|...c...| p: (-1.9635e-01) -25:...|...p...|...|...c...| p: (-3.9270e-01) -26:...|...|.tdg...|...c...| -27:...|...|...|.sdg...c...| -28:...|...|...|...|...h...| -29:======================== -30:...0...|...|...|...|...| -31:...|...1...|...|...|...| -32:...|...|...2...|...|...| -33:...|...|...|...3...|...| -34:...|...|...|...|...4...| -.o:...0...1...2...3...4...| -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Identity Duration: 1.3223e-04s............................. -Permuted Duration: 1.3228e-04s............................. -Identity active_nodes: 32 ...................................... -Permuted active_nodes: 32 ...................................... -Identity max_nodes: 64 ...................................... -Permuted max_nodes: 64 ...................................... -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/qwalk-noancilla_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/qwalk-noancilla_indep_qiskit_all.txt deleted file mode 100644 index 2b7d589f..00000000 --- a/test/BenchmarkQuasm/results/qwalk-noancilla_indep_qiskit_all.txt +++ /dev/null @@ -1,5352 +0,0 @@ -Start Simulation of qwalk-noancilla_indep_qiskit_3__________________________________________________ - - i: 0 1 2 - 1: | | h - 2: x c c - 3: | x c - 4: | x | - 5: | | x - 6: x c c - 7: | x c - 8: | x | - 9: | | u2 p: (-3.14159) (-3.14159) -10: x c c -11: | x c -12: | x | -13: | | x -14: x c c -15: | x c -16: | x | -17: | | u2 p: (-3.14159) (-3.14159) -18: x c c -19: | x c -20: | x | -21: | | x -22: x c c -23: | x c -24: | x | -25: | | x -26:============ -27: 0 | | -28: | 1 | -29: | | 2 - o: 0 1 2 -Total Permutations: 6 -Min time: 8.2151e-05s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max time: 1.1562e-04s................. Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| -Min active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Min max nodes: 8 nodes.................... Permutation 2 : 0 -> 1|1 -> 0|2 -> 2| -Max active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max max nodes: 10 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -________________________________________________________________________________________________ - -6 permutations have 3 active nodes. -Index: 2 | Max_nodes: 8 | Time: 9.1965e-05s | 0 -> 1|1 -> 0|2 -> 2| -Index: 4 | Max_nodes: 8 | Time: 1.0495e-04s | 0 -> 2|1 -> 0|2 -> 1| -Index: 0 | Max_nodes: 10 | Time: 8.2151e-05s | 0 -> 0|1 -> 1|2 -> 2| -Index: 1 | Max_nodes: 10 | Time: 9.2245e-05s | 0 -> 0|1 -> 2|2 -> 1| -Index: 3 | Max_nodes: 10 | Time: 1.0384e-04s | 0 -> 1|1 -> 2|2 -> 0| -Index: 5 | Max_nodes: 10 | Time: 1.1562e-04s | 0 -> 2|1 -> 1|2 -> 0| - -........................... -Average time: 9.8461e-05s - -________________________________________________________________________________________________ - -2 permutations have 8 max nodes. -Index: 2 | Active_nodes: 3 | Time: 9.1965e-05s | 0 -> 1|1 -> 0|2 -> 2| -Index: 4 | Active_nodes: 3 | Time: 1.0495e-04s | 0 -> 2|1 -> 0|2 -> 1| - -........................... -Average time: 9.8456e-05s - -4 permutations have 10 max nodes. -Index: 0 | Active_nodes: 3 | Time: 8.2151e-05s | 0 -> 0|1 -> 1|2 -> 2| -Index: 1 | Active_nodes: 3 | Time: 9.2245e-05s | 0 -> 0|1 -> 2|2 -> 1| -Index: 3 | Active_nodes: 3 | Time: 1.0384e-04s | 0 -> 1|1 -> 2|2 -> 0| -Index: 5 | Active_nodes: 3 | Time: 1.1562e-04s | 0 -> 2|1 -> 1|2 -> 0| - -........................... -Average time: 9.8464e-05s - -________________________________________________________________________________________________ - -execution time of: 8.2151e-05s: Index: 0 | Max_nodes: 10 | Active_nodes: 3 | 0 -> 0|1 -> 1|2 -> 2| - -execution time of: 9.1965e-05s: Index: 2 | Max_nodes: 8 | Active_nodes: 3 | 0 -> 1|1 -> 0|2 -> 2| - -execution time of: 9.2245e-05s: Index: 1 | Max_nodes: 10 | Active_nodes: 3 | 0 -> 0|1 -> 2|2 -> 1| - -execution time of: 1.0384e-04s: Index: 3 | Max_nodes: 10 | Active_nodes: 3 | 0 -> 1|1 -> 2|2 -> 0| - -execution time of: 1.0495e-04s: Index: 4 | Max_nodes: 8 | Active_nodes: 3 | 0 -> 2|1 -> 0|2 -> 1| - -execution time of: 1.1562e-04s: Index: 5 | Max_nodes: 10 | Active_nodes: 3 | 0 -> 2|1 -> 1|2 -> 0| - -________________________________________________________________________________________________ - -Start Simulation of qwalk-noancilla_indep_qiskit_4__________________________________________________ - -..i:...0...1...2...3 -..1:..u2...|...|...| p: (3.9270e-01) (-3.1416e+00) -..2:...|...p...|...| p: (3.9270e-01) -..3:...|...|...p...| p: (3.9270e-01) -..4:...|...|...|..u2 p: (3.9270e-01) (-3.1416e+00) -..5:...|...x...|...c -..6:...|...p...|...| p: (-3.9270e-01) -..7:...|...x...|...c -..8:...|...c...x...| -..9:...|...|...p...| p: (-3.9270e-01) -.10:...|...|...x...c -.11:...|...|...p...| p: (3.9270e-01) -.12:...|...c...x...| -.13:...|...|...p...| p: (-3.9270e-01) -.14:...|...|...x...c -.15:...x...|...c...| -.16:...p...|...|...| p: (-3.9270e-01) -.17:...x...c...|...| -.18:...p...|...|...| p: (3.9270e-01) -.19:...x...|...c...| -.20:...p...|...|...| p: (-3.9270e-01) -.21:...x...|...|...c -.22:...p...|...|...| p: (3.9270e-01) -.23:...x...|...c...| -.24:...p...|...|...| p: (-3.9270e-01) -.25:...x...c...|...| -.26:...p...|...|...| p: (3.9270e-01) -.27:...x...|...c...| -.28:...p...|...|...| p: (-3.9270e-01) -.29:...x...|...|...c -.30:...p...|...|...| p: (3.9270e-01) -.31:...|...x...c...c -.32:...|...u...|...| p: (3.1416e+00) (-3.1416e+00) (-3.9270e-01) -.33:...|...|...x...c -.34:...|...|...u...| p: (3.1416e+00) (-3.1416e+00) (-3.9270e-01) -.35:...|...|...|...u p: (3.1416e+00) (-3.1416e+00) (-3.9270e-01) -.36:...|...x...|...c -.37:...|...p...|...| p: (-3.9270e-01) -.38:...|...x...|...c -.39:...|...c...x...| -.40:...|...|...p...| p: (-3.9270e-01) -.41:...|...|...x...c -.42:...|...|...p...| p: (3.9270e-01) -.43:...|...c...x...| -.44:...|...|...p...| p: (-3.9270e-01) -.45:...|...|...x...c -.46:...x...|...c...| -.47:...p...|...|...| p: (-3.9270e-01) -.48:...x...c...|...| -.49:...p...|...|...| p: (3.9270e-01) -.50:...x...|...c...| -.51:...p...|...|...| p: (-3.9270e-01) -.52:...x...|...|...c -.53:...p...|...|...| p: (3.9270e-01) -.54:...x...|...c...| -.55:...p...|...|...| p: (-3.9270e-01) -.56:...x...c...|...| -.57:...p...|...|...| p: (3.9270e-01) -.58:...x...|...c...| -.59:...p...|...|...| p: (-3.9270e-01) -.60:...x...|...|...c -.61:...p...|...|...| p: (3.9270e-01) -.62:...|...x...c...c -.63:...|...u...|...| p: (3.1416e+00) (-3.1416e+00) (-3.9270e-01) -.64:...|...|...x...c -.65:...|...|...u...| p: (3.1416e+00) (-3.1416e+00) (-3.9270e-01) -.66:...|...|...|..u2 p: (-2.7489e+00) (-3.1416e+00) -.67:...|...x...|...c -.68:...|...p...|...| p: (-3.9270e-01) -.69:...|...x...|...c -.70:...|...c...x...| -.71:...|...|...p...| p: (-3.9270e-01) -.72:...|...|...x...c -.73:...|...|...p...| p: (3.9270e-01) -.74:...|...c...x...| -.75:...|...|...p...| p: (-3.9270e-01) -.76:...|...|...x...c -.77:...x...|...c...| -.78:...p...|...|...| p: (-3.9270e-01) -.79:...x...c...|...| -.80:...p...|...|...| p: (3.9270e-01) -.81:...x...|...c...| -.82:...p...|...|...| p: (-3.9270e-01) -.83:...x...|...|...c -.84:...p...|...|...| p: (3.9270e-01) -.85:...x...|...c...| -.86:...p...|...|...| p: (-3.9270e-01) -.87:...x...c...|...| -.88:...p...|...|...| p: (3.9270e-01) -.89:...x...|...c...| -.90:...p...|...|...| p: (-3.9270e-01) -.91:...x...|...|...c -.92:...p...|...|...| p: (3.9270e-01) -.93:...|...x...c...c -.94:...|...u...|...| p: (3.1416e+00) (-3.1416e+00) (-3.9270e-01) -.95:...|...|...x...c -.96:...|...|...u...| p: (3.1416e+00) (-3.1416e+00) (-3.9270e-01) -.97:...|...|...|...u p: (3.1416e+00) (-3.1416e+00) (-3.9270e-01) -.98:...|...x...|...c -.99:...|...p...|...| p: (-3.9270e-01) -100:...|...x...|...c -101:...|...c...x...| -102:...|...|...p...| p: (-3.9270e-01) -103:...|...|...x...c -104:...|...|...p...| p: (3.9270e-01) -105:...|...c...x...| -106:...|...|...p...| p: (-3.9270e-01) -107:...|...|...x...c -108:...x...|...c...| -109:...p...|...|...| p: (-3.9270e-01) -110:...x...c...|...| -111:...p...|...|...| p: (3.9270e-01) -112:...x...|...c...| -113:...p...|...|...| p: (-3.9270e-01) -114:...x...|...|...c -115:...p...|...|...| p: (3.9270e-01) -116:...x...|...c...| -117:...p...|...|...| p: (-3.9270e-01) -118:...x...c...|...| -119:...p...|...|...| p: (3.9270e-01) -120:...x...|...c...| -121:...p...|...|...| p: (-3.9270e-01) -122:...x...|...|...c -123:...p...|...|...| p: (3.9270e-01) -124:...|...x...c...c -125:...|...u...|...| p: (3.1416e+00) (-3.1416e+00) (-3.9270e-01) -126:...|...|...x...c -127:...|...|...u...| p: (3.1416e+00) (-3.1416e+00) (-3.9270e-01) -128:...|...|...|..u2 p: (-2.7489e+00) (-3.1416e+00) -129:...|...x...|...c -130:...|...p...|...| p: (-3.9270e-01) -131:...|...x...|...c -132:...|...c...x...| -133:...|...|...p...| p: (-3.9270e-01) -134:...|...|...x...c -135:...|...|...p...| p: (3.9270e-01) -136:...|...c...x...| -137:...|...|...p...| p: (-3.9270e-01) -138:...|...|...x...c -139:...x...|...c...| -140:...p...|...|...| p: (-3.9270e-01) -141:...x...c...|...| -142:...p...|...|...| p: (3.9270e-01) -143:...x...|...c...| -144:...p...|...|...| p: (-3.9270e-01) -145:...x...|...|...c -146:...p...|...|...| p: (3.9270e-01) -147:...x...|...c...| -148:...p...|...|...| p: (-3.9270e-01) -149:...x...c...|...| -150:...p...|...|...| p: (3.9270e-01) -151:...x...|...c...| -152:...p...|...|...| p: (-3.9270e-01) -153:...x...|...|...c -154:...p...|...|...| p: (3.9270e-01) -155:...|...x...c...c -156:...|...u...|...| p: (3.1416e+00) (-3.1416e+00) (-3.9270e-01) -157:...|...|...x...c -158:...|...|...u...| p: (3.1416e+00) (-3.1416e+00) (-3.9270e-01) -159:...|...|...|...u p: (3.1416e+00) (-3.1416e+00) (-3.9270e-01) -160:...|...x...|...c -161:...|...p...|...| p: (-3.9270e-01) -162:...|...x...|...c -163:...|...c...x...| -164:...|...|...p...| p: (-3.9270e-01) -165:...|...|...x...c -166:...|...|...p...| p: (3.9270e-01) -167:...|...c...x...| -168:...|...|...p...| p: (-3.9270e-01) -169:...|...|...x...c -170:...x...|...c...| -171:...p...|...|...| p: (-3.9270e-01) -172:...x...c...|...| -173:...p...|...|...| p: (3.9270e-01) -174:...x...|...c...| -175:...p...|...|...| p: (-3.9270e-01) -176:...x...|...|...c -177:...p...|...|...| p: (3.9270e-01) -178:...x...|...c...| -179:...p...|...|...| p: (-3.9270e-01) -180:...x...c...|...| -181:...p...|...|...| p: (3.9270e-01) -182:...x...|...c...| -183:...p...|...|...| p: (-3.9270e-01) -184:...x...|...|...c -185:...h...|...|...| -186:...|...x...c...c -187:...|...x...|...| -188:...|...|...x...c -189:...|...|...x...| -190:...|...|...|...x -191:================ -192:...0...|...|...| -193:...|...1...|...| -194:...|...|...2...| -195:...|...|...|...3 -..o:...0...1...2...3 -Total Permutations: 24 -Min time: 6.7770e-04s................. Permutation 2 : 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -Max time: 8.0011e-04s................. Permutation 23 : 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -Min active nodes: 7 nodes.................... Permutation 1 : 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -Min max nodes: 15 nodes.................... Permutation 16 : 0 -> 2|1 -> 3|2 -> 0|3 -> 1| -Max active nodes: 9 nodes.................... Permutation 2 : 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -Max max nodes: 22 nodes.................... Permutation 2 : 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -________________________________________________________________________________________________ - -12 permutations have 7 active nodes. -Index: 16 | Max_nodes: 15 | Time: 7.5520e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| -Index: 22 | Max_nodes: 15 | Time: 7.7393e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| -Index: 8 | Max_nodes: 16 | Time: 7.0324e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| -Index: 14 | Max_nodes: 16 | Time: 7.1003e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -Index: 20 | Max_nodes: 16 | Time: 7.2315e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -Index: 10 | Max_nodes: 16 | Time: 7.3708e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| -Index: 1 | Max_nodes: 19 | Time: 7.1848e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -Index: 7 | Max_nodes: 19 | Time: 7.3382e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -Index: 9 | Max_nodes: 20 | Time: 7.5623e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -Index: 15 | Max_nodes: 20 | Time: 7.7900e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -Index: 13 | Max_nodes: 22 | Time: 7.3811e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| -Index: 3 | Max_nodes: 22 | Time: 7.5707e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| - -........................... -Average time: 7.4044e-04s - -6 permutations have 8 active nodes. -Index: 0 | Max_nodes: 19 | Time: 6.9352e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Index: 6 | Max_nodes: 19 | Time: 6.9590e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -Index: 11 | Max_nodes: 20 | Time: 7.5481e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -Index: 21 | Max_nodes: 20 | Time: 7.9779e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| -Index: 5 | Max_nodes: 22 | Time: 7.5761e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| -Index: 19 | Max_nodes: 22 | Time: 7.7998e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| - -........................... -Average time: 7.4660e-04s - -6 permutations have 9 active nodes. -Index: 17 | Max_nodes: 19 | Time: 7.7885e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -Index: 23 | Max_nodes: 19 | Time: 8.0011e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -Index: 2 | Max_nodes: 22 | Time: 6.7770e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -Index: 4 | Max_nodes: 22 | Time: 7.0087e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -Index: 12 | Max_nodes: 22 | Time: 7.3570e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -Index: 18 | Max_nodes: 22 | Time: 7.5324e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| - -........................... -Average time: 7.4108e-04s - -________________________________________________________________________________________________ - -2 permutations have 15 max nodes. -Index: 16 | Active_nodes: 7 | Time: 7.5520e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| -Index: 22 | Active_nodes: 7 | Time: 7.7393e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| - -........................... -Average time: 7.6457e-04s - -4 permutations have 16 max nodes. -Index: 8 | Active_nodes: 7 | Time: 7.0324e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| -Index: 14 | Active_nodes: 7 | Time: 7.1003e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -Index: 20 | Active_nodes: 7 | Time: 7.2315e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -Index: 10 | Active_nodes: 7 | Time: 7.3708e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| - -........................... -Average time: 7.1837e-04s - -6 permutations have 19 max nodes. -Index: 1 | Active_nodes: 7 | Time: 7.1848e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -Index: 7 | Active_nodes: 7 | Time: 7.3382e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -Index: 0 | Active_nodes: 8 | Time: 6.9352e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Index: 6 | Active_nodes: 8 | Time: 6.9590e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -Index: 17 | Active_nodes: 9 | Time: 7.7885e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -Index: 23 | Active_nodes: 9 | Time: 8.0011e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| - -........................... -Average time: 7.3678e-04s - -4 permutations have 20 max nodes. -Index: 9 | Active_nodes: 7 | Time: 7.5623e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -Index: 15 | Active_nodes: 7 | Time: 7.7900e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -Index: 11 | Active_nodes: 8 | Time: 7.5481e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -Index: 21 | Active_nodes: 8 | Time: 7.9779e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| - -........................... -Average time: 7.7196e-04s - -8 permutations have 22 max nodes. -Index: 13 | Active_nodes: 7 | Time: 7.3811e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| -Index: 3 | Active_nodes: 7 | Time: 7.5707e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -Index: 5 | Active_nodes: 8 | Time: 7.5761e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| -Index: 19 | Active_nodes: 8 | Time: 7.7998e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| -Index: 2 | Active_nodes: 9 | Time: 6.7770e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -Index: 4 | Active_nodes: 9 | Time: 7.0087e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -Index: 12 | Active_nodes: 9 | Time: 7.3570e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -Index: 18 | Active_nodes: 9 | Time: 7.5324e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| - -........................... -Average time: 7.3754e-04s - -________________________________________________________________________________________________ - -execution time of: 6.7770e-04s: Index: 2 | Max_nodes: 22 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| - -execution time of: 6.9352e-04s: Index: 0 | Max_nodes: 19 | Active_nodes: 8 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| - -execution time of: 6.9590e-04s: Index: 6 | Max_nodes: 19 | Active_nodes: 8 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| - -execution time of: 7.0087e-04s: Index: 4 | Max_nodes: 22 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| - -execution time of: 7.0324e-04s: Index: 8 | Max_nodes: 16 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| - -execution time of: 7.1003e-04s: Index: 14 | Max_nodes: 16 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| - -execution time of: 7.1848e-04s: Index: 1 | Max_nodes: 19 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| - -execution time of: 7.2315e-04s: Index: 20 | Max_nodes: 16 | Active_nodes: 7 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| - -execution time of: 7.3382e-04s: Index: 7 | Max_nodes: 19 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| - -execution time of: 7.3570e-04s: Index: 12 | Max_nodes: 22 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| - -execution time of: 7.3708e-04s: Index: 10 | Max_nodes: 16 | Active_nodes: 7 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| - -execution time of: 7.3811e-04s: Index: 13 | Max_nodes: 22 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| - -execution time of: 7.5324e-04s: Index: 18 | Max_nodes: 22 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| - -execution time of: 7.5481e-04s: Index: 11 | Max_nodes: 20 | Active_nodes: 8 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| - -execution time of: 7.5520e-04s: Index: 16 | Max_nodes: 15 | Active_nodes: 7 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| - -execution time of: 7.5623e-04s: Index: 9 | Max_nodes: 20 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| - -execution time of: 7.5707e-04s: Index: 3 | Max_nodes: 22 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| - -execution time of: 7.5761e-04s: Index: 5 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| - -execution time of: 7.7393e-04s: Index: 22 | Max_nodes: 15 | Active_nodes: 7 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| - -execution time of: 7.7885e-04s: Index: 17 | Max_nodes: 19 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| - -execution time of: 7.7900e-04s: Index: 15 | Max_nodes: 20 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| - -execution time of: 7.7998e-04s: Index: 19 | Max_nodes: 22 | Active_nodes: 8 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| - -execution time of: 7.9779e-04s: Index: 21 | Max_nodes: 20 | Active_nodes: 8 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| - -execution time of: 8.0011e-04s: Index: 23 | Max_nodes: 19 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| - -________________________________________________________________________________________________ - -Start Simulation of qwalk-noancilla_indep_qiskit_5__________________________________________________ - -..i:...0...1...2...3...4 -..1:...h...|...|...|...| -..2:...s...|...|...c...| -..3:...|...|...|..u2...| p: (7.8540e-01) (-3.1416e+00) -..4:...|...|...c...x...| -..5:...|...|...|..u2...| p: (0.0000e+00) (2.3562e+00) -..6:...|...|...|...|...h -..7:...|...|...|...x...c 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-382:...|...|...|...x...c -383:...|...|...|...t...| -384:...|...c...|...x...| -385:...|...|...|.tdg...| -386:...|...|...|...x...c -387:...|...|...|...t...| -388:...|...c...|...x...| -389:...|...|...|..u2...| p: (7.8540e-01) (2.3562e+00) -390:...|...|...c...x...| -391:...|...|...|..u2...| p: (0.0000e+00) (2.3562e+00) -392:.sdg...|...|...c...| -393:...|...|...|..u2...| p: (7.8540e-01) (-3.1416e+00) -394:...|...|...c...x...| -395:...|...|...|..u2...| p: (7.8540e-01) (2.3562e+00) -396:...|...c...|...x...| -397:...|...|...|.tdg...| -398:...|...|...|...x...c -399:...|...|...|...t...| -400:...|...c...|...x...| -401:...|...|...|.tdg...| -402:...|...|...|...x...c -403:...|...|...|..u2...| p: (7.8540e-01) (-3.1416e+00) -404:...|...|...c...x...| -405:...|...|...|..u2...| p: (3.9270e-01) (2.3562e+00) -406:...p...|...|...|...c p: (3.9270e-01) -407:...|...x...|...|...c -408:...p...c...|...|...| p: (-3.9270e-01) -409:...|...x...|...|...c -410:...p...c...|...|...| p: (3.9270e-01) -411:...|...c...x...|...| -412:...p...|...c...|...| p: (-3.9270e-01) -413:...|...|...x...|...c -414:...p...|...c...|...| p: (3.9270e-01) -415:...|...c...x...|...| -416:...|..u2...|...|...| p: (3.9270e-01) (-3.1416e+00) -417:...p...|...c...|...| p: (-3.9270e-01) -418:...|...|...x...|...c -419:...p...|...c...|...| p: (3.9270e-01) -420:...h...|...|...|...| -421:...|...|...p...|...| p: (3.9270e-01) -422:...|...|...|...|...p p: (3.9270e-01) -423:...|...|...x...|...c -424:...|...|...p...|...| p: (-3.9270e-01) -425:...|...|...x...|...c -426:...|...|...c...x...| -427:...|...|...|...p...| p: (-3.9270e-01) -428:...|...|...|...x...c -429:...|...|...|...p...| p: (3.9270e-01) -430:...|...|...c...x...| -431:...|...|...|...p...| p: (-3.9270e-01) -432:...|...|...|...x...c -433:...|...x...|...c...| -434:...|...p...|...|...| p: (-3.9270e-01) -435:...|...x...c...|...| -436:...|...p...|...|...| p: (3.9270e-01) -437:...|...x...|...c...| -438:...|...p...|...|...| p: (-3.9270e-01) -439:...|...x...|...|...c -440:...|...p...|...|...| p: (3.9270e-01) -441:...|...x...|...c...| -442:...|...p...|...|...| p: (-3.9270e-01) -443:...|...x...c...|...| -444:...|...p...|...|...| p: (3.9270e-01) -445:...|...x...|...c...| -446:...|...p...|...|...| p: (-3.9270e-01) -447:...|...x...|...|...c -448:...|..ry...|...|...| p: (1.5708e+00) -449:...|...|...x...c...c -450:...|...|...x...|...| -451:...|...|...|...x...c -452:...|...|...|...x...| -453:...|...|...|...|...x -454:==================== -455:...0...|...|...|...| -456:...|...1...|...|...| -457:...|...|...2...|...| -458:...|...|...|...3...| -459:...|...|...|...|...4 -..o:...0...1...2...3...4 -Total Permutations: 120 -Min time: 1.8558e-03s................. Permutation 2 : 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -Max time: 2.3919e-03s................. Permutation 117: 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -Min active nodes: 9 nodes.................... Permutation 1 : 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -Min max nodes: 29 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Max active nodes: 14 nodes.................... Permutation 36 : 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -Max max nodes: 36 nodes.................... Permutation 48 : 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -________________________________________________________________________________________________ - -16 permutations have 9 active nodes. -Index: 1 | Max_nodes: 29 | Time: 2.0182e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -Index: 3 | Max_nodes: 29 | Time: 2.0458e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -Index: 92 | Max_nodes: 31 | Time: 2.0304e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -Index: 116 | Max_nodes: 31 | Time: 2.1350e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -Index: 25 | Max_nodes: 32 | Time: 2.0561e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -Index: 27 | Max_nodes: 32 | Time: 2.0914e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -Index: 32 | Max_nodes: 33 | Time: 1.9393e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -Index: 56 | Max_nodes: 33 | Time: 1.9880e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -Index: 34 | Max_nodes: 33 | Time: 1.9919e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -Index: 58 | Max_nodes: 33 | Time: 1.9943e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -Index: 94 | Max_nodes: 33 | Time: 2.2118e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -Index: 118 | Max_nodes: 33 | Time: 2.2903e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -Index: 61 | Max_nodes: 35 | Time: 2.0528e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -Index: 85 | Max_nodes: 35 | Time: 2.1291e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -Index: 63 | Max_nodes: 35 | Time: 2.1293e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -Index: 87 | Max_nodes: 35 | Time: 2.1665e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| - -........................... -Average time: 2.0794e-03s - -32 permutations have 10 active nodes. -Index: 5 | Max_nodes: 29 | Time: 1.9038e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -Index: 0 | Max_nodes: 29 | Time: 1.9246e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Index: 7 | Max_nodes: 29 | Time: 1.9698e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -Index: 13 | Max_nodes: 29 | Time: 1.9811e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -Index: 9 | Max_nodes: 30 | Time: 2.0957e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -Index: 15 | Max_nodes: 30 | Time: 2.1291e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -Index: 8 | Max_nodes: 31 | Time: 1.9001e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -Index: 10 | Max_nodes: 31 | Time: 1.9189e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -Index: 24 | Max_nodes: 32 | Time: 1.9758e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -Index: 29 | Max_nodes: 32 | Time: 2.0739e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -Index: 44 | Max_nodes: 33 | Time: 2.0153e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -Index: 40 | Max_nodes: 33 | Time: 2.0206e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -Index: 38 | Max_nodes: 33 | Time: 2.0269e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -Index: 46 | Max_nodes: 33 | Time: 2.0954e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -Index: 80 | Max_nodes: 33 | Time: 2.1165e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -Index: 106 | Max_nodes: 33 | Time: 2.1847e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -Index: 104 | Max_nodes: 33 | Time: 2.2108e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -Index: 82 | Max_nodes: 33 | Time: 2.2402e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -Index: 52 | Max_nodes: 34 | Time: 2.0501e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -Index: 50 | Max_nodes: 34 | Time: 2.0501e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -Index: 67 | Max_nodes: 35 | Time: 2.0817e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -Index: 69 | Max_nodes: 35 | Time: 2.1360e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -Index: 75 | Max_nodes: 35 | Time: 2.1713e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -Index: 51 | Max_nodes: 35 | Time: 2.2155e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -Index: 109 | Max_nodes: 35 | Time: 2.2414e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -Index: 91 | Max_nodes: 35 | Time: 2.2709e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -Index: 93 | Max_nodes: 35 | Time: 2.2772e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -Index: 111 | Max_nodes: 35 | Time: 2.2824e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -Index: 115 | Max_nodes: 35 | Time: 2.3475e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -Index: 117 | Max_nodes: 35 | Time: 2.3919e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -Index: 73 | Max_nodes: 36 | Time: 2.0741e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -Index: 49 | Max_nodes: 36 | Time: 2.1074e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| - -........................... -Average time: 2.1088e-03s - -40 permutations have 11 active nodes. -Index: 2 | Max_nodes: 29 | Time: 1.8558e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -Index: 6 | Max_nodes: 29 | Time: 1.9030e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -Index: 4 | Max_nodes: 29 | Time: 1.9331e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -Index: 19 | Max_nodes: 29 | Time: 2.1212e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -Index: 11 | Max_nodes: 30 | Time: 1.9919e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -Index: 37 | Max_nodes: 30 | Time: 2.0464e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -Index: 31 | Max_nodes: 30 | Time: 2.0948e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -Index: 90 | Max_nodes: 30 | Time: 2.1146e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -Index: 21 | Max_nodes: 30 | Time: 2.1511e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -Index: 114 | Max_nodes: 30 | Time: 2.2101e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -Index: 20 | Max_nodes: 31 | Time: 1.9441e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -Index: 14 | Max_nodes: 31 | Time: 1.9583e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -Index: 62 | Max_nodes: 31 | Time: 1.9943e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -Index: 16 | Max_nodes: 31 | Time: 2.0066e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -Index: 110 | Max_nodes: 31 | Time: 2.0891e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -Index: 33 | Max_nodes: 31 | Time: 2.0954e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -Index: 22 | Max_nodes: 31 | Time: 2.1004e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -Index: 86 | Max_nodes: 31 | Time: 2.1715e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -Index: 68 | Max_nodes: 31 | Time: 2.1815e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -Index: 39 | Max_nodes: 31 | Time: 2.2109e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -Index: 28 | Max_nodes: 32 | Time: 1.9263e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -Index: 26 | Max_nodes: 32 | Time: 1.9428e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -Index: 95 | Max_nodes: 32 | Time: 2.2393e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -Index: 119 | Max_nodes: 32 | Time: 2.3816e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -Index: 64 | Max_nodes: 33 | Time: 2.1301e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -Index: 57 | Max_nodes: 33 | Time: 2.1561e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -Index: 81 | Max_nodes: 33 | Time: 2.1660e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -Index: 112 | Max_nodes: 33 | Time: 2.1920e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -Index: 88 | Max_nodes: 33 | Time: 2.2269e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -Index: 70 | Max_nodes: 33 | Time: 2.3751e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -Index: 55 | Max_nodes: 34 | Time: 2.0864e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -Index: 98 | Max_nodes: 34 | Time: 2.1842e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -Index: 79 | Max_nodes: 34 | Time: 2.1882e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -Index: 74 | Max_nodes: 34 | Time: 2.2284e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -Index: 100 | Max_nodes: 34 | Time: 2.2379e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -Index: 76 | Max_nodes: 34 | Time: 2.2445e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -Index: 53 | Max_nodes: 35 | Time: 2.0674e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -Index: 99 | Max_nodes: 35 | Time: 2.3540e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -Index: 48 | Max_nodes: 36 | Time: 2.1098e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -Index: 97 | Max_nodes: 36 | Time: 2.2279e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| - -........................... -Average time: 2.1210e-03s - -8 permutations have 12 active nodes. -Index: 30 | Max_nodes: 30 | Time: 1.9857e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -Index: 43 | Max_nodes: 30 | Time: 2.1023e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -Index: 35 | Max_nodes: 31 | Time: 2.0437e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -Index: 45 | Max_nodes: 31 | Time: 2.1587e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -Index: 59 | Max_nodes: 33 | Time: 2.0965e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -Index: 105 | Max_nodes: 33 | Time: 2.2583e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -Index: 54 | Max_nodes: 34 | Time: 2.0859e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -Index: 103 | Max_nodes: 34 | Time: 2.2517e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| - -........................... -Average time: 2.1229e-03s - -16 permutations have 13 active nodes. -Index: 12 | Max_nodes: 29 | Time: 1.9717e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -Index: 18 | Max_nodes: 29 | Time: 2.1369e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -Index: 60 | Max_nodes: 30 | Time: 2.0763e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -Index: 17 | Max_nodes: 30 | Time: 2.0813e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -Index: 23 | Max_nodes: 30 | Time: 2.1020e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -Index: 84 | Max_nodes: 30 | Time: 2.1237e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -Index: 66 | Max_nodes: 30 | Time: 2.1552e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -Index: 108 | Max_nodes: 30 | Time: 2.2492e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -Index: 65 | Max_nodes: 32 | Time: 2.2469e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -Index: 113 | Max_nodes: 32 | Time: 2.2654e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -Index: 89 | Max_nodes: 32 | Time: 2.2850e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -Index: 71 | Max_nodes: 32 | Time: 2.3387e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -Index: 77 | Max_nodes: 35 | Time: 2.1964e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -Index: 101 | Max_nodes: 35 | Time: 2.2769e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -Index: 72 | Max_nodes: 36 | Time: 2.1530e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -Index: 96 | Max_nodes: 36 | Time: 2.2770e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| - -........................... -Average time: 2.1835e-03s - -8 permutations have 14 active nodes. -Index: 36 | Max_nodes: 30 | Time: 2.0122e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -Index: 42 | Max_nodes: 30 | Time: 2.1426e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -Index: 41 | Max_nodes: 31 | Time: 2.0709e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -Index: 47 | Max_nodes: 31 | Time: 2.1785e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -Index: 83 | Max_nodes: 33 | Time: 2.1707e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -Index: 107 | Max_nodes: 33 | Time: 2.2879e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -Index: 78 | Max_nodes: 34 | Time: 2.1634e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -Index: 102 | Max_nodes: 34 | Time: 2.2199e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| - -........................... -Average time: 2.1558e-03s - -________________________________________________________________________________________________ - -12 permutations have 29 max nodes. -Index: 1 | Active_nodes: 9 | Time: 2.0182e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -Index: 3 | Active_nodes: 9 | Time: 2.0458e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -Index: 5 | Active_nodes: 10 | Time: 1.9038e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -Index: 0 | Active_nodes: 10 | Time: 1.9246e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Index: 7 | Active_nodes: 10 | Time: 1.9698e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -Index: 13 | Active_nodes: 10 | Time: 1.9811e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -Index: 2 | Active_nodes: 11 | Time: 1.8558e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -Index: 6 | Active_nodes: 11 | Time: 1.9030e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -Index: 4 | Active_nodes: 11 | Time: 1.9331e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -Index: 19 | Active_nodes: 11 | Time: 2.1212e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -Index: 12 | Active_nodes: 13 | Time: 1.9717e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -Index: 18 | Active_nodes: 13 | Time: 2.1369e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| - -........................... -Average time: 1.9804e-03s - -18 permutations have 30 max nodes. -Index: 9 | Active_nodes: 10 | Time: 2.0957e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -Index: 15 | Active_nodes: 10 | Time: 2.1291e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -Index: 11 | Active_nodes: 11 | Time: 1.9919e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -Index: 37 | Active_nodes: 11 | Time: 2.0464e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -Index: 31 | Active_nodes: 11 | Time: 2.0948e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -Index: 90 | Active_nodes: 11 | Time: 2.1146e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -Index: 21 | Active_nodes: 11 | Time: 2.1511e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -Index: 114 | Active_nodes: 11 | Time: 2.2101e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -Index: 30 | Active_nodes: 12 | Time: 1.9857e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -Index: 43 | Active_nodes: 12 | Time: 2.1023e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -Index: 60 | Active_nodes: 13 | Time: 2.0763e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -Index: 17 | Active_nodes: 13 | Time: 2.0813e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -Index: 23 | Active_nodes: 13 | Time: 2.1020e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -Index: 84 | Active_nodes: 13 | Time: 2.1237e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -Index: 66 | Active_nodes: 13 | Time: 2.1552e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -Index: 108 | Active_nodes: 13 | Time: 2.2492e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -Index: 36 | Active_nodes: 14 | Time: 2.0122e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -Index: 42 | Active_nodes: 14 | Time: 2.1426e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| - -........................... -Average time: 2.1036e-03s - -18 permutations have 31 max nodes. -Index: 92 | Active_nodes: 9 | Time: 2.0304e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -Index: 116 | Active_nodes: 9 | Time: 2.1350e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -Index: 8 | Active_nodes: 10 | Time: 1.9001e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -Index: 10 | Active_nodes: 10 | Time: 1.9189e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -Index: 20 | Active_nodes: 11 | Time: 1.9441e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -Index: 14 | Active_nodes: 11 | Time: 1.9583e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -Index: 62 | Active_nodes: 11 | Time: 1.9943e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -Index: 16 | Active_nodes: 11 | Time: 2.0066e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -Index: 110 | Active_nodes: 11 | Time: 2.0891e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -Index: 33 | Active_nodes: 11 | Time: 2.0954e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -Index: 22 | Active_nodes: 11 | Time: 2.1004e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -Index: 86 | Active_nodes: 11 | Time: 2.1715e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -Index: 68 | Active_nodes: 11 | Time: 2.1815e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -Index: 39 | Active_nodes: 11 | Time: 2.2109e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -Index: 35 | Active_nodes: 12 | Time: 2.0437e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -Index: 45 | Active_nodes: 12 | Time: 2.1587e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -Index: 41 | Active_nodes: 14 | Time: 2.0709e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -Index: 47 | Active_nodes: 14 | Time: 2.1785e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| - -........................... -Average time: 2.0660e-03s - -12 permutations have 32 max nodes. -Index: 25 | Active_nodes: 9 | Time: 2.0561e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -Index: 27 | Active_nodes: 9 | Time: 2.0914e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -Index: 24 | Active_nodes: 10 | Time: 1.9758e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -Index: 29 | Active_nodes: 10 | Time: 2.0739e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -Index: 28 | Active_nodes: 11 | Time: 1.9263e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -Index: 26 | Active_nodes: 11 | Time: 1.9428e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -Index: 95 | Active_nodes: 11 | Time: 2.2393e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -Index: 119 | Active_nodes: 11 | Time: 2.3816e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -Index: 65 | Active_nodes: 13 | Time: 2.2469e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -Index: 113 | Active_nodes: 13 | Time: 2.2654e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -Index: 89 | Active_nodes: 13 | Time: 2.2850e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -Index: 71 | Active_nodes: 13 | Time: 2.3387e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| - -........................... -Average time: 2.1519e-03s - -24 permutations have 33 max nodes. -Index: 32 | Active_nodes: 9 | Time: 1.9393e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -Index: 56 | Active_nodes: 9 | Time: 1.9880e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -Index: 34 | Active_nodes: 9 | Time: 1.9919e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -Index: 58 | Active_nodes: 9 | Time: 1.9943e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -Index: 94 | Active_nodes: 9 | Time: 2.2118e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -Index: 118 | Active_nodes: 9 | Time: 2.2903e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -Index: 44 | Active_nodes: 10 | Time: 2.0153e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -Index: 40 | Active_nodes: 10 | Time: 2.0206e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -Index: 38 | Active_nodes: 10 | Time: 2.0269e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -Index: 46 | Active_nodes: 10 | Time: 2.0954e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -Index: 80 | Active_nodes: 10 | Time: 2.1165e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -Index: 106 | Active_nodes: 10 | Time: 2.1847e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -Index: 104 | Active_nodes: 10 | Time: 2.2108e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -Index: 82 | Active_nodes: 10 | Time: 2.2402e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -Index: 64 | Active_nodes: 11 | Time: 2.1301e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -Index: 57 | Active_nodes: 11 | Time: 2.1561e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -Index: 81 | Active_nodes: 11 | Time: 2.1660e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -Index: 112 | Active_nodes: 11 | Time: 2.1920e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -Index: 88 | Active_nodes: 11 | Time: 2.2269e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -Index: 70 | Active_nodes: 11 | Time: 2.3751e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -Index: 59 | Active_nodes: 12 | Time: 2.0965e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -Index: 105 | Active_nodes: 12 | Time: 2.2583e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -Index: 83 | Active_nodes: 14 | Time: 2.1707e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -Index: 107 | Active_nodes: 14 | Time: 2.2879e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| - -........................... -Average time: 2.1411e-03s - -12 permutations have 34 max nodes. -Index: 52 | Active_nodes: 10 | Time: 2.0501e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -Index: 50 | Active_nodes: 10 | Time: 2.0501e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -Index: 55 | Active_nodes: 11 | Time: 2.0864e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -Index: 98 | Active_nodes: 11 | Time: 2.1842e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -Index: 79 | Active_nodes: 11 | Time: 2.1882e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -Index: 74 | Active_nodes: 11 | Time: 2.2284e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -Index: 100 | Active_nodes: 11 | Time: 2.2379e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -Index: 76 | Active_nodes: 11 | Time: 2.2445e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -Index: 54 | Active_nodes: 12 | Time: 2.0859e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -Index: 103 | Active_nodes: 12 | Time: 2.2517e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -Index: 78 | Active_nodes: 14 | Time: 2.1634e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -Index: 102 | Active_nodes: 14 | Time: 2.2199e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| - -........................... -Average time: 2.1659e-03s - -18 permutations have 35 max nodes. -Index: 61 | Active_nodes: 9 | Time: 2.0528e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -Index: 85 | Active_nodes: 9 | Time: 2.1291e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -Index: 63 | Active_nodes: 9 | Time: 2.1293e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -Index: 87 | Active_nodes: 9 | Time: 2.1665e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -Index: 67 | Active_nodes: 10 | Time: 2.0817e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -Index: 69 | Active_nodes: 10 | Time: 2.1360e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -Index: 75 | Active_nodes: 10 | Time: 2.1713e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -Index: 51 | Active_nodes: 10 | Time: 2.2155e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -Index: 109 | Active_nodes: 10 | Time: 2.2414e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -Index: 91 | Active_nodes: 10 | Time: 2.2709e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -Index: 93 | Active_nodes: 10 | Time: 2.2772e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -Index: 111 | Active_nodes: 10 | Time: 2.2824e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -Index: 115 | Active_nodes: 10 | Time: 2.3475e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -Index: 117 | Active_nodes: 10 | Time: 2.3919e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -Index: 53 | Active_nodes: 11 | Time: 2.0674e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -Index: 99 | Active_nodes: 11 | Time: 2.3540e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -Index: 77 | Active_nodes: 13 | Time: 2.1964e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -Index: 101 | Active_nodes: 13 | Time: 2.2769e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| - -........................... -Average time: 2.2105e-03s - -6 permutations have 36 max nodes. -Index: 73 | Active_nodes: 10 | Time: 2.0741e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -Index: 49 | Active_nodes: 10 | Time: 2.1074e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -Index: 48 | Active_nodes: 11 | Time: 2.1098e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -Index: 97 | Active_nodes: 11 | Time: 2.2279e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -Index: 72 | Active_nodes: 13 | Time: 2.1530e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -Index: 96 | Active_nodes: 13 | Time: 2.2770e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| - -........................... -Average time: 2.1582e-03s - -________________________________________________________________________________________________ - -execution time of: 1.8558e-03s: Index: 2 | Max_nodes: 29 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| - -execution time of: 1.9001e-03s: Index: 8 | Max_nodes: 31 | Active_nodes: 10 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| - -execution time of: 1.9030e-03s: Index: 6 | Max_nodes: 29 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| - -execution time of: 1.9038e-03s: Index: 5 | Max_nodes: 29 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| - -execution time of: 1.9189e-03s: Index: 10 | Max_nodes: 31 | Active_nodes: 10 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| - -execution time of: 1.9246e-03s: Index: 0 | Max_nodes: 29 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| - -execution time of: 1.9263e-03s: Index: 28 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| - -execution time of: 1.9331e-03s: Index: 4 | Max_nodes: 29 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| - -execution time of: 1.9393e-03s: Index: 32 | Max_nodes: 33 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| - -execution time of: 1.9428e-03s: Index: 26 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| - -execution time of: 1.9441e-03s: Index: 20 | Max_nodes: 31 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| - -execution time of: 1.9583e-03s: Index: 14 | Max_nodes: 31 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| - -execution time of: 1.9698e-03s: Index: 7 | Max_nodes: 29 | Active_nodes: 10 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| - -execution time of: 1.9717e-03s: Index: 12 | Max_nodes: 29 | Active_nodes: 13 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| - -execution time of: 1.9758e-03s: Index: 24 | Max_nodes: 32 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| - -execution time of: 1.9811e-03s: Index: 13 | Max_nodes: 29 | Active_nodes: 10 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| - -execution time of: 1.9857e-03s: Index: 30 | Max_nodes: 30 | Active_nodes: 12 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| - -execution time of: 1.9880e-03s: Index: 56 | Max_nodes: 33 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| - -execution time of: 1.9919e-03s: Index: 34 | Max_nodes: 33 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| - -execution time of: 1.9919e-03s: Index: 11 | Max_nodes: 30 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| - -execution time of: 1.9943e-03s: Index: 58 | Max_nodes: 33 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| - -execution time of: 1.9943e-03s: Index: 62 | Max_nodes: 31 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| - -execution time of: 2.0066e-03s: Index: 16 | Max_nodes: 31 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| - -execution time of: 2.0122e-03s: Index: 36 | Max_nodes: 30 | Active_nodes: 14 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| - -execution time of: 2.0153e-03s: Index: 44 | Max_nodes: 33 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| - -execution time of: 2.0182e-03s: Index: 1 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| - -execution time of: 2.0206e-03s: Index: 40 | Max_nodes: 33 | Active_nodes: 10 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| - -execution time of: 2.0269e-03s: Index: 38 | Max_nodes: 33 | Active_nodes: 10 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| - -execution time of: 2.0304e-03s: Index: 92 | Max_nodes: 31 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| - -execution time of: 2.0437e-03s: Index: 35 | Max_nodes: 31 | Active_nodes: 12 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| - -execution time of: 2.0458e-03s: Index: 3 | Max_nodes: 29 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| - -execution time of: 2.0464e-03s: Index: 37 | Max_nodes: 30 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| - -execution time of: 2.0501e-03s: Index: 52 | Max_nodes: 34 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| - -execution time of: 2.0501e-03s: Index: 50 | Max_nodes: 34 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| - -execution time of: 2.0528e-03s: Index: 61 | Max_nodes: 35 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| - -execution time of: 2.0561e-03s: Index: 25 | Max_nodes: 32 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| - -execution time of: 2.0674e-03s: Index: 53 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| - -execution time of: 2.0709e-03s: Index: 41 | Max_nodes: 31 | Active_nodes: 14 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| - -execution time of: 2.0739e-03s: Index: 29 | Max_nodes: 32 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| - -execution time of: 2.0741e-03s: Index: 73 | Max_nodes: 36 | Active_nodes: 10 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| - -execution time of: 2.0763e-03s: Index: 60 | Max_nodes: 30 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| - -execution time of: 2.0813e-03s: Index: 17 | Max_nodes: 30 | Active_nodes: 13 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| - -execution time of: 2.0817e-03s: Index: 67 | Max_nodes: 35 | Active_nodes: 10 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| - -execution time of: 2.0859e-03s: Index: 54 | Max_nodes: 34 | Active_nodes: 12 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| - -execution time of: 2.0864e-03s: Index: 55 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| - -execution time of: 2.0891e-03s: Index: 110 | Max_nodes: 31 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| - -execution time of: 2.0914e-03s: Index: 27 | Max_nodes: 32 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| - -execution time of: 2.0948e-03s: Index: 31 | Max_nodes: 30 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| - -execution time of: 2.0954e-03s: Index: 33 | Max_nodes: 31 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| - -execution time of: 2.0954e-03s: Index: 46 | Max_nodes: 33 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| - -execution time of: 2.0957e-03s: Index: 9 | Max_nodes: 30 | Active_nodes: 10 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| - -execution time of: 2.0965e-03s: Index: 59 | Max_nodes: 33 | Active_nodes: 12 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| - -execution time of: 2.1004e-03s: Index: 22 | Max_nodes: 31 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| - -execution time of: 2.1020e-03s: Index: 23 | Max_nodes: 30 | Active_nodes: 13 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| - -execution time of: 2.1023e-03s: Index: 43 | Max_nodes: 30 | Active_nodes: 12 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| - -execution time of: 2.1074e-03s: Index: 49 | Max_nodes: 36 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| - -execution time of: 2.1098e-03s: Index: 48 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| - -execution time of: 2.1146e-03s: Index: 90 | Max_nodes: 30 | Active_nodes: 11 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| - -execution time of: 2.1165e-03s: Index: 80 | Max_nodes: 33 | Active_nodes: 10 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| - -execution time of: 2.1212e-03s: Index: 19 | Max_nodes: 29 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| - -execution time of: 2.1237e-03s: Index: 84 | Max_nodes: 30 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| - -execution time of: 2.1291e-03s: Index: 85 | Max_nodes: 35 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| - -execution time of: 2.1291e-03s: Index: 15 | Max_nodes: 30 | Active_nodes: 10 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| - -execution time of: 2.1293e-03s: Index: 63 | Max_nodes: 35 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| - -execution time of: 2.1301e-03s: Index: 64 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| - -execution time of: 2.1350e-03s: Index: 116 | Max_nodes: 31 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| - -execution time of: 2.1360e-03s: Index: 69 | Max_nodes: 35 | Active_nodes: 10 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| - -execution time of: 2.1369e-03s: Index: 18 | Max_nodes: 29 | Active_nodes: 13 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| - -execution time of: 2.1426e-03s: Index: 42 | Max_nodes: 30 | Active_nodes: 14 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| - -execution time of: 2.1511e-03s: Index: 21 | Max_nodes: 30 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| - -execution time of: 2.1530e-03s: Index: 72 | Max_nodes: 36 | Active_nodes: 13 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| - -execution time of: 2.1552e-03s: Index: 66 | Max_nodes: 30 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| - -execution time of: 2.1561e-03s: Index: 57 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| - -execution time of: 2.1587e-03s: Index: 45 | Max_nodes: 31 | Active_nodes: 12 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| - -execution time of: 2.1634e-03s: Index: 78 | Max_nodes: 34 | Active_nodes: 14 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| - -execution time of: 2.1660e-03s: Index: 81 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| - -execution time of: 2.1665e-03s: Index: 87 | Max_nodes: 35 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| - -execution time of: 2.1707e-03s: Index: 83 | Max_nodes: 33 | Active_nodes: 14 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| - -execution time of: 2.1713e-03s: Index: 75 | Max_nodes: 35 | Active_nodes: 10 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| - -execution time of: 2.1715e-03s: Index: 86 | Max_nodes: 31 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| - -execution time of: 2.1785e-03s: Index: 47 | Max_nodes: 31 | Active_nodes: 14 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| - -execution time of: 2.1815e-03s: Index: 68 | Max_nodes: 31 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| - -execution time of: 2.1842e-03s: Index: 98 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| - -execution time of: 2.1847e-03s: Index: 106 | Max_nodes: 33 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| - -execution time of: 2.1882e-03s: Index: 79 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| - -execution time of: 2.1920e-03s: Index: 112 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| - -execution time of: 2.1964e-03s: Index: 77 | Max_nodes: 35 | Active_nodes: 13 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| - -execution time of: 2.2101e-03s: Index: 114 | Max_nodes: 30 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| - -execution time of: 2.2108e-03s: Index: 104 | Max_nodes: 33 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| - -execution time of: 2.2109e-03s: Index: 39 | Max_nodes: 31 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| - -execution time of: 2.2118e-03s: Index: 94 | Max_nodes: 33 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| - -execution time of: 2.2155e-03s: Index: 51 | Max_nodes: 35 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| - -execution time of: 2.2199e-03s: Index: 102 | Max_nodes: 34 | Active_nodes: 14 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| - -execution time of: 2.2269e-03s: Index: 88 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| - -execution time of: 2.2279e-03s: Index: 97 | Max_nodes: 36 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| - -execution time of: 2.2284e-03s: Index: 74 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| - -execution time of: 2.2379e-03s: Index: 100 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| - -execution time of: 2.2393e-03s: Index: 95 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| - -execution time of: 2.2402e-03s: Index: 82 | Max_nodes: 33 | Active_nodes: 10 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| - -execution time of: 2.2414e-03s: Index: 109 | Max_nodes: 35 | Active_nodes: 10 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| - -execution time of: 2.2445e-03s: Index: 76 | Max_nodes: 34 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| - -execution time of: 2.2469e-03s: Index: 65 | Max_nodes: 32 | Active_nodes: 13 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| - -execution time of: 2.2492e-03s: Index: 108 | Max_nodes: 30 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| - -execution time of: 2.2517e-03s: Index: 103 | Max_nodes: 34 | Active_nodes: 12 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| - -execution time of: 2.2583e-03s: Index: 105 | Max_nodes: 33 | Active_nodes: 12 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| - -execution time of: 2.2654e-03s: Index: 113 | Max_nodes: 32 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| - -execution time of: 2.2709e-03s: Index: 91 | Max_nodes: 35 | Active_nodes: 10 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| - -execution time of: 2.2769e-03s: Index: 101 | Max_nodes: 35 | Active_nodes: 13 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| - -execution time of: 2.2770e-03s: Index: 96 | Max_nodes: 36 | Active_nodes: 13 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| - -execution time of: 2.2772e-03s: Index: 93 | Max_nodes: 35 | Active_nodes: 10 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| - -execution time of: 2.2824e-03s: Index: 111 | Max_nodes: 35 | Active_nodes: 10 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| - -execution time of: 2.2850e-03s: Index: 89 | Max_nodes: 32 | Active_nodes: 13 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| - -execution time of: 2.2879e-03s: Index: 107 | Max_nodes: 33 | Active_nodes: 14 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| - -execution time of: 2.2903e-03s: Index: 118 | Max_nodes: 33 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| - -execution time of: 2.3387e-03s: Index: 71 | Max_nodes: 32 | Active_nodes: 13 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| - -execution time of: 2.3475e-03s: Index: 115 | Max_nodes: 35 | Active_nodes: 10 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| - -execution time of: 2.3540e-03s: Index: 99 | Max_nodes: 35 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| - -execution time of: 2.3751e-03s: Index: 70 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| - -execution time of: 2.3816e-03s: Index: 119 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| - -execution time of: 2.3919e-03s: Index: 117 | Max_nodes: 35 | Active_nodes: 10 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| - -________________________________________________________________________________________________ - -Start Simulation of qwalk-noancilla_indep_qiskit_6__________________________________________________ - -..i:...0...1...2...3...4...5 -..1:...h...|...|...|...|...| 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-592:...|...|...c...|...|...x -593:...p...|...|...|...|...c p: (-1.9635e-01) -594:...|...|...|...|...c...x -595:...p...|...|...|...|...c p: (1.9635e-01) -596:...|...|...|...c...|...x -597:...p...|...|...|...|...c p: (-1.9635e-01) -598:...|...|...|...|...c...x -599:...p...|...|...|...|...c p: (1.9635e-01) -600:...|...c...|...|...|...x -601:...|...h...|...|...|...| -602:...p...|...|...|...|...c p: (-1.9635e-01) -603:...|...|...|...|...c...x -604:...p...|...|...|...|...c p: (1.9635e-01) -605:...|...|...|...c...|...x -606:...p...|...|...|...|...c p: (-1.9635e-01) -607:...|...|...|...|...c...x -608:...p...|...|...|...|...c p: (1.9635e-01) -609:...|...|...c...|...|...x -610:...p...|...|...|...|...c p: (-1.9635e-01) -611:...|...|...|...|...c...x -612:...p...|...|...|...|...c p: (1.9635e-01) -613:...|...|...|...c...|...x -614:...p...|...|...|...|...c p: (-1.9635e-01) -615:...|...|...|...|...c...x -616:...|...s...|...|...c...| -617:...|...|...|...|..u2...| p: (7.8540e-01) (-3.1416e+00) -618:...|...|...|...c...x...| -619:...|...|...|...|..u2...| p: (0.0000e+00) (2.3562e+00) -620:...p...|...|...|...|...c p: (1.9635e-01) -621:...|...|...|...|...x...c -622:...|...|...|...|...t...| -623:...|...|...c...|...x...| -624:...|...|...|...|.tdg...| -625:...|...|...|...|...x...c -626:...|...|...|...|...t...| -627:...|...|...c...|...x...| -628:...|...|...|...|..u2...| p: (7.8540e-01) (2.3562e+00) -629:...|...|...|...c...x...| -630:...|...|...|...|..u2...| p: (0.0000e+00) (2.3562e+00) -631:...|.sdg...|...|...c...| -632:...|...|...|...|..u2...| p: (7.8540e-01) (-3.1416e+00) -633:...|...|...|...c...x...| -634:...|...|...|...|..u2...| p: (7.8540e-01) (2.3562e+00) -635:...|...|...c...|...x...| -636:...|...|...|...|.tdg...| -637:...|...|...|...|...x...c -638:...|...|...|...|...t...| -639:...|...|...c...|...x...| -640:...|...|...|...|.tdg...| -641:...|...|...|...|...x...c -642:...|...|...|...|..u2...| p: (7.8540e-01) (-3.1416e+00) -643:...|...|...|...c...x...| -644:...|...|...|...|..u2...| p: (3.9270e-01) (2.3562e+00) -645:...|...p...|...|...|...c p: (3.9270e-01) -646:...|...|...x...|...|...c -647:...|...p...c...|...|...| p: (-3.9270e-01) -648:...|...|...x...|...|...c -649:...|...p...c...|...|...| p: (3.9270e-01) -650:...|...|...c...x...|...| -651:...|...p...|...c...|...| p: (-3.9270e-01) -652:...|...|...|...x...|...c -653:...|...p...|...c...|...| p: (3.9270e-01) -654:...|...|...c...x...|...| -655:...|...|..u2...|...|...| p: (3.9270e-01) (-3.1416e+00) -656:...|...p...|...c...|...| p: (-3.9270e-01) -657:...|...|...|...x...|...c -658:...|...p...|...c...|...| p: (3.9270e-01) -659:...|..ry...|...|...|...| p: (1.5708e+00) -660:...|...|...|...p...|...| p: (3.9270e-01) -661:...|...|...|...|...|...p p: (3.9270e-01) -662:...|...|...|...x...|...c -663:...|...|...|...p...|...| p: (-3.9270e-01) -664:...|...|...|...x...|...c -665:...|...|...|...c...x...| -666:...|...|...|...|...p...| p: (-3.9270e-01) -667:...|...|...|...|...x...c -668:...|...|...|...|...p...| p: (3.9270e-01) -669:...|...|...|...c...x...| -670:...|...|...|...|...p...| p: (-3.9270e-01) -671:...|...|...|...|...x...c -672:...|...|...x...|...c...| -673:...|...|...p...|...|...| p: (-3.9270e-01) -674:...|...|...x...c...|...| -675:...|...|...p...|...|...| p: (3.9270e-01) -676:...|...|...x...|...c...| -677:...|...|...p...|...|...| p: (-3.9270e-01) -678:...|...|...x...|...|...c -679:...|...|...p...|...|...| p: (3.9270e-01) -680:...|...|...x...|...c...| -681:...|...|...p...|...|...| p: (-3.9270e-01) -682:...|...|...x...c...|...| -683:...|...|...p...|...|...| p: (3.9270e-01) -684:...|...|...x...|...c...| -685:...|...|...p...|...|...| p: (-3.9270e-01) -686:...|...|...x...|...|...c -687:...|...|..ry...|...|...| p: (1.5708e+00) -688:...|...|...|...x...c...c -689:...|...|...|...x...|...| -690:...|...|...|...|...x...c -691:...|...|...|...|...x...| -692:...p...|...|...|...c...| p: (1.9635e-01) -693:...|...|...|...x...c...| -694:...p...|...|...c...|...| p: (-1.9635e-01) -695:...|...|...|...x...c...| -696:...p...|...|...c...|...| p: (1.9635e-01) -697:...|...|...x...c...|...| -698:...p...|...c...|...|...| p: (-1.9635e-01) -699:...|...|...x...|...c...| -700:...p...|...c...|...|...| p: (1.9635e-01) -701:...|...|...x...c...|...| -702:...p...|...c...|...|...| p: (-1.9635e-01) -703:...|...|...x...|...c...| -704:...p...|...c...|...|...| p: (1.9635e-01) -705:...|...x...c...|...|...| -706:...p...c...|...|...|...| p: (-1.9635e-01) -707:...|...x...|...|...c...| -708:...p...c...|...|...|...| p: (1.9635e-01) -709:...|...x...|...c...|...| -710:...p...c...|...|...|...| p: (-1.9635e-01) -711:...|...x...|...|...c...| -712:...p...c...|...|...|...| p: (1.9635e-01) -713:...|...x...c...|...|...| -714:...p...c...|...|...|...| p: (-1.9635e-01) -715:...|...x...|...|...c...| -716:...p...c...|...|...|...| p: (1.9635e-01) -717:...|...x...|...c...|...| -718:...p...c...|...|...|...| p: (-1.9635e-01) -719:...|...x...|...|...c...| -720:...p...c...|...|...|...| p: (1.9635e-01) -721:...|...|...|...|...|...x -722:...|...c...|...|...|...x -723:...p...|...|...|...|...c p: (-1.9635e-01) -724:...|...|...|...|...c...x -725:...p...|...|...|...|...c p: (1.9635e-01) -726:...|...|...|...c...|...x -727:...p...|...|...|...|...c p: (-1.9635e-01) -728:...|...|...|...|...c...x -729:...p...|...|...|...|...c p: (1.9635e-01) -730:...|...|...c...|...|...x -731:...p...|...|...|...|...c p: (-1.9635e-01) -732:...|...|...|...|...c...x -733:...p...|...|...|...|...c p: (1.9635e-01) -734:...|...|...|...c...|...x -735:...p...|...|...|...|...c p: (-1.9635e-01) -736:...|...|...|...|...c...x -737:...p...|...|...|...|...c p: (1.9635e-01) -738:...|...c...|...|...|...x -739:...|...h...|...|...|...| -740:...p...|...|...|...|...c p: (-1.9635e-01) -741:...|...|...|...|...c...x -742:...p...|...|...|...|...c p: (1.9635e-01) -743:...|...|...|...c...|...x -744:...p...|...|...|...|...c p: (-1.9635e-01) -745:...|...|...|...|...c...x -746:...p...|...|...|...|...c p: (1.9635e-01) -747:...|...|...c...|...|...x -748:...p...|...|...|...|...c p: (-1.9635e-01) -749:...|...|...|...|...c...x -750:...p...|...|...|...|...c p: (1.9635e-01) -751:...|...|...|...c...|...x -752:...p...|...|...|...|...c p: (-1.9635e-01) -753:...|...|...|...|...c...x -754:...|...s...|...|...c...| -755:...|...|...|...|..u2...| p: (7.8540e-01) (-3.1416e+00) -756:...|...|...|...c...x...| -757:...|...|...|...|..u2...| p: (0.0000e+00) (2.3562e+00) -758:...p...|...|...|...|...c p: (1.9635e-01) -759:...h...|...|...|...|...| -760:...|...|...|...|...x...c -761:...|...|...|...|...t...| -762:...|...|...c...|...x...| -763:...|...|...|...|.tdg...| -764:...|...|...|...|...x...c -765:...|...|...|...|...t...| -766:...|...|...c...|...x...| -767:...|...|...|...|..u2...| p: (7.8540e-01) (2.3562e+00) -768:...|...|...|...c...x...| -769:...|...|...|...|..u2...| p: (0.0000e+00) (2.3562e+00) -770:...|.sdg...|...|...c...| -771:...|...|...|...|..u2...| p: (7.8540e-01) (-3.1416e+00) -772:...|...|...|...c...x...| -773:...|...|...|...|..u2...| p: (7.8540e-01) (2.3562e+00) -774:...|...|...c...|...x...| -775:...|...|...|...|.tdg...| -776:...|...|...|...|...x...c -777:...|...|...|...|...t...| -778:...|...|...c...|...x...| -779:...|...|...|...|.tdg...| -780:...|...|...|...|...x...c -781:...|...|...|...|..u2...| p: (7.8540e-01) (-3.1416e+00) -782:...|...|...|...c...x...| -783:...|...|...|...|..u2...| p: (3.9270e-01) (2.3562e+00) -784:...|...p...|...|...|...c p: (3.9270e-01) -785:...|...|...x...|...|...c -786:...|...p...c...|...|...| p: (-3.9270e-01) -787:...|...|...x...|...|...c -788:...|...p...c...|...|...| p: (3.9270e-01) -789:...|...|...c...x...|...| -790:...|...p...|...c...|...| p: (-3.9270e-01) -791:...|...|...|...x...|...c -792:...|...p...|...c...|...| p: (3.9270e-01) -793:...|...|...c...x...|...| -794:...|...|..u2...|...|...| p: (3.9270e-01) (-3.1416e+00) -795:...|...p...|...c...|...| p: (-3.9270e-01) -796:...|...|...|...x...|...c -797:...|...p...|...c...|...| p: (3.9270e-01) -798:...|..ry...|...|...|...| p: (1.5708e+00) -799:...|...|...|...p...|...| p: (3.9270e-01) -800:...|...|...|...|...|...p p: (3.9270e-01) -801:...|...|...|...x...|...c -802:...|...|...|...p...|...| p: (-3.9270e-01) -803:...|...|...|...x...|...c -804:...|...|...|...c...x...| -805:...|...|...|...|...p...| p: (-3.9270e-01) -806:...|...|...|...|...x...c -807:...|...|...|...|...p...| p: (3.9270e-01) -808:...|...|...|...c...x...| -809:...|...|...|...|...p...| p: (-3.9270e-01) -810:...|...|...|...|...x...c -811:...|...|...x...|...c...| -812:...|...|...p...|...|...| p: (-3.9270e-01) -813:...|...|...x...c...|...| -814:...|...|...p...|...|...| p: (3.9270e-01) -815:...|...|...x...|...c...| -816:...|...|...p...|...|...| p: (-3.9270e-01) -817:...|...|...x...|...|...c -818:...|...|...p...|...|...| p: (3.9270e-01) -819:...|...|...x...|...c...| -820:...|...|...p...|...|...| p: (-3.9270e-01) -821:...|...|...x...c...|...| -822:...|...|...p...|...|...| p: (3.9270e-01) -823:...|...|...x...|...c...| -824:...|...|...p...|...|...| p: (-3.9270e-01) -825:...|...|...x...|...|...c -826:...|...|..ry...|...|...| p: (1.5708e+00) -827:...|...|...|...x...c...c -828:...|...|...|...x...|...| -829:...|...|...|...|...x...c -830:...|...|...|...|...x...| -831:...|...|...|...|...|...x -832:======================== -833:...0...|...|...|...|...| -834:...|...1...|...|...|...| -835:...|...|...2...|...|...| -836:...|...|...|...3...|...| -837:...|...|...|...|...4...| -838:...|...|...|...|...|...5 -..o:...0...1...2...3...4...5 -Total Permutations: 720 -Min time: 3.8314e-03s................. Permutation 1 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Max time: 5.7151e-03s................. Permutation 718: 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Min active nodes: 11 nodes.................... Permutation 1 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Min max nodes: 39 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Max active nodes: 18 nodes.................... Permutation 156: 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Max max nodes: 64 nodes.................... Permutation 445: 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -________________________________________________________________________________________________ - -48 permutations have 11 active nodes. -Index: 1 | Max_nodes: 39 | Time: 3.8314e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 25 | Max_nodes: 39 | Time: 3.8677e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 3 | Max_nodes: 39 | Time: 3.9228e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 123 | Max_nodes: 39 | Time: 3.9387e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 121 | Max_nodes: 39 | Time: 3.9791e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 27 | Max_nodes: 39 | Time: 4.0065e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 145 | Max_nodes: 42 | Time: 3.9524e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 243 | Max_nodes: 42 | Time: 3.9914e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 241 | Max_nodes: 42 | Time: 4.0226e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 147 | Max_nodes: 42 | Time: 4.0385e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 152 | Max_nodes: 43 | Time: 4.2574e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 272 | Max_nodes: 43 | Time: 4.2744e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 154 | Max_nodes: 43 | Time: 4.3917e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 392 | Max_nodes: 43 | Time: 4.4158e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 274 | Max_nodes: 43 | Time: 4.4227e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 176 | Max_nodes: 43 | Time: 4.4535e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 394 | Max_nodes: 43 | Time: 4.4721e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 178 | Max_nodes: 43 | Time: 4.5354e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 265 | Max_nodes: 45 | Time: 4.0085e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 267 | Max_nodes: 45 | Time: 4.0715e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 296 | Max_nodes: 47 | Time: 4.3895e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 418 | Max_nodes: 47 | Time: 4.4344e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 416 | Max_nodes: 47 | Time: 4.4371e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 298 | Max_nodes: 47 | Time: 4.4994e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 452 | Max_nodes: 50 | Time: 4.7988e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 476 | Max_nodes: 50 | Time: 4.8156e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 572 | Max_nodes: 50 | Time: 4.9686e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 692 | Max_nodes: 50 | Time: 5.2379e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 596 | Max_nodes: 50 | Time: 5.3904e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 716 | Max_nodes: 50 | Time: 5.4961e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 478 | Max_nodes: 57 | Time: 4.7744e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 454 | Max_nodes: 57 | Time: 4.8323e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 574 | Max_nodes: 57 | Time: 5.2851e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 694 | Max_nodes: 57 | Time: 5.4721e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 598 | Max_nodes: 57 | Time: 5.5313e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 718 | Max_nodes: 57 | Time: 5.7151e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 303 | Max_nodes: 61 | Time: 4.3311e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 325 | Max_nodes: 61 | Time: 4.4312e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 301 | Max_nodes: 61 | Time: 4.4457e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 327 | Max_nodes: 61 | Time: 4.5770e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 541 | Max_nodes: 62 | Time: 4.3288e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 421 | Max_nodes: 62 | Time: 4.4128e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 543 | Max_nodes: 62 | Time: 4.4408e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 423 | Max_nodes: 62 | Time: 4.4903e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 565 | Max_nodes: 64 | Time: 4.7782e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 567 | Max_nodes: 64 | Time: 4.8102e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 445 | Max_nodes: 64 | Time: 4.8492e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 447 | Max_nodes: 64 | Time: 4.8504e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| - -........................... -Average time: 4.5350e-03s - -144 permutations have 12 active nodes. -Index: 5 | Max_nodes: 39 | Time: 3.9592e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 29 | Max_nodes: 39 | Time: 3.9597e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 120 | Max_nodes: 39 | Time: 3.9747e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 125 | Max_nodes: 39 | Time: 3.9954e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 24 | Max_nodes: 39 | Time: 3.9988e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 0 | Max_nodes: 39 | Time: 4.0743e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 7 | Max_nodes: 41 | Time: 3.9393e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 127 | Max_nodes: 41 | Time: 3.9820e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 133 | Max_nodes: 41 | Time: 3.9937e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 9 | Max_nodes: 41 | Time: 4.0058e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 15 | Max_nodes: 41 | Time: 4.0572e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 135 | Max_nodes: 41 | Time: 4.0685e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 129 | Max_nodes: 41 | Time: 4.1135e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 8 | Max_nodes: 41 | Time: 4.1313e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 13 | Max_nodes: 41 | Time: 4.1416e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 128 | Max_nodes: 41 | Time: 4.1607e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 130 | Max_nodes: 41 | Time: 4.1622e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 10 | Max_nodes: 41 | Time: 4.1783e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 32 | Max_nodes: 41 | Time: 4.2109e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 250 | Max_nodes: 41 | Time: 4.2368e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 50 | Max_nodes: 41 | Time: 4.2475e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 248 | Max_nodes: 41 | Time: 4.2484e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 368 | Max_nodes: 41 | Time: 4.3177e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 34 | Max_nodes: 41 | Time: 4.3221e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 52 | Max_nodes: 41 | Time: 4.3391e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 58 | Max_nodes: 41 | Time: 4.4402e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 370 | Max_nodes: 41 | Time: 4.4551e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 56 | Max_nodes: 41 | Time: 4.5112e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 51 | Max_nodes: 42 | Time: 3.9842e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 240 | Max_nodes: 42 | Time: 4.0442e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 245 | Max_nodes: 42 | Time: 4.0972e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 144 | Max_nodes: 42 | Time: 4.1101e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 75 | Max_nodes: 42 | Time: 4.1248e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 149 | Max_nodes: 42 | Time: 4.1433e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 286 | Max_nodes: 43 | Time: 4.3801e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 166 | Max_nodes: 43 | Time: 4.3807e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 284 | Max_nodes: 43 | Time: 4.3911e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 512 | Max_nodes: 43 | Time: 4.3987e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 280 | Max_nodes: 43 | Time: 4.4123e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 160 | Max_nodes: 43 | Time: 4.4510e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 158 | Max_nodes: 43 | Time: 4.4571e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 278 | Max_nodes: 43 | Time: 4.4883e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 202 | Max_nodes: 43 | Time: 4.4935e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 164 | Max_nodes: 43 | Time: 4.5422e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 200 | Max_nodes: 43 | Time: 4.5790e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 224 | Max_nodes: 43 | Time: 4.6684e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 514 | Max_nodes: 43 | Time: 4.7044e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 524 | Max_nodes: 43 | Time: 4.7387e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 226 | Max_nodes: 43 | Time: 4.7562e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 634 | Max_nodes: 43 | Time: 4.7639e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 526 | Max_nodes: 43 | Time: 4.8051e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 632 | Max_nodes: 43 | Time: 4.8192e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 644 | Max_nodes: 43 | Time: 4.9986e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 646 | Max_nodes: 43 | Time: 5.0444e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 362 | Max_nodes: 44 | Time: 4.2069e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 364 | Max_nodes: 44 | Time: 4.3118e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 170 | Max_nodes: 44 | Time: 4.3702e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 172 | Max_nodes: 44 | Time: 4.3978e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 212 | Max_nodes: 44 | Time: 4.5017e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 236 | Max_nodes: 44 | Time: 4.5855e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 214 | Max_nodes: 44 | Time: 4.6415e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 238 | Max_nodes: 44 | Time: 4.6709e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 171 | Max_nodes: 45 | Time: 3.9754e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 49 | Max_nodes: 45 | Time: 4.0835e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 264 | Max_nodes: 45 | Time: 4.1304e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 269 | Max_nodes: 45 | Time: 4.1380e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 85 | Max_nodes: 45 | Time: 4.1630e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 73 | Max_nodes: 45 | Time: 4.1728e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 195 | Max_nodes: 45 | Time: 4.2093e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 373 | Max_nodes: 45 | Time: 4.2488e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 61 | Max_nodes: 45 | Time: 4.2921e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 493 | Max_nodes: 45 | Time: 4.3608e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 63 | Max_nodes: 46 | Time: 4.2039e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 87 | Max_nodes: 46 | Time: 4.2657e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 388 | Max_nodes: 47 | Time: 4.2548e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 375 | Max_nodes: 47 | Time: 4.2597e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 386 | Max_nodes: 47 | Time: 4.3329e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 495 | Max_nodes: 47 | Time: 4.3649e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 322 | Max_nodes: 47 | Time: 4.4801e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 320 | Max_nodes: 47 | Time: 4.6974e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 344 | Max_nodes: 47 | Time: 4.7067e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 536 | Max_nodes: 47 | Time: 4.7083e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 346 | Max_nodes: 47 | Time: 4.7617e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 538 | Max_nodes: 47 | Time: 4.7802e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 656 | Max_nodes: 47 | Time: 4.8264e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 658 | Max_nodes: 47 | Time: 4.8722e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 361 | Max_nodes: 48 | Time: 3.9845e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 169 | Max_nodes: 48 | Time: 4.0447e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 363 | Max_nodes: 48 | Time: 4.1914e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 193 | Max_nodes: 48 | Time: 4.2283e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 410 | Max_nodes: 48 | Time: 4.2698e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 481 | Max_nodes: 48 | Time: 4.2772e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 483 | Max_nodes: 48 | Time: 4.2977e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 412 | Max_nodes: 48 | Time: 4.3943e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 290 | Max_nodes: 48 | Time: 4.4354e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 292 | Max_nodes: 48 | Time: 4.4475e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 584 | Max_nodes: 49 | Time: 5.2247e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 704 | Max_nodes: 49 | Time: 5.4470e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 385 | Max_nodes: 51 | Time: 4.0330e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 387 | Max_nodes: 51 | Time: 4.2716e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 505 | Max_nodes: 51 | Time: 4.3169e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 507 | Max_nodes: 51 | Time: 4.3688e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 586 | Max_nodes: 53 | Time: 5.3895e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 706 | Max_nodes: 53 | Time: 5.5475e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 433 | Max_nodes: 55 | Time: 4.6967e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 553 | Max_nodes: 55 | Time: 4.8917e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 435 | Max_nodes: 59 | Time: 4.6575e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 555 | Max_nodes: 59 | Time: 4.8637e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 307 | Max_nodes: 61 | Time: 4.3870e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 309 | Max_nodes: 61 | Time: 4.5303e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 331 | Max_nodes: 61 | Time: 4.5793e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 333 | Max_nodes: 61 | Time: 4.5825e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 357 | Max_nodes: 61 | Time: 4.6867e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 349 | Max_nodes: 61 | Time: 4.7685e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 355 | Max_nodes: 61 | Time: 4.7862e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 351 | Max_nodes: 61 | Time: 4.8221e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 427 | Max_nodes: 62 | Time: 4.5345e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 429 | Max_nodes: 62 | Time: 4.5493e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 549 | Max_nodes: 62 | Time: 4.8294e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 661 | Max_nodes: 62 | Time: 4.8315e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 547 | Max_nodes: 62 | Time: 4.8315e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 663 | Max_nodes: 62 | Time: 5.0013e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 669 | Max_nodes: 62 | Time: 5.0485e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 667 | Max_nodes: 62 | Time: 5.0722e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 451 | Max_nodes: 64 | Time: 4.7740e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 571 | Max_nodes: 64 | Time: 4.9017e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 453 | Max_nodes: 64 | Time: 4.9067e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 475 | Max_nodes: 64 | Time: 4.9942e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 687 | Max_nodes: 64 | Time: 5.0295e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 477 | Max_nodes: 64 | Time: 5.0369e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 573 | Max_nodes: 64 | Time: 5.0572e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 685 | Max_nodes: 64 | Time: 5.0657e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 469 | Max_nodes: 64 | Time: 5.0729e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 471 | Max_nodes: 64 | Time: 5.1958e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 589 | Max_nodes: 64 | Time: 5.2367e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 693 | Max_nodes: 64 | Time: 5.2549e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 591 | Max_nodes: 64 | Time: 5.2768e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 595 | Max_nodes: 64 | Time: 5.3101e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 691 | Max_nodes: 64 | Time: 5.3238e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 597 | Max_nodes: 64 | Time: 5.3560e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 709 | Max_nodes: 64 | Time: 5.3574e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 715 | Max_nodes: 64 | Time: 5.4368e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 711 | Max_nodes: 64 | Time: 5.4722e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 717 | Max_nodes: 64 | Time: 5.5108e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| - -........................... -Average time: 4.5394e-03s - -156 permutations have 13 active nodes. -Index: 2 | Max_nodes: 39 | Time: 3.9505e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 4 | Max_nodes: 39 | Time: 4.0138e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 122 | Max_nodes: 39 | Time: 4.0887e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 28 | Max_nodes: 39 | Time: 4.0989e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 124 | Max_nodes: 39 | Time: 4.1521e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 26 | Max_nodes: 39 | Time: 4.1698e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 11 | Max_nodes: 41 | Time: 3.9506e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 6 | Max_nodes: 41 | Time: 4.0100e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 126 | Max_nodes: 41 | Time: 4.0204e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 131 | Max_nodes: 41 | Time: 4.0323e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 139 | Max_nodes: 41 | Time: 4.0918e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 141 | Max_nodes: 41 | Time: 4.1555e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 19 | Max_nodes: 41 | Time: 4.1629e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 16 | Max_nodes: 41 | Time: 4.1667e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 140 | Max_nodes: 41 | Time: 4.1712e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 21 | Max_nodes: 41 | Time: 4.1958e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 20 | Max_nodes: 41 | Time: 4.2340e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 136 | Max_nodes: 41 | Time: 4.2348e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 76 | Max_nodes: 41 | Time: 4.2379e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 262 | Max_nodes: 41 | Time: 4.2454e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 134 | Max_nodes: 41 | Time: 4.2705e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 14 | Max_nodes: 41 | Time: 4.3062e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 142 | Max_nodes: 41 | Time: 4.3102e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 22 | Max_nodes: 41 | Time: 4.3161e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 260 | Max_nodes: 41 | Time: 4.3336e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 256 | Max_nodes: 41 | Time: 4.3458e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 254 | Max_nodes: 41 | Time: 4.4044e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 40 | Max_nodes: 41 | Time: 4.4054e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 46 | Max_nodes: 41 | Time: 4.4107e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 44 | Max_nodes: 41 | Time: 4.4183e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 98 | Max_nodes: 41 | Time: 4.4272e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 488 | Max_nodes: 41 | Time: 4.4517e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 80 | Max_nodes: 41 | Time: 4.4623e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 82 | Max_nodes: 41 | Time: 4.4676e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 104 | Max_nodes: 41 | Time: 4.4877e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 74 | Max_nodes: 41 | Time: 4.5124e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 38 | Max_nodes: 41 | Time: 4.5678e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 100 | Max_nodes: 41 | Time: 4.5815e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 502 | Max_nodes: 41 | Time: 4.5893e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 608 | Max_nodes: 41 | Time: 4.6303e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 490 | Max_nodes: 41 | Time: 4.6563e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 106 | Max_nodes: 41 | Time: 4.6599e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 610 | Max_nodes: 41 | Time: 4.6683e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 500 | Max_nodes: 41 | Time: 4.6797e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 620 | Max_nodes: 41 | Time: 4.8325e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 622 | Max_nodes: 41 | Time: 4.9078e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 148 | Max_nodes: 42 | Time: 4.1070e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 242 | Max_nodes: 42 | Time: 4.1109e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 146 | Max_nodes: 42 | Time: 4.1603e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 53 | Max_nodes: 42 | Time: 4.2785e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 244 | Max_nodes: 42 | Time: 4.2853e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 94 | Max_nodes: 42 | Time: 4.4148e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 92 | Max_nodes: 42 | Time: 4.4843e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 99 | Max_nodes: 42 | Time: 4.5017e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 116 | Max_nodes: 42 | Time: 4.5773e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 118 | Max_nodes: 42 | Time: 4.5934e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 196 | Max_nodes: 44 | Time: 4.3852e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 194 | Max_nodes: 44 | Time: 4.4018e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 482 | Max_nodes: 44 | Time: 4.4145e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 484 | Max_nodes: 44 | Time: 4.5202e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 218 | Max_nodes: 44 | Time: 4.5408e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 604 | Max_nodes: 44 | Time: 4.5550e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 220 | Max_nodes: 44 | Time: 4.5860e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 602 | Max_nodes: 44 | Time: 4.7506e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 548 | Max_nodes: 44 | Time: 4.7736e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 668 | Max_nodes: 44 | Time: 5.0778e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 268 | Max_nodes: 45 | Time: 4.1325e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 48 | Max_nodes: 45 | Time: 4.1433e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 266 | Max_nodes: 45 | Time: 4.1527e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 173 | Max_nodes: 45 | Time: 4.2084e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 67 | Max_nodes: 45 | Time: 4.3478e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 97 | Max_nodes: 45 | Time: 4.3762e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 379 | Max_nodes: 45 | Time: 4.3974e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 91 | Max_nodes: 45 | Time: 4.4377e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 332 | Max_nodes: 45 | Time: 4.4972e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 219 | Max_nodes: 45 | Time: 4.5079e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 109 | Max_nodes: 45 | Time: 4.5346e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 356 | Max_nodes: 45 | Time: 4.6109e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 499 | Max_nodes: 45 | Time: 4.6695e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 115 | Max_nodes: 45 | Time: 4.6736e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 613 | Max_nodes: 45 | Time: 4.7054e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 619 | Max_nodes: 45 | Time: 4.8407e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 69 | Max_nodes: 46 | Time: 4.2457e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 93 | Max_nodes: 46 | Time: 4.4209e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 111 | Max_nodes: 46 | Time: 4.5654e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 117 | Max_nodes: 46 | Time: 4.7292e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 590 | Max_nodes: 46 | Time: 5.4346e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 710 | Max_nodes: 46 | Time: 5.6314e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 381 | Max_nodes: 47 | Time: 4.3781e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 506 | Max_nodes: 47 | Time: 4.6864e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 501 | Max_nodes: 47 | Time: 4.7063e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 628 | Max_nodes: 47 | Time: 4.7129e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 508 | Max_nodes: 47 | Time: 4.7183e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 621 | Max_nodes: 47 | Time: 4.7260e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 615 | Max_nodes: 47 | Time: 4.7903e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 626 | Max_nodes: 47 | Time: 4.8563e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 360 | Max_nodes: 48 | Time: 4.1448e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 168 | Max_nodes: 48 | Time: 4.1762e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 181 | Max_nodes: 48 | Time: 4.1775e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 205 | Max_nodes: 48 | Time: 4.2309e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 397 | Max_nodes: 48 | Time: 4.2848e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 365 | Max_nodes: 48 | Time: 4.2925e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 316 | Max_nodes: 48 | Time: 4.4360e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 217 | Max_nodes: 48 | Time: 4.4532e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 601 | Max_nodes: 48 | Time: 4.4991e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 517 | Max_nodes: 48 | Time: 4.5262e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 603 | Max_nodes: 48 | Time: 4.5996e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 314 | Max_nodes: 48 | Time: 4.6488e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 530 | Max_nodes: 48 | Time: 4.6711e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 340 | Max_nodes: 48 | Time: 4.7192e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 532 | Max_nodes: 48 | Time: 4.7346e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 338 | Max_nodes: 48 | Time: 4.7814e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 652 | Max_nodes: 48 | Time: 4.8619e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 650 | Max_nodes: 48 | Time: 5.0130e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 183 | Max_nodes: 49 | Time: 4.1928e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 207 | Max_nodes: 49 | Time: 4.4234e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 399 | Max_nodes: 50 | Time: 4.2889e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 519 | Max_nodes: 50 | Time: 4.4716e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 578 | Max_nodes: 50 | Time: 5.2362e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 698 | Max_nodes: 50 | Time: 5.4627e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 384 | Max_nodes: 51 | Time: 4.1905e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 389 | Max_nodes: 51 | Time: 4.2715e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 627 | Max_nodes: 51 | Time: 4.5343e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 625 | Max_nodes: 51 | Time: 4.5938e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 450 | Max_nodes: 51 | Time: 4.7878e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 570 | Max_nodes: 51 | Time: 4.9947e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 474 | Max_nodes: 51 | Time: 5.0524e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 550 | Max_nodes: 51 | Time: 5.2370e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 690 | Max_nodes: 51 | Time: 5.3372e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 714 | Max_nodes: 51 | Time: 5.3906e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 594 | Max_nodes: 51 | Time: 5.4534e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 670 | Max_nodes: 51 | Time: 5.5369e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 334 | Max_nodes: 52 | Time: 4.7615e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 358 | Max_nodes: 52 | Time: 4.9459e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 580 | Max_nodes: 54 | Time: 5.2792e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 700 | Max_nodes: 54 | Time: 5.4846e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 559 | Max_nodes: 55 | Time: 4.6093e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 439 | Max_nodes: 55 | Time: 4.8128e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 673 | Max_nodes: 55 | Time: 5.2173e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 457 | Max_nodes: 55 | Time: 5.2283e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 697 | Max_nodes: 55 | Time: 5.2622e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 577 | Max_nodes: 55 | Time: 5.3495e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 592 | Max_nodes: 57 | Time: 5.5164e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 712 | Max_nodes: 57 | Time: 5.6748e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 455 | Max_nodes: 58 | Time: 4.8515e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 479 | Max_nodes: 58 | Time: 4.9841e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 575 | Max_nodes: 58 | Time: 5.0388e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 695 | Max_nodes: 58 | Time: 5.1759e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 599 | Max_nodes: 58 | Time: 5.4460e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 719 | Max_nodes: 58 | Time: 5.5996e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 441 | Max_nodes: 59 | Time: 4.5547e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 561 | Max_nodes: 59 | Time: 4.9590e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 459 | Max_nodes: 59 | Time: 5.0550e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 675 | Max_nodes: 59 | Time: 5.0701e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 699 | Max_nodes: 59 | Time: 5.3379e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 579 | Max_nodes: 59 | Time: 5.3573e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1| - -........................... -Average time: 4.6098e-03s - -72 permutations have 14 active nodes. -Index: 247 | Max_nodes: 41 | Time: 3.9036e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 253 | Max_nodes: 41 | Time: 4.1277e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 31 | Max_nodes: 42 | Time: 4.0009e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 37 | Max_nodes: 42 | Time: 4.0313e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 249 | Max_nodes: 43 | Time: 4.1019e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 33 | Max_nodes: 43 | Time: 4.1480e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 255 | Max_nodes: 43 | Time: 4.1766e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 39 | Max_nodes: 43 | Time: 4.2365e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 398 | Max_nodes: 43 | Time: 4.4480e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 404 | Max_nodes: 43 | Time: 4.4801e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 406 | Max_nodes: 43 | Time: 4.5870e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 400 | Max_nodes: 43 | Time: 4.5878e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 518 | Max_nodes: 43 | Time: 4.6553e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 520 | Max_nodes: 43 | Time: 4.7117e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 638 | Max_nodes: 43 | Time: 4.9386e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 640 | Max_nodes: 43 | Time: 4.9527e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 57 | Max_nodes: 44 | Time: 4.1327e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 81 | Max_nodes: 44 | Time: 4.2236e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 184 | Max_nodes: 44 | Time: 4.2652e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 208 | Max_nodes: 44 | Time: 4.4551e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 190 | Max_nodes: 44 | Time: 4.4553e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 188 | Max_nodes: 44 | Time: 4.5268e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 182 | Max_nodes: 44 | Time: 4.6190e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 206 | Max_nodes: 44 | Time: 4.6532e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 230 | Max_nodes: 44 | Time: 4.6682e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 232 | Max_nodes: 44 | Time: 4.7688e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 367 | Max_nodes: 45 | Time: 4.1468e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 487 | Max_nodes: 45 | Time: 4.3390e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 55 | Max_nodes: 46 | Time: 4.0448e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 79 | Max_nodes: 46 | Time: 4.1356e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 369 | Max_nodes: 47 | Time: 4.2416e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 489 | Max_nodes: 47 | Time: 4.4426e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 187 | Max_nodes: 48 | Time: 4.2612e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 211 | Max_nodes: 48 | Time: 4.3814e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 403 | Max_nodes: 48 | Time: 4.5220e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 229 | Max_nodes: 48 | Time: 4.5852e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 235 | Max_nodes: 48 | Time: 4.5913e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 523 | Max_nodes: 48 | Time: 4.7557e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 637 | Max_nodes: 48 | Time: 4.8160e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 643 | Max_nodes: 48 | Time: 4.9339e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 189 | Max_nodes: 49 | Time: 4.4459e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 213 | Max_nodes: 49 | Time: 4.5080e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 231 | Max_nodes: 49 | Time: 4.6889e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 237 | Max_nodes: 49 | Time: 4.7125e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 560 | Max_nodes: 49 | Time: 4.7274e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 464 | Max_nodes: 49 | Time: 4.8274e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 440 | Max_nodes: 49 | Time: 4.8340e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 680 | Max_nodes: 49 | Time: 5.1463e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 405 | Max_nodes: 50 | Time: 4.3473e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 525 | Max_nodes: 50 | Time: 4.6633e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 639 | Max_nodes: 50 | Time: 4.7114e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 645 | Max_nodes: 50 | Time: 4.9357e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 289 | Max_nodes: 53 | Time: 4.2718e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 409 | Max_nodes: 53 | Time: 4.2753e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 313 | Max_nodes: 53 | Time: 4.2860e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 529 | Max_nodes: 53 | Time: 4.3924e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 562 | Max_nodes: 53 | Time: 4.8512e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 442 | Max_nodes: 53 | Time: 5.0346e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 466 | Max_nodes: 53 | Time: 5.1927e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 682 | Max_nodes: 53 | Time: 5.2713e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 291 | Max_nodes: 54 | Time: 4.1802e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 315 | Max_nodes: 54 | Time: 4.3790e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 679 | Max_nodes: 55 | Time: 4.9550e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 463 | Max_nodes: 55 | Time: 5.0015e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 583 | Max_nodes: 55 | Time: 5.2722e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 703 | Max_nodes: 55 | Time: 5.3530e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 411 | Max_nodes: 57 | Time: 4.4242e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 531 | Max_nodes: 57 | Time: 4.5794e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 681 | Max_nodes: 59 | Time: 5.0582e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 465 | Max_nodes: 59 | Time: 5.1398e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 585 | Max_nodes: 59 | Time: 5.2770e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 705 | Max_nodes: 59 | Time: 5.4023e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| - -........................... -Average time: 4.5861e-03s - -144 permutations have 15 active nodes. -Index: 246 | Max_nodes: 41 | Time: 4.0206e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 17 | Max_nodes: 41 | Time: 4.1137e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 137 | Max_nodes: 41 | Time: 4.1154e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 12 | Max_nodes: 41 | Time: 4.1503e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 259 | Max_nodes: 41 | Time: 4.1542e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 18 | Max_nodes: 41 | Time: 4.1760e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 143 | Max_nodes: 41 | Time: 4.1862e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 23 | Max_nodes: 41 | Time: 4.2060e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 132 | Max_nodes: 41 | Time: 4.2175e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 138 | Max_nodes: 41 | Time: 4.2486e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 374 | Max_nodes: 41 | Time: 4.2997e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 380 | Max_nodes: 41 | Time: 4.3517e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 376 | Max_nodes: 41 | Time: 4.3967e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 382 | Max_nodes: 41 | Time: 4.5047e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 494 | Max_nodes: 41 | Time: 4.5710e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 496 | Max_nodes: 41 | Time: 4.6214e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 498 | Max_nodes: 41 | Time: 4.6320e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 614 | Max_nodes: 41 | Time: 4.7623e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 618 | Max_nodes: 41 | Time: 4.8416e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 616 | Max_nodes: 41 | Time: 4.8576e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 30 | Max_nodes: 42 | Time: 4.0402e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 43 | Max_nodes: 42 | Time: 4.1612e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 64 | Max_nodes: 42 | Time: 4.2500e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 77 | Max_nodes: 42 | Time: 4.2951e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 70 | Max_nodes: 42 | Time: 4.3328e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 68 | Max_nodes: 42 | Time: 4.5023e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 86 | Max_nodes: 42 | Time: 4.5416e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 101 | Max_nodes: 42 | Time: 4.5499e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 88 | Max_nodes: 42 | Time: 4.5774e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 62 | Max_nodes: 42 | Time: 4.5778e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 112 | Max_nodes: 42 | Time: 4.6898e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 110 | Max_nodes: 42 | Time: 4.7014e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 35 | Max_nodes: 43 | Time: 4.2036e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 45 | Max_nodes: 43 | Time: 4.2283e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 261 | Max_nodes: 43 | Time: 4.2816e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 251 | Max_nodes: 43 | Time: 4.3094e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 90 | Max_nodes: 43 | Time: 4.4320e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 114 | Max_nodes: 43 | Time: 4.5182e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 503 | Max_nodes: 43 | Time: 4.7588e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 623 | Max_nodes: 43 | Time: 4.9458e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 271 | Max_nodes: 44 | Time: 3.9476e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 277 | Max_nodes: 44 | Time: 4.1521e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 59 | Max_nodes: 44 | Time: 4.2575e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 95 | Max_nodes: 44 | Time: 4.5180e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 428 | Max_nodes: 44 | Time: 4.5251e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 422 | Max_nodes: 44 | Time: 4.5456e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 542 | Max_nodes: 44 | Time: 4.6071e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 105 | Max_nodes: 44 | Time: 4.6206e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 119 | Max_nodes: 44 | Time: 4.6807e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 662 | Max_nodes: 44 | Time: 4.9761e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 151 | Max_nodes: 45 | Time: 3.9450e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 157 | Max_nodes: 45 | Time: 4.1038e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 366 | Max_nodes: 45 | Time: 4.1652e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 197 | Max_nodes: 45 | Time: 4.3931e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 72 | Max_nodes: 45 | Time: 4.4029e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 302 | Max_nodes: 45 | Time: 4.4524e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 221 | Max_nodes: 45 | Time: 4.5373e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 350 | Max_nodes: 45 | Time: 4.5720e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 326 | Max_nodes: 45 | Time: 4.5725e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 96 | Max_nodes: 45 | Time: 4.6031e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 308 | Max_nodes: 45 | Time: 4.6521e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 607 | Max_nodes: 45 | Time: 4.6934e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 546 | Max_nodes: 45 | Time: 4.7734e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 666 | Max_nodes: 45 | Time: 5.1208e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 159 | Max_nodes: 46 | Time: 4.1352e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 279 | Max_nodes: 46 | Time: 4.1543e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 273 | Max_nodes: 46 | Time: 4.1966e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 153 | Max_nodes: 46 | Time: 4.2474e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 54 | Max_nodes: 46 | Time: 4.2536e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 103 | Max_nodes: 46 | Time: 4.3644e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 330 | Max_nodes: 46 | Time: 4.4942e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 354 | Max_nodes: 46 | Time: 4.5047e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 446 | Max_nodes: 46 | Time: 4.7791e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 470 | Max_nodes: 46 | Time: 4.8858e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 566 | Max_nodes: 46 | Time: 4.9015e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 686 | Max_nodes: 46 | Time: 5.2771e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 177 | Max_nodes: 47 | Time: 4.2901e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 371 | Max_nodes: 47 | Time: 4.4022e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 201 | Max_nodes: 47 | Time: 4.4045e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 609 | Max_nodes: 47 | Time: 4.7220e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 588 | Max_nodes: 47 | Time: 5.4595e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 708 | Max_nodes: 47 | Time: 5.5285e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 391 | Max_nodes: 48 | Time: 4.1273e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 480 | Max_nodes: 48 | Time: 4.4111e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 511 | Max_nodes: 48 | Time: 4.4919e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 192 | Max_nodes: 48 | Time: 4.4935e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 216 | Max_nodes: 48 | Time: 4.5654e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 485 | Max_nodes: 48 | Time: 4.6993e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 600 | Max_nodes: 48 | Time: 4.7078e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 605 | Max_nodes: 48 | Time: 4.7549e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 175 | Max_nodes: 49 | Time: 4.1080e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 199 | Max_nodes: 49 | Time: 4.2751e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 393 | Max_nodes: 50 | Time: 4.2283e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 513 | Max_nodes: 50 | Time: 4.4610e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 458 | Max_nodes: 50 | Time: 4.7290e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 554 | Max_nodes: 50 | Time: 4.7951e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 434 | Max_nodes: 50 | Time: 4.8176e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 674 | Max_nodes: 50 | Time: 5.1269e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 504 | Max_nodes: 51 | Time: 4.4516e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 509 | Max_nodes: 51 | Time: 4.6043e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 424 | Max_nodes: 51 | Time: 4.6849e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 430 | Max_nodes: 51 | Time: 4.7673e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 629 | Max_nodes: 51 | Time: 4.8558e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 624 | Max_nodes: 51 | Time: 4.8638e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 544 | Max_nodes: 51 | Time: 5.1521e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 696 | Max_nodes: 51 | Time: 5.3659e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 664 | Max_nodes: 51 | Time: 5.4012e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 576 | Max_nodes: 51 | Time: 5.5433e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 310 | Max_nodes: 52 | Time: 4.6776e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 304 | Max_nodes: 52 | Time: 4.7389e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 328 | Max_nodes: 52 | Time: 4.7713e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 551 | Max_nodes: 52 | Time: 5.0259e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 352 | Max_nodes: 52 | Time: 5.2063e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 671 | Max_nodes: 52 | Time: 5.2632e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 288 | Max_nodes: 53 | Time: 4.2559e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 295 | Max_nodes: 53 | Time: 4.2929e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 415 | Max_nodes: 53 | Time: 4.3272e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 319 | Max_nodes: 53 | Time: 4.3387e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 408 | Max_nodes: 53 | Time: 4.3745e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 337 | Max_nodes: 53 | Time: 4.5376e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 535 | Max_nodes: 53 | Time: 4.5510e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 335 | Max_nodes: 53 | Time: 4.6706e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 649 | Max_nodes: 53 | Time: 4.7391e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 359 | Max_nodes: 53 | Time: 4.9868e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 297 | Max_nodes: 54 | Time: 4.2686e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 293 | Max_nodes: 54 | Time: 4.4059e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 321 | Max_nodes: 54 | Time: 4.4938e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 339 | Max_nodes: 54 | Time: 4.6900e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 436 | Max_nodes: 54 | Time: 4.8224e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 556 | Max_nodes: 54 | Time: 4.8562e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 460 | Max_nodes: 54 | Time: 5.2084e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 676 | Max_nodes: 54 | Time: 5.2440e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 417 | Max_nodes: 57 | Time: 4.3117e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 413 | Max_nodes: 57 | Time: 4.4142e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 537 | Max_nodes: 57 | Time: 4.5107e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 651 | Max_nodes: 57 | Time: 4.7735e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 472 | Max_nodes: 57 | Time: 5.2122e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 448 | Max_nodes: 57 | Time: 5.2225e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 688 | Max_nodes: 57 | Time: 5.2432e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 568 | Max_nodes: 57 | Time: 5.3579e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 593 | Max_nodes: 58 | Time: 5.4361e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 713 | Max_nodes: 58 | Time: 5.6242e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 581 | Max_nodes: 59 | Time: 5.2193e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 701 | Max_nodes: 59 | Time: 5.6333e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| - -........................... -Average time: 4.6065e-03s - -36 permutations have 16 active nodes. -Index: 270 | Max_nodes: 44 | Time: 4.0880e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 283 | Max_nodes: 44 | Time: 4.2140e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 522 | Max_nodes: 44 | Time: 4.7075e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 642 | Max_nodes: 44 | Time: 5.1776e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 150 | Max_nodes: 45 | Time: 4.0885e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 163 | Max_nodes: 45 | Time: 4.2671e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 165 | Max_nodes: 46 | Time: 4.2411e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 155 | Max_nodes: 46 | Time: 4.2418e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 275 | Max_nodes: 46 | Time: 4.2486e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 285 | Max_nodes: 46 | Time: 4.3810e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 234 | Max_nodes: 46 | Time: 4.5002e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 210 | Max_nodes: 46 | Time: 4.5015e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 527 | Max_nodes: 46 | Time: 4.7235e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 647 | Max_nodes: 46 | Time: 4.9292e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 179 | Max_nodes: 47 | Time: 4.3298e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 215 | Max_nodes: 47 | Time: 4.5776e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 239 | Max_nodes: 47 | Time: 4.7193e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 225 | Max_nodes: 47 | Time: 4.8475e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 390 | Max_nodes: 48 | Time: 4.2344e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 631 | Max_nodes: 48 | Time: 4.6370e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 174 | Max_nodes: 49 | Time: 4.1718e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 223 | Max_nodes: 49 | Time: 4.3858e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 395 | Max_nodes: 50 | Time: 4.1212e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 633 | Max_nodes: 50 | Time: 4.5876e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 582 | Max_nodes: 51 | Time: 5.2216e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 702 | Max_nodes: 51 | Time: 5.3016e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 414 | Max_nodes: 53 | Time: 4.2719e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 294 | Max_nodes: 53 | Time: 4.3484e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 343 | Max_nodes: 53 | Time: 4.5733e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 655 | Max_nodes: 53 | Time: 4.6816e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 299 | Max_nodes: 54 | Time: 4.3707e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 345 | Max_nodes: 54 | Time: 4.7761e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 419 | Max_nodes: 57 | Time: 4.3687e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 657 | Max_nodes: 57 | Time: 4.7096e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 587 | Max_nodes: 59 | Time: 5.3395e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 707 | Max_nodes: 59 | Time: 5.4915e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| - -........................... -Average time: 4.5660e-03s - -72 permutations have 17 active nodes. -Index: 258 | Max_nodes: 41 | Time: 4.2134e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 252 | Max_nodes: 41 | Time: 4.3806e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 378 | Max_nodes: 41 | Time: 4.4106e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 372 | Max_nodes: 41 | Time: 4.4560e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 492 | Max_nodes: 41 | Time: 4.4705e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 612 | Max_nodes: 41 | Time: 4.9013e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 36 | Max_nodes: 42 | Time: 4.1917e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 42 | Max_nodes: 42 | Time: 4.2924e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 41 | Max_nodes: 43 | Time: 4.1808e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 47 | Max_nodes: 43 | Time: 4.2146e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 257 | Max_nodes: 43 | Time: 4.3227e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 263 | Max_nodes: 43 | Time: 4.4428e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 60 | Max_nodes: 43 | Time: 4.4469e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 383 | Max_nodes: 43 | Time: 4.4769e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 108 | Max_nodes: 43 | Time: 4.5087e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 66 | Max_nodes: 43 | Time: 4.5190e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 377 | Max_nodes: 43 | Time: 4.5225e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 84 | Max_nodes: 43 | Time: 4.6325e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 497 | Max_nodes: 43 | Time: 4.7585e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 617 | Max_nodes: 43 | Time: 4.9785e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 65 | Max_nodes: 44 | Time: 4.2458e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 71 | Max_nodes: 44 | Time: 4.4099e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 83 | Max_nodes: 44 | Time: 4.4223e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 89 | Max_nodes: 44 | Time: 4.4502e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 107 | Max_nodes: 44 | Time: 4.6168e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 113 | Max_nodes: 44 | Time: 4.7352e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 486 | Max_nodes: 45 | Time: 4.4277e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 426 | Max_nodes: 45 | Time: 4.5675e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 606 | Max_nodes: 45 | Time: 4.6536e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 540 | Max_nodes: 45 | Time: 4.6599e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 420 | Max_nodes: 45 | Time: 4.6918e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 660 | Max_nodes: 45 | Time: 5.0395e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 78 | Max_nodes: 46 | Time: 4.4837e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 102 | Max_nodes: 46 | Time: 4.5567e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 300 | Max_nodes: 46 | Time: 4.6176e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 348 | Max_nodes: 46 | Time: 4.6348e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 324 | Max_nodes: 46 | Time: 4.6422e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 306 | Max_nodes: 46 | Time: 4.6762e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 444 | Max_nodes: 47 | Time: 4.6383e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 491 | Max_nodes: 47 | Time: 4.7666e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 611 | Max_nodes: 47 | Time: 4.8246e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 468 | Max_nodes: 47 | Time: 4.9089e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 564 | Max_nodes: 47 | Time: 4.9301e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 684 | Max_nodes: 47 | Time: 5.3861e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 552 | Max_nodes: 51 | Time: 4.8318e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 456 | Max_nodes: 51 | Time: 4.8378e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 432 | Max_nodes: 51 | Time: 4.8520e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 672 | Max_nodes: 51 | Time: 5.2738e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 425 | Max_nodes: 52 | Time: 4.6240e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 431 | Max_nodes: 52 | Time: 4.6791e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 545 | Max_nodes: 52 | Time: 4.9206e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 665 | Max_nodes: 52 | Time: 5.1359e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 311 | Max_nodes: 53 | Time: 4.5267e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 305 | Max_nodes: 53 | Time: 4.5931e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 312 | Max_nodes: 53 | Time: 4.6027e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 528 | Max_nodes: 53 | Time: 4.7614e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 336 | Max_nodes: 53 | Time: 4.7864e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 329 | Max_nodes: 53 | Time: 4.7983e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 648 | Max_nodes: 53 | Time: 4.8846e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 353 | Max_nodes: 53 | Time: 4.9631e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 341 | Max_nodes: 54 | Time: 4.6984e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 317 | Max_nodes: 54 | Time: 4.7926e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 533 | Max_nodes: 57 | Time: 4.5968e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 653 | Max_nodes: 57 | Time: 4.8666e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 449 | Max_nodes: 58 | Time: 5.0278e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 473 | Max_nodes: 58 | Time: 5.1745e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 689 | Max_nodes: 58 | Time: 5.2898e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 569 | Max_nodes: 58 | Time: 5.3067e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 437 | Max_nodes: 59 | Time: 4.8889e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 461 | Max_nodes: 59 | Time: 5.0175e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 557 | Max_nodes: 59 | Time: 5.1397e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 677 | Max_nodes: 59 | Time: 5.2129e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| - -........................... -Average time: 4.6999e-03s - -48 permutations have 18 active nodes. -Index: 282 | Max_nodes: 44 | Time: 4.2278e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 396 | Max_nodes: 44 | Time: 4.3977e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 276 | Max_nodes: 44 | Time: 4.4154e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 516 | Max_nodes: 44 | Time: 4.4456e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 402 | Max_nodes: 44 | Time: 4.5133e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 636 | Max_nodes: 44 | Time: 4.9487e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 156 | Max_nodes: 45 | Time: 4.1987e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 162 | Max_nodes: 45 | Time: 4.2644e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 161 | Max_nodes: 46 | Time: 4.1452e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 281 | Max_nodes: 46 | Time: 4.1921e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 167 | Max_nodes: 46 | Time: 4.2645e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 287 | Max_nodes: 46 | Time: 4.2847e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 401 | Max_nodes: 46 | Time: 4.3028e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 407 | Max_nodes: 46 | Time: 4.3910e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 180 | Max_nodes: 46 | Time: 4.4481e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 186 | Max_nodes: 46 | Time: 4.4929e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 228 | Max_nodes: 46 | Time: 4.5058e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 204 | Max_nodes: 46 | Time: 4.5393e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 521 | Max_nodes: 46 | Time: 4.7559e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 641 | Max_nodes: 46 | Time: 4.9436e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 185 | Max_nodes: 47 | Time: 4.2748e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 191 | Max_nodes: 47 | Time: 4.5127e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 203 | Max_nodes: 47 | Time: 4.5492e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 209 | Max_nodes: 47 | Time: 4.5947e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 227 | Max_nodes: 47 | Time: 4.6910e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 233 | Max_nodes: 47 | Time: 4.8223e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 510 | Max_nodes: 48 | Time: 4.5286e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 630 | Max_nodes: 48 | Time: 4.7906e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 198 | Max_nodes: 49 | Time: 4.5002e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 222 | Max_nodes: 49 | Time: 4.6686e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 515 | Max_nodes: 50 | Time: 4.4846e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 635 | Max_nodes: 50 | Time: 4.7601e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 558 | Max_nodes: 51 | Time: 4.7579e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 438 | Max_nodes: 51 | Time: 4.8408e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 462 | Max_nodes: 51 | Time: 4.8491e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 678 | Max_nodes: 51 | Time: 5.3907e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 318 | Max_nodes: 53 | Time: 4.6829e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 342 | Max_nodes: 53 | Time: 4.6966e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 534 | Max_nodes: 53 | Time: 4.7695e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 654 | Max_nodes: 53 | Time: 4.8866e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 323 | Max_nodes: 54 | Time: 4.6974e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 347 | Max_nodes: 54 | Time: 4.7582e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 539 | Max_nodes: 57 | Time: 4.6892e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 659 | Max_nodes: 57 | Time: 5.0565e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 467 | Max_nodes: 59 | Time: 5.0291e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 563 | Max_nodes: 59 | Time: 5.0569e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 443 | Max_nodes: 59 | Time: 5.0614e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 683 | Max_nodes: 59 | Time: 5.2221e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| - -........................... -Average time: 4.6313e-03s - -________________________________________________________________________________________________ - -18 permutations have 39 max nodes. -Index: 1 | Active_nodes: 11 | Time: 3.8314e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 25 | Active_nodes: 11 | Time: 3.8677e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 3 | Active_nodes: 11 | Time: 3.9228e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 123 | Active_nodes: 11 | Time: 3.9387e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 121 | Active_nodes: 11 | Time: 3.9791e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 27 | Active_nodes: 11 | Time: 4.0065e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 5 | Active_nodes: 12 | Time: 3.9592e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 29 | Active_nodes: 12 | Time: 3.9597e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 120 | Active_nodes: 12 | Time: 3.9747e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 125 | Active_nodes: 12 | Time: 3.9954e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 24 | Active_nodes: 12 | Time: 3.9988e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 0 | Active_nodes: 12 | Time: 4.0743e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 2 | Active_nodes: 13 | Time: 3.9505e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 4 | Active_nodes: 13 | Time: 4.0138e-03s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 122 | Active_nodes: 13 | Time: 4.0887e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 28 | Active_nodes: 13 | Time: 4.0989e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 124 | Active_nodes: 13 | Time: 4.1521e-03s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 26 | Active_nodes: 13 | Time: 4.1698e-03s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| - -........................... -Average time: 3.9990e-03s - -90 permutations have 41 max nodes. -Index: 7 | Active_nodes: 12 | Time: 3.9393e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 127 | Active_nodes: 12 | Time: 3.9820e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 133 | Active_nodes: 12 | Time: 3.9937e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 9 | Active_nodes: 12 | Time: 4.0058e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 15 | Active_nodes: 12 | Time: 4.0572e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 135 | Active_nodes: 12 | Time: 4.0685e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 129 | Active_nodes: 12 | Time: 4.1135e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 8 | Active_nodes: 12 | Time: 4.1313e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 13 | Active_nodes: 12 | Time: 4.1416e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 128 | Active_nodes: 12 | Time: 4.1607e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 130 | Active_nodes: 12 | Time: 4.1622e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 10 | Active_nodes: 12 | Time: 4.1783e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 32 | Active_nodes: 12 | Time: 4.2109e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 250 | Active_nodes: 12 | Time: 4.2368e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 50 | Active_nodes: 12 | Time: 4.2475e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 248 | Active_nodes: 12 | Time: 4.2484e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 368 | Active_nodes: 12 | Time: 4.3177e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 34 | Active_nodes: 12 | Time: 4.3221e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 52 | Active_nodes: 12 | Time: 4.3391e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 58 | Active_nodes: 12 | Time: 4.4402e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 370 | Active_nodes: 12 | Time: 4.4551e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 56 | Active_nodes: 12 | Time: 4.5112e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 11 | Active_nodes: 13 | Time: 3.9506e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 6 | Active_nodes: 13 | Time: 4.0100e-03s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 126 | Active_nodes: 13 | Time: 4.0204e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 131 | Active_nodes: 13 | Time: 4.0323e-03s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 139 | Active_nodes: 13 | Time: 4.0918e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 141 | Active_nodes: 13 | Time: 4.1555e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 19 | Active_nodes: 13 | Time: 4.1629e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 16 | Active_nodes: 13 | Time: 4.1667e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 140 | Active_nodes: 13 | Time: 4.1712e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 21 | Active_nodes: 13 | Time: 4.1958e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 20 | Active_nodes: 13 | Time: 4.2340e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 136 | Active_nodes: 13 | Time: 4.2348e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 76 | Active_nodes: 13 | Time: 4.2379e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 262 | Active_nodes: 13 | Time: 4.2454e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 134 | Active_nodes: 13 | Time: 4.2705e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 14 | Active_nodes: 13 | Time: 4.3062e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 142 | Active_nodes: 13 | Time: 4.3102e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 22 | Active_nodes: 13 | Time: 4.3161e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 260 | Active_nodes: 13 | Time: 4.3336e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 256 | Active_nodes: 13 | Time: 4.3458e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 254 | Active_nodes: 13 | Time: 4.4044e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 40 | Active_nodes: 13 | Time: 4.4054e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 46 | Active_nodes: 13 | Time: 4.4107e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 44 | Active_nodes: 13 | Time: 4.4183e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 98 | Active_nodes: 13 | Time: 4.4272e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 488 | Active_nodes: 13 | Time: 4.4517e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 80 | Active_nodes: 13 | Time: 4.4623e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 82 | Active_nodes: 13 | Time: 4.4676e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 104 | Active_nodes: 13 | Time: 4.4877e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 74 | Active_nodes: 13 | Time: 4.5124e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 38 | Active_nodes: 13 | Time: 4.5678e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 100 | Active_nodes: 13 | Time: 4.5815e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 502 | Active_nodes: 13 | Time: 4.5893e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 608 | Active_nodes: 13 | Time: 4.6303e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 490 | Active_nodes: 13 | Time: 4.6563e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 106 | Active_nodes: 13 | Time: 4.6599e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 610 | Active_nodes: 13 | Time: 4.6683e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 500 | Active_nodes: 13 | Time: 4.6797e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 620 | Active_nodes: 13 | Time: 4.8325e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 622 | Active_nodes: 13 | Time: 4.9078e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 247 | Active_nodes: 14 | Time: 3.9036e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 253 | Active_nodes: 14 | Time: 4.1277e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 246 | Active_nodes: 15 | Time: 4.0206e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 17 | Active_nodes: 15 | Time: 4.1137e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 137 | Active_nodes: 15 | Time: 4.1154e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 12 | Active_nodes: 15 | Time: 4.1503e-03s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 259 | Active_nodes: 15 | Time: 4.1542e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 18 | Active_nodes: 15 | Time: 4.1760e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 143 | Active_nodes: 15 | Time: 4.1862e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 23 | Active_nodes: 15 | Time: 4.2060e-03s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 132 | Active_nodes: 15 | Time: 4.2175e-03s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 138 | Active_nodes: 15 | Time: 4.2486e-03s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 374 | Active_nodes: 15 | Time: 4.2997e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 380 | Active_nodes: 15 | Time: 4.3517e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 376 | Active_nodes: 15 | Time: 4.3967e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 382 | Active_nodes: 15 | Time: 4.5047e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 494 | Active_nodes: 15 | Time: 4.5710e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 496 | Active_nodes: 15 | Time: 4.6214e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 498 | Active_nodes: 15 | Time: 4.6320e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 614 | Active_nodes: 15 | Time: 4.7623e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 618 | Active_nodes: 15 | Time: 4.8416e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 616 | Active_nodes: 15 | Time: 4.8576e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 258 | Active_nodes: 17 | Time: 4.2134e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 252 | Active_nodes: 17 | Time: 4.3806e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 378 | Active_nodes: 17 | Time: 4.4106e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 372 | Active_nodes: 17 | Time: 4.4560e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 492 | Active_nodes: 17 | Time: 4.4705e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 612 | Active_nodes: 17 | Time: 4.9013e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4| - -........................... -Average time: 4.3285e-03s - -36 permutations have 42 max nodes. -Index: 145 | Active_nodes: 11 | Time: 3.9524e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 243 | Active_nodes: 11 | Time: 3.9914e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 241 | Active_nodes: 11 | Time: 4.0226e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 147 | Active_nodes: 11 | Time: 4.0385e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 51 | Active_nodes: 12 | Time: 3.9842e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 240 | Active_nodes: 12 | Time: 4.0442e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 245 | Active_nodes: 12 | Time: 4.0972e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 144 | Active_nodes: 12 | Time: 4.1101e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 75 | Active_nodes: 12 | Time: 4.1248e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 149 | Active_nodes: 12 | Time: 4.1433e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 148 | Active_nodes: 13 | Time: 4.1070e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 242 | Active_nodes: 13 | Time: 4.1109e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 146 | Active_nodes: 13 | Time: 4.1603e-03s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 53 | Active_nodes: 13 | Time: 4.2785e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 244 | Active_nodes: 13 | Time: 4.2853e-03s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 94 | Active_nodes: 13 | Time: 4.4148e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 92 | Active_nodes: 13 | Time: 4.4843e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 99 | Active_nodes: 13 | Time: 4.5017e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 116 | Active_nodes: 13 | Time: 4.5773e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 118 | Active_nodes: 13 | Time: 4.5934e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 31 | Active_nodes: 14 | Time: 4.0009e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 37 | Active_nodes: 14 | Time: 4.0313e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 30 | Active_nodes: 15 | Time: 4.0402e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 43 | Active_nodes: 15 | Time: 4.1612e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 64 | Active_nodes: 15 | Time: 4.2500e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 77 | Active_nodes: 15 | Time: 4.2951e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 70 | Active_nodes: 15 | Time: 4.3328e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 68 | Active_nodes: 15 | Time: 4.5023e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 86 | Active_nodes: 15 | Time: 4.5416e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 101 | Active_nodes: 15 | Time: 4.5499e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 88 | Active_nodes: 15 | Time: 4.5774e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 62 | Active_nodes: 15 | Time: 4.5778e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 112 | Active_nodes: 15 | Time: 4.6898e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 110 | Active_nodes: 15 | Time: 4.7014e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 36 | Active_nodes: 17 | Time: 4.1917e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 42 | Active_nodes: 17 | Time: 4.2924e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| - -........................... -Average time: 4.2711e-03s - -60 permutations have 43 max nodes. -Index: 152 | Active_nodes: 11 | Time: 4.2574e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 272 | Active_nodes: 11 | Time: 4.2744e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 154 | Active_nodes: 11 | Time: 4.3917e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 392 | Active_nodes: 11 | Time: 4.4158e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 274 | Active_nodes: 11 | Time: 4.4227e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 176 | Active_nodes: 11 | Time: 4.4535e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 394 | Active_nodes: 11 | Time: 4.4721e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 178 | Active_nodes: 11 | Time: 4.5354e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 286 | Active_nodes: 12 | Time: 4.3801e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 166 | Active_nodes: 12 | Time: 4.3807e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 284 | Active_nodes: 12 | Time: 4.3911e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 512 | Active_nodes: 12 | Time: 4.3987e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 280 | Active_nodes: 12 | Time: 4.4123e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 160 | Active_nodes: 12 | Time: 4.4510e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 158 | Active_nodes: 12 | Time: 4.4571e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 278 | Active_nodes: 12 | Time: 4.4883e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 202 | Active_nodes: 12 | Time: 4.4935e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 164 | Active_nodes: 12 | Time: 4.5422e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 200 | Active_nodes: 12 | Time: 4.5790e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 224 | Active_nodes: 12 | Time: 4.6684e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 514 | Active_nodes: 12 | Time: 4.7044e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 524 | Active_nodes: 12 | Time: 4.7387e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 226 | Active_nodes: 12 | Time: 4.7562e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 634 | Active_nodes: 12 | Time: 4.7639e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 526 | Active_nodes: 12 | Time: 4.8051e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 632 | Active_nodes: 12 | Time: 4.8192e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 644 | Active_nodes: 12 | Time: 4.9986e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 646 | Active_nodes: 12 | Time: 5.0444e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 249 | Active_nodes: 14 | Time: 4.1019e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 33 | Active_nodes: 14 | Time: 4.1480e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 255 | Active_nodes: 14 | Time: 4.1766e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 39 | Active_nodes: 14 | Time: 4.2365e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 398 | Active_nodes: 14 | Time: 4.4480e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 404 | Active_nodes: 14 | Time: 4.4801e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 406 | Active_nodes: 14 | Time: 4.5870e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 400 | Active_nodes: 14 | Time: 4.5878e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 518 | Active_nodes: 14 | Time: 4.6553e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 520 | Active_nodes: 14 | Time: 4.7117e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 638 | Active_nodes: 14 | Time: 4.9386e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 640 | Active_nodes: 14 | Time: 4.9527e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 35 | Active_nodes: 15 | Time: 4.2036e-03s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 45 | Active_nodes: 15 | Time: 4.2283e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 261 | Active_nodes: 15 | Time: 4.2816e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 251 | Active_nodes: 15 | Time: 4.3094e-03s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 90 | Active_nodes: 15 | Time: 4.4320e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 114 | Active_nodes: 15 | Time: 4.5182e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 503 | Active_nodes: 15 | Time: 4.7588e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 623 | Active_nodes: 15 | Time: 4.9458e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 41 | Active_nodes: 17 | Time: 4.1808e-03s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 47 | Active_nodes: 17 | Time: 4.2146e-03s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 257 | Active_nodes: 17 | Time: 4.3227e-03s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 263 | Active_nodes: 17 | Time: 4.4428e-03s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 60 | Active_nodes: 17 | Time: 4.4469e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 383 | Active_nodes: 17 | Time: 4.4769e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 108 | Active_nodes: 17 | Time: 4.5087e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 66 | Active_nodes: 17 | Time: 4.5190e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 377 | Active_nodes: 17 | Time: 4.5225e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 84 | Active_nodes: 17 | Time: 4.6325e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 497 | Active_nodes: 17 | Time: 4.7585e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 617 | Active_nodes: 17 | Time: 4.9785e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| - -........................... -Average time: 4.5200e-03s - -54 permutations have 44 max nodes. -Index: 362 | Active_nodes: 12 | Time: 4.2069e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 364 | Active_nodes: 12 | Time: 4.3118e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 170 | Active_nodes: 12 | Time: 4.3702e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 172 | Active_nodes: 12 | Time: 4.3978e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 212 | Active_nodes: 12 | Time: 4.5017e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 236 | Active_nodes: 12 | Time: 4.5855e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 214 | Active_nodes: 12 | Time: 4.6415e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 238 | Active_nodes: 12 | Time: 4.6709e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 196 | Active_nodes: 13 | Time: 4.3852e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 194 | Active_nodes: 13 | Time: 4.4018e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 482 | Active_nodes: 13 | Time: 4.4145e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 484 | Active_nodes: 13 | Time: 4.5202e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 218 | Active_nodes: 13 | Time: 4.5408e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 604 | Active_nodes: 13 | Time: 4.5550e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 220 | Active_nodes: 13 | Time: 4.5860e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 602 | Active_nodes: 13 | Time: 4.7506e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 548 | Active_nodes: 13 | Time: 4.7736e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 668 | Active_nodes: 13 | Time: 5.0778e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 57 | Active_nodes: 14 | Time: 4.1327e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 81 | Active_nodes: 14 | Time: 4.2236e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 184 | Active_nodes: 14 | Time: 4.2652e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 208 | Active_nodes: 14 | Time: 4.4551e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 190 | Active_nodes: 14 | Time: 4.4553e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 188 | Active_nodes: 14 | Time: 4.5268e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 182 | Active_nodes: 14 | Time: 4.6190e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 206 | Active_nodes: 14 | Time: 4.6532e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 230 | Active_nodes: 14 | Time: 4.6682e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 232 | Active_nodes: 14 | Time: 4.7688e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 271 | Active_nodes: 15 | Time: 3.9476e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 277 | Active_nodes: 15 | Time: 4.1521e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 59 | Active_nodes: 15 | Time: 4.2575e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 95 | Active_nodes: 15 | Time: 4.5180e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 428 | Active_nodes: 15 | Time: 4.5251e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 422 | Active_nodes: 15 | Time: 4.5456e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 542 | Active_nodes: 15 | Time: 4.6071e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 105 | Active_nodes: 15 | Time: 4.6206e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 119 | Active_nodes: 15 | Time: 4.6807e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 662 | Active_nodes: 15 | Time: 4.9761e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 270 | Active_nodes: 16 | Time: 4.0880e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 283 | Active_nodes: 16 | Time: 4.2140e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 522 | Active_nodes: 16 | Time: 4.7075e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 642 | Active_nodes: 16 | Time: 5.1776e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 65 | Active_nodes: 17 | Time: 4.2458e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 71 | Active_nodes: 17 | Time: 4.4099e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 83 | Active_nodes: 17 | Time: 4.4223e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 89 | Active_nodes: 17 | Time: 4.4502e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 107 | Active_nodes: 17 | Time: 4.6168e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 113 | Active_nodes: 17 | Time: 4.7352e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 282 | Active_nodes: 18 | Time: 4.2278e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 396 | Active_nodes: 18 | Time: 4.3977e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 276 | Active_nodes: 18 | Time: 4.4154e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 516 | Active_nodes: 18 | Time: 4.4456e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 402 | Active_nodes: 18 | Time: 4.5133e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 636 | Active_nodes: 18 | Time: 4.9487e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| - -........................... -Average time: 4.5057e-03s - -54 permutations have 45 max nodes. -Index: 265 | Active_nodes: 11 | Time: 4.0085e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 267 | Active_nodes: 11 | Time: 4.0715e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 171 | Active_nodes: 12 | Time: 3.9754e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 49 | Active_nodes: 12 | Time: 4.0835e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 264 | Active_nodes: 12 | Time: 4.1304e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 269 | Active_nodes: 12 | Time: 4.1380e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 85 | Active_nodes: 12 | Time: 4.1630e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 73 | Active_nodes: 12 | Time: 4.1728e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 195 | Active_nodes: 12 | Time: 4.2093e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 373 | Active_nodes: 12 | Time: 4.2488e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 61 | Active_nodes: 12 | Time: 4.2921e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 493 | Active_nodes: 12 | Time: 4.3608e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 268 | Active_nodes: 13 | Time: 4.1325e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 48 | Active_nodes: 13 | Time: 4.1433e-03s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 266 | Active_nodes: 13 | Time: 4.1527e-03s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 173 | Active_nodes: 13 | Time: 4.2084e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 67 | Active_nodes: 13 | Time: 4.3478e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 97 | Active_nodes: 13 | Time: 4.3762e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 379 | Active_nodes: 13 | Time: 4.3974e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 91 | Active_nodes: 13 | Time: 4.4377e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 332 | Active_nodes: 13 | Time: 4.4972e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 219 | Active_nodes: 13 | Time: 4.5079e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 109 | Active_nodes: 13 | Time: 4.5346e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 356 | Active_nodes: 13 | Time: 4.6109e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 499 | Active_nodes: 13 | Time: 4.6695e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 115 | Active_nodes: 13 | Time: 4.6736e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 613 | Active_nodes: 13 | Time: 4.7054e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 619 | Active_nodes: 13 | Time: 4.8407e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 367 | Active_nodes: 14 | Time: 4.1468e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 487 | Active_nodes: 14 | Time: 4.3390e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 151 | Active_nodes: 15 | Time: 3.9450e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 157 | Active_nodes: 15 | Time: 4.1038e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 366 | Active_nodes: 15 | Time: 4.1652e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 197 | Active_nodes: 15 | Time: 4.3931e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 72 | Active_nodes: 15 | Time: 4.4029e-03s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 302 | Active_nodes: 15 | Time: 4.4524e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 221 | Active_nodes: 15 | Time: 4.5373e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 350 | Active_nodes: 15 | Time: 4.5720e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 326 | Active_nodes: 15 | Time: 4.5725e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 96 | Active_nodes: 15 | Time: 4.6031e-03s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 308 | Active_nodes: 15 | Time: 4.6521e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 607 | Active_nodes: 15 | Time: 4.6934e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 546 | Active_nodes: 15 | Time: 4.7734e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 666 | Active_nodes: 15 | Time: 5.1208e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 150 | Active_nodes: 16 | Time: 4.0885e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 163 | Active_nodes: 16 | Time: 4.2671e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 486 | Active_nodes: 17 | Time: 4.4277e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 426 | Active_nodes: 17 | Time: 4.5675e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 606 | Active_nodes: 17 | Time: 4.6536e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 540 | Active_nodes: 17 | Time: 4.6599e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 420 | Active_nodes: 17 | Time: 4.6918e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 660 | Active_nodes: 17 | Time: 5.0395e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 156 | Active_nodes: 18 | Time: 4.1987e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 162 | Active_nodes: 18 | Time: 4.2644e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| - -........................... -Average time: 4.3967e-03s - -48 permutations have 46 max nodes. -Index: 63 | Active_nodes: 12 | Time: 4.2039e-03s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 87 | Active_nodes: 12 | Time: 4.2657e-03s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 69 | Active_nodes: 13 | Time: 4.2457e-03s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 93 | Active_nodes: 13 | Time: 4.4209e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 111 | Active_nodes: 13 | Time: 4.5654e-03s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 117 | Active_nodes: 13 | Time: 4.7292e-03s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 590 | Active_nodes: 13 | Time: 5.4346e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 710 | Active_nodes: 13 | Time: 5.6314e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 55 | Active_nodes: 14 | Time: 4.0448e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 79 | Active_nodes: 14 | Time: 4.1356e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 159 | Active_nodes: 15 | Time: 4.1352e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 279 | Active_nodes: 15 | Time: 4.1543e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 273 | Active_nodes: 15 | Time: 4.1966e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 153 | Active_nodes: 15 | Time: 4.2474e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 54 | Active_nodes: 15 | Time: 4.2536e-03s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 103 | Active_nodes: 15 | Time: 4.3644e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 330 | Active_nodes: 15 | Time: 4.4942e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 354 | Active_nodes: 15 | Time: 4.5047e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 446 | Active_nodes: 15 | Time: 4.7791e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 470 | Active_nodes: 15 | Time: 4.8858e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 566 | Active_nodes: 15 | Time: 4.9015e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 686 | Active_nodes: 15 | Time: 5.2771e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 165 | Active_nodes: 16 | Time: 4.2411e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 155 | Active_nodes: 16 | Time: 4.2418e-03s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 275 | Active_nodes: 16 | Time: 4.2486e-03s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 285 | Active_nodes: 16 | Time: 4.3810e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 234 | Active_nodes: 16 | Time: 4.5002e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 210 | Active_nodes: 16 | Time: 4.5015e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 527 | Active_nodes: 16 | Time: 4.7235e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 647 | Active_nodes: 16 | Time: 4.9292e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 78 | Active_nodes: 17 | Time: 4.4837e-03s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 102 | Active_nodes: 17 | Time: 4.5567e-03s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 300 | Active_nodes: 17 | Time: 4.6176e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 348 | Active_nodes: 17 | Time: 4.6348e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 324 | Active_nodes: 17 | Time: 4.6422e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 306 | Active_nodes: 17 | Time: 4.6762e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 161 | Active_nodes: 18 | Time: 4.1452e-03s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 281 | Active_nodes: 18 | Time: 4.1921e-03s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 167 | Active_nodes: 18 | Time: 4.2645e-03s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 287 | Active_nodes: 18 | Time: 4.2847e-03s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 401 | Active_nodes: 18 | Time: 4.3028e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 407 | Active_nodes: 18 | Time: 4.3910e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 180 | Active_nodes: 18 | Time: 4.4481e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 186 | Active_nodes: 18 | Time: 4.4929e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 228 | Active_nodes: 18 | Time: 4.5058e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 204 | Active_nodes: 18 | Time: 4.5393e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 521 | Active_nodes: 18 | Time: 4.7559e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 641 | Active_nodes: 18 | Time: 4.9436e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| - -........................... -Average time: 4.5107e-03s - -48 permutations have 47 max nodes. -Index: 296 | Active_nodes: 11 | Time: 4.3895e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 418 | Active_nodes: 11 | Time: 4.4344e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 416 | Active_nodes: 11 | Time: 4.4371e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 298 | Active_nodes: 11 | Time: 4.4994e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 388 | Active_nodes: 12 | Time: 4.2548e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 375 | Active_nodes: 12 | Time: 4.2597e-03s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 386 | Active_nodes: 12 | Time: 4.3329e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 495 | Active_nodes: 12 | Time: 4.3649e-03s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 322 | Active_nodes: 12 | Time: 4.4801e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 320 | Active_nodes: 12 | Time: 4.6974e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 344 | Active_nodes: 12 | Time: 4.7067e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 536 | Active_nodes: 12 | Time: 4.7083e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 346 | Active_nodes: 12 | Time: 4.7617e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 538 | Active_nodes: 12 | Time: 4.7802e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 656 | Active_nodes: 12 | Time: 4.8264e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 658 | Active_nodes: 12 | Time: 4.8722e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 381 | Active_nodes: 13 | Time: 4.3781e-03s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 506 | Active_nodes: 13 | Time: 4.6864e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 501 | Active_nodes: 13 | Time: 4.7063e-03s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 628 | Active_nodes: 13 | Time: 4.7129e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 508 | Active_nodes: 13 | Time: 4.7183e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 621 | Active_nodes: 13 | Time: 4.7260e-03s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 615 | Active_nodes: 13 | Time: 4.7903e-03s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 626 | Active_nodes: 13 | Time: 4.8563e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 369 | Active_nodes: 14 | Time: 4.2416e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 489 | Active_nodes: 14 | Time: 4.4426e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 177 | Active_nodes: 15 | Time: 4.2901e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 371 | Active_nodes: 15 | Time: 4.4022e-03s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 201 | Active_nodes: 15 | Time: 4.4045e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 609 | Active_nodes: 15 | Time: 4.7220e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 588 | Active_nodes: 15 | Time: 5.4595e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 708 | Active_nodes: 15 | Time: 5.5285e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 179 | Active_nodes: 16 | Time: 4.3298e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 215 | Active_nodes: 16 | Time: 4.5776e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 239 | Active_nodes: 16 | Time: 4.7193e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 225 | Active_nodes: 16 | Time: 4.8475e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 444 | Active_nodes: 17 | Time: 4.6383e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 491 | Active_nodes: 17 | Time: 4.7666e-03s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 611 | Active_nodes: 17 | Time: 4.8246e-03s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 468 | Active_nodes: 17 | Time: 4.9089e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 564 | Active_nodes: 17 | Time: 4.9301e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 684 | Active_nodes: 17 | Time: 5.3861e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 185 | Active_nodes: 18 | Time: 4.2748e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 191 | Active_nodes: 18 | Time: 4.5127e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 203 | Active_nodes: 18 | Time: 4.5492e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 209 | Active_nodes: 18 | Time: 4.5947e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 227 | Active_nodes: 18 | Time: 4.6910e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 233 | Active_nodes: 18 | Time: 4.8223e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| - -........................... -Average time: 4.6509e-03s - -48 permutations have 48 max nodes. -Index: 361 | Active_nodes: 12 | Time: 3.9845e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 169 | Active_nodes: 12 | Time: 4.0447e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 363 | Active_nodes: 12 | Time: 4.1914e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 193 | Active_nodes: 12 | Time: 4.2283e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 410 | Active_nodes: 12 | Time: 4.2698e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 481 | Active_nodes: 12 | Time: 4.2772e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 483 | Active_nodes: 12 | Time: 4.2977e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 412 | Active_nodes: 12 | Time: 4.3943e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 290 | Active_nodes: 12 | Time: 4.4354e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 292 | Active_nodes: 12 | Time: 4.4475e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 360 | Active_nodes: 13 | Time: 4.1448e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 168 | Active_nodes: 13 | Time: 4.1762e-03s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 181 | Active_nodes: 13 | Time: 4.1775e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 205 | Active_nodes: 13 | Time: 4.2309e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 397 | Active_nodes: 13 | Time: 4.2848e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 365 | Active_nodes: 13 | Time: 4.2925e-03s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 316 | Active_nodes: 13 | Time: 4.4360e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 217 | Active_nodes: 13 | Time: 4.4532e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 601 | Active_nodes: 13 | Time: 4.4991e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 517 | Active_nodes: 13 | Time: 4.5262e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 603 | Active_nodes: 13 | Time: 4.5996e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 314 | Active_nodes: 13 | Time: 4.6488e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 530 | Active_nodes: 13 | Time: 4.6711e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 340 | Active_nodes: 13 | Time: 4.7192e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 532 | Active_nodes: 13 | Time: 4.7346e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 338 | Active_nodes: 13 | Time: 4.7814e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 652 | Active_nodes: 13 | Time: 4.8619e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 650 | Active_nodes: 13 | Time: 5.0130e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 187 | Active_nodes: 14 | Time: 4.2612e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 211 | Active_nodes: 14 | Time: 4.3814e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 403 | Active_nodes: 14 | Time: 4.5220e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 229 | Active_nodes: 14 | Time: 4.5852e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 235 | Active_nodes: 14 | Time: 4.5913e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 523 | Active_nodes: 14 | Time: 4.7557e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 637 | Active_nodes: 14 | Time: 4.8160e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 643 | Active_nodes: 14 | Time: 4.9339e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 391 | Active_nodes: 15 | Time: 4.1273e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 480 | Active_nodes: 15 | Time: 4.4111e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 511 | Active_nodes: 15 | Time: 4.4919e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 192 | Active_nodes: 15 | Time: 4.4935e-03s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 216 | Active_nodes: 15 | Time: 4.5654e-03s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 485 | Active_nodes: 15 | Time: 4.6993e-03s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 600 | Active_nodes: 15 | Time: 4.7078e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 605 | Active_nodes: 15 | Time: 4.7549e-03s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 390 | Active_nodes: 16 | Time: 4.2344e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 631 | Active_nodes: 16 | Time: 4.6370e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 510 | Active_nodes: 18 | Time: 4.5286e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 630 | Active_nodes: 18 | Time: 4.7906e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| - -........................... -Average time: 4.4815e-03s - -18 permutations have 49 max nodes. -Index: 584 | Active_nodes: 12 | Time: 5.2247e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 704 | Active_nodes: 12 | Time: 5.4470e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 183 | Active_nodes: 13 | Time: 4.1928e-03s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 207 | Active_nodes: 13 | Time: 4.4234e-03s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 189 | Active_nodes: 14 | Time: 4.4459e-03s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 213 | Active_nodes: 14 | Time: 4.5080e-03s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 231 | Active_nodes: 14 | Time: 4.6889e-03s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 237 | Active_nodes: 14 | Time: 4.7125e-03s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 560 | Active_nodes: 14 | Time: 4.7274e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 464 | Active_nodes: 14 | Time: 4.8274e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 440 | Active_nodes: 14 | Time: 4.8340e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 680 | Active_nodes: 14 | Time: 5.1463e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 175 | Active_nodes: 15 | Time: 4.1080e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 199 | Active_nodes: 15 | Time: 4.2751e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 174 | Active_nodes: 16 | Time: 4.1718e-03s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 223 | Active_nodes: 16 | Time: 4.3858e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 198 | Active_nodes: 18 | Time: 4.5002e-03s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 222 | Active_nodes: 18 | Time: 4.6686e-03s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| - -........................... -Average time: 4.6271e-03s - -24 permutations have 50 max nodes. -Index: 452 | Active_nodes: 11 | Time: 4.7988e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 476 | Active_nodes: 11 | Time: 4.8156e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 572 | Active_nodes: 11 | Time: 4.9686e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 692 | Active_nodes: 11 | Time: 5.2379e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 596 | Active_nodes: 11 | Time: 5.3904e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 716 | Active_nodes: 11 | Time: 5.4961e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 399 | Active_nodes: 13 | Time: 4.2889e-03s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 519 | Active_nodes: 13 | Time: 4.4716e-03s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 578 | Active_nodes: 13 | Time: 5.2362e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 698 | Active_nodes: 13 | Time: 5.4627e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 405 | Active_nodes: 14 | Time: 4.3473e-03s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 525 | Active_nodes: 14 | Time: 4.6633e-03s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 639 | Active_nodes: 14 | Time: 4.7114e-03s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 645 | Active_nodes: 14 | Time: 4.9357e-03s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 393 | Active_nodes: 15 | Time: 4.2283e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 513 | Active_nodes: 15 | Time: 4.4610e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 458 | Active_nodes: 15 | Time: 4.7290e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 554 | Active_nodes: 15 | Time: 4.7951e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 434 | Active_nodes: 15 | Time: 4.8176e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 674 | Active_nodes: 15 | Time: 5.1269e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 395 | Active_nodes: 16 | Time: 4.1212e-03s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 633 | Active_nodes: 16 | Time: 4.5876e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 515 | Active_nodes: 18 | Time: 4.4846e-03s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 635 | Active_nodes: 18 | Time: 4.7601e-03s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| - -........................... -Average time: 4.7890e-03s - -36 permutations have 51 max nodes. -Index: 385 | Active_nodes: 12 | Time: 4.0330e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 387 | Active_nodes: 12 | Time: 4.2716e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 505 | Active_nodes: 12 | Time: 4.3169e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 507 | Active_nodes: 12 | Time: 4.3688e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 384 | Active_nodes: 13 | Time: 4.1905e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 389 | Active_nodes: 13 | Time: 4.2715e-03s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 627 | Active_nodes: 13 | Time: 4.5343e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 625 | Active_nodes: 13 | Time: 4.5938e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 450 | Active_nodes: 13 | Time: 4.7878e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 570 | Active_nodes: 13 | Time: 4.9947e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 474 | Active_nodes: 13 | Time: 5.0524e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 550 | Active_nodes: 13 | Time: 5.2370e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 690 | Active_nodes: 13 | Time: 5.3372e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 714 | Active_nodes: 13 | Time: 5.3906e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 594 | Active_nodes: 13 | Time: 5.4534e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 670 | Active_nodes: 13 | Time: 5.5369e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 504 | Active_nodes: 15 | Time: 4.4516e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 509 | Active_nodes: 15 | Time: 4.6043e-03s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 424 | Active_nodes: 15 | Time: 4.6849e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 430 | Active_nodes: 15 | Time: 4.7673e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 629 | Active_nodes: 15 | Time: 4.8558e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 624 | Active_nodes: 15 | Time: 4.8638e-03s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 544 | Active_nodes: 15 | Time: 5.1521e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 696 | Active_nodes: 15 | Time: 5.3659e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 664 | Active_nodes: 15 | Time: 5.4012e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 576 | Active_nodes: 15 | Time: 5.5433e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 582 | Active_nodes: 16 | Time: 5.2216e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 702 | Active_nodes: 16 | Time: 5.3016e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 552 | Active_nodes: 17 | Time: 4.8318e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 456 | Active_nodes: 17 | Time: 4.8378e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 432 | Active_nodes: 17 | Time: 4.8520e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 672 | Active_nodes: 17 | Time: 5.2738e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 558 | Active_nodes: 18 | Time: 4.7579e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 438 | Active_nodes: 18 | Time: 4.8408e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 462 | Active_nodes: 18 | Time: 4.8491e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 678 | Active_nodes: 18 | Time: 5.3907e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| - -........................... -Average time: 4.8949e-03s - -12 permutations have 52 max nodes. -Index: 334 | Active_nodes: 13 | Time: 4.7615e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 358 | Active_nodes: 13 | Time: 4.9459e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 310 | Active_nodes: 15 | Time: 4.6776e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 304 | Active_nodes: 15 | Time: 4.7389e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 328 | Active_nodes: 15 | Time: 4.7713e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 551 | Active_nodes: 15 | Time: 5.0259e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 352 | Active_nodes: 15 | Time: 5.2063e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 671 | Active_nodes: 15 | Time: 5.2632e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 425 | Active_nodes: 17 | Time: 4.6240e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 431 | Active_nodes: 17 | Time: 4.6791e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 545 | Active_nodes: 17 | Time: 4.9206e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 665 | Active_nodes: 17 | Time: 5.1359e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| - -........................... -Average time: 4.8958e-03s - -36 permutations have 53 max nodes. -Index: 586 | Active_nodes: 12 | Time: 5.3895e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 706 | Active_nodes: 12 | Time: 5.5475e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 289 | Active_nodes: 14 | Time: 4.2718e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 409 | Active_nodes: 14 | Time: 4.2753e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 313 | Active_nodes: 14 | Time: 4.2860e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 529 | Active_nodes: 14 | Time: 4.3924e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 562 | Active_nodes: 14 | Time: 4.8512e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 442 | Active_nodes: 14 | Time: 5.0346e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 466 | Active_nodes: 14 | Time: 5.1927e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 682 | Active_nodes: 14 | Time: 5.2713e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 288 | Active_nodes: 15 | Time: 4.2559e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 295 | Active_nodes: 15 | Time: 4.2929e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 415 | Active_nodes: 15 | Time: 4.3272e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 319 | Active_nodes: 15 | Time: 4.3387e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 408 | Active_nodes: 15 | Time: 4.3745e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 337 | Active_nodes: 15 | Time: 4.5376e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 535 | Active_nodes: 15 | Time: 4.5510e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 335 | Active_nodes: 15 | Time: 4.6706e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 649 | Active_nodes: 15 | Time: 4.7391e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 359 | Active_nodes: 15 | Time: 4.9868e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 414 | Active_nodes: 16 | Time: 4.2719e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 294 | Active_nodes: 16 | Time: 4.3484e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 343 | Active_nodes: 16 | Time: 4.5733e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 655 | Active_nodes: 16 | Time: 4.6816e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 311 | Active_nodes: 17 | Time: 4.5267e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 305 | Active_nodes: 17 | Time: 4.5931e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 312 | Active_nodes: 17 | Time: 4.6027e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 528 | Active_nodes: 17 | Time: 4.7614e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 336 | Active_nodes: 17 | Time: 4.7864e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 329 | Active_nodes: 17 | Time: 4.7983e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 648 | Active_nodes: 17 | Time: 4.8846e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 353 | Active_nodes: 17 | Time: 4.9631e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 318 | Active_nodes: 18 | Time: 4.6829e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 342 | Active_nodes: 18 | Time: 4.6966e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 534 | Active_nodes: 18 | Time: 4.7695e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 654 | Active_nodes: 18 | Time: 4.8866e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4| - -........................... -Average time: 4.6782e-03s - -18 permutations have 54 max nodes. -Index: 580 | Active_nodes: 13 | Time: 5.2792e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 700 | Active_nodes: 13 | Time: 5.4846e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 291 | Active_nodes: 14 | Time: 4.1802e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 315 | Active_nodes: 14 | Time: 4.3790e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 297 | Active_nodes: 15 | Time: 4.2686e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 293 | Active_nodes: 15 | Time: 4.4059e-03s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 321 | Active_nodes: 15 | Time: 4.4938e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 339 | Active_nodes: 15 | Time: 4.6900e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 436 | Active_nodes: 15 | Time: 4.8224e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 556 | Active_nodes: 15 | Time: 4.8562e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 460 | Active_nodes: 15 | Time: 5.2084e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 676 | Active_nodes: 15 | Time: 5.2440e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 299 | Active_nodes: 16 | Time: 4.3707e-03s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 345 | Active_nodes: 16 | Time: 4.7761e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 341 | Active_nodes: 17 | Time: 4.6984e-03s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 317 | Active_nodes: 17 | Time: 4.7926e-03s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 323 | Active_nodes: 18 | Time: 4.6974e-03s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 347 | Active_nodes: 18 | Time: 4.7582e-03s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| - -........................... -Average time: 4.7448e-03s - -12 permutations have 55 max nodes. -Index: 433 | Active_nodes: 12 | Time: 4.6967e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 553 | Active_nodes: 12 | Time: 4.8917e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 559 | Active_nodes: 13 | Time: 4.6093e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 439 | Active_nodes: 13 | Time: 4.8128e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 673 | Active_nodes: 13 | Time: 5.2173e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 457 | Active_nodes: 13 | Time: 5.2283e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 697 | Active_nodes: 13 | Time: 5.2622e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 577 | Active_nodes: 13 | Time: 5.3495e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 679 | Active_nodes: 14 | Time: 4.9550e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 463 | Active_nodes: 14 | Time: 5.0015e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 583 | Active_nodes: 14 | Time: 5.2722e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 703 | Active_nodes: 14 | Time: 5.3530e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| - -........................... -Average time: 5.0541e-03s - -24 permutations have 57 max nodes. -Index: 478 | Active_nodes: 11 | Time: 4.7744e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 454 | Active_nodes: 11 | Time: 4.8323e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 574 | Active_nodes: 11 | Time: 5.2851e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 694 | Active_nodes: 11 | Time: 5.4721e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 598 | Active_nodes: 11 | Time: 5.5313e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 718 | Active_nodes: 11 | Time: 5.7151e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 592 | Active_nodes: 13 | Time: 5.5164e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 712 | Active_nodes: 13 | Time: 5.6748e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 411 | Active_nodes: 14 | Time: 4.4242e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 531 | Active_nodes: 14 | Time: 4.5794e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 417 | Active_nodes: 15 | Time: 4.3117e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 413 | Active_nodes: 15 | Time: 4.4142e-03s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 537 | Active_nodes: 15 | Time: 4.5107e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 651 | Active_nodes: 15 | Time: 4.7735e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 472 | Active_nodes: 15 | Time: 5.2122e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 448 | Active_nodes: 15 | Time: 5.2225e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 688 | Active_nodes: 15 | Time: 5.2432e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 568 | Active_nodes: 15 | Time: 5.3579e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 419 | Active_nodes: 16 | Time: 4.3687e-03s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 657 | Active_nodes: 16 | Time: 4.7096e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 533 | Active_nodes: 17 | Time: 4.5968e-03s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 653 | Active_nodes: 17 | Time: 4.8666e-03s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 539 | Active_nodes: 18 | Time: 4.6892e-03s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 659 | Active_nodes: 18 | Time: 5.0565e-03s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| - -........................... -Average time: 4.9641e-03s - -12 permutations have 58 max nodes. -Index: 455 | Active_nodes: 13 | Time: 4.8515e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 479 | Active_nodes: 13 | Time: 4.9841e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 575 | Active_nodes: 13 | Time: 5.0388e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 695 | Active_nodes: 13 | Time: 5.1759e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 599 | Active_nodes: 13 | Time: 5.4460e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 719 | Active_nodes: 13 | Time: 5.5996e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 593 | Active_nodes: 15 | Time: 5.4361e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 713 | Active_nodes: 15 | Time: 5.6242e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 449 | Active_nodes: 17 | Time: 5.0278e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 473 | Active_nodes: 17 | Time: 5.1745e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 689 | Active_nodes: 17 | Time: 5.2898e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 569 | Active_nodes: 17 | Time: 5.3067e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| - -........................... -Average time: 5.2463e-03s - -24 permutations have 59 max nodes. -Index: 435 | Active_nodes: 12 | Time: 4.6575e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 555 | Active_nodes: 12 | Time: 4.8637e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 441 | Active_nodes: 13 | Time: 4.5547e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 561 | Active_nodes: 13 | Time: 4.9590e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 459 | Active_nodes: 13 | Time: 5.0550e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 675 | Active_nodes: 13 | Time: 5.0701e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 699 | Active_nodes: 13 | Time: 5.3379e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 579 | Active_nodes: 13 | Time: 5.3573e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 681 | Active_nodes: 14 | Time: 5.0582e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 465 | Active_nodes: 14 | Time: 5.1398e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 585 | Active_nodes: 14 | Time: 5.2770e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 705 | Active_nodes: 14 | Time: 5.4023e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 581 | Active_nodes: 15 | Time: 5.2193e-03s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 701 | Active_nodes: 15 | Time: 5.6333e-03s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 587 | Active_nodes: 16 | Time: 5.3395e-03s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 707 | Active_nodes: 16 | Time: 5.4915e-03s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 437 | Active_nodes: 17 | Time: 4.8889e-03s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 461 | Active_nodes: 17 | Time: 5.0175e-03s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 557 | Active_nodes: 17 | Time: 5.1397e-03s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 677 | Active_nodes: 17 | Time: 5.2129e-03s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 467 | Active_nodes: 18 | Time: 5.0291e-03s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 563 | Active_nodes: 18 | Time: 5.0569e-03s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 443 | Active_nodes: 18 | Time: 5.0614e-03s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 683 | Active_nodes: 18 | Time: 5.2221e-03s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| - -........................... -Average time: 5.1269e-03s - -12 permutations have 61 max nodes. -Index: 303 | Active_nodes: 11 | Time: 4.3311e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 325 | Active_nodes: 11 | Time: 4.4312e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 301 | Active_nodes: 11 | Time: 4.4457e-03s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 327 | Active_nodes: 11 | Time: 4.5770e-03s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 307 | Active_nodes: 12 | Time: 4.3870e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 309 | Active_nodes: 12 | Time: 4.5303e-03s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 331 | Active_nodes: 12 | Time: 4.5793e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 333 | Active_nodes: 12 | Time: 4.5825e-03s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 357 | Active_nodes: 12 | Time: 4.6867e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 349 | Active_nodes: 12 | Time: 4.7685e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 355 | Active_nodes: 12 | Time: 4.7862e-03s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 351 | Active_nodes: 12 | Time: 4.8221e-03s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| - -........................... -Average time: 4.5773e-03s - -12 permutations have 62 max nodes. -Index: 541 | Active_nodes: 11 | Time: 4.3288e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 421 | Active_nodes: 11 | Time: 4.4128e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 543 | Active_nodes: 11 | Time: 4.4408e-03s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 423 | Active_nodes: 11 | Time: 4.4903e-03s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 427 | Active_nodes: 12 | Time: 4.5345e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 429 | Active_nodes: 12 | Time: 4.5493e-03s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 549 | Active_nodes: 12 | Time: 4.8294e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 661 | Active_nodes: 12 | Time: 4.8315e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 547 | Active_nodes: 12 | Time: 4.8315e-03s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 663 | Active_nodes: 12 | Time: 5.0013e-03s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 669 | Active_nodes: 12 | Time: 5.0485e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 667 | Active_nodes: 12 | Time: 5.0722e-03s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| - -........................... -Average time: 4.6976e-03s - -24 permutations have 64 max nodes. -Index: 565 | Active_nodes: 11 | Time: 4.7782e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 567 | Active_nodes: 11 | Time: 4.8102e-03s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 445 | Active_nodes: 11 | Time: 4.8492e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 447 | Active_nodes: 11 | Time: 4.8504e-03s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 451 | Active_nodes: 12 | Time: 4.7740e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 571 | Active_nodes: 12 | Time: 4.9017e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 453 | Active_nodes: 12 | Time: 4.9067e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 475 | Active_nodes: 12 | Time: 4.9942e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 687 | Active_nodes: 12 | Time: 5.0295e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 477 | Active_nodes: 12 | Time: 5.0369e-03s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 573 | Active_nodes: 12 | Time: 5.0572e-03s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 685 | Active_nodes: 12 | Time: 5.0657e-03s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 469 | Active_nodes: 12 | Time: 5.0729e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 471 | Active_nodes: 12 | Time: 5.1958e-03s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 589 | Active_nodes: 12 | Time: 5.2367e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 693 | Active_nodes: 12 | Time: 5.2549e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 591 | Active_nodes: 12 | Time: 5.2768e-03s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 595 | Active_nodes: 12 | Time: 5.3101e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 691 | Active_nodes: 12 | Time: 5.3238e-03s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 597 | Active_nodes: 12 | Time: 5.3560e-03s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 709 | Active_nodes: 12 | Time: 5.3574e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 715 | Active_nodes: 12 | Time: 5.4368e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 711 | Active_nodes: 12 | Time: 5.4722e-03s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 717 | Active_nodes: 12 | Time: 5.5108e-03s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| - -........................... -Average time: 5.1191e-03s - -________________________________________________________________________________________________ - -execution time of: 3.8314e-03s: Index: 1 | Max_nodes: 39 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| - -execution time of: 3.8677e-03s: Index: 25 | Max_nodes: 39 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| - -execution time of: 3.9036e-03s: Index: 247 | Max_nodes: 41 | Active_nodes: 14 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| - -execution time of: 3.9228e-03s: Index: 3 | Max_nodes: 39 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| - -execution time of: 3.9387e-03s: Index: 123 | Max_nodes: 39 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| - -execution time of: 3.9393e-03s: Index: 7 | Max_nodes: 41 | Active_nodes: 12 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| - -execution time of: 3.9450e-03s: Index: 151 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| - -execution time of: 3.9476e-03s: Index: 271 | Max_nodes: 44 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| - -execution time of: 3.9505e-03s: Index: 2 | Max_nodes: 39 | Active_nodes: 13 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| - -execution time of: 3.9506e-03s: Index: 11 | Max_nodes: 41 | Active_nodes: 13 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| - -execution time of: 3.9524e-03s: Index: 145 | Max_nodes: 42 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| - -execution time of: 3.9592e-03s: Index: 5 | Max_nodes: 39 | Active_nodes: 12 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| - -execution time of: 3.9597e-03s: Index: 29 | Max_nodes: 39 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| - -execution time of: 3.9747e-03s: Index: 120 | Max_nodes: 39 | Active_nodes: 12 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| - -execution time of: 3.9754e-03s: Index: 171 | Max_nodes: 45 | Active_nodes: 12 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| - -execution time of: 3.9791e-03s: Index: 121 | Max_nodes: 39 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| - -execution time of: 3.9820e-03s: Index: 127 | Max_nodes: 41 | Active_nodes: 12 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| - -execution time of: 3.9842e-03s: Index: 51 | Max_nodes: 42 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| - -execution time of: 3.9845e-03s: Index: 361 | Max_nodes: 48 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| - -execution time of: 3.9914e-03s: Index: 243 | Max_nodes: 42 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| - -execution time of: 3.9937e-03s: Index: 133 | Max_nodes: 41 | Active_nodes: 12 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| - -execution time of: 3.9954e-03s: Index: 125 | Max_nodes: 39 | Active_nodes: 12 | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| - -execution time of: 3.9988e-03s: Index: 24 | Max_nodes: 39 | Active_nodes: 12 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| - -execution time of: 4.0009e-03s: Index: 31 | Max_nodes: 42 | Active_nodes: 14 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| - -execution time of: 4.0058e-03s: Index: 9 | Max_nodes: 41 | Active_nodes: 12 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| - -execution time of: 4.0065e-03s: Index: 27 | Max_nodes: 39 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| - -execution time of: 4.0085e-03s: Index: 265 | Max_nodes: 45 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| - -execution time of: 4.0100e-03s: Index: 6 | Max_nodes: 41 | Active_nodes: 13 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| - -execution time of: 4.0138e-03s: Index: 4 | Max_nodes: 39 | Active_nodes: 13 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| - -execution time of: 4.0204e-03s: Index: 126 | Max_nodes: 41 | Active_nodes: 13 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| - -execution time of: 4.0206e-03s: Index: 246 | Max_nodes: 41 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| - -execution time of: 4.0226e-03s: Index: 241 | Max_nodes: 42 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| - -execution time of: 4.0313e-03s: Index: 37 | Max_nodes: 42 | Active_nodes: 14 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| - -execution time of: 4.0323e-03s: Index: 131 | Max_nodes: 41 | Active_nodes: 13 | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| - -execution time of: 4.0330e-03s: Index: 385 | Max_nodes: 51 | Active_nodes: 12 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4| - -execution time of: 4.0385e-03s: Index: 147 | Max_nodes: 42 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| - -execution time of: 4.0402e-03s: Index: 30 | Max_nodes: 42 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| - -execution time of: 4.0442e-03s: Index: 240 | Max_nodes: 42 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| - -execution time of: 4.0447e-03s: Index: 169 | Max_nodes: 48 | Active_nodes: 12 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| - -execution time of: 4.0448e-03s: Index: 55 | Max_nodes: 46 | Active_nodes: 14 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| - -execution time of: 4.0572e-03s: Index: 15 | Max_nodes: 41 | Active_nodes: 12 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| - -execution time of: 4.0685e-03s: Index: 135 | Max_nodes: 41 | Active_nodes: 12 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| - -execution time of: 4.0715e-03s: Index: 267 | Max_nodes: 45 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| - -execution time of: 4.0743e-03s: Index: 0 | Max_nodes: 39 | Active_nodes: 12 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| - -execution time of: 4.0835e-03s: Index: 49 | Max_nodes: 45 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| - -execution time of: 4.0880e-03s: Index: 270 | Max_nodes: 44 | Active_nodes: 16 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| - -execution time of: 4.0885e-03s: Index: 150 | Max_nodes: 45 | Active_nodes: 16 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| - -execution time of: 4.0887e-03s: Index: 122 | Max_nodes: 39 | Active_nodes: 13 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| - -execution time of: 4.0918e-03s: Index: 139 | Max_nodes: 41 | Active_nodes: 13 | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| - -execution time of: 4.0972e-03s: Index: 245 | Max_nodes: 42 | Active_nodes: 12 | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| - -execution time of: 4.0989e-03s: Index: 28 | Max_nodes: 39 | Active_nodes: 13 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| - -execution time of: 4.1019e-03s: Index: 249 | Max_nodes: 43 | Active_nodes: 14 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| - -execution time of: 4.1038e-03s: Index: 157 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| - -execution time of: 4.1070e-03s: Index: 148 | Max_nodes: 42 | Active_nodes: 13 | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| - -execution time of: 4.1080e-03s: Index: 175 | Max_nodes: 49 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| - -execution time of: 4.1101e-03s: Index: 144 | Max_nodes: 42 | Active_nodes: 12 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| - -execution time of: 4.1109e-03s: Index: 242 | Max_nodes: 42 | Active_nodes: 13 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| - -execution time of: 4.1135e-03s: Index: 129 | Max_nodes: 41 | Active_nodes: 12 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| - -execution time of: 4.1137e-03s: Index: 17 | Max_nodes: 41 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| - -execution time of: 4.1154e-03s: Index: 137 | Max_nodes: 41 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| - -execution time of: 4.1212e-03s: Index: 395 | Max_nodes: 50 | Active_nodes: 16 | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| - -execution time of: 4.1248e-03s: Index: 75 | Max_nodes: 42 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| - -execution time of: 4.1273e-03s: Index: 391 | Max_nodes: 48 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| - -execution time of: 4.1277e-03s: Index: 253 | Max_nodes: 41 | Active_nodes: 14 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| - -execution time of: 4.1304e-03s: Index: 264 | Max_nodes: 45 | Active_nodes: 12 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| - -execution time of: 4.1313e-03s: Index: 8 | Max_nodes: 41 | Active_nodes: 12 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| - -execution time of: 4.1325e-03s: Index: 268 | Max_nodes: 45 | Active_nodes: 13 | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| - -execution time of: 4.1327e-03s: Index: 57 | Max_nodes: 44 | Active_nodes: 14 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| - -execution time of: 4.1352e-03s: Index: 159 | Max_nodes: 46 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| - -execution time of: 4.1356e-03s: Index: 79 | Max_nodes: 46 | Active_nodes: 14 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| - -execution time of: 4.1380e-03s: Index: 269 | Max_nodes: 45 | Active_nodes: 12 | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| - -execution time of: 4.1416e-03s: Index: 13 | Max_nodes: 41 | Active_nodes: 12 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| - -execution time of: 4.1433e-03s: Index: 48 | Max_nodes: 45 | Active_nodes: 13 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| - -execution time of: 4.1433e-03s: Index: 149 | Max_nodes: 42 | Active_nodes: 12 | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| - -execution time of: 4.1448e-03s: Index: 360 | Max_nodes: 48 | Active_nodes: 13 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| - -execution time of: 4.1452e-03s: Index: 161 | Max_nodes: 46 | Active_nodes: 18 | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| - -execution time of: 4.1468e-03s: Index: 367 | Max_nodes: 45 | Active_nodes: 14 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| - -execution time 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-> 2|3 -> 4|4 -> 3|5 -> 0| - -execution time of: 4.6918e-03s: Index: 420 | Max_nodes: 45 | Active_nodes: 17 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| - -execution time of: 4.6934e-03s: Index: 607 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3| - -execution time of: 4.6966e-03s: Index: 342 | Max_nodes: 53 | Active_nodes: 18 | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 4| - -execution time of: 4.6967e-03s: Index: 433 | Max_nodes: 55 | Active_nodes: 12 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 2| - -execution time of: 4.6974e-03s: Index: 323 | Max_nodes: 54 | Active_nodes: 18 | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| - -execution time of: 4.6974e-03s: Index: 320 | Max_nodes: 47 | Active_nodes: 12 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| - -execution time of: 4.6984e-03s: Index: 341 | Max_nodes: 54 | Active_nodes: 17 | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| - -execution time of: 4.6993e-03s: Index: 485 | Max_nodes: 48 | Active_nodes: 15 | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| - -execution time of: 4.7014e-03s: Index: 110 | Max_nodes: 42 | Active_nodes: 15 | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 4| - -execution time of: 4.7044e-03s: Index: 514 | Max_nodes: 43 | Active_nodes: 12 | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| - -execution time of: 4.7054e-03s: Index: 613 | Max_nodes: 45 | Active_nodes: 13 | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| - -execution time of: 4.7063e-03s: Index: 501 | Max_nodes: 47 | Active_nodes: 13 | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| - -execution time of: 4.7067e-03s: Index: 344 | Max_nodes: 47 | Active_nodes: 12 | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| - -execution time of: 4.7075e-03s: Index: 522 | Max_nodes: 44 | Active_nodes: 16 | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| - -execution time of: 4.7078e-03s: Index: 600 | Max_nodes: 48 | Active_nodes: 15 | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| - -execution time of: 4.7083e-03s: Index: 536 | Max_nodes: 47 | Active_nodes: 12 | 0 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-> 2| - -execution time of: 4.8160e-03s: Index: 637 | Max_nodes: 48 | Active_nodes: 14 | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 2| - -execution time of: 4.8176e-03s: Index: 434 | Max_nodes: 50 | Active_nodes: 15 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| - -execution time of: 4.8192e-03s: Index: 632 | Max_nodes: 43 | Active_nodes: 12 | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| - -execution time of: 4.8221e-03s: Index: 351 | Max_nodes: 61 | Active_nodes: 12 | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| - -execution time of: 4.8223e-03s: Index: 233 | Max_nodes: 47 | Active_nodes: 18 | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| - -execution time of: 4.8224e-03s: Index: 436 | Max_nodes: 54 | Active_nodes: 15 | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 2| - -execution time of: 4.8246e-03s: Index: 611 | Max_nodes: 47 | Active_nodes: 17 | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 1| - -execution time of: 4.8264e-03s: Index: 656 | Max_nodes: 47 | Active_nodes: 12 | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| - -execution time of: 4.8274e-03s: Index: 464 | Max_nodes: 49 | Active_nodes: 14 | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| - -execution time of: 4.8294e-03s: Index: 549 | Max_nodes: 62 | Active_nodes: 12 | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| - -execution time of: 4.8315e-03s: Index: 661 | Max_nodes: 62 | Active_nodes: 12 | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| - -execution time of: 4.8315e-03s: Index: 547 | Max_nodes: 62 | Active_nodes: 12 | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| - -execution time of: 4.8318e-03s: Index: 552 | Max_nodes: 51 | Active_nodes: 17 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| - -execution time of: 4.8323e-03s: Index: 454 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| - -execution time of: 4.8325e-03s: Index: 620 | Max_nodes: 41 | Active_nodes: 13 | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| - -execution time of: 4.8340e-03s: Index: 440 | Max_nodes: 49 | Active_nodes: 14 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| - -execution time of: 4.8378e-03s: Index: 456 | Max_nodes: 51 | Active_nodes: 17 | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| - -execution time of: 4.8407e-03s: Index: 619 | Max_nodes: 45 | Active_nodes: 13 | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2| - -execution time of: 4.8408e-03s: Index: 438 | Max_nodes: 51 | Active_nodes: 18 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| - -execution time of: 4.8416e-03s: Index: 618 | Max_nodes: 41 | Active_nodes: 15 | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| - -execution time of: 4.8475e-03s: Index: 225 | Max_nodes: 47 | Active_nodes: 16 | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| - -execution time of: 4.8491e-03s: Index: 462 | Max_nodes: 51 | Active_nodes: 18 | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 4| - -execution time of: 4.8492e-03s: Index: 445 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| - -execution time of: 4.8504e-03s: Index: 447 | Max_nodes: 64 | Active_nodes: 11 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| - -execution time of: 4.8512e-03s: Index: 562 | Max_nodes: 53 | Active_nodes: 14 | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| - -execution time of: 4.8515e-03s: Index: 455 | Max_nodes: 58 | Active_nodes: 13 | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| - -execution time of: 4.8520e-03s: Index: 432 | Max_nodes: 51 | Active_nodes: 17 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| - -execution time of: 4.8558e-03s: Index: 629 | Max_nodes: 51 | Active_nodes: 15 | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| - -execution time of: 4.8562e-03s: Index: 556 | Max_nodes: 54 | Active_nodes: 15 | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| - -execution time of: 4.8563e-03s: Index: 626 | Max_nodes: 47 | Active_nodes: 13 | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| - -execution time of: 4.8576e-03s: Index: 616 | Max_nodes: 41 | Active_nodes: 15 | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| - -execution time of: 4.8619e-03s: Index: 652 | Max_nodes: 48 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3| - -execution time of: 4.8637e-03s: Index: 555 | Max_nodes: 59 | Active_nodes: 12 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| - -execution time of: 4.8638e-03s: Index: 624 | Max_nodes: 51 | Active_nodes: 15 | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| - -execution time of: 4.8666e-03s: Index: 653 | Max_nodes: 57 | Active_nodes: 17 | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| - -execution time of: 4.8722e-03s: Index: 658 | Max_nodes: 47 | Active_nodes: 12 | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| - -execution time of: 4.8846e-03s: Index: 648 | Max_nodes: 53 | Active_nodes: 17 | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| - -execution time of: 4.8858e-03s: Index: 470 | Max_nodes: 46 | Active_nodes: 15 | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| - -execution time of: 4.8866e-03s: Index: 654 | Max_nodes: 53 | Active_nodes: 18 | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4| - -execution time of: 4.8889e-03s: Index: 437 | Max_nodes: 59 | Active_nodes: 17 | 0 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Index: 650 | Max_nodes: 48 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| - -execution time of: 5.0175e-03s: Index: 461 | Max_nodes: 59 | Active_nodes: 17 | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 1| - -execution time of: 5.0259e-03s: Index: 551 | Max_nodes: 52 | Active_nodes: 15 | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| - -execution time of: 5.0278e-03s: Index: 449 | Max_nodes: 58 | Active_nodes: 17 | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| - -execution time of: 5.0291e-03s: Index: 467 | Max_nodes: 59 | Active_nodes: 18 | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| - -execution time of: 5.0295e-03s: Index: 687 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| - -execution time of: 5.0346e-03s: Index: 442 | Max_nodes: 53 | Active_nodes: 14 | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| - -execution time of: 5.0369e-03s: Index: 477 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| - -execution time of: 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-execution time of: 5.1208e-03s: Index: 666 | Max_nodes: 45 | Active_nodes: 15 | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| - -execution time of: 5.1269e-03s: Index: 674 | Max_nodes: 50 | Active_nodes: 15 | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| - -execution time of: 5.1359e-03s: Index: 665 | Max_nodes: 52 | Active_nodes: 17 | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| - -execution time of: 5.1397e-03s: Index: 557 | Max_nodes: 59 | Active_nodes: 17 | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| - -execution time of: 5.1398e-03s: Index: 465 | Max_nodes: 59 | Active_nodes: 14 | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| - -execution time of: 5.1463e-03s: Index: 680 | Max_nodes: 49 | Active_nodes: 14 | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| - -execution time of: 5.1521e-03s: Index: 544 | Max_nodes: 51 | Active_nodes: 15 | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| - -execution time of: 5.1745e-03s: Index: 473 | Max_nodes: 58 | Active_nodes: 17 | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| - -execution time of: 5.1759e-03s: Index: 695 | Max_nodes: 58 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| - -execution time of: 5.1776e-03s: Index: 642 | Max_nodes: 44 | Active_nodes: 16 | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| - -execution time of: 5.1927e-03s: Index: 466 | Max_nodes: 53 | Active_nodes: 14 | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| - -execution time of: 5.1958e-03s: Index: 471 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| - -execution time of: 5.2063e-03s: Index: 352 | Max_nodes: 52 | Active_nodes: 15 | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| - -execution time of: 5.2084e-03s: Index: 460 | Max_nodes: 54 | Active_nodes: 15 | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 2| - -execution time of: 5.2122e-03s: Index: 472 | Max_nodes: 57 | Active_nodes: 15 | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| - -execution time of: 5.2129e-03s: Index: 677 | Max_nodes: 59 | Active_nodes: 17 | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| - -execution time of: 5.2173e-03s: Index: 673 | Max_nodes: 55 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| - -execution time of: 5.2193e-03s: Index: 581 | Max_nodes: 59 | Active_nodes: 15 | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| - -execution time of: 5.2216e-03s: Index: 582 | Max_nodes: 51 | Active_nodes: 16 | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3| - -execution time of: 5.2221e-03s: Index: 683 | Max_nodes: 59 | Active_nodes: 18 | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| - -execution time of: 5.2225e-03s: Index: 448 | Max_nodes: 57 | Active_nodes: 15 | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| - -execution time of: 5.2247e-03s: Index: 584 | Max_nodes: 49 | Active_nodes: 12 | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| - -execution time of: 5.2283e-03s: Index: 457 | Max_nodes: 55 | Active_nodes: 13 | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| - -execution time of: 5.2362e-03s: Index: 578 | Max_nodes: 50 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| - -execution time of: 5.2367e-03s: Index: 589 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| - -execution time of: 5.2370e-03s: Index: 550 | Max_nodes: 51 | Active_nodes: 13 | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| - -execution time of: 5.2379e-03s: Index: 692 | Max_nodes: 50 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| - -execution time of: 5.2432e-03s: Index: 688 | Max_nodes: 57 | Active_nodes: 15 | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| - -execution time of: 5.2440e-03s: Index: 676 | Max_nodes: 54 | Active_nodes: 15 | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| - -execution time of: 5.2549e-03s: Index: 693 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| - -execution time of: 5.2622e-03s: Index: 697 | Max_nodes: 55 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| - -execution time of: 5.2632e-03s: Index: 671 | Max_nodes: 52 | Active_nodes: 15 | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| - -execution time of: 5.2713e-03s: Index: 682 | Max_nodes: 53 | Active_nodes: 14 | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| - -execution time of: 5.2722e-03s: Index: 583 | Max_nodes: 55 | Active_nodes: 14 | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| - -execution time of: 5.2738e-03s: Index: 672 | Max_nodes: 51 | Active_nodes: 17 | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| - -execution time of: 5.2768e-03s: Index: 591 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| - -execution time of: 5.2770e-03s: Index: 585 | Max_nodes: 59 | Active_nodes: 14 | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| - -execution time of: 5.2771e-03s: Index: 686 | Max_nodes: 46 | Active_nodes: 15 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| - -execution time of: 5.2792e-03s: Index: 580 | Max_nodes: 54 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 2| - -execution time of: 5.2851e-03s: Index: 574 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| - -execution time of: 5.2898e-03s: Index: 689 | Max_nodes: 58 | Active_nodes: 17 | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| - -execution time of: 5.3016e-03s: Index: 702 | Max_nodes: 51 | Active_nodes: 16 | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| - -execution time of: 5.3067e-03s: Index: 569 | Max_nodes: 58 | Active_nodes: 17 | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| - -execution time of: 5.3101e-03s: Index: 595 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| - -execution time of: 5.3238e-03s: Index: 691 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| - -execution time of: 5.3372e-03s: Index: 690 | Max_nodes: 51 | Active_nodes: 13 | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| - -execution time of: 5.3379e-03s: Index: 699 | Max_nodes: 59 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| - -execution time of: 5.3395e-03s: Index: 587 | Max_nodes: 59 | Active_nodes: 16 | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| - -execution time of: 5.3495e-03s: Index: 577 | Max_nodes: 55 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| - -execution time of: 5.3530e-03s: Index: 703 | Max_nodes: 55 | Active_nodes: 14 | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| - -execution time of: 5.3560e-03s: Index: 597 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| - -execution time of: 5.3573e-03s: Index: 579 | Max_nodes: 59 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1| - -execution time of: 5.3574e-03s: Index: 709 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| - -execution time of: 5.3579e-03s: Index: 568 | Max_nodes: 57 | Active_nodes: 15 | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| - -execution time of: 5.3659e-03s: Index: 696 | Max_nodes: 51 | Active_nodes: 15 | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 3| - -execution time of: 5.3861e-03s: Index: 684 | Max_nodes: 47 | Active_nodes: 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Active_nodes: 15 | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| - -execution time of: 5.4368e-03s: Index: 715 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| - -execution time of: 5.4460e-03s: Index: 599 | Max_nodes: 58 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| - -execution time of: 5.4470e-03s: Index: 704 | Max_nodes: 49 | Active_nodes: 12 | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| - -execution time of: 5.4534e-03s: Index: 594 | Max_nodes: 51 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| - -execution time of: 5.4595e-03s: Index: 588 | Max_nodes: 47 | Active_nodes: 15 | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| - -execution time of: 5.4627e-03s: Index: 698 | Max_nodes: 50 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| - -execution time of: 5.4721e-03s: Index: 694 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| - -execution time of: 5.4722e-03s: Index: 711 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| - -execution time of: 5.4846e-03s: Index: 700 | Max_nodes: 54 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 2| - -execution time of: 5.4915e-03s: Index: 707 | Max_nodes: 59 | Active_nodes: 16 | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| - -execution time of: 5.4961e-03s: Index: 716 | Max_nodes: 50 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| - -execution time of: 5.5108e-03s: Index: 717 | Max_nodes: 64 | Active_nodes: 12 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| - -execution time of: 5.5164e-03s: Index: 592 | Max_nodes: 57 | Active_nodes: 13 | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| - -execution time of: 5.5285e-03s: Index: 708 | Max_nodes: 47 | Active_nodes: 15 | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| - -execution time of: 5.5313e-03s: Index: 598 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| - -execution time of: 5.5369e-03s: Index: 670 | Max_nodes: 51 | Active_nodes: 13 | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| - -execution time of: 5.5433e-03s: Index: 576 | Max_nodes: 51 | Active_nodes: 15 | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| - -execution time of: 5.5475e-03s: Index: 706 | Max_nodes: 53 | Active_nodes: 12 | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| - -execution time of: 5.5996e-03s: Index: 719 | Max_nodes: 58 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| - -execution time of: 5.6242e-03s: Index: 713 | Max_nodes: 58 | Active_nodes: 15 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| - -execution time of: 5.6314e-03s: Index: 710 | Max_nodes: 46 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| - -execution time of: 5.6333e-03s: Index: 701 | Max_nodes: 59 | Active_nodes: 15 | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| - -execution time of: 5.6748e-03s: Index: 712 | Max_nodes: 57 | Active_nodes: 13 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| - -execution time of: 5.7151e-03s: Index: 718 | Max_nodes: 57 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| - -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/qwalk-noancilla_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/qwalk-noancilla_indep_qiskit_controls.txt deleted file mode 100644 index 291a0218..00000000 --- a/test/BenchmarkQuasm/results/qwalk-noancilla_indep_qiskit_controls.txt +++ /dev/null @@ -1,1577 +0,0 @@ -Start Simulation of qwalk-noancilla_indep_qiskit_3__________________________________________________ - - i: 0 1 2 - 1: | | h - 2: x c c - 3: | x c - 4: | x | - 5: | | x - 6: x c c - 7: | x c - 8: | x | - 9: | | u2 p: (-3.14159) (-3.14159) -10: x c c -11: | x c -12: | x | -13: | | x -14: x c c -15: | x c -16: | x | -17: | | u2 p: (-3.14159) (-3.14159) -18: x c c -19: | x c -20: | x | -21: | | x -22: x c c -23: | x c -24: | x | -25: | | x -26:============ -27: 0 | | -28: | 1 | 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-442:...|...p...|...|...| p: (-3.9270e-01) -443:...|...x...c...|...| -444:...|...p...|...|...| p: (3.9270e-01) -445:...|...x...|...c...| -446:...|...p...|...|...| p: (-3.9270e-01) -447:...|...x...|...|...c -448:...|..ry...|...|...| p: (1.5708e+00) -449:...|...|...x...c...c -450:...|...|...x...|...| -451:...|...|...|...x...c -452:...|...|...|...x...| -453:...|...|...|...|...x -454:==================== -455:...0...|...|...|...| -456:...|...1...|...|...| -457:...|...|...2...|...| -458:...|...|...|...3...| -459:...|...|...|...|...4 -..o:...0...1...2...3...4 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: 1.9246e-03s............................. -Permuted Duration: 1.9279e-03s............................. -Identity active_nodes: 10 ...................................... -Permuted active_nodes: 10 ...................................... -Identity max_nodes: 29 ...................................... 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-687:...|...|..ry...|...|...| p: (1.5708e+00) -688:...|...|...|...x...c...c -689:...|...|...|...x...|...| -690:...|...|...|...|...x...c -691:...|...|...|...|...x...| -692:...p...|...|...|...c...| p: (1.9635e-01) -693:...|...|...|...x...c...| -694:...p...|...|...c...|...| p: (-1.9635e-01) -695:...|...|...|...x...c...| -696:...p...|...|...c...|...| p: (1.9635e-01) -697:...|...|...x...c...|...| -698:...p...|...c...|...|...| p: (-1.9635e-01) -699:...|...|...x...|...c...| -700:...p...|...c...|...|...| p: (1.9635e-01) -701:...|...|...x...c...|...| -702:...p...|...c...|...|...| p: (-1.9635e-01) -703:...|...|...x...|...c...| -704:...p...|...c...|...|...| p: (1.9635e-01) -705:...|...x...c...|...|...| -706:...p...c...|...|...|...| p: (-1.9635e-01) -707:...|...x...|...|...c...| -708:...p...c...|...|...|...| p: (1.9635e-01) -709:...|...x...|...c...|...| -710:...p...c...|...|...|...| p: (-1.9635e-01) -711:...|...x...|...|...c...| -712:...p...c...|...|...|...| p: (1.9635e-01) -713:...|...x...c...|...|...| -714:...p...c...|...|...|...| p: (-1.9635e-01) -715:...|...x...|...|...c...| -716:...p...c...|...|...|...| p: (1.9635e-01) -717:...|...x...|...c...|...| -718:...p...c...|...|...|...| p: (-1.9635e-01) -719:...|...x...|...|...c...| -720:...p...c...|...|...|...| p: (1.9635e-01) -721:...|...|...|...|...|...x -722:...|...c...|...|...|...x -723:...p...|...|...|...|...c p: (-1.9635e-01) -724:...|...|...|...|...c...x -725:...p...|...|...|...|...c p: (1.9635e-01) -726:...|...|...|...c...|...x -727:...p...|...|...|...|...c p: (-1.9635e-01) -728:...|...|...|...|...c...x -729:...p...|...|...|...|...c p: (1.9635e-01) -730:...|...|...c...|...|...x -731:...p...|...|...|...|...c p: (-1.9635e-01) -732:...|...|...|...|...c...x -733:...p...|...|...|...|...c p: (1.9635e-01) -734:...|...|...|...c...|...x -735:...p...|...|...|...|...c p: (-1.9635e-01) -736:...|...|...|...|...c...x -737:...p...|...|...|...|...c p: (1.9635e-01) -738:...|...c...|...|...|...x -739:...|...h...|...|...|...| -740:...p...|...|...|...|...c p: (-1.9635e-01) -741:...|...|...|...|...c...x -742:...p...|...|...|...|...c p: (1.9635e-01) -743:...|...|...|...c...|...x -744:...p...|...|...|...|...c p: (-1.9635e-01) -745:...|...|...|...|...c...x -746:...p...|...|...|...|...c p: (1.9635e-01) -747:...|...|...c...|...|...x -748:...p...|...|...|...|...c p: (-1.9635e-01) -749:...|...|...|...|...c...x -750:...p...|...|...|...|...c p: (1.9635e-01) -751:...|...|...|...c...|...x -752:...p...|...|...|...|...c p: (-1.9635e-01) -753:...|...|...|...|...c...x -754:...|...s...|...|...c...| -755:...|...|...|...|..u2...| p: (7.8540e-01) (-3.1416e+00) -756:...|...|...|...c...x...| -757:...|...|...|...|..u2...| p: (0.0000e+00) (2.3562e+00) -758:...p...|...|...|...|...c p: (1.9635e-01) -759:...h...|...|...|...|...| -760:...|...|...|...|...x...c -761:...|...|...|...|...t...| -762:...|...|...c...|...x...| -763:...|...|...|...|.tdg...| -764:...|...|...|...|...x...c -765:...|...|...|...|...t...| -766:...|...|...c...|...x...| -767:...|...|...|...|..u2...| p: (7.8540e-01) (2.3562e+00) -768:...|...|...|...c...x...| -769:...|...|...|...|..u2...| p: (0.0000e+00) (2.3562e+00) -770:...|.sdg...|...|...c...| -771:...|...|...|...|..u2...| p: (7.8540e-01) (-3.1416e+00) -772:...|...|...|...c...x...| -773:...|...|...|...|..u2...| p: (7.8540e-01) (2.3562e+00) -774:...|...|...c...|...x...| -775:...|...|...|...|.tdg...| -776:...|...|...|...|...x...c -777:...|...|...|...|...t...| -778:...|...|...c...|...x...| -779:...|...|...|...|.tdg...| -780:...|...|...|...|...x...c -781:...|...|...|...|..u2...| p: (7.8540e-01) (-3.1416e+00) -782:...|...|...|...c...x...| -783:...|...|...|...|..u2...| p: (3.9270e-01) (2.3562e+00) -784:...|...p...|...|...|...c p: (3.9270e-01) -785:...|...|...x...|...|...c -786:...|...p...c...|...|...| p: (-3.9270e-01) -787:...|...|...x...|...|...c -788:...|...p...c...|...|...| p: (3.9270e-01) -789:...|...|...c...x...|...| -790:...|...p...|...c...|...| p: (-3.9270e-01) -791:...|...|...|...x...|...c -792:...|...p...|...c...|...| p: (3.9270e-01) -793:...|...|...c...x...|...| -794:...|...|..u2...|...|...| p: (3.9270e-01) (-3.1416e+00) -795:...|...p...|...c...|...| p: (-3.9270e-01) -796:...|...|...|...x...|...c -797:...|...p...|...c...|...| p: (3.9270e-01) -798:...|..ry...|...|...|...| p: (1.5708e+00) -799:...|...|...|...p...|...| p: (3.9270e-01) -800:...|...|...|...|...|...p p: (3.9270e-01) -801:...|...|...|...x...|...c -802:...|...|...|...p...|...| p: (-3.9270e-01) -803:...|...|...|...x...|...c -804:...|...|...|...c...x...| -805:...|...|...|...|...p...| p: (-3.9270e-01) -806:...|...|...|...|...x...c -807:...|...|...|...|...p...| p: (3.9270e-01) -808:...|...|...|...c...x...| -809:...|...|...|...|...p...| p: (-3.9270e-01) -810:...|...|...|...|...x...c -811:...|...|...x...|...c...| -812:...|...|...p...|...|...| p: (-3.9270e-01) -813:...|...|...x...c...|...| -814:...|...|...p...|...|...| p: (3.9270e-01) -815:...|...|...x...|...c...| -816:...|...|...p...|...|...| p: (-3.9270e-01) -817:...|...|...x...|...|...c -818:...|...|...p...|...|...| p: (3.9270e-01) -819:...|...|...x...|...c...| -820:...|...|...p...|...|...| p: (-3.9270e-01) -821:...|...|...x...c...|...| -822:...|...|...p...|...|...| p: (3.9270e-01) -823:...|...|...x...|...c...| -824:...|...|...p...|...|...| p: (-3.9270e-01) -825:...|...|...x...|...|...c -826:...|...|..ry...|...|...| p: (1.5708e+00) -827:...|...|...|...x...c...c -828:...|...|...|...x...|...| -829:...|...|...|...|...x...c -830:...|...|...|...|...x...| -831:...|...|...|...|...|...x -832:======================== -833:...0...|...|...|...|...| -834:...|...1...|...|...|...| -835:...|...|...2...|...|...| -836:...|...|...|...3...|...| -837:...|...|...|...|...4...| -838:...|...|...|...|...|...5 -..o:...0...1...2...3...4...5 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Identity Duration: 4.0743e-03s............................. -Permuted Duration: 3.9893e-03s............................. -Identity active_nodes: 12 ...................................... -Permuted active_nodes: 12 ...................................... -Identity max_nodes: 39 ...................................... -Permuted max_nodes: 39 ...................................... -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/qwalk-v-chain_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/qwalk-v-chain_indep_qiskit_all.txt deleted file mode 100644 index 1d23d650..00000000 --- a/test/BenchmarkQuasm/results/qwalk-v-chain_indep_qiskit_all.txt +++ /dev/null @@ -1,1518 +0,0 @@ -Start Simulation of qwalk-v-chain_indep_qiskit_3__________________________________________________ - - i: 0 1 2 - 1: | | h - 2: x c c - 3: | x c - 4: | x | - 5: | | x - 6: x c c - 7: | x c - 8: | x | - 9: | | u2 p: (-3.14159) (-3.14159) -10: x c c -11: | x c -12: | x | -13: | | x -14: x c c -15: | x c -16: | x | -17: | | u2 p: (-3.14159) (-3.14159) -18: x c c -19: | x c -20: | x | -21: | | x -22: x c c -23: | x c -24: | x | -25: | | x -26:============ -27: 0 | | -28: | 1 | -29: | | 2 - o: 0 1 2 -Total Permutations: 6 -Min time: 8.0850e-05s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max time: 1.1621e-04s................. Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| -Min active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Min max nodes: 8 nodes.................... Permutation 2 : 0 -> 1|1 -> 0|2 -> 2| -Max active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max max nodes: 10 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -________________________________________________________________________________________________ - -6 permutations have 3 active nodes. -Index: 2 | Max_nodes: 8 | Time: 9.1285e-05s | 0 -> 1|1 -> 0|2 -> 2| -Index: 4 | Max_nodes: 8 | Time: 1.0536e-04s | 0 -> 2|1 -> 0|2 -> 1| -Index: 0 | Max_nodes: 10 | Time: 8.0850e-05s | 0 -> 0|1 -> 1|2 -> 2| -Index: 1 | Max_nodes: 10 | Time: 9.2324e-05s | 0 -> 0|1 -> 2|2 -> 1| -Index: 3 | Max_nodes: 10 | Time: 1.0397e-04s | 0 -> 1|1 -> 2|2 -> 0| -Index: 5 | Max_nodes: 10 | Time: 1.1621e-04s | 0 -> 2|1 -> 1|2 -> 0| - -........................... -Average time: 9.8334e-05s - -________________________________________________________________________________________________ - -2 permutations have 8 max nodes. -Index: 2 | Active_nodes: 3 | Time: 9.1285e-05s | 0 -> 1|1 -> 0|2 -> 2| -Index: 4 | Active_nodes: 3 | Time: 1.0536e-04s | 0 -> 2|1 -> 0|2 -> 1| - -........................... -Average time: 9.8325e-05s - -4 permutations have 10 max nodes. -Index: 0 | Active_nodes: 3 | Time: 8.0850e-05s | 0 -> 0|1 -> 1|2 -> 2| -Index: 1 | Active_nodes: 3 | Time: 9.2324e-05s | 0 -> 0|1 -> 2|2 -> 1| -Index: 3 | Active_nodes: 3 | Time: 1.0397e-04s | 0 -> 1|1 -> 2|2 -> 0| -Index: 5 | Active_nodes: 3 | Time: 1.1621e-04s | 0 -> 2|1 -> 1|2 -> 0| - -........................... -Average time: 9.8338e-05s - -________________________________________________________________________________________________ - -execution time of: 8.0850e-05s: Index: 0 | Max_nodes: 10 | Active_nodes: 3 | 0 -> 0|1 -> 1|2 -> 2| - -execution time of: 9.1285e-05s: Index: 2 | Max_nodes: 8 | Active_nodes: 3 | 0 -> 1|1 -> 0|2 -> 2| - -execution time of: 9.2324e-05s: Index: 1 | Max_nodes: 10 | Active_nodes: 3 | 0 -> 0|1 -> 2|2 -> 1| - -execution time of: 1.0397e-04s: Index: 3 | Max_nodes: 10 | Active_nodes: 3 | 0 -> 1|1 -> 2|2 -> 0| - -execution time of: 1.0536e-04s: Index: 4 | Max_nodes: 8 | Active_nodes: 3 | 0 -> 2|1 -> 0|2 -> 1| - -execution time of: 1.1621e-04s: Index: 5 | Max_nodes: 10 | Active_nodes: 3 | 0 -> 2|1 -> 1|2 -> 0| - -________________________________________________________________________________________________ - -Start Simulation of qwalk-v-chain_indep_qiskit_4__________________________________________________ - -.i:...0...1...2 -.1:...|...|...h -.2:...x...c...c -.3:...|...x...c -.4:...|...x...| -.5:...|...|...x -.6:...x...c...c -.7:...|...x...c -.8:...|...x...| -.9:...|...|..u2 p: (-3.1416e+00) (-3.1416e+00) -10:...x...c...c -11:...|...x...c -12:...|...x...| -13:...|...|...x -14:...x...c...c -15:...|...x...c -16:...|...x...| -17:...|...|..u2 p: (-3.1416e+00) (-3.1416e+00) -18:...x...c...c -19:...|...x...c -20:...|...x...| -21:...|...|...x -22:...x...c...c -23:...|...x...c -24:...|...x...| -25:...|...|...x -26:============ -27:...0...|...| -28:...|...1...| -29:...|...|...2 -.o:...0...1...2 -Total Permutations: 6 -Min time: 1.7977e+308s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max time: -1.7977e+308s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Min active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Min max nodes: 8 nodes.................... Permutation 2 : 0 -> 1|1 -> 0|2 -> 2| -Max active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max max nodes: 10 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -________________________________________________________________________________________________ - -6 permutations have 3 active nodes. -Index: 2 | Max_nodes: 8 | Time: nans | 0 -> 1|1 -> 0|2 -> 2| -Index: 4 | Max_nodes: 8 | Time: nans | 0 -> 2|1 -> 0|2 -> 1| -Index: 0 | Max_nodes: 10 | Time: nans | 0 -> 0|1 -> 1|2 -> 2| -Index: 1 | Max_nodes: 10 | Time: nans | 0 -> 0|1 -> 2|2 -> 1| -Index: 3 | Max_nodes: 10 | Time: nans | 0 -> 1|1 -> 2|2 -> 0| -Index: 5 | Max_nodes: 10 | Time: nans | 0 -> 2|1 -> 1|2 -> 0| - -........................... -Average time: -nans - -________________________________________________________________________________________________ - -2 permutations have 8 max nodes. -Index: 2 | Active_nodes: 3 | Time: nans | 0 -> 1|1 -> 0|2 -> 2| -Index: 4 | Active_nodes: 3 | Time: nans | 0 -> 2|1 -> 0|2 -> 1| - -........................... -Average time: -nans - -4 permutations have 10 max nodes. -Index: 0 | Active_nodes: 3 | Time: nans | 0 -> 0|1 -> 1|2 -> 2| -Index: 1 | Active_nodes: 3 | Time: nans | 0 -> 0|1 -> 2|2 -> 1| -Index: 3 | Active_nodes: 3 | Time: nans | 0 -> 1|1 -> 2|2 -> 0| -Index: 5 | Active_nodes: 3 | Time: nans | 0 -> 2|1 -> 1|2 -> 0| - -........................... -Average time: -nans - -________________________________________________________________________________________________ - -execution time of: nans: Index: 0 | Max_nodes: 10 | Active_nodes: 3 | 0 -> 0|1 -> 1|2 -> 2| -Index: 1 | Max_nodes: 10 | Active_nodes: 3 | 0 -> 0|1 -> 2|2 -> 1| -Index: 2 | Max_nodes: 8 | Active_nodes: 3 | 0 -> 1|1 -> 0|2 -> 2| -Index: 3 | Max_nodes: 10 | Active_nodes: 3 | 0 -> 1|1 -> 2|2 -> 0| -Index: 4 | Max_nodes: 8 | Active_nodes: 3 | 0 -> 2|1 -> 0|2 -> 1| -Index: 5 | Max_nodes: 10 | Active_nodes: 3 | 0 -> 2|1 -> 1|2 -> 0| - -________________________________________________________________________________________________ - -Start Simulation of qwalk-v-chain_indep_qiskit_5__________________________________________________ - -.i:...0...1...2...3...4 -.1:...|...|...|...h...| -.2:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...c...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -.3:...x...|...c...|...c -.4:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...c...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -.5:...|...x...c...c...| -.6:...|...x...|...|...| -.7:...|...|...x...c...| -.8:...|...|...x...|...| -.9:...|...|...|...x...| -10:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...c...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -11:...x...|...c...|...c -12:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...c...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -13:...|...x...c...c...| -14:...|...x...|...|...| -15:...|...|...x...c...| -16:...|...|...x...|...| -17:...|...|...|..u2...| p: (-3.1416e+00) (-3.1416e+00) -18:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...c...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -19:...x...|...c...|...c -20:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...c...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -21:...|...x...c...c...| -22:...|...x...|...|...| -23:...|...|...x...c...| -24:...|...|...x...|...| -25:...|...|...|...x...| -26:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...c...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -27:...x...|...c...|...c -28:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...c...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -29:...|...x...c...c...| -30:...|...x...|...|...| -31:...|...|...x...c...| -32:...|...|...x...|...| -33:...|...|...|..u2...| p: (-3.1416e+00) (-3.1416e+00) -34:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...c...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -35:...x...|...c...|...c -36:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...c...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -37:...|...x...c...c...| -38:...|...x...|...|...| -39:...|...|...x...c...| -40:...|...|...x...|...| -41:...|...|...|...x...| -42:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...c...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -43:...x...|...c...|...c -44:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...c...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -45:...|...x...c...c...| -46:...|...x...|...|...| -47:...|...|...x...c...| -48:...|...|...x...|...| -49:...|...|...|...x...| -50:==================== -51:...0...|...|...|...| -52:...|...1...|...|...| -53:...|...|...2...|...| -54:...|...|...|...3...| -55:...|...|...|...|...4 -.o:...0...1...2...3...4 -Total Permutations: 120 -Min time: 3.4075e-04s................. Permutation 9 : 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -Max time: 4.7502e-04s................. Permutation 110: 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -Min active nodes: 8 nodes.................... Permutation 2 : 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -Min max nodes: 16 nodes.................... Permutation 33 : 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -Max active nodes: 12 nodes.................... Permutation 13 : 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -Max max nodes: 22 nodes.................... Permutation 13 : 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -________________________________________________________________________________________________ - -36 permutations have 8 active nodes. -Index: 35 | Max_nodes: 16 | Time: 3.6351e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -Index: 59 | Max_nodes: 16 | Time: 3.6450e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -Index: 63 | Max_nodes: 17 | Time: 3.7391e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -Index: 85 | Max_nodes: 17 | Time: 3.7398e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -Index: 61 | Max_nodes: 17 | Time: 3.7459e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -Index: 87 | Max_nodes: 17 | Time: 3.7554e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -Index: 109 | Max_nodes: 17 | Time: 3.7974e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -Index: 111 | Max_nodes: 17 | Time: 3.7987e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -Index: 67 | Max_nodes: 17 | Time: 3.8411e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -Index: 69 | Max_nodes: 17 | Time: 3.8491e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -Index: 93 | Max_nodes: 17 | Time: 3.8886e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -Index: 91 | Max_nodes: 17 | Time: 3.8906e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -Index: 117 | Max_nodes: 17 | Time: 3.9470e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -Index: 115 | Max_nodes: 17 | Time: 3.9549e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -Index: 26 | Max_nodes: 17 | Time: 4.2106e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -Index: 2 | Max_nodes: 17 | Time: 4.2561e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -Index: 54 | Max_nodes: 17 | Time: 4.2980e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -Index: 30 | Max_nodes: 17 | Time: 4.3218e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -Index: 36 | Max_nodes: 17 | Time: 4.3989e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -Index: 60 | Max_nodes: 17 | Time: 4.4744e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -Index: 83 | Max_nodes: 18 | Time: 3.7331e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -Index: 41 | Max_nodes: 18 | Time: 3.7815e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -Index: 28 | Max_nodes: 18 | Time: 4.2087e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -Index: 4 | Max_nodes: 18 | Time: 4.2600e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -Index: 78 | Max_nodes: 18 | Time: 4.3562e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -Index: 84 | Max_nodes: 18 | Time: 4.5153e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -Index: 65 | Max_nodes: 19 | Time: 3.7749e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -Index: 89 | Max_nodes: 19 | Time: 3.8187e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -Index: 50 | Max_nodes: 19 | Time: 4.3036e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -Index: 8 | Max_nodes: 19 | Time: 4.3129e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -Index: 32 | Max_nodes: 19 | Time: 4.3417e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -Index: 56 | Max_nodes: 19 | Time: 4.4356e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -Index: 52 | Max_nodes: 20 | Time: 4.2562e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -Index: 34 | Max_nodes: 20 | Time: 4.3625e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -Index: 10 | Max_nodes: 20 | Time: 4.3715e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -Index: 58 | Max_nodes: 20 | Time: 4.4725e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| - -........................... -Average time: 4.0692e-04s - -24 permutations have 9 active nodes. -Index: 33 | Max_nodes: 16 | Time: 3.5382e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -Index: 57 | Max_nodes: 16 | Time: 3.5666e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -Index: 24 | Max_nodes: 17 | Time: 4.1056e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -Index: 0 | Max_nodes: 17 | Time: 4.1611e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Index: 107 | Max_nodes: 18 | Time: 3.8551e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -Index: 47 | Max_nodes: 18 | Time: 3.8780e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -Index: 5 | Max_nodes: 18 | Time: 3.9620e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -Index: 29 | Max_nodes: 18 | Time: 3.9767e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -Index: 42 | Max_nodes: 18 | Time: 4.0167e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -Index: 66 | Max_nodes: 18 | Time: 4.0757e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -Index: 31 | Max_nodes: 18 | Time: 4.0917e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -Index: 55 | Max_nodes: 18 | Time: 4.1220e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -Index: 71 | Max_nodes: 19 | Time: 3.8917e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -Index: 113 | Max_nodes: 19 | Time: 3.9701e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -Index: 14 | Max_nodes: 19 | Time: 4.4235e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -Index: 38 | Max_nodes: 19 | Time: 4.4485e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -Index: 102 | Max_nodes: 19 | Time: 4.5044e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -Index: 108 | Max_nodes: 19 | Time: 4.6674e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -Index: 74 | Max_nodes: 20 | Time: 4.4327e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -Index: 80 | Max_nodes: 20 | Time: 4.5355e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -Index: 16 | Max_nodes: 22 | Time: 3.8819e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -Index: 40 | Max_nodes: 22 | Time: 3.9373e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -Index: 76 | Max_nodes: 22 | Time: 4.3661e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -Index: 82 | Max_nodes: 22 | Time: 4.4905e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| - -........................... -Average time: 4.1208e-04s - -36 permutations have 10 active nodes. -Index: 11 | Max_nodes: 18 | Time: 3.5353e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -Index: 39 | Max_nodes: 18 | Time: 3.6326e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -Index: 81 | Max_nodes: 18 | Time: 3.6560e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -Index: 105 | Max_nodes: 18 | Time: 3.7136e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -Index: 45 | Max_nodes: 18 | Time: 3.7486e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -Index: 3 | Max_nodes: 18 | Time: 3.8721e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -Index: 27 | Max_nodes: 18 | Time: 3.8800e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -Index: 1 | Max_nodes: 18 | Time: 3.8958e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -Index: 25 | Max_nodes: 18 | Time: 3.9204e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -Index: 53 | Max_nodes: 18 | Time: 4.0567e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -Index: 95 | Max_nodes: 19 | Time: 4.0219e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -Index: 119 | Max_nodes: 19 | Time: 4.0972e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -Index: 6 | Max_nodes: 19 | Time: 4.1656e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -Index: 48 | Max_nodes: 19 | Time: 4.2113e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -Index: 12 | Max_nodes: 19 | Time: 4.3075e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -Index: 62 | Max_nodes: 19 | Time: 4.5726e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -Index: 17 | Max_nodes: 20 | Time: 3.6428e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -Index: 37 | Max_nodes: 20 | Time: 3.6463e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -Index: 43 | Max_nodes: 20 | Time: 3.7842e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -Index: 20 | Max_nodes: 20 | Time: 4.0772e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -Index: 44 | Max_nodes: 20 | Time: 4.0824e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -Index: 77 | Max_nodes: 20 | Time: 4.1359e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -Index: 90 | Max_nodes: 20 | Time: 4.1506e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -Index: 79 | Max_nodes: 20 | Time: 4.1834e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -Index: 114 | Max_nodes: 20 | Time: 4.1845e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -Index: 103 | Max_nodes: 20 | Time: 4.2424e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -Index: 72 | Max_nodes: 20 | Time: 4.2774e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -Index: 86 | Max_nodes: 20 | Time: 4.6090e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -Index: 64 | Max_nodes: 21 | Time: 3.9860e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -Index: 88 | Max_nodes: 21 | Time: 4.0420e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -Index: 98 | Max_nodes: 21 | Time: 4.5553e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -Index: 104 | Max_nodes: 21 | Time: 4.6438e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -Index: 22 | Max_nodes: 22 | Time: 4.0043e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -Index: 46 | Max_nodes: 22 | Time: 4.0292e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -Index: 100 | Max_nodes: 22 | Time: 4.5417e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -Index: 106 | Max_nodes: 22 | Time: 4.6429e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| - -........................... -Average time: 4.0764e-04s - -12 permutations have 11 active nodes. -Index: 9 | Max_nodes: 18 | Time: 3.4075e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -Index: 51 | Max_nodes: 18 | Time: 3.9467e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -Index: 23 | Max_nodes: 20 | Time: 3.7662e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -Index: 18 | Max_nodes: 20 | Time: 3.9186e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -Index: 7 | Max_nodes: 20 | Time: 3.9636e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -Index: 49 | Max_nodes: 20 | Time: 4.0115e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -Index: 68 | Max_nodes: 20 | Time: 4.1882e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -Index: 101 | Max_nodes: 20 | Time: 4.3148e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -Index: 70 | Max_nodes: 21 | Time: 4.1300e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -Index: 112 | Max_nodes: 21 | Time: 4.1928e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -Index: 96 | Max_nodes: 21 | Time: 4.3961e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -Index: 110 | Max_nodes: 21 | Time: 4.7502e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| - -........................... -Average time: 4.0822e-04s - -12 permutations have 12 active nodes. -Index: 15 | Max_nodes: 20 | Time: 3.5289e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -Index: 21 | Max_nodes: 20 | Time: 3.6411e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -Index: 75 | Max_nodes: 20 | Time: 4.0998e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -Index: 99 | Max_nodes: 20 | Time: 4.1165e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -Index: 94 | Max_nodes: 21 | Time: 4.2471e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -Index: 118 | Max_nodes: 21 | Time: 4.2954e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -Index: 13 | Max_nodes: 22 | Time: 3.5339e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -Index: 19 | Max_nodes: 22 | Time: 3.6534e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -Index: 73 | Max_nodes: 22 | Time: 4.0790e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -Index: 97 | Max_nodes: 22 | Time: 4.1462e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -Index: 92 | Max_nodes: 22 | Time: 4.2738e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -Index: 116 | Max_nodes: 22 | Time: 4.3072e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| - -........................... -Average time: 3.9935e-04s - -________________________________________________________________________________________________ - -4 permutations have 16 max nodes. -Index: 35 | Active_nodes: 8 | Time: 3.6351e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -Index: 59 | Active_nodes: 8 | Time: 3.6450e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -Index: 33 | Active_nodes: 9 | Time: 3.5382e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -Index: 57 | Active_nodes: 9 | Time: 3.5666e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| - -........................... -Average time: 3.5962e-04s - -20 permutations have 17 max nodes. -Index: 63 | Active_nodes: 8 | Time: 3.7391e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -Index: 85 | Active_nodes: 8 | Time: 3.7398e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -Index: 61 | Active_nodes: 8 | Time: 3.7459e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -Index: 87 | Active_nodes: 8 | Time: 3.7554e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -Index: 109 | Active_nodes: 8 | Time: 3.7974e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -Index: 111 | Active_nodes: 8 | Time: 3.7987e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -Index: 67 | Active_nodes: 8 | Time: 3.8411e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -Index: 69 | Active_nodes: 8 | Time: 3.8491e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -Index: 93 | Active_nodes: 8 | Time: 3.8886e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -Index: 91 | Active_nodes: 8 | Time: 3.8906e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -Index: 117 | Active_nodes: 8 | Time: 3.9470e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -Index: 115 | Active_nodes: 8 | Time: 3.9549e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -Index: 26 | Active_nodes: 8 | Time: 4.2106e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -Index: 2 | Active_nodes: 8 | Time: 4.2561e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -Index: 54 | Active_nodes: 8 | Time: 4.2980e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -Index: 30 | Active_nodes: 8 | Time: 4.3218e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -Index: 36 | Active_nodes: 8 | Time: 4.3989e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -Index: 60 | Active_nodes: 8 | Time: 4.4744e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -Index: 24 | Active_nodes: 9 | Time: 4.1056e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -Index: 0 | Active_nodes: 9 | Time: 4.1611e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| - -........................... -Average time: 4.0087e-04s - -26 permutations have 18 max nodes. -Index: 83 | Active_nodes: 8 | Time: 3.7331e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -Index: 41 | Active_nodes: 8 | Time: 3.7815e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -Index: 28 | Active_nodes: 8 | Time: 4.2087e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -Index: 4 | Active_nodes: 8 | Time: 4.2600e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -Index: 78 | Active_nodes: 8 | Time: 4.3562e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -Index: 84 | Active_nodes: 8 | Time: 4.5153e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -Index: 107 | Active_nodes: 9 | Time: 3.8551e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -Index: 47 | Active_nodes: 9 | Time: 3.8780e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -Index: 5 | Active_nodes: 9 | Time: 3.9620e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -Index: 29 | Active_nodes: 9 | Time: 3.9767e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -Index: 42 | Active_nodes: 9 | Time: 4.0167e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -Index: 66 | Active_nodes: 9 | Time: 4.0757e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -Index: 31 | Active_nodes: 9 | Time: 4.0917e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -Index: 55 | Active_nodes: 9 | Time: 4.1220e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -Index: 11 | Active_nodes: 10 | Time: 3.5353e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -Index: 39 | Active_nodes: 10 | Time: 3.6326e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -Index: 81 | Active_nodes: 10 | Time: 3.6560e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -Index: 105 | Active_nodes: 10 | Time: 3.7136e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -Index: 45 | Active_nodes: 10 | Time: 3.7486e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -Index: 3 | Active_nodes: 10 | Time: 3.8721e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -Index: 27 | Active_nodes: 10 | Time: 3.8800e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -Index: 1 | Active_nodes: 10 | Time: 3.8958e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -Index: 25 | Active_nodes: 10 | Time: 3.9204e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -Index: 53 | Active_nodes: 10 | Time: 4.0567e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -Index: 9 | Active_nodes: 11 | Time: 3.4075e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -Index: 51 | Active_nodes: 11 | Time: 3.9467e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| - -........................... -Average time: 3.9268e-04s - -18 permutations have 19 max nodes. -Index: 65 | Active_nodes: 8 | Time: 3.7749e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -Index: 89 | Active_nodes: 8 | Time: 3.8187e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -Index: 50 | Active_nodes: 8 | Time: 4.3036e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -Index: 8 | Active_nodes: 8 | Time: 4.3129e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -Index: 32 | Active_nodes: 8 | Time: 4.3417e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -Index: 56 | Active_nodes: 8 | Time: 4.4356e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -Index: 71 | Active_nodes: 9 | Time: 3.8917e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -Index: 113 | Active_nodes: 9 | Time: 3.9701e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -Index: 14 | Active_nodes: 9 | Time: 4.4235e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -Index: 38 | Active_nodes: 9 | Time: 4.4485e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -Index: 102 | Active_nodes: 9 | Time: 4.5044e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -Index: 108 | Active_nodes: 9 | Time: 4.6674e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -Index: 95 | Active_nodes: 10 | Time: 4.0219e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -Index: 119 | Active_nodes: 10 | Time: 4.0972e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -Index: 6 | Active_nodes: 10 | Time: 4.1656e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -Index: 48 | Active_nodes: 10 | Time: 4.2113e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -Index: 12 | Active_nodes: 10 | Time: 4.3075e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -Index: 62 | Active_nodes: 10 | Time: 4.5726e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| - -........................... -Average time: 4.2372e-04s - -28 permutations have 20 max nodes. -Index: 52 | Active_nodes: 8 | Time: 4.2562e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -Index: 34 | Active_nodes: 8 | Time: 4.3625e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -Index: 10 | Active_nodes: 8 | Time: 4.3715e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -Index: 58 | Active_nodes: 8 | Time: 4.4725e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -Index: 74 | Active_nodes: 9 | Time: 4.4327e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -Index: 80 | Active_nodes: 9 | Time: 4.5355e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -Index: 17 | Active_nodes: 10 | Time: 3.6428e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -Index: 37 | Active_nodes: 10 | Time: 3.6463e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -Index: 43 | Active_nodes: 10 | Time: 3.7842e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -Index: 20 | Active_nodes: 10 | Time: 4.0772e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -Index: 44 | Active_nodes: 10 | Time: 4.0824e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -Index: 77 | Active_nodes: 10 | Time: 4.1359e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -Index: 90 | Active_nodes: 10 | Time: 4.1506e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -Index: 79 | Active_nodes: 10 | Time: 4.1834e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -Index: 114 | Active_nodes: 10 | Time: 4.1845e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -Index: 103 | Active_nodes: 10 | Time: 4.2424e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -Index: 72 | Active_nodes: 10 | Time: 4.2774e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -Index: 86 | Active_nodes: 10 | Time: 4.6090e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -Index: 23 | Active_nodes: 11 | Time: 3.7662e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -Index: 18 | Active_nodes: 11 | Time: 3.9186e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -Index: 7 | Active_nodes: 11 | Time: 3.9636e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -Index: 49 | Active_nodes: 11 | Time: 4.0115e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -Index: 68 | Active_nodes: 11 | Time: 4.1882e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -Index: 101 | Active_nodes: 11 | Time: 4.3148e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -Index: 15 | Active_nodes: 12 | Time: 3.5289e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -Index: 21 | Active_nodes: 12 | Time: 3.6411e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -Index: 75 | Active_nodes: 12 | Time: 4.0998e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -Index: 99 | Active_nodes: 12 | Time: 4.1165e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| - -........................... -Average time: 4.1070e-04s - -10 permutations have 21 max nodes. -Index: 64 | Active_nodes: 10 | Time: 3.9860e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -Index: 88 | Active_nodes: 10 | Time: 4.0420e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -Index: 98 | Active_nodes: 10 | Time: 4.5553e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -Index: 104 | Active_nodes: 10 | Time: 4.6438e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -Index: 70 | Active_nodes: 11 | Time: 4.1300e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -Index: 112 | Active_nodes: 11 | Time: 4.1928e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -Index: 96 | Active_nodes: 11 | Time: 4.3961e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -Index: 110 | Active_nodes: 11 | Time: 4.7502e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -Index: 94 | Active_nodes: 12 | Time: 4.2471e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -Index: 118 | Active_nodes: 12 | Time: 4.2954e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| - -........................... -Average time: 4.3239e-04s - -14 permutations have 22 max nodes. -Index: 16 | Active_nodes: 9 | Time: 3.8819e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -Index: 40 | Active_nodes: 9 | Time: 3.9373e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -Index: 76 | Active_nodes: 9 | Time: 4.3661e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -Index: 82 | Active_nodes: 9 | Time: 4.4905e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -Index: 22 | Active_nodes: 10 | Time: 4.0043e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -Index: 46 | Active_nodes: 10 | Time: 4.0292e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -Index: 100 | Active_nodes: 10 | Time: 4.5417e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -Index: 106 | Active_nodes: 10 | Time: 4.6429e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -Index: 13 | Active_nodes: 12 | Time: 3.5339e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -Index: 19 | Active_nodes: 12 | Time: 3.6534e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -Index: 73 | Active_nodes: 12 | Time: 4.0790e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -Index: 97 | Active_nodes: 12 | Time: 4.1462e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -Index: 92 | Active_nodes: 12 | Time: 4.2738e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -Index: 116 | Active_nodes: 12 | Time: 4.3072e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| - -........................... -Average time: 4.1348e-04s - -________________________________________________________________________________________________ - -execution time of: 3.4075e-04s: Index: 9 | Max_nodes: 18 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| - -execution time of: 3.5289e-04s: Index: 15 | Max_nodes: 20 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| - -execution time of: 3.5339e-04s: Index: 13 | Max_nodes: 22 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| - -execution time of: 3.5353e-04s: Index: 11 | Max_nodes: 18 | Active_nodes: 10 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| - -execution time of: 3.5382e-04s: Index: 33 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| - -execution time of: 3.5666e-04s: Index: 57 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| - -execution time of: 3.6326e-04s: Index: 39 | Max_nodes: 18 | Active_nodes: 10 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| - -execution time of: 3.6351e-04s: Index: 35 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| - -execution time of: 3.6411e-04s: Index: 21 | Max_nodes: 20 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| - -execution time of: 3.6428e-04s: Index: 17 | Max_nodes: 20 | Active_nodes: 10 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| - -execution time of: 3.6450e-04s: Index: 59 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| - -execution time of: 3.6463e-04s: Index: 37 | Max_nodes: 20 | Active_nodes: 10 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| - -execution time of: 3.6534e-04s: Index: 19 | Max_nodes: 22 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| - -execution time of: 3.6560e-04s: Index: 81 | Max_nodes: 18 | Active_nodes: 10 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| - -execution time of: 3.7136e-04s: Index: 105 | Max_nodes: 18 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| - -execution time of: 3.7331e-04s: Index: 83 | Max_nodes: 18 | Active_nodes: 8 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| - -execution time of: 3.7391e-04s: Index: 63 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| - -execution time of: 3.7398e-04s: Index: 85 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| - -execution time of: 3.7459e-04s: Index: 61 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| - -execution time of: 3.7486e-04s: Index: 45 | Max_nodes: 18 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| - -execution time of: 3.7554e-04s: Index: 87 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| - -execution time of: 3.7662e-04s: Index: 23 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| - -execution time of: 3.7749e-04s: Index: 65 | Max_nodes: 19 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| - -execution time of: 3.7815e-04s: Index: 41 | Max_nodes: 18 | Active_nodes: 8 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| - -execution time of: 3.7842e-04s: Index: 43 | Max_nodes: 20 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| - -execution time of: 3.7974e-04s: Index: 109 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| - -execution time of: 3.7987e-04s: Index: 111 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| - -execution time of: 3.8187e-04s: Index: 89 | Max_nodes: 19 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| - -execution time of: 3.8411e-04s: Index: 67 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| - -execution time of: 3.8491e-04s: Index: 69 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| - -execution time of: 3.8551e-04s: Index: 107 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| - -execution time of: 3.8721e-04s: Index: 3 | Max_nodes: 18 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| - -execution time of: 3.8780e-04s: Index: 47 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| - -execution time of: 3.8800e-04s: Index: 27 | Max_nodes: 18 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| - -execution time of: 3.8819e-04s: Index: 16 | Max_nodes: 22 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| - -execution time of: 3.8886e-04s: Index: 93 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| - -execution time of: 3.8906e-04s: Index: 91 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| - -execution time of: 3.8917e-04s: Index: 71 | Max_nodes: 19 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| - -execution time of: 3.8958e-04s: Index: 1 | Max_nodes: 18 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| - -execution time of: 3.9186e-04s: Index: 18 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| - -execution time of: 3.9204e-04s: Index: 25 | Max_nodes: 18 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| - -execution time of: 3.9373e-04s: Index: 40 | Max_nodes: 22 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| - -execution time of: 3.9467e-04s: Index: 51 | Max_nodes: 18 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| - -execution time of: 3.9470e-04s: Index: 117 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| - -execution time of: 3.9549e-04s: Index: 115 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| - -execution time of: 3.9620e-04s: Index: 5 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| - -execution time of: 3.9636e-04s: Index: 7 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| - -execution time of: 3.9701e-04s: Index: 113 | Max_nodes: 19 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| - -execution time of: 3.9767e-04s: Index: 29 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| - -execution time of: 3.9860e-04s: Index: 64 | Max_nodes: 21 | Active_nodes: 10 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| - -execution time of: 4.0043e-04s: Index: 22 | Max_nodes: 22 | Active_nodes: 10 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| - -execution time of: 4.0115e-04s: Index: 49 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| - -execution time of: 4.0167e-04s: Index: 42 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| - -execution time of: 4.0219e-04s: Index: 95 | Max_nodes: 19 | Active_nodes: 10 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| - -execution time of: 4.0292e-04s: Index: 46 | Max_nodes: 22 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| - -execution time of: 4.0420e-04s: Index: 88 | Max_nodes: 21 | Active_nodes: 10 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| - -execution time of: 4.0567e-04s: Index: 53 | Max_nodes: 18 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| - -execution time of: 4.0757e-04s: Index: 66 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| - -execution time of: 4.0772e-04s: Index: 20 | Max_nodes: 20 | Active_nodes: 10 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| - -execution time of: 4.0790e-04s: Index: 73 | Max_nodes: 22 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| - -execution time of: 4.0824e-04s: Index: 44 | Max_nodes: 20 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| - -execution time of: 4.0917e-04s: Index: 31 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| - -execution time of: 4.0972e-04s: Index: 119 | Max_nodes: 19 | Active_nodes: 10 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| - -execution time of: 4.0998e-04s: Index: 75 | Max_nodes: 20 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| - -execution time of: 4.1056e-04s: Index: 24 | Max_nodes: 17 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| - -execution time of: 4.1165e-04s: Index: 99 | Max_nodes: 20 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| - -execution time of: 4.1220e-04s: Index: 55 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| - -execution time of: 4.1300e-04s: Index: 70 | Max_nodes: 21 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| - -execution time of: 4.1359e-04s: Index: 77 | Max_nodes: 20 | Active_nodes: 10 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| - -execution time of: 4.1462e-04s: Index: 97 | Max_nodes: 22 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| - -execution time of: 4.1506e-04s: Index: 90 | Max_nodes: 20 | Active_nodes: 10 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| - -execution time of: 4.1611e-04s: Index: 0 | Max_nodes: 17 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| - -execution time of: 4.1656e-04s: Index: 6 | Max_nodes: 19 | Active_nodes: 10 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| - -execution time of: 4.1834e-04s: Index: 79 | Max_nodes: 20 | Active_nodes: 10 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| - -execution time of: 4.1845e-04s: Index: 114 | Max_nodes: 20 | Active_nodes: 10 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| - -execution time of: 4.1882e-04s: Index: 68 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| - -execution time of: 4.1928e-04s: Index: 112 | Max_nodes: 21 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| - -execution time of: 4.2087e-04s: Index: 28 | Max_nodes: 18 | Active_nodes: 8 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| - -execution time of: 4.2106e-04s: Index: 26 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| - -execution time of: 4.2113e-04s: Index: 48 | Max_nodes: 19 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| - -execution time of: 4.2424e-04s: Index: 103 | Max_nodes: 20 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| - -execution time of: 4.2471e-04s: Index: 94 | Max_nodes: 21 | Active_nodes: 12 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| - -execution time of: 4.2561e-04s: Index: 2 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| - -execution time of: 4.2562e-04s: Index: 52 | Max_nodes: 20 | Active_nodes: 8 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| - -execution time of: 4.2600e-04s: Index: 4 | Max_nodes: 18 | Active_nodes: 8 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| - -execution time of: 4.2738e-04s: Index: 92 | Max_nodes: 22 | Active_nodes: 12 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| - -execution time of: 4.2774e-04s: Index: 72 | Max_nodes: 20 | Active_nodes: 10 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| - -execution time of: 4.2954e-04s: Index: 118 | Max_nodes: 21 | Active_nodes: 12 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| - -execution time of: 4.2980e-04s: Index: 54 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| - -execution time of: 4.3036e-04s: Index: 50 | Max_nodes: 19 | Active_nodes: 8 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| - -execution time of: 4.3072e-04s: Index: 116 | Max_nodes: 22 | Active_nodes: 12 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| - -execution time of: 4.3075e-04s: Index: 12 | Max_nodes: 19 | Active_nodes: 10 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| - -execution time of: 4.3129e-04s: Index: 8 | Max_nodes: 19 | Active_nodes: 8 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| - -execution time of: 4.3148e-04s: Index: 101 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| - -execution time of: 4.3218e-04s: Index: 30 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| - -execution time of: 4.3417e-04s: Index: 32 | Max_nodes: 19 | Active_nodes: 8 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| - -execution time of: 4.3562e-04s: Index: 78 | Max_nodes: 18 | Active_nodes: 8 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| - -execution time of: 4.3625e-04s: Index: 34 | Max_nodes: 20 | Active_nodes: 8 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| - -execution time of: 4.3661e-04s: Index: 76 | Max_nodes: 22 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| - -execution time of: 4.3715e-04s: Index: 10 | Max_nodes: 20 | Active_nodes: 8 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| - -execution time of: 4.3961e-04s: Index: 96 | Max_nodes: 21 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| - -execution time of: 4.3989e-04s: Index: 36 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| - -execution time of: 4.4235e-04s: Index: 14 | Max_nodes: 19 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| - -execution time of: 4.4327e-04s: Index: 74 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| - -execution time of: 4.4356e-04s: Index: 56 | Max_nodes: 19 | Active_nodes: 8 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| - -execution time of: 4.4485e-04s: Index: 38 | Max_nodes: 19 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| - -execution time of: 4.4725e-04s: Index: 58 | Max_nodes: 20 | Active_nodes: 8 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| - -execution time of: 4.4744e-04s: Index: 60 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| - -execution time of: 4.4905e-04s: Index: 82 | Max_nodes: 22 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| - -execution time of: 4.5044e-04s: Index: 102 | Max_nodes: 19 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| - -execution time of: 4.5153e-04s: Index: 84 | Max_nodes: 18 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| - -execution time of: 4.5355e-04s: Index: 80 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| - -execution time of: 4.5417e-04s: Index: 100 | Max_nodes: 22 | Active_nodes: 10 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| - -execution time of: 4.5553e-04s: Index: 98 | Max_nodes: 21 | Active_nodes: 10 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| - -execution time of: 4.5726e-04s: Index: 62 | Max_nodes: 19 | Active_nodes: 10 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| - -execution time of: 4.6090e-04s: Index: 86 | Max_nodes: 20 | Active_nodes: 10 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| - -execution time of: 4.6429e-04s: Index: 106 | Max_nodes: 22 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| - -execution time of: 4.6438e-04s: Index: 104 | Max_nodes: 21 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| - -execution time of: 4.6674e-04s: Index: 108 | Max_nodes: 19 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| - -execution time of: 4.7502e-04s: Index: 110 | Max_nodes: 21 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| - -________________________________________________________________________________________________ - -Start Simulation of qwalk-v-chain_indep_qiskit_6__________________________________________________ - -.i:...0...1...2...3...4 -.1:...|...|...|...h...| -.2:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...c...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -.3:...x...|...c...|...c -.4:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...c...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -.5:...|...x...c...c...| -.6:...|...x...|...|...| -.7:...|...|...x...c...| -.8:...|...|...x...|...| -.9:...|...|...|...x...| -10:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...c...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -11:...x...|...c...|...c -12:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...c...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -13:...|...x...c...c...| -14:...|...x...|...|...| -15:...|...|...x...c...| -16:...|...|...x...|...| -17:...|...|...|..u2...| p: (-3.1416e+00) (-3.1416e+00) -18:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...c...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -19:...x...|...c...|...c -20:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...c...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -21:...|...x...c...c...| -22:...|...x...|...|...| -23:...|...|...x...c...| -24:...|...|...x...|...| -25:...|...|...|...x...| -26:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...c...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -27:...x...|...c...|...c -28:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...c...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -29:...|...x...c...c...| -30:...|...x...|...|...| -31:...|...|...x...c...| -32:...|...|...x...|...| -33:...|...|...|..u2...| p: (-3.1416e+00) (-3.1416e+00) -34:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...c...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -35:...x...|...c...|...c -36:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...c...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -37:...|...x...c...c...| -38:...|...x...|...|...| -39:...|...|...x...c...| -40:...|...|...x...|...| -41:...|...|...|...x...| -42:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...c...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -43:...x...|...c...|...c -44:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...c...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -45:...|...x...c...c...| -46:...|...x...|...|...| -47:...|...|...x...c...| -48:...|...|...x...|...| -49:...|...|...|...x...| -50:==================== -51:...0...|...|...|...| -52:...|...1...|...|...| -53:...|...|...2...|...| -54:...|...|...|...3...| -55:...|...|...|...|...4 -.o:...0...1...2...3...4 -Total Permutations: 120 -Min time: 1.7977e+308s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Max time: -1.7977e+308s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Min active nodes: 8 nodes.................... Permutation 2 : 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -Min max nodes: 16 nodes.................... Permutation 33 : 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -Max active nodes: 12 nodes.................... Permutation 13 : 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -Max max nodes: 22 nodes.................... Permutation 13 : 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -________________________________________________________________________________________________ - -36 permutations have 8 active nodes. -Index: 35 | Max_nodes: 16 | Time: nans | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -Index: 59 | Max_nodes: 16 | Time: nans | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -Index: 60 | Max_nodes: 17 | Time: nans | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -Index: 117 | Max_nodes: 17 | Time: nans | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -Index: 115 | Max_nodes: 17 | Time: nans | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -Index: 111 | Max_nodes: 17 | Time: nans | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -Index: 109 | Max_nodes: 17 | Time: nans | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -Index: 93 | Max_nodes: 17 | Time: nans | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -Index: 91 | Max_nodes: 17 | Time: nans | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -Index: 87 | Max_nodes: 17 | Time: nans | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -Index: 85 | Max_nodes: 17 | Time: nans | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -Index: 69 | Max_nodes: 17 | Time: nans | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -Index: 67 | Max_nodes: 17 | Time: nans | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -Index: 63 | Max_nodes: 17 | Time: nans | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -Index: 61 | Max_nodes: 17 | Time: nans | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -Index: 2 | Max_nodes: 17 | Time: nans | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -Index: 54 | Max_nodes: 17 | Time: nans | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -Index: 26 | Max_nodes: 17 | Time: nans | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -Index: 30 | Max_nodes: 17 | Time: nans | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -Index: 36 | Max_nodes: 17 | Time: nans | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -Index: 84 | Max_nodes: 18 | Time: nans | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -Index: 4 | Max_nodes: 18 | Time: nans | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -Index: 28 | Max_nodes: 18 | Time: nans | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -Index: 83 | Max_nodes: 18 | Time: nans | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -Index: 78 | Max_nodes: 18 | Time: nans | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -Index: 41 | Max_nodes: 18 | Time: nans | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -Index: 32 | Max_nodes: 19 | Time: nans | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -Index: 89 | Max_nodes: 19 | Time: nans | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -Index: 65 | Max_nodes: 19 | Time: nans | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -Index: 50 | Max_nodes: 19 | Time: nans | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -Index: 8 | Max_nodes: 19 | Time: nans | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -Index: 56 | Max_nodes: 19 | Time: nans | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -Index: 58 | Max_nodes: 20 | Time: nans | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -Index: 34 | Max_nodes: 20 | Time: nans | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -Index: 52 | Max_nodes: 20 | Time: nans | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -Index: 10 | Max_nodes: 20 | Time: nans | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| - -........................... -Average time: -nans - -24 permutations have 9 active nodes. -Index: 57 | Max_nodes: 16 | Time: nans | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -Index: 33 | Max_nodes: 16 | Time: nans | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -Index: 0 | Max_nodes: 17 | Time: nans | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Index: 24 | Max_nodes: 17 | Time: nans | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -Index: 5 | Max_nodes: 18 | Time: nans | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -Index: 107 | Max_nodes: 18 | Time: nans | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -Index: 66 | Max_nodes: 18 | Time: nans | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -Index: 55 | Max_nodes: 18 | Time: nans | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -Index: 47 | Max_nodes: 18 | Time: nans | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -Index: 42 | Max_nodes: 18 | Time: nans | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -Index: 31 | Max_nodes: 18 | Time: nans | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -Index: 29 | Max_nodes: 18 | Time: nans | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -Index: 38 | Max_nodes: 19 | Time: nans | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -Index: 71 | Max_nodes: 19 | Time: nans | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -Index: 102 | Max_nodes: 19 | Time: nans | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -Index: 14 | Max_nodes: 19 | Time: nans | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -Index: 108 | Max_nodes: 19 | Time: nans | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -Index: 113 | Max_nodes: 19 | Time: nans | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -Index: 74 | Max_nodes: 20 | Time: nans | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -Index: 80 | Max_nodes: 20 | Time: nans | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -Index: 40 | Max_nodes: 22 | Time: nans | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -Index: 16 | Max_nodes: 22 | Time: nans | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -Index: 76 | Max_nodes: 22 | Time: nans | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -Index: 82 | Max_nodes: 22 | Time: nans | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| - -........................... -Average time: -nans - -36 permutations have 10 active nodes. -Index: 3 | Max_nodes: 18 | Time: nans | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -Index: 1 | Max_nodes: 18 | Time: nans | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -Index: 11 | Max_nodes: 18 | Time: nans | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -Index: 105 | Max_nodes: 18 | Time: nans | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -Index: 81 | Max_nodes: 18 | Time: nans | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -Index: 25 | Max_nodes: 18 | Time: nans | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -Index: 27 | Max_nodes: 18 | Time: nans | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -Index: 53 | Max_nodes: 18 | Time: nans | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -Index: 39 | Max_nodes: 18 | Time: nans | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -Index: 45 | Max_nodes: 18 | Time: nans | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -Index: 119 | Max_nodes: 19 | Time: nans | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -Index: 95 | Max_nodes: 19 | Time: nans | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -Index: 62 | Max_nodes: 19 | Time: nans | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -Index: 48 | Max_nodes: 19 | Time: nans | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -Index: 6 | Max_nodes: 19 | Time: nans | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -Index: 12 | Max_nodes: 19 | Time: nans | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -Index: 43 | Max_nodes: 20 | Time: nans | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -Index: 37 | Max_nodes: 20 | Time: nans | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -Index: 114 | Max_nodes: 20 | Time: nans | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -Index: 72 | Max_nodes: 20 | Time: nans | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -Index: 77 | Max_nodes: 20 | Time: nans | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -Index: 79 | Max_nodes: 20 | Time: nans | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -Index: 20 | Max_nodes: 20 | Time: nans | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -Index: 86 | Max_nodes: 20 | Time: nans | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -Index: 44 | Max_nodes: 20 | Time: nans | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -Index: 90 | Max_nodes: 20 | Time: nans | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -Index: 17 | Max_nodes: 20 | Time: nans | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -Index: 103 | Max_nodes: 20 | Time: nans | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -Index: 88 | Max_nodes: 21 | Time: nans | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -Index: 104 | Max_nodes: 21 | Time: nans | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -Index: 98 | Max_nodes: 21 | Time: nans | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -Index: 64 | Max_nodes: 21 | Time: nans | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -Index: 100 | Max_nodes: 22 | Time: nans | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -Index: 106 | Max_nodes: 22 | Time: nans | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -Index: 22 | Max_nodes: 22 | Time: nans | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -Index: 46 | Max_nodes: 22 | Time: nans | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| - -........................... -Average time: -nans - -12 permutations have 11 active nodes. -Index: 9 | Max_nodes: 18 | Time: nans | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -Index: 51 | Max_nodes: 18 | Time: nans | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -Index: 7 | Max_nodes: 20 | Time: nans | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -Index: 18 | Max_nodes: 20 | Time: nans | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -Index: 23 | Max_nodes: 20 | Time: nans | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -Index: 49 | Max_nodes: 20 | Time: nans | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -Index: 68 | Max_nodes: 20 | Time: nans | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -Index: 101 | Max_nodes: 20 | Time: nans | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -Index: 70 | Max_nodes: 21 | Time: nans | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -Index: 96 | Max_nodes: 21 | Time: nans | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -Index: 110 | Max_nodes: 21 | Time: nans | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -Index: 112 | Max_nodes: 21 | Time: nans | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| - -........................... -Average time: -nans - -12 permutations have 12 active nodes. -Index: 15 | Max_nodes: 20 | Time: nans | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -Index: 21 | Max_nodes: 20 | Time: nans | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -Index: 75 | Max_nodes: 20 | Time: nans | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -Index: 99 | Max_nodes: 20 | Time: nans | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -Index: 94 | Max_nodes: 21 | Time: nans | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -Index: 118 | Max_nodes: 21 | Time: nans | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -Index: 13 | Max_nodes: 22 | Time: nans | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -Index: 19 | Max_nodes: 22 | Time: nans | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -Index: 73 | Max_nodes: 22 | Time: nans | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -Index: 92 | Max_nodes: 22 | Time: nans | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -Index: 97 | Max_nodes: 22 | Time: nans | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -Index: 116 | Max_nodes: 22 | Time: nans | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| - -........................... -Average time: -nans - -________________________________________________________________________________________________ - -4 permutations have 16 max nodes. -Index: 35 | Active_nodes: 8 | Time: nans | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -Index: 59 | Active_nodes: 8 | Time: nans | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -Index: 33 | Active_nodes: 9 | Time: nans | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -Index: 57 | Active_nodes: 9 | Time: nans | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| - -........................... -Average time: -nans - -20 permutations have 17 max nodes. -Index: 67 | Active_nodes: 8 | Time: nans | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -Index: 117 | Active_nodes: 8 | Time: nans | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -Index: 115 | Active_nodes: 8 | Time: nans | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -Index: 111 | Active_nodes: 8 | Time: nans | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -Index: 109 | Active_nodes: 8 | Time: nans | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -Index: 93 | Active_nodes: 8 | Time: nans | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -Index: 91 | Active_nodes: 8 | Time: nans | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -Index: 87 | Active_nodes: 8 | Time: nans | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -Index: 85 | Active_nodes: 8 | Time: nans | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -Index: 69 | Active_nodes: 8 | Time: nans | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -Index: 63 | Active_nodes: 8 | Time: nans | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -Index: 61 | Active_nodes: 8 | Time: nans | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -Index: 60 | Active_nodes: 8 | Time: nans | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -Index: 54 | Active_nodes: 8 | Time: nans | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -Index: 36 | Active_nodes: 8 | Time: nans | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -Index: 30 | Active_nodes: 8 | Time: nans | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -Index: 26 | Active_nodes: 8 | Time: nans | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -Index: 2 | Active_nodes: 8 | Time: nans | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -Index: 0 | Active_nodes: 9 | Time: nans | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Index: 24 | Active_nodes: 9 | Time: nans | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| - -........................... -Average time: -nans - -26 permutations have 18 max nodes. -Index: 4 | Active_nodes: 8 | Time: nans | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -Index: 84 | Active_nodes: 8 | Time: nans | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -Index: 83 | Active_nodes: 8 | Time: nans | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -Index: 78 | Active_nodes: 8 | Time: nans | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -Index: 28 | Active_nodes: 8 | Time: nans | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -Index: 41 | Active_nodes: 8 | Time: nans | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -Index: 42 | Active_nodes: 9 | Time: nans | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -Index: 107 | Active_nodes: 9 | Time: nans | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -Index: 66 | Active_nodes: 9 | Time: nans | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -Index: 55 | Active_nodes: 9 | Time: nans | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -Index: 47 | Active_nodes: 9 | Time: nans | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -Index: 31 | Active_nodes: 9 | Time: nans | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -Index: 29 | Active_nodes: 9 | Time: nans | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -Index: 5 | Active_nodes: 9 | Time: nans | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -Index: 39 | Active_nodes: 10 | Time: nans | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -Index: 1 | Active_nodes: 10 | Time: nans | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -Index: 45 | Active_nodes: 10 | Time: nans | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -Index: 53 | Active_nodes: 10 | Time: nans | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -Index: 27 | Active_nodes: 10 | Time: nans | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -Index: 25 | Active_nodes: 10 | Time: nans | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -Index: 11 | Active_nodes: 10 | Time: nans | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -Index: 81 | Active_nodes: 10 | Time: nans | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -Index: 105 | Active_nodes: 10 | Time: nans | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -Index: 3 | Active_nodes: 10 | Time: nans | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -Index: 51 | Active_nodes: 11 | Time: nans | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -Index: 9 | Active_nodes: 11 | Time: nans | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| - -........................... -Average time: -nans - -18 permutations have 19 max nodes. -Index: 8 | Active_nodes: 8 | Time: nans | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -Index: 32 | Active_nodes: 8 | Time: nans | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -Index: 50 | Active_nodes: 8 | Time: nans | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -Index: 56 | Active_nodes: 8 | Time: nans | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -Index: 65 | Active_nodes: 8 | Time: nans | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -Index: 89 | Active_nodes: 8 | Time: nans | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -Index: 14 | Active_nodes: 9 | Time: nans | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -Index: 38 | Active_nodes: 9 | Time: nans | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -Index: 113 | Active_nodes: 9 | Time: nans | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -Index: 108 | Active_nodes: 9 | Time: nans | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -Index: 71 | Active_nodes: 9 | Time: nans | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -Index: 102 | Active_nodes: 9 | Time: nans | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -Index: 119 | Active_nodes: 10 | Time: nans | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -Index: 6 | Active_nodes: 10 | Time: nans | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -Index: 95 | Active_nodes: 10 | Time: nans | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -Index: 62 | Active_nodes: 10 | Time: nans | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -Index: 48 | Active_nodes: 10 | Time: nans | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -Index: 12 | Active_nodes: 10 | Time: nans | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| - -........................... -Average time: -nans - -28 permutations have 20 max nodes. -Index: 10 | Active_nodes: 8 | Time: nans | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -Index: 58 | Active_nodes: 8 | Time: nans | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -Index: 52 | Active_nodes: 8 | Time: nans | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -Index: 34 | Active_nodes: 8 | Time: nans | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -Index: 80 | Active_nodes: 9 | Time: nans | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -Index: 74 | Active_nodes: 9 | Time: nans | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -Index: 72 | Active_nodes: 10 | Time: nans | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -Index: 114 | Active_nodes: 10 | Time: nans | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -Index: 103 | Active_nodes: 10 | Time: nans | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -Index: 90 | Active_nodes: 10 | Time: nans | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -Index: 86 | Active_nodes: 10 | Time: nans | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -Index: 79 | Active_nodes: 10 | Time: nans | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -Index: 77 | Active_nodes: 10 | Time: nans | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -Index: 44 | Active_nodes: 10 | Time: nans | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -Index: 43 | Active_nodes: 10 | Time: nans | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -Index: 37 | Active_nodes: 10 | Time: nans | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -Index: 17 | Active_nodes: 10 | Time: nans | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -Index: 20 | Active_nodes: 10 | Time: nans | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -Index: 7 | Active_nodes: 11 | Time: nans | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -Index: 68 | Active_nodes: 11 | Time: nans | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -Index: 18 | Active_nodes: 11 | Time: nans | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -Index: 49 | Active_nodes: 11 | Time: nans | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -Index: 23 | Active_nodes: 11 | Time: nans | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -Index: 101 | Active_nodes: 11 | Time: nans | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -Index: 15 | Active_nodes: 12 | Time: nans | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -Index: 75 | Active_nodes: 12 | Time: nans | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -Index: 99 | Active_nodes: 12 | Time: nans | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -Index: 21 | Active_nodes: 12 | Time: nans | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| - -........................... -Average time: -nans - -10 permutations have 21 max nodes. -Index: 64 | Active_nodes: 10 | Time: nans | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -Index: 88 | Active_nodes: 10 | Time: nans | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -Index: 98 | Active_nodes: 10 | Time: nans | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -Index: 104 | Active_nodes: 10 | Time: nans | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -Index: 70 | Active_nodes: 11 | Time: nans | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -Index: 96 | Active_nodes: 11 | Time: nans | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -Index: 110 | Active_nodes: 11 | Time: nans | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -Index: 112 | Active_nodes: 11 | Time: nans | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -Index: 94 | Active_nodes: 12 | Time: nans | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -Index: 118 | Active_nodes: 12 | Time: nans | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| - -........................... -Average time: -nans - -14 permutations have 22 max nodes. -Index: 16 | Active_nodes: 9 | Time: nans | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -Index: 40 | Active_nodes: 9 | Time: nans | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -Index: 76 | Active_nodes: 9 | Time: nans | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -Index: 82 | Active_nodes: 9 | Time: nans | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -Index: 22 | Active_nodes: 10 | Time: nans | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -Index: 46 | Active_nodes: 10 | Time: nans | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -Index: 100 | Active_nodes: 10 | Time: nans | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -Index: 106 | Active_nodes: 10 | Time: nans | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -Index: 13 | Active_nodes: 12 | Time: nans | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -Index: 19 | Active_nodes: 12 | Time: nans | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -Index: 73 | Active_nodes: 12 | Time: nans | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -Index: 92 | Active_nodes: 12 | Time: nans | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -Index: 97 | Active_nodes: 12 | Time: nans | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -Index: 116 | Active_nodes: 12 | Time: nans | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| - -........................... -Average time: -nans - -________________________________________________________________________________________________ - -execution time of: nans: Index: 0 | Max_nodes: 17 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Index: 1 | Max_nodes: 18 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -Index: 2 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -Index: 3 | Max_nodes: 18 | Active_nodes: 10 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -Index: 4 | Max_nodes: 18 | Active_nodes: 8 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -Index: 5 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -Index: 6 | Max_nodes: 19 | Active_nodes: 10 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -Index: 7 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -Index: 8 | Max_nodes: 19 | Active_nodes: 8 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -Index: 9 | Max_nodes: 18 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -Index: 10 | Max_nodes: 20 | Active_nodes: 8 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -Index: 11 | Max_nodes: 18 | Active_nodes: 10 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -Index: 12 | Max_nodes: 19 | Active_nodes: 10 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -Index: 13 | Max_nodes: 22 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -Index: 14 | Max_nodes: 19 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -Index: 15 | Max_nodes: 20 | Active_nodes: 12 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -Index: 16 | Max_nodes: 22 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -Index: 17 | Max_nodes: 20 | Active_nodes: 10 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -Index: 18 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -Index: 19 | Max_nodes: 22 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -Index: 20 | Max_nodes: 20 | Active_nodes: 10 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -Index: 21 | Max_nodes: 20 | Active_nodes: 12 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -Index: 22 | Max_nodes: 22 | Active_nodes: 10 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -Index: 23 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -Index: 24 | Max_nodes: 17 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -Index: 25 | Max_nodes: 18 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -Index: 26 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -Index: 27 | Max_nodes: 18 | Active_nodes: 10 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -Index: 28 | Max_nodes: 18 | Active_nodes: 8 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -Index: 29 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -Index: 30 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -Index: 31 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -Index: 32 | Max_nodes: 19 | Active_nodes: 8 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -Index: 33 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -Index: 34 | Max_nodes: 20 | Active_nodes: 8 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -Index: 35 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -Index: 36 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -Index: 37 | Max_nodes: 20 | Active_nodes: 10 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -Index: 38 | Max_nodes: 19 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -Index: 39 | Max_nodes: 18 | Active_nodes: 10 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -Index: 40 | Max_nodes: 22 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -Index: 41 | Max_nodes: 18 | Active_nodes: 8 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -Index: 42 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -Index: 43 | Max_nodes: 20 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -Index: 44 | Max_nodes: 20 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -Index: 45 | Max_nodes: 18 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -Index: 46 | Max_nodes: 22 | Active_nodes: 10 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -Index: 47 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -Index: 48 | Max_nodes: 19 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -Index: 49 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -Index: 50 | Max_nodes: 19 | Active_nodes: 8 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -Index: 51 | Max_nodes: 18 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -Index: 52 | Max_nodes: 20 | Active_nodes: 8 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -Index: 53 | Max_nodes: 18 | Active_nodes: 10 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -Index: 54 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -Index: 55 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -Index: 56 | Max_nodes: 19 | Active_nodes: 8 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -Index: 57 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -Index: 58 | Max_nodes: 20 | Active_nodes: 8 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -Index: 59 | Max_nodes: 16 | Active_nodes: 8 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -Index: 60 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -Index: 61 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -Index: 62 | Max_nodes: 19 | Active_nodes: 10 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -Index: 63 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -Index: 64 | Max_nodes: 21 | Active_nodes: 10 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -Index: 65 | Max_nodes: 19 | Active_nodes: 8 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -Index: 66 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -Index: 67 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -Index: 68 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -Index: 69 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -Index: 70 | Max_nodes: 21 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -Index: 71 | Max_nodes: 19 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -Index: 72 | Max_nodes: 20 | Active_nodes: 10 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -Index: 73 | Max_nodes: 22 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -Index: 74 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -Index: 75 | Max_nodes: 20 | Active_nodes: 12 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -Index: 76 | Max_nodes: 22 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -Index: 77 | Max_nodes: 20 | Active_nodes: 10 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -Index: 78 | Max_nodes: 18 | Active_nodes: 8 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -Index: 79 | Max_nodes: 20 | Active_nodes: 10 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -Index: 80 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -Index: 81 | Max_nodes: 18 | Active_nodes: 10 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -Index: 82 | Max_nodes: 22 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -Index: 83 | Max_nodes: 18 | Active_nodes: 8 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -Index: 84 | Max_nodes: 18 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -Index: 85 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -Index: 86 | Max_nodes: 20 | Active_nodes: 10 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -Index: 87 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -Index: 88 | Max_nodes: 21 | Active_nodes: 10 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -Index: 89 | Max_nodes: 19 | Active_nodes: 8 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -Index: 90 | Max_nodes: 20 | Active_nodes: 10 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -Index: 91 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -Index: 92 | Max_nodes: 22 | Active_nodes: 12 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -Index: 93 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -Index: 94 | Max_nodes: 21 | Active_nodes: 12 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -Index: 95 | Max_nodes: 19 | Active_nodes: 10 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -Index: 96 | Max_nodes: 21 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -Index: 97 | Max_nodes: 22 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -Index: 98 | Max_nodes: 21 | Active_nodes: 10 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -Index: 99 | Max_nodes: 20 | Active_nodes: 12 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -Index: 100 | Max_nodes: 22 | Active_nodes: 10 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -Index: 101 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -Index: 102 | Max_nodes: 19 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -Index: 103 | Max_nodes: 20 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -Index: 104 | Max_nodes: 21 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -Index: 105 | Max_nodes: 18 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -Index: 106 | Max_nodes: 22 | Active_nodes: 10 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -Index: 107 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -Index: 108 | Max_nodes: 19 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -Index: 109 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -Index: 110 | Max_nodes: 21 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -Index: 111 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -Index: 112 | Max_nodes: 21 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -Index: 113 | Max_nodes: 19 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -Index: 114 | Max_nodes: 20 | Active_nodes: 10 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -Index: 115 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -Index: 116 | Max_nodes: 22 | Active_nodes: 12 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -Index: 117 | Max_nodes: 17 | Active_nodes: 8 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -Index: 118 | Max_nodes: 21 | Active_nodes: 12 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -Index: 119 | Max_nodes: 19 | Active_nodes: 10 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| - -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/qwalk-v-chain_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/qwalk-v-chain_indep_qiskit_controls.txt deleted file mode 100644 index 8cb01714..00000000 --- a/test/BenchmarkQuasm/results/qwalk-v-chain_indep_qiskit_controls.txt +++ /dev/null @@ -1,464 +0,0 @@ -Start Simulation of qwalk-v-chain_indep_qiskit_3__________________________________________________ - - i: 0 1 2 - 1: | | h - 2: x c c - 3: | x c - 4: | x | - 5: | | x - 6: x c c - 7: | x c - 8: | x | - 9: | | u2 p: (-3.14159) (-3.14159) -10: x c c -11: | x c -12: | x | -13: | | x -14: x c c -15: | x c -16: | x | -17: | | u2 p: (-3.14159) (-3.14159) -18: x c c -19: | x c -20: | x | -21: | | x -22: x c c -23: | x c -24: | x | -25: | | x -26:============ -27: 0 | | -28: | 1 | -29: | | 2 - o: 0 1 2 -Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 8.0850e-05s............................. -Permuted Duration: 8.1040e-05s............................. -Identity active_nodes: 3 ...................................... -Permuted active_nodes: 3 ...................................... -Identity max_nodes: 10 ...................................... -Permuted max_nodes: 10 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qwalk-v-chain_indep_qiskit_4__________________________________________________ - -.i:...0...1...2 -.1:...|...|...h -.2:...x...c...c -.3:...|...x...c -.4:...|...x...| -.5:...|...|...x -.6:...x...c...c -.7:...|...x...c -.8:...|...x...| -.9:...|...|..u2 p: (-3.1416e+00) (-3.1416e+00) -10:...x...c...c -11:...|...x...c -12:...|...x...| -13:...|...|...x -14:...x...c...c -15:...|...x...c -16:...|...x...| -17:...|...|..u2 p: (-3.1416e+00) (-3.1416e+00) -18:...x...c...c -19:...|...x...c -20:...|...x...| -21:...|...|...x -22:...x...c...c -23:...|...x...c -24:...|...x...| -25:...|...|...x -26:============ -27:...0...|...| -28:...|...1...| -29:...|...|...2 -.o:...0...1...2 -Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: -nans............................. -Permuted Duration: nans............................. -Identity active_nodes: 3 ...................................... -Permuted active_nodes: 3 ...................................... -Identity max_nodes: 10 ...................................... -Permuted max_nodes: 10 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qwalk-v-chain_indep_qiskit_5__________________________________________________ - -.i:...0...1...2...3...4 -.1:...|...|...|...h...| -.2:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...c...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -.3:...x...|...c...|...c -.4:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...c...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -.5:...|...x...c...c...| -.6:...|...x...|...|...| -.7:...|...|...x...c...| -.8:...|...|...x...|...| -.9:...|...|...|...x...| -10:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...c...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -11:...x...|...c...|...c -12:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...c...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -13:...|...x...c...c...| -14:...|...x...|...|...| -15:...|...|...x...c...| -16:...|...|...x...|...| -17:...|...|...|..u2...| p: (-3.1416e+00) (-3.1416e+00) -18:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...c...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -19:...x...|...c...|...c -20:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...c...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -21:...|...x...c...c...| -22:...|...x...|...|...| -23:...|...|...x...c...| -24:...|...|...x...|...| -25:...|...|...|...x...| -26:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...c...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -27:...x...|...c...|...c -28:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...c...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -29:...|...x...c...c...| -30:...|...x...|...|...| -31:...|...|...x...c...| -32:...|...|...x...|...| -33:...|...|...|..u2...| p: (-3.1416e+00) (-3.1416e+00) -34:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...c...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -35:...x...|...c...|...c -36:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...c...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -37:...|...x...c...c...| -38:...|...x...|...|...| -39:...|...|...x...c...| -40:...|...|...x...|...| -41:...|...|...|...x...| -42:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...c...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -43:...x...|...c...|...c -44:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...c...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -45:...|...x...c...c...| -46:...|...x...|...|...| -47:...|...|...x...c...| -48:...|...|...x...|...| -49:...|...|...|...x...| -50:==================== -51:...0...|...|...|...| -52:...|...1...|...|...| -53:...|...|...2...|...| -54:...|...|...|...3...| -55:...|...|...|...|...4 -.o:...0...1...2...3...4 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: 4.1611e-04s............................. -Permuted Duration: 4.3192e-04s............................. -Identity active_nodes: 9 ...................................... -Permuted active_nodes: 8 ...................................... -Identity max_nodes: 17 ...................................... -Permuted max_nodes: 18 ...................................... -________________________________________________________________________________________________ - -Start Simulation of qwalk-v-chain_indep_qiskit_6__________________________________________________ - -.i:...0...1...2...3...4 -.1:...|...|...|...h...| -.2:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...c...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -.3:...x...|...c...|...c -.4:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...c...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -.5:...|...x...c...c...| -.6:...|...x...|...|...| -.7:...|...|...x...c...| -.8:...|...|...x...|...| -.9:...|...|...|...x...| -10:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...c...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -11:...x...|...c...|...c -12:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...c...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -13:...|...x...c...c...| -14:...|...x...|...|...| -15:...|...|...x...c...| -16:...|...|...x...|...| -17:...|...|...|..u2...| p: (-3.1416e+00) (-3.1416e+00) -18:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...c...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -19:...x...|...c...|...c -20:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...c...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -21:...|...x...c...c...| -22:...|...x...|...|...| -23:...|...|...x...c...| -24:...|...|...x...|...| -25:...|...|...|...x...| -26:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...c...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -27:...x...|...c...|...c -28:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...c...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -29:...|...x...c...c...| -30:...|...x...|...|...| -31:...|...|...x...c...| -32:...|...|...x...|...| -33:...|...|...|..u2...| p: (-3.1416e+00) (-3.1416e+00) -34:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...c...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -35:...x...|...c...|...c -36:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...c...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -37:...|...x...c...c...| -38:...|...x...|...|...| -39:...|...|...x...c...| -40:...|...|...x...|...| -41:...|...|...|...x...| -42:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...c...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -43:...x...|...c...|...c -44:-------------------- - :...|...|...|...|...h - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...c...x - :...|...|...|...|...t - :...|...c...|...|...x - :...|...|...|...|.tdg - :...|...|...|...|...h - --------------------- -45:...|...x...c...c...| -46:...|...x...|...|...| -47:...|...|...x...c...| -48:...|...|...x...|...| -49:...|...|...|...x...| -50:==================== -51:...0...|...|...|...| -52:...|...1...|...|...| -53:...|...|...2...|...| -54:...|...|...|...3...| -55:...|...|...|...|...4 -.o:...0...1...2...3...4 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: -nans............................. -Permuted Duration: nans............................. -Identity active_nodes: 9 ...................................... -Permuted active_nodes: 8 ...................................... -Identity max_nodes: 17 ...................................... -Permuted max_nodes: 18 ...................................... -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/random_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/random_indep_qiskit_all.txt deleted file mode 100644 index 2eb74d92..00000000 --- a/test/BenchmarkQuasm/results/random_indep_qiskit_all.txt +++ /dev/null @@ -1,889 +0,0 @@ -Start Simulation of random_indep_qiskit_2__________________________________________________ - - i: 0 1 - 1: sdg | - 2: | sdg - 3: rxx rxx p: (1.3049) - 4: u2 | p: (0) (-1.5708) - 5: | s - 6: x c - 7: rz | p: (3.22205) - 8: x c - 9: u2 | p: (0.714421) (-3.14159) -10: | rx p: (-3.14159) -11: x c -12: ry | p: (-3.00627) -13: | ry p: (3.00627) -14: x c -15: p | p: (-2.66826) -16: | u2 p: (-3.14159) (-3.14159) -17:======== -18: 0 | -19: | 1 - o: 0 1 -Total Permutations: 2 -Min time: 5.6699e-05s................. Permutation 0 : 0 -> 0|1 -> 1| -Max time: 6.3927e-05s................. Permutation 1 : 0 -> 1|1 -> 0| -Min active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Min max nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Max active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Max max nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -________________________________________________________________________________________________ - -2 permutations have 3 active nodes. -Index: 0 | Max_nodes: 6 | Time: 5.6699e-05s | 0 -> 0|1 -> 1| -Index: 1 | Max_nodes: 6 | Time: 6.3927e-05s | 0 -> 1|1 -> 0| - -........................... -Average time: 6.0313e-05s - -________________________________________________________________________________________________ - -2 permutations have 6 max nodes. -Index: 0 | Active_nodes: 3 | Time: 5.6699e-05s | 0 -> 0|1 -> 1| -Index: 1 | Active_nodes: 3 | Time: 6.3927e-05s | 0 -> 1|1 -> 0| - -........................... -Average time: 6.0313e-05s - -________________________________________________________________________________________________ - -execution time of: 5.6699e-05s: Index: 0 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 0|1 -> 1| - -execution time of: 6.3927e-05s: Index: 1 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 1|1 -> 0| - -________________________________________________________________________________________________ - -Start Simulation of random_indep_qiskit_3__________________________________________________ - -.i:...0...1...2 -.1:...u...|...| p: (3.2220e+00) (-7.1679e-01) (7.1679e-01) -.2:...|..ry...| p: (1.5708e+00) -.3:...|...|...p p: (6.3283e-01) -.4:...|...c...x -.5:...|..ry...| p: (2.6026e+00) -.6:...|...|..ry p: (-2.6026e+00) -.7:...|...c...x -.8:...|..u2...| p: (-3.1416e+00) (-3.1416e+00) -.9:...c...s...| -10:...|...|...p p: (2.5088e+00) -11:...c..sw..sw -12:...p...|...| p: (5.8650e+00) -13:...|.rzz.rzz p: (5.1968e+00) -14:.rzz...|.rzz p: (5.6959e+00) -15:...c...|...u p: (3.2536e+00) (2.0262e+00) (1.7746e+00) -16:...|...u...| p: (2.4764e+00) (-1.0445e+00) (2.5432e+00) -17:============ -18:...0...|...| -19:...|...1...| -20:...|...|...2 -.o:...0...1...2 -Total Permutations: 6 -Min time: 6.6429e-05s................. Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| -Max time: 7.8563e-05s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Min active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Min max nodes: 13 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max max nodes: 14 nodes.................... Permutation 2 : 0 -> 1|1 -> 0|2 -> 2| -________________________________________________________________________________________________ - -6 permutations have 7 active nodes. -Index: 1 | Max_nodes: 13 | Time: 7.4776e-05s | 0 -> 0|1 -> 2|2 -> 1| -Index: 0 | Max_nodes: 13 | Time: 7.8563e-05s | 0 -> 0|1 -> 1|2 -> 2| -Index: 5 | Max_nodes: 14 | Time: 6.6429e-05s | 0 -> 2|1 -> 1|2 -> 0| -Index: 3 | Max_nodes: 14 | Time: 7.0570e-05s | 0 -> 1|1 -> 2|2 -> 0| -Index: 4 | Max_nodes: 14 | Time: 7.0706e-05s | 0 -> 2|1 -> 0|2 -> 1| -Index: 2 | Max_nodes: 14 | Time: 7.5917e-05s | 0 -> 1|1 -> 0|2 -> 2| - -........................... -Average time: 7.2827e-05s - -________________________________________________________________________________________________ - -2 permutations have 13 max nodes. -Index: 1 | Active_nodes: 7 | Time: 7.4776e-05s | 0 -> 0|1 -> 2|2 -> 1| -Index: 0 | Active_nodes: 7 | Time: 7.8563e-05s | 0 -> 0|1 -> 1|2 -> 2| - -........................... -Average time: 7.6669e-05s - -4 permutations have 14 max nodes. -Index: 5 | Active_nodes: 7 | Time: 6.6429e-05s | 0 -> 2|1 -> 1|2 -> 0| -Index: 3 | Active_nodes: 7 | Time: 7.0570e-05s | 0 -> 1|1 -> 2|2 -> 0| -Index: 4 | Active_nodes: 7 | Time: 7.0706e-05s | 0 -> 2|1 -> 0|2 -> 1| -Index: 2 | Active_nodes: 7 | Time: 7.5917e-05s | 0 -> 1|1 -> 0|2 -> 2| - -........................... -Average time: 7.0906e-05s - -________________________________________________________________________________________________ - -execution time of: 6.6429e-05s: Index: 5 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 0| - -execution time of: 7.0570e-05s: Index: 3 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 0| - -execution time of: 7.0706e-05s: Index: 4 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 1| - -execution time of: 7.4776e-05s: Index: 1 | Max_nodes: 13 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 1| - -execution time of: 7.5917e-05s: Index: 2 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 2| - -execution time of: 7.8563e-05s: Index: 0 | Max_nodes: 13 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 2| - -________________________________________________________________________________________________ - -Start Simulation of random_indep_qiskit_4__________________________________________________ - -.i:...0...1...2...3 -.1:..u2...|...|...| p: (1.5708e+00) (-7.1679e-01) -.2:...|...p...|...| p: (-1.4903e+00) -.3:...|...|..ry...| p: (1.5708e+00) -.4:...|...x...c...| -.5:...|..ry...|...| p: (-4.6898e-01) -.6:...|...|..ry...| p: (-4.6898e-01) -.7:...|...x...c...| -.8:...|..u2...|...| p: (7.8540e-01) (-1.6513e+00) -.9:...|...|..u2...| p: (-3.1416e+00) (-3.1416e+00) -10:...|...x...c...| -11:...|.tdg...|...| -12:...|...|...|..u2 p: (4.3293e+00) (5.2889e+00) -13:...|...x...|...c -14:...|...t...|...| -15:...|...x...c...| -16:...|..u2...|...| p: (0.0000e+00) (2.3562e+00) -17:...|...|...u...| p: (3.1416e+00) (4.6106e-01) (1.1097e+00) -18:...|...|...|...h -19:...c...c...|...x -20:...p...|...|...| p: (-1.7604e+00) -21:...|...u...|...| p: (1.4105e-03) (1.5708e+00) (2.6780e+00) -22:...|...|...|..rx p: (-3.1416e+00) -23:...|...|...x...c -24:...|...|..ry...| p: (-7.1036e-01) -25:...|...|...|..ry p: (7.1036e-01) -26:...|...|...x...c -27:...|...|..u2...| p: (-2.0191e+00) (-1.5226e+00) -28:...|...|...|..u2 p: (1.5708e+00) (-3.1416e+00) -29:.rxx...|...|.rxx p: (2.0971e+00) -30:...s...|...|...| -31:..rx...|...c...| p: (1.5640e+00) -32:...p...|...|...| p: (2.5043e+00) -33:...x...c...|...| -34:..ry...|...|...| p: (-1.0666e+00) -35:...|..ry...|...| p: (-1.0666e+00) -36:...x...c...|...| -37:...p...|...|...| p: (-2.5043e+00) -38:...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) -39:...|...|...|..u2 p: (0.0000e+00) (-2.3562e+00) -40:...|...|...c...x -41:...|...|...|...h -42:...|...|...c...s -43:...|...c...x...| -44:...|...x...c...| -45:...|...|...|...p p: (-1.4625e+00) -46:...u...|...|...c p: (3.9824e+00) (7.2033e-01) (1.4646e+00) -47:================ -48:...0...|...|...| -49:...|...1...|...| -50:...|...|...2...| -51:...|...|...|...3 -.o:...0...1...2...3 -Total Permutations: 24 -Min time: 2.0389e-04s................. Permutation 1 : 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -Max time: 2.2201e-04s................. Permutation 14 : 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -Min active nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Min max nodes: 30 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Max active nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Max max nodes: 30 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -________________________________________________________________________________________________ - -24 permutations have 15 active nodes. -Index: 1 | Max_nodes: 30 | Time: 2.0389e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -Index: 3 | Max_nodes: 30 | Time: 2.0504e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -Index: 0 | Max_nodes: 30 | Time: 2.0554e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Index: 9 | Max_nodes: 30 | Time: 2.0720e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -Index: 6 | Max_nodes: 30 | Time: 2.0748e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -Index: 5 | Max_nodes: 30 | Time: 2.0868e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| -Index: 7 | Max_nodes: 30 | Time: 2.0950e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -Index: 2 | Max_nodes: 30 | Time: 2.0951e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -Index: 12 | Max_nodes: 30 | Time: 2.1164e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -Index: 19 | Max_nodes: 30 | Time: 2.1178e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| -Index: 18 | Max_nodes: 30 | Time: 2.1275e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| -Index: 4 | Max_nodes: 30 | Time: 2.1283e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -Index: 11 | Max_nodes: 30 | Time: 2.1321e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -Index: 21 | Max_nodes: 30 | Time: 2.1386e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| -Index: 17 | Max_nodes: 30 | Time: 2.1461e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -Index: 16 | Max_nodes: 30 | Time: 2.1490e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| -Index: 10 | Max_nodes: 30 | Time: 2.1549e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| -Index: 23 | Max_nodes: 30 | Time: 2.1583e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -Index: 22 | Max_nodes: 30 | Time: 2.1830e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| -Index: 8 | Max_nodes: 30 | Time: 2.2026e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| -Index: 20 | Max_nodes: 30 | Time: 2.2079e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -Index: 13 | Max_nodes: 30 | Time: 2.2089e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| -Index: 15 | Max_nodes: 30 | Time: 2.2186e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -Index: 14 | Max_nodes: 30 | Time: 2.2201e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| - -........................... -Average time: 2.1324e-04s - -________________________________________________________________________________________________ - -24 permutations have 30 max nodes. -Index: 1 | Active_nodes: 15 | Time: 2.0389e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -Index: 3 | Active_nodes: 15 | Time: 2.0504e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -Index: 0 | Active_nodes: 15 | Time: 2.0554e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Index: 9 | Active_nodes: 15 | Time: 2.0720e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -Index: 6 | Active_nodes: 15 | Time: 2.0748e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -Index: 5 | Active_nodes: 15 | Time: 2.0868e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| -Index: 7 | Active_nodes: 15 | Time: 2.0950e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -Index: 2 | Active_nodes: 15 | Time: 2.0951e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -Index: 12 | Active_nodes: 15 | Time: 2.1164e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -Index: 19 | Active_nodes: 15 | Time: 2.1178e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| -Index: 18 | Active_nodes: 15 | Time: 2.1275e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| -Index: 4 | Active_nodes: 15 | Time: 2.1283e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -Index: 11 | Active_nodes: 15 | Time: 2.1321e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -Index: 21 | Active_nodes: 15 | Time: 2.1386e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| -Index: 17 | Active_nodes: 15 | Time: 2.1461e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -Index: 16 | Active_nodes: 15 | Time: 2.1490e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| -Index: 10 | Active_nodes: 15 | Time: 2.1549e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| -Index: 23 | Active_nodes: 15 | Time: 2.1583e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -Index: 22 | Active_nodes: 15 | Time: 2.1830e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| -Index: 8 | Active_nodes: 15 | Time: 2.2026e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| -Index: 20 | Active_nodes: 15 | Time: 2.2079e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -Index: 13 | Active_nodes: 15 | Time: 2.2089e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| -Index: 15 | Active_nodes: 15 | Time: 2.2186e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -Index: 14 | Active_nodes: 15 | Time: 2.2201e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| - -........................... -Average time: 2.1324e-04s - -________________________________________________________________________________________________ - -execution time of: 2.0389e-04s: Index: 1 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| - -execution time of: 2.0504e-04s: Index: 3 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| - -execution time of: 2.0554e-04s: Index: 0 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| - -execution time of: 2.0720e-04s: Index: 9 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| - -execution time of: 2.0748e-04s: Index: 6 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| - -execution time of: 2.0868e-04s: Index: 5 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| - -execution time of: 2.0950e-04s: Index: 7 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| - -execution time of: 2.0951e-04s: Index: 2 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| - -execution time of: 2.1164e-04s: Index: 12 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| - -execution time of: 2.1178e-04s: Index: 19 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| - -execution time of: 2.1275e-04s: Index: 18 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| - -execution time of: 2.1283e-04s: Index: 4 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| - -execution time of: 2.1321e-04s: Index: 11 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| - -execution time of: 2.1386e-04s: Index: 21 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| - -execution time of: 2.1461e-04s: Index: 17 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| - -execution time of: 2.1490e-04s: Index: 16 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| - -execution time of: 2.1549e-04s: Index: 10 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| - -execution time of: 2.1583e-04s: Index: 23 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| - -execution time of: 2.1830e-04s: Index: 22 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| - -execution time of: 2.2026e-04s: Index: 8 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| - -execution time of: 2.2079e-04s: Index: 20 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| - -execution time of: 2.2089e-04s: Index: 13 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| - -execution time of: 2.2186e-04s: Index: 15 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| - -execution time of: 2.2201e-04s: Index: 14 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| - -________________________________________________________________________________________________ - -Start Simulation of random_indep_qiskit_5__________________________________________________ - -.i:...0...1...2...3...4 -.1:..u2...|...|...|...| p: (7.8540e-01) (-3.1416e+00) -.2:...|...p...|...|...| p: (-1.4903e+00) -.3:...x...|...|...c...| -.4:.tdg...|...|...|...| -.5:...x...|...c...|...| -.6:...t...|...|...|...| -.7:...x...|...|...c...| -.8:..u2...|...|...|...| p: (-1.5708e+00) (2.3562e+00) -.9:...|...|...|.sdg...| -10:.rxx...|...|.rxx...| p: (5.1857e+00) -11:..u2...|...|...|...| p: (0.0000e+00) (-1.5708e+00) -12:...|...|...|...s...| -13:...|...|...|...|..ry p: (1.5708e+00) -14:...|...x...|...|...c -15:...|..ry...|...|...| p: (-4.6898e-01) -16:...|...|...|...|..ry p: (-4.6898e-01) -17:...|...x...|...|...c -18:...|...p...|...|...| p: (1.4903e+00) -19:...|...x...c...|...| -20:...x...c...|...c...| -21:..u2...|...|...|...| p: (-3.0295e+00) (-3.1416e+00) -22:...|...c...|...z...| -23:...|...|...p...|...| p: (8.7557e-01) -24:...|...|...|...h...| -25:...|...c...|...x...| -26:...|...|...|...h...| -27:...|...c...|...s...| -28:...|...u...|...|...| p: (1.9553e+00) (1.6645e+00) (-8.6953e-02) -29:...|...|...|...t...| -30:...|...|...|...|..u2 p: (1.5708e+00) (-3.1416e+00) -31:...|...|...c...|...u p: (5.8650e+00) (9.1103e-01) (4.6846e+00) -32:...|...|..sw...|..sw -33:...u...|...c...|...| p: (9.7028e-01) (1.5694e+00) (5.4657e+00) -34:...t...|...|...|...| -35:...|...|...|...|..ry p: (3.7722e+00) -36:...|...|..rx...|...c p: (4.0783e+00) -37:...|...|..rx...c...| p: (2.3453e+00) -38:...|...|...z...|...| -39:...|...x...c...|...| -40:...|...c...x...|...| -41:...|...h...|...|...| -42:...|...|..rx...|...| p: (3.4508e+00) -43:...|...|...|..u2...| p: (-1.8375e+00) (1.5708e+00) -44:...h...|...|...|...c -45:...h...|...|...|...| -46:...x...|...|...|...c -47:...h...|...|...|...| -48:...s...|...|...|...c -49:...|...|...|...|...p p: (5.5407e+00) -50:...u...|...|...|...c p: (5.4325e+00) (4.3138e-01) (5.1317e+00) -51:...c...x...|...|...| -52:...|...h...|...|...| -53:...c...s...|...|...| -54:...|...|...|...|...u p: (1.2119e+00) (2.0937e+00) (1.7437e+00) -55:==================== -56:...0...|...|...|...| -57:...|...1...|...|...| -58:...|...|...2...|...| -59:...|...|...|...3...| -60:...|...|...|...|...4 -.o:...0...1...2...3...4 -Total Permutations: 120 -Min time: 2.3095e-04s................. Permutation 34 : 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -Max time: 2.8157e-04s................. Permutation 96 : 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -Min active nodes: 31 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Min max nodes: 56 nodes.................... Permutation 32 : 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -Max active nodes: 31 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Max max nodes: 62 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -________________________________________________________________________________________________ - -120 permutations have 31 active nodes. -Index: 34 | Max_nodes: 56 | Time: 2.3095e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -Index: 40 | Max_nodes: 56 | Time: 2.3182e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -Index: 38 | Max_nodes: 56 | Time: 2.3355e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -Index: 44 | Max_nodes: 56 | Time: 2.3745e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -Index: 59 | Max_nodes: 56 | Time: 2.3832e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -Index: 46 | Max_nodes: 56 | Time: 2.3911e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -Index: 64 | Max_nodes: 56 | Time: 2.3983e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -Index: 32 | Max_nodes: 56 | Time: 2.4020e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -Index: 88 | Max_nodes: 56 | Time: 2.4138e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -Index: 83 | Max_nodes: 56 | Time: 2.4148e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -Index: 70 | Max_nodes: 56 | Time: 2.4221e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -Index: 82 | Max_nodes: 56 | Time: 2.4533e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -Index: 62 | Max_nodes: 56 | Time: 2.4566e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -Index: 58 | Max_nodes: 56 | Time: 2.4643e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -Index: 57 | Max_nodes: 56 | Time: 2.4651e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -Index: 53 | Max_nodes: 56 | Time: 2.4842e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -Index: 68 | Max_nodes: 56 | Time: 2.4861e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -Index: 105 | Max_nodes: 56 | Time: 2.4896e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -Index: 56 | Max_nodes: 56 | Time: 2.4982e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -Index: 51 | Max_nodes: 56 | Time: 2.5062e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -Index: 107 | Max_nodes: 56 | Time: 2.5094e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -Index: 81 | Max_nodes: 56 | Time: 2.5103e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -Index: 112 | Max_nodes: 56 | Time: 2.5123e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -Index: 86 | Max_nodes: 56 | Time: 2.5139e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -Index: 75 | Max_nodes: 56 | Time: 2.5324e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -Index: 110 | Max_nodes: 56 | Time: 2.5477e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -Index: 77 | Max_nodes: 56 | Time: 2.5515e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -Index: 116 | Max_nodes: 56 | Time: 2.5645e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -Index: 106 | Max_nodes: 56 | Time: 2.5663e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -Index: 99 | Max_nodes: 56 | Time: 2.5730e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -Index: 118 | Max_nodes: 56 | Time: 2.5736e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -Index: 94 | Max_nodes: 56 | Time: 2.5746e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -Index: 92 | Max_nodes: 56 | Time: 2.5768e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -Index: 101 | Max_nodes: 56 | Time: 2.6003e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -Index: 80 | Max_nodes: 56 | Time: 2.6091e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -Index: 104 | Max_nodes: 56 | Time: 2.6247e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -Index: 65 | Max_nodes: 58 | Time: 2.3957e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -Index: 41 | Max_nodes: 58 | Time: 2.4096e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -Index: 89 | Max_nodes: 58 | Time: 2.4191e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -Index: 71 | Max_nodes: 58 | Time: 2.4202e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -Index: 47 | Max_nodes: 58 | Time: 2.4469e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -Index: 35 | Max_nodes: 58 | Time: 2.5269e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -Index: 113 | Max_nodes: 58 | Time: 2.5355e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -Index: 87 | Max_nodes: 58 | Time: 2.5410e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -Index: 33 | Max_nodes: 58 | Time: 2.5580e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -Index: 45 | Max_nodes: 58 | Time: 2.5701e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -Index: 95 | Max_nodes: 58 | Time: 2.5708e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -Index: 111 | Max_nodes: 58 | Time: 2.5816e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -Index: 69 | Max_nodes: 58 | Time: 2.5831e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -Index: 119 | Max_nodes: 58 | Time: 2.5864e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -Index: 52 | Max_nodes: 58 | Time: 2.5883e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -Index: 29 | Max_nodes: 58 | Time: 2.5932e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -Index: 28 | Max_nodes: 58 | Time: 2.5952e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -Index: 39 | Max_nodes: 58 | Time: 2.5990e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -Index: 93 | Max_nodes: 58 | Time: 2.6081e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -Index: 27 | Max_nodes: 58 | Time: 2.6262e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -Index: 63 | Max_nodes: 58 | Time: 2.6436e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -Index: 76 | Max_nodes: 58 | Time: 2.6489e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -Index: 26 | Max_nodes: 58 | Time: 2.6646e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -Index: 50 | Max_nodes: 58 | Time: 2.6659e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -Index: 117 | Max_nodes: 58 | Time: 2.6718e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -Index: 25 | Max_nodes: 58 | Time: 2.7014e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -Index: 73 | Max_nodes: 58 | Time: 2.7095e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -Index: 97 | Max_nodes: 58 | Time: 2.7224e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -Index: 24 | Max_nodes: 58 | Time: 2.7264e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -Index: 100 | Max_nodes: 58 | Time: 2.7363e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -Index: 49 | Max_nodes: 58 | Time: 2.7529e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -Index: 48 | Max_nodes: 58 | Time: 2.7711e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -Index: 98 | Max_nodes: 58 | Time: 2.8033e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -Index: 74 | Max_nodes: 58 | Time: 2.8077e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -Index: 72 | Max_nodes: 58 | Time: 2.8092e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -Index: 96 | Max_nodes: 58 | Time: 2.8157e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -Index: 16 | Max_nodes: 62 | Time: 2.3974e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -Index: 14 | Max_nodes: 62 | Time: 2.4105e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -Index: 20 | Max_nodes: 62 | Time: 2.4334e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -Index: 22 | Max_nodes: 62 | Time: 2.4401e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -Index: 10 | Max_nodes: 62 | Time: 2.4517e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -Index: 8 | Max_nodes: 62 | Time: 2.4746e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -Index: 18 | Max_nodes: 62 | Time: 2.4985e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -Index: 17 | Max_nodes: 62 | Time: 2.5116e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -Index: 12 | Max_nodes: 62 | Time: 2.5253e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -Index: 36 | Max_nodes: 62 | Time: 2.5376e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -Index: 23 | Max_nodes: 62 | Time: 2.5553e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -Index: 60 | Max_nodes: 62 | Time: 2.5767e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -Index: 66 | Max_nodes: 62 | Time: 2.5816e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -Index: 4 | Max_nodes: 62 | Time: 2.5940e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -Index: 42 | Max_nodes: 62 | Time: 2.6038e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -Index: 11 | Max_nodes: 62 | Time: 2.6099e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -Index: 19 | Max_nodes: 62 | Time: 2.6218e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -Index: 7 | Max_nodes: 62 | Time: 2.6280e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -Index: 6 | Max_nodes: 62 | Time: 2.6337e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -Index: 9 | Max_nodes: 62 | Time: 2.6444e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -Index: 79 | Max_nodes: 62 | Time: 2.6458e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -Index: 85 | Max_nodes: 62 | Time: 2.6502e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -Index: 2 | Max_nodes: 62 | Time: 2.6527e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -Index: 21 | Max_nodes: 62 | Time: 2.6555e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -Index: 5 | Max_nodes: 62 | Time: 2.6603e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -Index: 108 | Max_nodes: 62 | Time: 2.6718e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -Index: 84 | Max_nodes: 62 | Time: 2.6749e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -Index: 13 | Max_nodes: 62 | Time: 2.6756e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -Index: 43 | Max_nodes: 62 | Time: 2.6761e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -Index: 109 | Max_nodes: 62 | Time: 2.6897e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -Index: 103 | Max_nodes: 62 | Time: 2.6916e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -Index: 67 | Max_nodes: 62 | Time: 2.6931e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -Index: 90 | Max_nodes: 62 | Time: 2.6956e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -Index: 15 | Max_nodes: 62 | Time: 2.6995e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -Index: 114 | Max_nodes: 62 | Time: 2.7065e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -Index: 30 | Max_nodes: 62 | Time: 2.7092e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -Index: 3 | Max_nodes: 62 | Time: 2.7137e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -Index: 31 | Max_nodes: 62 | Time: 2.7229e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -Index: 55 | Max_nodes: 62 | Time: 2.7283e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -Index: 54 | Max_nodes: 62 | Time: 2.7306e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -Index: 91 | Max_nodes: 62 | Time: 2.7321e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -Index: 37 | Max_nodes: 62 | Time: 2.7454e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -Index: 1 | Max_nodes: 62 | Time: 2.7531e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -Index: 61 | Max_nodes: 62 | Time: 2.7546e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -Index: 115 | Max_nodes: 62 | Time: 2.7559e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -Index: 0 | Max_nodes: 62 | Time: 2.7935e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Index: 102 | Max_nodes: 62 | Time: 2.7940e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -Index: 78 | Max_nodes: 62 | Time: 2.7989e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| - -........................... -Average time: 2.5868e-04s - -________________________________________________________________________________________________ - -36 permutations have 56 max nodes. -Index: 34 | Active_nodes: 31 | Time: 2.3095e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -Index: 40 | Active_nodes: 31 | Time: 2.3182e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -Index: 38 | Active_nodes: 31 | Time: 2.3355e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -Index: 44 | Active_nodes: 31 | Time: 2.3745e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -Index: 59 | Active_nodes: 31 | Time: 2.3832e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -Index: 46 | Active_nodes: 31 | Time: 2.3911e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -Index: 64 | Active_nodes: 31 | Time: 2.3983e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -Index: 32 | Active_nodes: 31 | Time: 2.4020e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -Index: 88 | Active_nodes: 31 | Time: 2.4138e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -Index: 83 | Active_nodes: 31 | Time: 2.4148e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -Index: 70 | Active_nodes: 31 | Time: 2.4221e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -Index: 82 | Active_nodes: 31 | Time: 2.4533e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -Index: 62 | Active_nodes: 31 | Time: 2.4566e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -Index: 58 | Active_nodes: 31 | Time: 2.4643e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -Index: 57 | Active_nodes: 31 | Time: 2.4651e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -Index: 53 | Active_nodes: 31 | Time: 2.4842e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -Index: 68 | Active_nodes: 31 | Time: 2.4861e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -Index: 105 | Active_nodes: 31 | Time: 2.4896e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -Index: 56 | Active_nodes: 31 | Time: 2.4982e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -Index: 51 | Active_nodes: 31 | Time: 2.5062e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -Index: 107 | Active_nodes: 31 | Time: 2.5094e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -Index: 81 | Active_nodes: 31 | Time: 2.5103e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -Index: 112 | Active_nodes: 31 | Time: 2.5123e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -Index: 86 | Active_nodes: 31 | Time: 2.5139e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -Index: 75 | Active_nodes: 31 | Time: 2.5324e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -Index: 110 | Active_nodes: 31 | Time: 2.5477e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -Index: 77 | Active_nodes: 31 | Time: 2.5515e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -Index: 116 | Active_nodes: 31 | Time: 2.5645e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -Index: 106 | Active_nodes: 31 | Time: 2.5663e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -Index: 99 | Active_nodes: 31 | Time: 2.5730e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -Index: 118 | Active_nodes: 31 | Time: 2.5736e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -Index: 94 | Active_nodes: 31 | Time: 2.5746e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -Index: 92 | Active_nodes: 31 | Time: 2.5768e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -Index: 101 | Active_nodes: 31 | Time: 2.6003e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -Index: 80 | Active_nodes: 31 | Time: 2.6091e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -Index: 104 | Active_nodes: 31 | Time: 2.6247e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| - -........................... -Average time: 2.4835e-04s - -36 permutations have 58 max nodes. -Index: 65 | Active_nodes: 31 | Time: 2.3957e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -Index: 41 | Active_nodes: 31 | Time: 2.4096e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -Index: 89 | Active_nodes: 31 | Time: 2.4191e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -Index: 71 | Active_nodes: 31 | Time: 2.4202e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -Index: 47 | Active_nodes: 31 | Time: 2.4469e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -Index: 35 | Active_nodes: 31 | Time: 2.5269e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -Index: 113 | Active_nodes: 31 | Time: 2.5355e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -Index: 87 | Active_nodes: 31 | Time: 2.5410e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -Index: 33 | Active_nodes: 31 | Time: 2.5580e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -Index: 45 | Active_nodes: 31 | Time: 2.5701e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -Index: 95 | Active_nodes: 31 | Time: 2.5708e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -Index: 111 | Active_nodes: 31 | Time: 2.5816e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -Index: 69 | Active_nodes: 31 | Time: 2.5831e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -Index: 119 | Active_nodes: 31 | Time: 2.5864e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -Index: 52 | Active_nodes: 31 | Time: 2.5883e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -Index: 29 | Active_nodes: 31 | Time: 2.5932e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -Index: 28 | Active_nodes: 31 | Time: 2.5952e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -Index: 39 | Active_nodes: 31 | Time: 2.5990e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -Index: 93 | Active_nodes: 31 | Time: 2.6081e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -Index: 27 | Active_nodes: 31 | Time: 2.6262e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -Index: 63 | Active_nodes: 31 | Time: 2.6436e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -Index: 76 | Active_nodes: 31 | Time: 2.6489e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -Index: 26 | Active_nodes: 31 | Time: 2.6646e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -Index: 50 | Active_nodes: 31 | Time: 2.6659e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -Index: 117 | Active_nodes: 31 | Time: 2.6718e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -Index: 25 | Active_nodes: 31 | Time: 2.7014e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -Index: 73 | Active_nodes: 31 | Time: 2.7095e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -Index: 97 | Active_nodes: 31 | Time: 2.7224e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -Index: 24 | Active_nodes: 31 | Time: 2.7264e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -Index: 100 | Active_nodes: 31 | Time: 2.7363e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -Index: 49 | Active_nodes: 31 | Time: 2.7529e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -Index: 48 | Active_nodes: 31 | Time: 2.7711e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -Index: 98 | Active_nodes: 31 | Time: 2.8033e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -Index: 74 | Active_nodes: 31 | Time: 2.8077e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -Index: 72 | Active_nodes: 31 | Time: 2.8092e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -Index: 96 | Active_nodes: 31 | Time: 2.8157e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| - -........................... -Average time: 2.6224e-04s - -48 permutations have 62 max nodes. -Index: 16 | Active_nodes: 31 | Time: 2.3974e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -Index: 14 | Active_nodes: 31 | Time: 2.4105e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -Index: 20 | Active_nodes: 31 | Time: 2.4334e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -Index: 22 | Active_nodes: 31 | Time: 2.4401e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -Index: 10 | Active_nodes: 31 | Time: 2.4517e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -Index: 8 | Active_nodes: 31 | Time: 2.4746e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -Index: 18 | Active_nodes: 31 | Time: 2.4985e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -Index: 17 | Active_nodes: 31 | Time: 2.5116e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -Index: 12 | Active_nodes: 31 | Time: 2.5253e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -Index: 36 | Active_nodes: 31 | Time: 2.5376e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -Index: 23 | Active_nodes: 31 | Time: 2.5553e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -Index: 60 | Active_nodes: 31 | Time: 2.5767e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -Index: 66 | Active_nodes: 31 | Time: 2.5816e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -Index: 4 | Active_nodes: 31 | Time: 2.5940e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -Index: 42 | Active_nodes: 31 | Time: 2.6038e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -Index: 11 | Active_nodes: 31 | Time: 2.6099e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -Index: 19 | Active_nodes: 31 | Time: 2.6218e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -Index: 7 | Active_nodes: 31 | Time: 2.6280e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -Index: 6 | Active_nodes: 31 | Time: 2.6337e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -Index: 9 | Active_nodes: 31 | Time: 2.6444e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -Index: 79 | Active_nodes: 31 | Time: 2.6458e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -Index: 85 | Active_nodes: 31 | Time: 2.6502e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -Index: 2 | Active_nodes: 31 | Time: 2.6527e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -Index: 21 | Active_nodes: 31 | Time: 2.6555e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -Index: 5 | Active_nodes: 31 | Time: 2.6603e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -Index: 108 | Active_nodes: 31 | Time: 2.6718e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -Index: 84 | Active_nodes: 31 | Time: 2.6749e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -Index: 13 | Active_nodes: 31 | Time: 2.6756e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -Index: 43 | Active_nodes: 31 | Time: 2.6761e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -Index: 109 | Active_nodes: 31 | Time: 2.6897e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -Index: 103 | Active_nodes: 31 | Time: 2.6916e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -Index: 67 | Active_nodes: 31 | Time: 2.6931e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -Index: 90 | Active_nodes: 31 | Time: 2.6956e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -Index: 15 | Active_nodes: 31 | Time: 2.6995e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -Index: 114 | Active_nodes: 31 | Time: 2.7065e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -Index: 30 | Active_nodes: 31 | Time: 2.7092e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -Index: 3 | Active_nodes: 31 | Time: 2.7137e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -Index: 31 | Active_nodes: 31 | Time: 2.7229e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -Index: 55 | Active_nodes: 31 | Time: 2.7283e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -Index: 54 | Active_nodes: 31 | Time: 2.7306e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -Index: 91 | Active_nodes: 31 | Time: 2.7321e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -Index: 37 | Active_nodes: 31 | Time: 2.7454e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -Index: 1 | Active_nodes: 31 | Time: 2.7531e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -Index: 61 | Active_nodes: 31 | Time: 2.7546e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -Index: 115 | Active_nodes: 31 | Time: 2.7559e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -Index: 0 | Active_nodes: 31 | Time: 2.7935e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Index: 102 | Active_nodes: 31 | Time: 2.7940e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -Index: 78 | Active_nodes: 31 | Time: 2.7989e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| - -........................... -Average time: 2.6375e-04s - -________________________________________________________________________________________________ - -execution time of: 2.3095e-04s: Index: 34 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| - -execution time of: 2.3182e-04s: Index: 40 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| - -execution time of: 2.3355e-04s: Index: 38 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| - -execution time of: 2.3745e-04s: Index: 44 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| - -execution time of: 2.3832e-04s: Index: 59 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| - -execution time of: 2.3911e-04s: Index: 46 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| - -execution time of: 2.3957e-04s: Index: 65 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| - -execution time of: 2.3974e-04s: Index: 16 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| - -execution time of: 2.3983e-04s: Index: 64 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| - -execution time of: 2.4020e-04s: Index: 32 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| - -execution time of: 2.4096e-04s: Index: 41 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| - -execution time of: 2.4105e-04s: Index: 14 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| - -execution time of: 2.4138e-04s: Index: 88 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| - -execution time of: 2.4148e-04s: Index: 83 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| - -execution time of: 2.4191e-04s: Index: 89 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| - -execution time of: 2.4202e-04s: Index: 71 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| - -execution time of: 2.4221e-04s: Index: 70 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| - -execution time of: 2.4334e-04s: Index: 20 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| - -execution time of: 2.4401e-04s: Index: 22 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| - -execution time of: 2.4469e-04s: Index: 47 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| - -execution time of: 2.4517e-04s: Index: 10 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| - -execution time of: 2.4533e-04s: Index: 82 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| - -execution time of: 2.4566e-04s: Index: 62 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| - -execution time of: 2.4643e-04s: Index: 58 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| - -execution time of: 2.4651e-04s: Index: 57 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| - -execution time of: 2.4746e-04s: Index: 8 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| - -execution time of: 2.4842e-04s: Index: 53 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| - -execution time of: 2.4861e-04s: Index: 68 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| - -execution time of: 2.4896e-04s: Index: 105 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| - -execution time of: 2.4982e-04s: Index: 56 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| - -execution time of: 2.4985e-04s: Index: 18 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| - -execution time of: 2.5062e-04s: Index: 51 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| - -execution time of: 2.5094e-04s: Index: 107 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| - -execution time of: 2.5103e-04s: Index: 81 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| - -execution time of: 2.5116e-04s: Index: 17 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| - -execution time of: 2.5123e-04s: Index: 112 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| - -execution time of: 2.5139e-04s: Index: 86 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| - -execution time of: 2.5253e-04s: Index: 12 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| - -execution time of: 2.5269e-04s: Index: 35 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| - -execution time of: 2.5324e-04s: Index: 75 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| - -execution time of: 2.5355e-04s: Index: 113 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| - -execution time of: 2.5376e-04s: Index: 36 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| - -execution time of: 2.5410e-04s: Index: 87 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| - -execution time of: 2.5477e-04s: Index: 110 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| - -execution time of: 2.5515e-04s: Index: 77 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| - -execution time of: 2.5553e-04s: Index: 23 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| - -execution time of: 2.5580e-04s: Index: 33 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| - -execution time of: 2.5645e-04s: Index: 116 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| - -execution time of: 2.5663e-04s: Index: 106 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| - -execution time of: 2.5701e-04s: Index: 45 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| - -execution time of: 2.5708e-04s: Index: 95 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| - -execution time of: 2.5730e-04s: Index: 99 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| - -execution time of: 2.5736e-04s: Index: 118 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| - -execution time of: 2.5746e-04s: Index: 94 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| - -execution time of: 2.5767e-04s: Index: 60 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| - -execution time of: 2.5768e-04s: Index: 92 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| - -execution time of: 2.5816e-04s: Index: 111 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| - -execution time of: 2.5816e-04s: Index: 66 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| - -execution time of: 2.5831e-04s: Index: 69 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| - -execution time of: 2.5864e-04s: Index: 119 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| - -execution time of: 2.5883e-04s: Index: 52 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| - -execution time of: 2.5932e-04s: Index: 29 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| - -execution time of: 2.5940e-04s: Index: 4 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| - -execution time of: 2.5952e-04s: Index: 28 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| - -execution time of: 2.5990e-04s: Index: 39 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| - -execution time of: 2.6003e-04s: Index: 101 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| - -execution time of: 2.6038e-04s: Index: 42 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| - -execution time of: 2.6081e-04s: Index: 93 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| - -execution time of: 2.6091e-04s: Index: 80 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| - -execution time of: 2.6099e-04s: Index: 11 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| - -execution time of: 2.6218e-04s: Index: 19 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| - -execution time of: 2.6247e-04s: Index: 104 | Max_nodes: 56 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| - -execution time of: 2.6262e-04s: Index: 27 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| - -execution time of: 2.6280e-04s: Index: 7 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| - -execution time of: 2.6337e-04s: Index: 6 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| - -execution time of: 2.6436e-04s: Index: 63 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| - -execution time of: 2.6444e-04s: Index: 9 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| - -execution time of: 2.6458e-04s: Index: 79 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| - -execution time of: 2.6489e-04s: Index: 76 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| - -execution time of: 2.6502e-04s: Index: 85 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| - -execution time of: 2.6527e-04s: Index: 2 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| - -execution time of: 2.6555e-04s: Index: 21 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| - -execution time of: 2.6603e-04s: Index: 5 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| - -execution time of: 2.6646e-04s: Index: 26 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| - -execution time of: 2.6659e-04s: Index: 50 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| - -execution time of: 2.6718e-04s: Index: 117 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| - -execution time of: 2.6718e-04s: Index: 108 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| - -execution time of: 2.6749e-04s: Index: 84 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| - -execution time of: 2.6756e-04s: Index: 13 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| - -execution time of: 2.6761e-04s: Index: 43 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| - -execution time of: 2.6897e-04s: Index: 109 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| - -execution time of: 2.6916e-04s: Index: 103 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| - -execution time of: 2.6931e-04s: Index: 67 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| - -execution time of: 2.6956e-04s: Index: 90 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| - -execution time of: 2.6995e-04s: Index: 15 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| - -execution time of: 2.7014e-04s: Index: 25 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| - -execution time of: 2.7065e-04s: Index: 114 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| - -execution time of: 2.7092e-04s: Index: 30 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| - -execution time of: 2.7095e-04s: Index: 73 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| - -execution time of: 2.7137e-04s: Index: 3 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| - -execution time of: 2.7224e-04s: Index: 97 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| - -execution time of: 2.7229e-04s: Index: 31 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| - -execution time of: 2.7264e-04s: Index: 24 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| - -execution time of: 2.7283e-04s: Index: 55 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| - -execution time of: 2.7306e-04s: Index: 54 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| - -execution time of: 2.7321e-04s: Index: 91 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| - -execution time of: 2.7363e-04s: Index: 100 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| - -execution time of: 2.7454e-04s: Index: 37 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| - -execution time of: 2.7529e-04s: Index: 49 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| - -execution time of: 2.7531e-04s: Index: 1 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| - -execution time of: 2.7546e-04s: Index: 61 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| - -execution time of: 2.7559e-04s: Index: 115 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| - -execution time of: 2.7711e-04s: Index: 48 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| - -execution time of: 2.7935e-04s: Index: 0 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| - -execution time of: 2.7940e-04s: Index: 102 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| - -execution time of: 2.7989e-04s: Index: 78 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| - -execution time of: 2.8033e-04s: Index: 98 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| - -execution time of: 2.8077e-04s: Index: 74 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| - -execution time of: 2.8092e-04s: Index: 72 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| - -execution time of: 2.8157e-04s: Index: 96 | Max_nodes: 58 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| - -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/random_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/random_indep_qiskit_controls.txt deleted file mode 100644 index 8bf5b76c..00000000 --- a/test/BenchmarkQuasm/results/random_indep_qiskit_controls.txt +++ /dev/null @@ -1,206 +0,0 @@ -Start Simulation of random_indep_qiskit_2__________________________________________________ - - i: 0 1 - 1: sdg | - 2: | sdg - 3: rxx rxx p: (1.3049) - 4: u2 | p: (0) (-1.5708) - 5: | s - 6: x c - 7: rz | p: (3.22205) - 8: x c - 9: u2 | p: (0.714421) (-3.14159) -10: | rx p: (-3.14159) -11: x c -12: ry | p: (-3.00627) -13: | ry p: (3.00627) -14: x c -15: p | p: (-2.66826) -16: | u2 p: (-3.14159) (-3.14159) -17:======== -18: 0 | -19: | 1 - o: 0 1 -Computed Permutation: ................0 -> 0|1 -> 1| -Original Permutation: ................0 -> 0|1 -> 1| -Identity Duration: 5.6699e-05s............................. -Permuted Duration: 5.6496e-05s............................. -Identity active_nodes: 3 ...................................... -Permuted active_nodes: 3 ...................................... -Identity max_nodes: 6 ...................................... -Permuted max_nodes: 6 ...................................... -________________________________________________________________________________________________ - -Start Simulation of random_indep_qiskit_3__________________________________________________ - -.i:...0...1...2 -.1:...u...|...| p: (3.2220e+00) (-7.1679e-01) (7.1679e-01) -.2:...|..ry...| p: (1.5708e+00) -.3:...|...|...p p: (6.3283e-01) -.4:...|...c...x -.5:...|..ry...| p: (2.6026e+00) -.6:...|...|..ry p: (-2.6026e+00) -.7:...|...c...x -.8:...|..u2...| p: (-3.1416e+00) (-3.1416e+00) -.9:...c...s...| -10:...|...|...p p: (2.5088e+00) -11:...c..sw..sw -12:...p...|...| p: (5.8650e+00) -13:...|.rzz.rzz p: (5.1968e+00) -14:.rzz...|.rzz p: (5.6959e+00) -15:...c...|...u p: (3.2536e+00) (2.0262e+00) (1.7746e+00) -16:...|...u...| p: (2.4764e+00) (-1.0445e+00) (2.5432e+00) -17:============ -18:...0...|...| -19:...|...1...| -20:...|...|...2 -.o:...0...1...2 -Computed Permutation: .........0 -> 2|1 -> 1|2 -> 0| -Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 7.8563e-05s............................. -Permuted Duration: 6.6741e-05s............................. -Identity active_nodes: 7 ...................................... -Permuted active_nodes: 7 ...................................... -Identity max_nodes: 13 ...................................... -Permuted max_nodes: 14 ...................................... -________________________________________________________________________________________________ - -Start Simulation of random_indep_qiskit_4__________________________________________________ - -.i:...0...1...2...3 -.1:..u2...|...|...| p: (1.5708e+00) (-7.1679e-01) -.2:...|...p...|...| p: (-1.4903e+00) -.3:...|...|..ry...| p: (1.5708e+00) -.4:...|...x...c...| -.5:...|..ry...|...| p: (-4.6898e-01) -.6:...|...|..ry...| p: (-4.6898e-01) -.7:...|...x...c...| -.8:...|..u2...|...| p: (7.8540e-01) (-1.6513e+00) -.9:...|...|..u2...| p: (-3.1416e+00) (-3.1416e+00) -10:...|...x...c...| -11:...|.tdg...|...| -12:...|...|...|..u2 p: (4.3293e+00) (5.2889e+00) -13:...|...x...|...c -14:...|...t...|...| -15:...|...x...c...| -16:...|..u2...|...| p: (0.0000e+00) (2.3562e+00) -17:...|...|...u...| p: (3.1416e+00) (4.6106e-01) (1.1097e+00) -18:...|...|...|...h -19:...c...c...|...x -20:...p...|...|...| p: (-1.7604e+00) -21:...|...u...|...| p: (1.4105e-03) (1.5708e+00) (2.6780e+00) -22:...|...|...|..rx p: (-3.1416e+00) -23:...|...|...x...c -24:...|...|..ry...| p: (-7.1036e-01) -25:...|...|...|..ry p: (7.1036e-01) -26:...|...|...x...c -27:...|...|..u2...| p: (-2.0191e+00) (-1.5226e+00) -28:...|...|...|..u2 p: (1.5708e+00) (-3.1416e+00) -29:.rxx...|...|.rxx p: (2.0971e+00) -30:...s...|...|...| -31:..rx...|...c...| p: (1.5640e+00) -32:...p...|...|...| p: (2.5043e+00) -33:...x...c...|...| -34:..ry...|...|...| p: (-1.0666e+00) -35:...|..ry...|...| p: (-1.0666e+00) -36:...x...c...|...| -37:...p...|...|...| p: (-2.5043e+00) -38:...|..u2...|...| p: (-3.1416e+00) (-3.1416e+00) -39:...|...|...|..u2 p: (0.0000e+00) (-2.3562e+00) -40:...|...|...c...x -41:...|...|...|...h -42:...|...|...c...s -43:...|...c...x...| -44:...|...x...c...| -45:...|...|...|...p p: (-1.4625e+00) -46:...u...|...|...c p: (3.9824e+00) (7.2033e-01) (1.4646e+00) -47:================ -48:...0...|...|...| -49:...|...1...|...| -50:...|...|...2...| -51:...|...|...|...3 -.o:...0...1...2...3 -Computed Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Identity Duration: 2.0554e-04s............................. -Permuted Duration: 2.0634e-04s............................. -Identity active_nodes: 15 ...................................... -Permuted active_nodes: 15 ...................................... -Identity max_nodes: 30 ...................................... -Permuted max_nodes: 30 ...................................... -________________________________________________________________________________________________ - -Start Simulation of random_indep_qiskit_5__________________________________________________ - -.i:...0...1...2...3...4 -.1:..u2...|...|...|...| p: (7.8540e-01) (-3.1416e+00) -.2:...|...p...|...|...| p: (-1.4903e+00) -.3:...x...|...|...c...| -.4:.tdg...|...|...|...| -.5:...x...|...c...|...| -.6:...t...|...|...|...| -.7:...x...|...|...c...| -.8:..u2...|...|...|...| p: (-1.5708e+00) (2.3562e+00) -.9:...|...|...|.sdg...| -10:.rxx...|...|.rxx...| p: (5.1857e+00) -11:..u2...|...|...|...| p: (0.0000e+00) (-1.5708e+00) -12:...|...|...|...s...| -13:...|...|...|...|..ry p: (1.5708e+00) -14:...|...x...|...|...c -15:...|..ry...|...|...| p: (-4.6898e-01) -16:...|...|...|...|..ry p: (-4.6898e-01) -17:...|...x...|...|...c -18:...|...p...|...|...| p: (1.4903e+00) -19:...|...x...c...|...| -20:...x...c...|...c...| -21:..u2...|...|...|...| p: (-3.0295e+00) (-3.1416e+00) -22:...|...c...|...z...| -23:...|...|...p...|...| p: (8.7557e-01) -24:...|...|...|...h...| -25:...|...c...|...x...| -26:...|...|...|...h...| -27:...|...c...|...s...| -28:...|...u...|...|...| p: (1.9553e+00) (1.6645e+00) (-8.6953e-02) -29:...|...|...|...t...| -30:...|...|...|...|..u2 p: (1.5708e+00) (-3.1416e+00) -31:...|...|...c...|...u p: (5.8650e+00) (9.1103e-01) (4.6846e+00) -32:...|...|..sw...|..sw -33:...u...|...c...|...| p: (9.7028e-01) (1.5694e+00) (5.4657e+00) -34:...t...|...|...|...| -35:...|...|...|...|..ry p: (3.7722e+00) -36:...|...|..rx...|...c p: (4.0783e+00) -37:...|...|..rx...c...| p: (2.3453e+00) -38:...|...|...z...|...| -39:...|...x...c...|...| -40:...|...c...x...|...| -41:...|...h...|...|...| -42:...|...|..rx...|...| p: (3.4508e+00) -43:...|...|...|..u2...| p: (-1.8375e+00) (1.5708e+00) -44:...h...|...|...|...c -45:...h...|...|...|...| -46:...x...|...|...|...c -47:...h...|...|...|...| -48:...s...|...|...|...c -49:...|...|...|...|...p p: (5.5407e+00) -50:...u...|...|...|...c p: (5.4325e+00) (4.3138e-01) (5.1317e+00) -51:...c...x...|...|...| -52:...|...h...|...|...| -53:...c...s...|...|...| -54:...|...|...|...|...u p: (1.2119e+00) (2.0937e+00) (1.7437e+00) -55:==================== -56:...0...|...|...|...| -57:...|...1...|...|...| -58:...|...|...2...|...| -59:...|...|...|...3...| -60:...|...|...|...|...4 -.o:...0...1...2...3...4 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: 2.7935e-04s............................. -Permuted Duration: 2.7371e-04s............................. -Identity active_nodes: 31 ...................................... -Permuted active_nodes: 31 ...................................... -Identity max_nodes: 62 ...................................... -Permuted max_nodes: 62 ...................................... -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/realamprandom_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/realamprandom_indep_qiskit_all.txt deleted file mode 100644 index 57f93846..00000000 --- a/test/BenchmarkQuasm/results/realamprandom_indep_qiskit_all.txt +++ /dev/null @@ -1,3843 +0,0 @@ -Start Simulation of realamprandom_indep_qiskit_2__________________________________________________ - - i: 0 1 - 1: ry | p: (4.84635) - 2: | ry p: (0.130388) - 3: c x - 4: ry | p: (3.98133) - 5: | ry p: (4.70487) - 6: c x - 7: ry | p: (3.13221) - 8: | ry p: (1.41244) - 9: c x -10: ry | p: (1.24447) -11: | ry p: (4.77856) -12:======== -13: 0 | -14: | 1 - o: 0 1 -Total Permutations: 2 -Min time: 4.0398e-05s................. Permutation 1 : 0 -> 1|1 -> 0| -Max time: 4.6406e-05s................. Permutation 0 : 0 -> 0|1 -> 1| -Min active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Min max nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Max active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Max max nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -________________________________________________________________________________________________ - -2 permutations have 3 active nodes. -Index: 1 | Max_nodes: 6 | Time: 4.0398e-05s | 0 -> 1|1 -> 0| -Index: 0 | Max_nodes: 6 | Time: 4.6406e-05s | 0 -> 0|1 -> 1| - -........................... -Average time: 4.3402e-05s - -________________________________________________________________________________________________ - -2 permutations have 6 max nodes. -Index: 1 | Active_nodes: 3 | Time: 4.0398e-05s | 0 -> 1|1 -> 0| -Index: 0 | Active_nodes: 3 | Time: 4.6406e-05s | 0 -> 0|1 -> 1| - -........................... -Average time: 4.3402e-05s - -________________________________________________________________________________________________ - -execution time of: 4.0398e-05s: Index: 1 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 1|1 -> 0| - -execution time of: 4.6406e-05s: Index: 0 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 0|1 -> 1| - -________________________________________________________________________________________________ - -Start Simulation of realamprandom_indep_qiskit_3__________________________________________________ - -.i:...0...1...2 -.1:..ry...|...| p: (4.8464e+00) -.2:...|..ry...| p: (1.3039e-01) -.3:...c...x...| -.4:...|...|..ry p: (3.9813e+00) -.5:...c...|...x -.6:..ry...|...| p: (4.7049e+00) -.7:...|...c...x -.8:...|..ry...| p: (3.1322e+00) -.9:...c...x...| -10:...|...|..ry p: (1.4124e+00) -11:...c...|...x -12:..ry...|...| p: (1.2445e+00) -13:...|...c...x -14:...|..ry...| p: (4.7786e+00) -15:...c...x...| -16:...|...|..ry p: (1.0626e+00) -17:...c...|...x -18:..ry...|...| p: (5.5506e-01) -19:...|...c...x -20:...|..ry...| p: (4.3062e+00) -21:...|...|..ry p: (5.9903e+00) -22:============ -23:...0...|...| -24:...|...1...| -25:...|...|...2 -.o:...0...1...2 -Total Permutations: 6 -Min time: 8.5628e-05s................. Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| -Max time: 1.0878e-04s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Min active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Min max nodes: 14 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max max nodes: 14 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -________________________________________________________________________________________________ - -6 permutations have 7 active nodes. -Index: 5 | Max_nodes: 14 | Time: 8.5628e-05s | 0 -> 2|1 -> 1|2 -> 0| -Index: 4 | Max_nodes: 14 | Time: 9.2767e-05s | 0 -> 2|1 -> 0|2 -> 1| -Index: 3 | Max_nodes: 14 | Time: 9.3693e-05s | 0 -> 1|1 -> 2|2 -> 0| -Index: 2 | Max_nodes: 14 | Time: 1.0066e-04s | 0 -> 1|1 -> 0|2 -> 2| -Index: 1 | Max_nodes: 14 | Time: 1.0461e-04s | 0 -> 0|1 -> 2|2 -> 1| -Index: 0 | Max_nodes: 14 | Time: 1.0878e-04s | 0 -> 0|1 -> 1|2 -> 2| - -........................... -Average time: 9.7689e-05s - -________________________________________________________________________________________________ - -6 permutations have 14 max nodes. -Index: 5 | Active_nodes: 7 | Time: 8.5628e-05s | 0 -> 2|1 -> 1|2 -> 0| -Index: 4 | Active_nodes: 7 | Time: 9.2767e-05s | 0 -> 2|1 -> 0|2 -> 1| -Index: 3 | Active_nodes: 7 | Time: 9.3693e-05s | 0 -> 1|1 -> 2|2 -> 0| -Index: 2 | Active_nodes: 7 | Time: 1.0066e-04s | 0 -> 1|1 -> 0|2 -> 2| -Index: 1 | Active_nodes: 7 | Time: 1.0461e-04s | 0 -> 0|1 -> 2|2 -> 1| -Index: 0 | Active_nodes: 7 | Time: 1.0878e-04s | 0 -> 0|1 -> 1|2 -> 2| - -........................... -Average time: 9.7689e-05s - -________________________________________________________________________________________________ - -execution time of: 8.5628e-05s: Index: 5 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 0| - -execution time of: 9.2767e-05s: Index: 4 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 1| - -execution time of: 9.3693e-05s: Index: 3 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 0| - -execution time of: 1.0066e-04s: Index: 2 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 2| - -execution time of: 1.0461e-04s: Index: 1 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 1| - -execution time of: 1.0878e-04s: Index: 0 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 2| - -________________________________________________________________________________________________ - -Start Simulation of realamprandom_indep_qiskit_4__________________________________________________ - -.i:...0...1...2...3 -.1:..ry...|...|...| p: (4.8464e+00) -.2:...|..ry...|...| p: (1.3039e-01) -.3:...c...x...|...| -.4:...|...|..ry...| p: (3.9813e+00) -.5:...c...|...x...| -.6:...|...c...x...| -.7:...|...|...|..ry p: (4.7049e+00) -.8:...c...|...|...x -.9:..ry...|...|...| p: (3.1322e+00) -10:...|...c...|...x -11:...|..ry...|...| p: (1.4124e+00) -12:...c...x...|...| -13:...|...|...c...x -14:...|...|..ry...| p: (1.2445e+00) -15:...c...|...x...| -16:...|...c...x...| -17:...|...|...|..ry p: (4.7786e+00) -18:...c...|...|...x -19:..ry...|...|...| p: (1.0626e+00) -20:...|...c...|...x -21:...|..ry...|...| p: (5.5506e-01) -22:...c...x...|...| -23:...|...|...c...x -24:...|...|..ry...| p: (4.3062e+00) -25:...c...|...x...| -26:...|...c...x...| -27:...|...|...|..ry p: (5.9903e+00) -28:...c...|...|...x -29:..ry...|...|...| p: (2.4808e-02) -30:...|...c...|...x -31:...|..ry...|...| p: (3.2182e+00) -32:...|...|...c...x -33:...|...|..ry...| p: (5.1058e+00) -34:...|...|...|..ry p: (3.8486e+00) -35:================ -36:...0...|...|...| -37:...|...1...|...| -38:...|...|...2...| -39:...|...|...|...3 -.o:...0...1...2...3 -Total Permutations: 24 -Min time: 1.7083e-04s................. Permutation 23 : 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -Max time: 2.3094e-04s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Min active nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Min max nodes: 30 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Max active nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Max max nodes: 30 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -________________________________________________________________________________________________ - -24 permutations have 15 active nodes. -Index: 23 | Max_nodes: 30 | Time: 1.7083e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -Index: 17 | Max_nodes: 30 | Time: 1.7855e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -Index: 22 | Max_nodes: 30 | Time: 1.8094e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| -Index: 21 | Max_nodes: 30 | Time: 1.8131e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| -Index: 16 | Max_nodes: 30 | Time: 1.8599e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| -Index: 15 | Max_nodes: 30 | Time: 1.8612e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -Index: 20 | Max_nodes: 30 | Time: 1.8761e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -Index: 11 | Max_nodes: 30 | Time: 1.8794e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -Index: 19 | Max_nodes: 30 | Time: 1.9002e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| -Index: 14 | Max_nodes: 30 | Time: 1.9425e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -Index: 9 | Max_nodes: 30 | Time: 1.9462e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -Index: 10 | Max_nodes: 30 | Time: 1.9539e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| -Index: 18 | Max_nodes: 30 | Time: 1.9591e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| -Index: 13 | Max_nodes: 30 | Time: 1.9658e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| -Index: 8 | Max_nodes: 30 | Time: 1.9991e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| -Index: 5 | Max_nodes: 30 | Time: 2.0029e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| -Index: 12 | Max_nodes: 30 | Time: 2.0281e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -Index: 4 | Max_nodes: 30 | Time: 2.0926e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -Index: 3 | Max_nodes: 30 | Time: 2.0939e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -Index: 6 | Max_nodes: 30 | Time: 2.0995e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -Index: 7 | Max_nodes: 30 | Time: 2.1116e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -Index: 2 | Max_nodes: 30 | Time: 2.1711e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -Index: 1 | Max_nodes: 30 | Time: 2.2197e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -Index: 0 | Max_nodes: 30 | Time: 2.3094e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| - -........................... -Average time: 1.9745e-04s - -________________________________________________________________________________________________ - -24 permutations have 30 max nodes. -Index: 23 | Active_nodes: 15 | Time: 1.7083e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -Index: 17 | Active_nodes: 15 | Time: 1.7855e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -Index: 22 | Active_nodes: 15 | Time: 1.8094e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| -Index: 21 | Active_nodes: 15 | Time: 1.8131e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| -Index: 16 | Active_nodes: 15 | Time: 1.8599e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| -Index: 15 | Active_nodes: 15 | Time: 1.8612e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -Index: 20 | Active_nodes: 15 | Time: 1.8761e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -Index: 11 | Active_nodes: 15 | Time: 1.8794e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -Index: 19 | Active_nodes: 15 | Time: 1.9002e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| -Index: 14 | Active_nodes: 15 | Time: 1.9425e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -Index: 9 | Active_nodes: 15 | Time: 1.9462e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -Index: 10 | Active_nodes: 15 | Time: 1.9539e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| -Index: 18 | Active_nodes: 15 | Time: 1.9591e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| -Index: 13 | Active_nodes: 15 | Time: 1.9658e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| -Index: 8 | Active_nodes: 15 | Time: 1.9991e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| -Index: 5 | Active_nodes: 15 | Time: 2.0029e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| -Index: 12 | Active_nodes: 15 | Time: 2.0281e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -Index: 4 | Active_nodes: 15 | Time: 2.0926e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -Index: 3 | Active_nodes: 15 | Time: 2.0939e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -Index: 6 | Active_nodes: 15 | Time: 2.0995e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -Index: 7 | Active_nodes: 15 | Time: 2.1116e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -Index: 2 | Active_nodes: 15 | Time: 2.1711e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -Index: 1 | Active_nodes: 15 | Time: 2.2197e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -Index: 0 | Active_nodes: 15 | Time: 2.3094e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| - -........................... -Average time: 1.9745e-04s - -________________________________________________________________________________________________ - -execution time of: 1.7083e-04s: Index: 23 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| - -execution time of: 1.7855e-04s: Index: 17 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| - -execution time of: 1.8094e-04s: Index: 22 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| - -execution time of: 1.8131e-04s: Index: 21 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| - -execution time of: 1.8599e-04s: Index: 16 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| - -execution time of: 1.8612e-04s: Index: 15 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| - -execution time of: 1.8761e-04s: Index: 20 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| - -execution time of: 1.8794e-04s: Index: 11 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| - -execution time of: 1.9002e-04s: Index: 19 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| - -execution time of: 1.9425e-04s: Index: 14 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| - -execution time of: 1.9462e-04s: Index: 9 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| - -execution time of: 1.9539e-04s: Index: 10 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| - -execution time of: 1.9591e-04s: Index: 18 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| - -execution time of: 1.9658e-04s: Index: 13 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| - -execution time of: 1.9991e-04s: Index: 8 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| - -execution time of: 2.0029e-04s: Index: 5 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| - -execution time of: 2.0281e-04s: Index: 12 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| - -execution time of: 2.0926e-04s: Index: 4 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| - -execution time of: 2.0939e-04s: Index: 3 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| - -execution time of: 2.0995e-04s: Index: 6 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| - -execution time of: 2.1116e-04s: Index: 7 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| - -execution time of: 2.1711e-04s: Index: 2 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| - -execution time of: 2.2197e-04s: Index: 1 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| - -execution time of: 2.3094e-04s: Index: 0 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| - -________________________________________________________________________________________________ - -Start Simulation of realamprandom_indep_qiskit_5__________________________________________________ - -.i:...0...1...2...3...4 -.1:..ry...|...|...|...| p: (4.8464e+00) -.2:...|..ry...|...|...| p: (1.3039e-01) -.3:...c...x...|...|...| -.4:...|...|..ry...|...| p: (3.9813e+00) -.5:...c...|...x...|...| -.6:...|...c...x...|...| -.7:...|...|...|..ry...| p: (4.7049e+00) -.8:...c...|...|...x...| -.9:...|...c...|...x...| -10:...|...|...c...x...| -11:...|...|...|...|..ry p: (3.1322e+00) -12:...c...|...|...|...x -13:..ry...|...|...|...| p: (1.4124e+00) -14:...|...c...|...|...x -15:...|..ry...|...|...| p: (1.2445e+00) -16:...c...x...|...|...| -17:...|...|...c...|...x -18:...|...|..ry...|...| p: (4.7786e+00) -19:...c...|...x...|...| -20:...|...c...x...|...| -21:...|...|...|...c...x -22:...|...|...|..ry...| p: (1.0626e+00) -23:...c...|...|...x...| -24:...|...c...|...x...| -25:...|...|...c...x...| -26:...|...|...|...|..ry p: (5.5506e-01) -27:...c...|...|...|...x -28:..ry...|...|...|...| p: (4.3062e+00) -29:...|...c...|...|...x -30:...|..ry...|...|...| p: (5.9903e+00) -31:...c...x...|...|...| -32:...|...|...c...|...x -33:...|...|..ry...|...| p: (2.4808e-02) -34:...c...|...x...|...| -35:...|...c...x...|...| -36:...|...|...|...c...x -37:...|...|...|..ry...| p: (3.2182e+00) -38:...c...|...|...x...| -39:...|...c...|...x...| -40:...|...|...c...x...| -41:...|...|...|...|..ry p: (5.1058e+00) -42:...c...|...|...|...x -43:..ry...|...|...|...| p: (3.8486e+00) -44:...|...c...|...|...x -45:...|..ry...|...|...| p: (4.5349e+00) -46:...|...|...c...|...x -47:...|...|..ry...|...| p: (1.8339e+00) -48:...|...|...|...c...x -49:...|...|...|..ry...| p: (5.7665e+00) -50:...|...|...|...|..ry p: (4.4898e+00) -51:==================== -52:...0...|...|...|...| -53:...|...1...|...|...| -54:...|...|...2...|...| -55:...|...|...|...3...| -56:...|...|...|...|...4 -.o:...0...1...2...3...4 -Total Permutations: 120 -Min time: 3.4088e-04s................. Permutation 119: 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -Max time: 4.4496e-04s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Min active nodes: 31 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Min max nodes: 62 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Max active nodes: 31 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Max max nodes: 62 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -________________________________________________________________________________________________ - -120 permutations have 31 active nodes. -Index: 119 | Max_nodes: 62 | Time: 3.4088e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -Index: 95 | Max_nodes: 62 | Time: 3.4681e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -Index: 117 | Max_nodes: 62 | Time: 3.4716e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -Index: 94 | Max_nodes: 62 | Time: 3.5077e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -Index: 89 | Max_nodes: 62 | Time: 3.5584e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -Index: 118 | Max_nodes: 62 | Time: 3.5692e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -Index: 116 | Max_nodes: 62 | Time: 3.5715e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -Index: 93 | Max_nodes: 62 | Time: 3.5717e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -Index: 113 | Max_nodes: 62 | Time: 3.5761e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -Index: 115 | Max_nodes: 62 | Time: 3.5858e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -Index: 71 | Max_nodes: 62 | Time: 3.6063e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -Index: 92 | Max_nodes: 62 | Time: 3.6234e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -Index: 112 | Max_nodes: 62 | Time: 3.6246e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -Index: 65 | Max_nodes: 62 | Time: 3.6272e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -Index: 70 | Max_nodes: 62 | Time: 3.6362e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -Index: 114 | Max_nodes: 62 | Time: 3.6441e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -Index: 111 | Max_nodes: 62 | Time: 3.6451e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -Index: 110 | Max_nodes: 62 | Time: 3.6518e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -Index: 91 | Max_nodes: 62 | Time: 3.6602e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -Index: 69 | Max_nodes: 62 | Time: 3.6641e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -Index: 87 | Max_nodes: 62 | Time: 3.6699e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -Index: 64 | Max_nodes: 62 | Time: 3.6764e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -Index: 107 | Max_nodes: 62 | Time: 3.6774e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -Index: 83 | Max_nodes: 62 | Time: 3.6899e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -Index: 109 | Max_nodes: 62 | Time: 3.6919e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -Index: 105 | Max_nodes: 62 | Time: 3.6985e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -Index: 63 | Max_nodes: 62 | Time: 3.7036e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -Index: 88 | Max_nodes: 62 | Time: 3.7069e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -Index: 106 | Max_nodes: 62 | Time: 3.7080e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -Index: 90 | Max_nodes: 62 | Time: 3.7181e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -Index: 86 | Max_nodes: 62 | Time: 3.7329e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -Index: 68 | Max_nodes: 62 | Time: 3.7341e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -Index: 47 | Max_nodes: 62 | Time: 3.7385e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -Index: 82 | Max_nodes: 62 | Time: 3.7587e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -Index: 59 | Max_nodes: 62 | Time: 3.7633e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -Index: 81 | Max_nodes: 62 | Time: 3.7640e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -Index: 108 | Max_nodes: 62 | Time: 3.7717e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -Index: 67 | Max_nodes: 62 | Time: 3.7763e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -Index: 85 | Max_nodes: 62 | Time: 3.7781e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -Index: 45 | Max_nodes: 62 | Time: 3.7809e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -Index: 104 | Max_nodes: 62 | Time: 3.7862e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -Index: 62 | Max_nodes: 62 | Time: 3.7939e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -Index: 46 | Max_nodes: 62 | Time: 3.8058e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -Index: 101 | Max_nodes: 62 | Time: 3.8070e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -Index: 57 | Max_nodes: 62 | Time: 3.8205e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -Index: 41 | Max_nodes: 62 | Time: 3.8220e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -Index: 39 | Max_nodes: 62 | Time: 3.8267e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -Index: 61 | Max_nodes: 62 | Time: 3.8269e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -Index: 103 | Max_nodes: 62 | Time: 3.8316e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -Index: 84 | Max_nodes: 62 | Time: 3.8400e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -Index: 58 | Max_nodes: 62 | Time: 3.8413e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -Index: 80 | Max_nodes: 62 | Time: 3.8492e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -Index: 77 | Max_nodes: 62 | Time: 3.8574e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -Index: 99 | Max_nodes: 62 | Time: 3.8578e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -Index: 44 | Max_nodes: 62 | Time: 3.8621e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -Index: 40 | Max_nodes: 62 | Time: 3.8630e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -Index: 102 | Max_nodes: 62 | Time: 3.8642e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -Index: 66 | Max_nodes: 62 | Time: 3.8687e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -Index: 100 | Max_nodes: 62 | Time: 3.8736e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -Index: 79 | Max_nodes: 62 | Time: 3.8754e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -Index: 60 | Max_nodes: 62 | Time: 3.8928e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -Index: 35 | Max_nodes: 62 | Time: 3.9027e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -Index: 38 | Max_nodes: 62 | Time: 3.9095e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -Index: 98 | Max_nodes: 62 | Time: 3.9117e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -Index: 76 | Max_nodes: 62 | Time: 3.9209e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -Index: 56 | Max_nodes: 62 | Time: 3.9236e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -Index: 78 | Max_nodes: 62 | Time: 3.9270e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -Index: 34 | Max_nodes: 62 | Time: 3.9324e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -Index: 23 | Max_nodes: 62 | Time: 3.9326e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -Index: 97 | Max_nodes: 62 | Time: 3.9343e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -Index: 75 | Max_nodes: 62 | Time: 3.9461e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -Index: 43 | Max_nodes: 62 | Time: 3.9503e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -Index: 37 | Max_nodes: 62 | Time: 3.9673e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -Index: 32 | Max_nodes: 62 | Time: 3.9696e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -Index: 74 | Max_nodes: 62 | Time: 3.9789e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -Index: 22 | Max_nodes: 62 | Time: 3.9922e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -Index: 53 | Max_nodes: 62 | Time: 3.9935e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -Index: 17 | Max_nodes: 62 | Time: 3.9983e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -Index: 52 | Max_nodes: 62 | Time: 3.9994e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -Index: 96 | Max_nodes: 62 | Time: 3.9995e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -Index: 54 | Max_nodes: 62 | Time: 4.0007e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -Index: 21 | Max_nodes: 62 | Time: 4.0055e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -Index: 55 | Max_nodes: 62 | Time: 4.0064e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -Index: 73 | Max_nodes: 62 | Time: 4.0105e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -Index: 36 | Max_nodes: 62 | Time: 4.0251e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -Index: 42 | Max_nodes: 62 | Time: 4.0307e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -Index: 51 | Max_nodes: 62 | Time: 4.0312e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -Index: 16 | Max_nodes: 62 | Time: 4.0345e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -Index: 72 | Max_nodes: 62 | Time: 4.0397e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -Index: 20 | Max_nodes: 62 | Time: 4.0543e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -Index: 11 | Max_nodes: 62 | Time: 4.0578e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -Index: 15 | Max_nodes: 62 | Time: 4.0580e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -Index: 49 | Max_nodes: 62 | Time: 4.0586e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -Index: 19 | Max_nodes: 62 | Time: 4.0631e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -Index: 50 | Max_nodes: 62 | Time: 4.0634e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -Index: 29 | Max_nodes: 62 | Time: 4.0802e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -Index: 14 | Max_nodes: 62 | Time: 4.0961e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -Index: 30 | Max_nodes: 62 | Time: 4.0961e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -Index: 9 | Max_nodes: 62 | Time: 4.1019e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -Index: 27 | Max_nodes: 62 | Time: 4.1125e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -Index: 18 | Max_nodes: 62 | Time: 4.1142e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -Index: 48 | Max_nodes: 62 | Time: 4.1158e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -Index: 10 | Max_nodes: 62 | Time: 4.1179e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -Index: 28 | Max_nodes: 62 | Time: 4.1222e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -Index: 13 | Max_nodes: 62 | Time: 4.1253e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -Index: 31 | Max_nodes: 62 | Time: 4.1355e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -Index: 25 | Max_nodes: 62 | Time: 4.1533e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -Index: 12 | Max_nodes: 62 | Time: 4.1599e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -Index: 8 | Max_nodes: 62 | Time: 4.1617e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -Index: 5 | Max_nodes: 62 | Time: 4.1618e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -Index: 26 | Max_nodes: 62 | Time: 4.1635e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -Index: 7 | Max_nodes: 62 | Time: 4.1836e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -Index: 4 | Max_nodes: 62 | Time: 4.1925e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -Index: 24 | Max_nodes: 62 | Time: 4.1954e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -Index: 3 | Max_nodes: 62 | Time: 4.2212e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -Index: 6 | Max_nodes: 62 | Time: 4.2364e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -Index: 33 | Max_nodes: 62 | Time: 4.2411e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -Index: 1 | Max_nodes: 62 | Time: 4.2412e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -Index: 2 | Max_nodes: 62 | Time: 4.2456e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -Index: 0 | Max_nodes: 62 | Time: 4.4496e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| - -........................... -Average time: 3.8894e-04s - -________________________________________________________________________________________________ - -120 permutations have 62 max nodes. -Index: 119 | Active_nodes: 31 | Time: 3.4088e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -Index: 95 | Active_nodes: 31 | Time: 3.4681e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -Index: 117 | Active_nodes: 31 | Time: 3.4716e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -Index: 94 | Active_nodes: 31 | Time: 3.5077e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -Index: 89 | Active_nodes: 31 | Time: 3.5584e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -Index: 118 | Active_nodes: 31 | Time: 3.5692e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -Index: 116 | Active_nodes: 31 | Time: 3.5715e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -Index: 93 | Active_nodes: 31 | Time: 3.5717e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -Index: 113 | Active_nodes: 31 | Time: 3.5761e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -Index: 115 | Active_nodes: 31 | Time: 3.5858e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -Index: 71 | Active_nodes: 31 | Time: 3.6063e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -Index: 92 | Active_nodes: 31 | Time: 3.6234e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -Index: 112 | Active_nodes: 31 | Time: 3.6246e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -Index: 65 | Active_nodes: 31 | Time: 3.6272e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -Index: 70 | Active_nodes: 31 | Time: 3.6362e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -Index: 114 | Active_nodes: 31 | Time: 3.6441e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -Index: 111 | Active_nodes: 31 | Time: 3.6451e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -Index: 110 | Active_nodes: 31 | Time: 3.6518e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -Index: 91 | Active_nodes: 31 | Time: 3.6602e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -Index: 69 | Active_nodes: 31 | Time: 3.6641e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -Index: 87 | Active_nodes: 31 | Time: 3.6699e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -Index: 64 | Active_nodes: 31 | Time: 3.6764e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -Index: 107 | Active_nodes: 31 | Time: 3.6774e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -Index: 83 | Active_nodes: 31 | Time: 3.6899e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -Index: 109 | Active_nodes: 31 | Time: 3.6919e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -Index: 105 | Active_nodes: 31 | Time: 3.6985e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -Index: 63 | Active_nodes: 31 | Time: 3.7036e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -Index: 88 | Active_nodes: 31 | Time: 3.7069e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -Index: 106 | Active_nodes: 31 | Time: 3.7080e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -Index: 90 | Active_nodes: 31 | Time: 3.7181e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -Index: 86 | Active_nodes: 31 | Time: 3.7329e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -Index: 68 | Active_nodes: 31 | Time: 3.7341e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -Index: 47 | Active_nodes: 31 | Time: 3.7385e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -Index: 82 | Active_nodes: 31 | Time: 3.7587e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -Index: 59 | Active_nodes: 31 | Time: 3.7633e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -Index: 81 | Active_nodes: 31 | Time: 3.7640e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -Index: 108 | Active_nodes: 31 | Time: 3.7717e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -Index: 67 | Active_nodes: 31 | Time: 3.7763e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -Index: 85 | Active_nodes: 31 | Time: 3.7781e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -Index: 45 | Active_nodes: 31 | Time: 3.7809e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -Index: 104 | Active_nodes: 31 | Time: 3.7862e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -Index: 62 | Active_nodes: 31 | Time: 3.7939e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -Index: 46 | Active_nodes: 31 | Time: 3.8058e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -Index: 101 | Active_nodes: 31 | Time: 3.8070e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -Index: 57 | Active_nodes: 31 | Time: 3.8205e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -Index: 41 | Active_nodes: 31 | Time: 3.8220e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -Index: 39 | Active_nodes: 31 | Time: 3.8267e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -Index: 61 | Active_nodes: 31 | Time: 3.8269e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -Index: 103 | Active_nodes: 31 | Time: 3.8316e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -Index: 84 | Active_nodes: 31 | Time: 3.8400e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -Index: 58 | Active_nodes: 31 | Time: 3.8413e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -Index: 80 | Active_nodes: 31 | Time: 3.8492e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -Index: 77 | Active_nodes: 31 | Time: 3.8574e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -Index: 99 | Active_nodes: 31 | Time: 3.8578e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -Index: 44 | Active_nodes: 31 | Time: 3.8621e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -Index: 40 | Active_nodes: 31 | Time: 3.8630e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -Index: 102 | Active_nodes: 31 | Time: 3.8642e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -Index: 66 | Active_nodes: 31 | Time: 3.8687e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -Index: 100 | Active_nodes: 31 | Time: 3.8736e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -Index: 79 | Active_nodes: 31 | Time: 3.8754e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -Index: 60 | Active_nodes: 31 | Time: 3.8928e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -Index: 35 | Active_nodes: 31 | Time: 3.9027e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -Index: 38 | Active_nodes: 31 | Time: 3.9095e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -Index: 98 | Active_nodes: 31 | Time: 3.9117e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -Index: 76 | Active_nodes: 31 | Time: 3.9209e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -Index: 56 | Active_nodes: 31 | Time: 3.9236e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -Index: 78 | Active_nodes: 31 | Time: 3.9270e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -Index: 34 | Active_nodes: 31 | Time: 3.9324e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -Index: 23 | Active_nodes: 31 | Time: 3.9326e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -Index: 97 | Active_nodes: 31 | Time: 3.9343e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -Index: 75 | Active_nodes: 31 | Time: 3.9461e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -Index: 43 | Active_nodes: 31 | Time: 3.9503e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -Index: 37 | Active_nodes: 31 | Time: 3.9673e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -Index: 32 | Active_nodes: 31 | Time: 3.9696e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -Index: 74 | Active_nodes: 31 | Time: 3.9789e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -Index: 22 | Active_nodes: 31 | Time: 3.9922e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -Index: 53 | Active_nodes: 31 | Time: 3.9935e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -Index: 17 | Active_nodes: 31 | Time: 3.9983e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -Index: 52 | Active_nodes: 31 | Time: 3.9994e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -Index: 96 | Active_nodes: 31 | Time: 3.9995e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -Index: 54 | Active_nodes: 31 | Time: 4.0007e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -Index: 21 | Active_nodes: 31 | Time: 4.0055e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -Index: 55 | Active_nodes: 31 | Time: 4.0064e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -Index: 73 | Active_nodes: 31 | Time: 4.0105e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -Index: 36 | Active_nodes: 31 | Time: 4.0251e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -Index: 42 | Active_nodes: 31 | Time: 4.0307e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -Index: 51 | Active_nodes: 31 | Time: 4.0312e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -Index: 16 | Active_nodes: 31 | Time: 4.0345e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -Index: 72 | Active_nodes: 31 | Time: 4.0397e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -Index: 20 | Active_nodes: 31 | Time: 4.0543e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -Index: 11 | Active_nodes: 31 | Time: 4.0578e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -Index: 15 | Active_nodes: 31 | Time: 4.0580e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -Index: 49 | Active_nodes: 31 | Time: 4.0586e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -Index: 19 | Active_nodes: 31 | Time: 4.0631e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -Index: 50 | Active_nodes: 31 | Time: 4.0634e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -Index: 29 | Active_nodes: 31 | Time: 4.0802e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -Index: 14 | Active_nodes: 31 | Time: 4.0961e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -Index: 30 | Active_nodes: 31 | Time: 4.0961e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -Index: 9 | Active_nodes: 31 | Time: 4.1019e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -Index: 27 | Active_nodes: 31 | Time: 4.1125e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -Index: 18 | Active_nodes: 31 | Time: 4.1142e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -Index: 48 | Active_nodes: 31 | Time: 4.1158e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -Index: 10 | Active_nodes: 31 | Time: 4.1179e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -Index: 28 | Active_nodes: 31 | Time: 4.1222e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -Index: 13 | Active_nodes: 31 | Time: 4.1253e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -Index: 31 | Active_nodes: 31 | Time: 4.1355e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -Index: 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4.2412e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -Index: 2 | Active_nodes: 31 | Time: 4.2456e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -Index: 0 | Active_nodes: 31 | Time: 4.4496e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| - -........................... -Average time: 3.8894e-04s - -________________________________________________________________________________________________ - -execution time of: 3.4088e-04s: Index: 119 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| - -execution time of: 3.4681e-04s: Index: 95 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| - -execution time of: 3.4716e-04s: Index: 117 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| - -execution time of: 3.5077e-04s: Index: 94 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| - -execution time of: 3.5584e-04s: Index: 89 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| - -execution time of: 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-> 3|2 -> 4|3 -> 0|4 -> 2| - -execution time of: 3.8642e-04s: Index: 102 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| - -execution time of: 3.8687e-04s: Index: 66 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| - -execution time of: 3.8736e-04s: Index: 100 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| - -execution time of: 3.8754e-04s: Index: 79 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| - -execution time of: 3.8928e-04s: Index: 60 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| - -execution time of: 3.9027e-04s: Index: 35 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| - -execution time of: 3.9095e-04s: Index: 38 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| - -execution time of: 3.9117e-04s: Index: 98 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| - -execution time of: 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time of: 4.0055e-04s: Index: 21 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| - -execution time of: 4.0064e-04s: Index: 55 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| - -execution time of: 4.0105e-04s: Index: 73 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| - -execution time of: 4.0251e-04s: Index: 36 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| - -execution time of: 4.0307e-04s: Index: 42 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| - -execution time of: 4.0312e-04s: Index: 51 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| - -execution time of: 4.0345e-04s: Index: 16 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| - -execution time of: 4.0397e-04s: Index: 72 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| - -execution time of: 4.0543e-04s: Index: 20 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| - -execution time of: 4.0578e-04s: Index: 11 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| - -execution time of: 4.0580e-04s: Index: 15 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| - -execution time of: 4.0586e-04s: Index: 49 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| - -execution time of: 4.0631e-04s: Index: 19 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| - -execution time of: 4.0634e-04s: Index: 50 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| - -execution time of: 4.0802e-04s: Index: 29 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| - -execution time of: 4.0961e-04s: Index: 14 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| - -execution time of: 4.0961e-04s: Index: 30 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| - -execution time of: 4.1019e-04s: Index: 9 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| - -execution time of: 4.1125e-04s: Index: 27 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| - -execution time of: 4.1142e-04s: Index: 18 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| - -execution time of: 4.1158e-04s: Index: 48 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| - -execution time of: 4.1179e-04s: Index: 10 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| - -execution time of: 4.1222e-04s: Index: 28 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| - -execution time of: 4.1253e-04s: Index: 13 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| - -execution time of: 4.1355e-04s: Index: 31 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| - -execution time of: 4.1533e-04s: Index: 25 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| - -execution time of: 4.1599e-04s: Index: 12 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| - -execution time of: 4.1617e-04s: Index: 8 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| - -execution time of: 4.1618e-04s: Index: 5 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| - -execution time of: 4.1635e-04s: Index: 26 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| - -execution time of: 4.1836e-04s: Index: 7 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| - -execution time of: 4.1925e-04s: Index: 4 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| - -execution time of: 4.1954e-04s: Index: 24 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| - -execution time of: 4.2212e-04s: Index: 3 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| - -execution time of: 4.2364e-04s: Index: 6 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| - -execution time of: 4.2411e-04s: Index: 33 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| - -execution time of: 4.2412e-04s: Index: 1 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| - -execution time of: 4.2456e-04s: Index: 2 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| - -execution time of: 4.4496e-04s: Index: 0 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| - -________________________________________________________________________________________________ - -Start Simulation of realamprandom_indep_qiskit_6__________________________________________________ - -.i:...0...1...2...3...4...5 -.1:..ry...|...|...|...|...| p: (4.8464e+00) -.2:...|..ry...|...|...|...| p: (1.3039e-01) -.3:...c...x...|...|...|...| -.4:...|...|..ry...|...|...| p: (3.9813e+00) -.5:...c...|...x...|...|...| -.6:...|...c...x...|...|...| -.7:...|...|...|..ry...|...| p: (4.7049e+00) -.8:...c...|...|...x...|...| -.9:...|...c...|...x...|...| -10:...|...|...c...x...|...| -11:...|...|...|...|..ry...| p: (3.1322e+00) -12:...c...|...|...|...x...| -13:...|...c...|...|...x...| -14:...|...|...c...|...x...| -15:...|...|...|...c...x...| -16:...|...|...|...|...|..ry p: (1.4124e+00) -17:...c...|...|...|...|...x -18:..ry...|...|...|...|...| p: (1.2445e+00) -19:...|...c...|...|...|...x -20:...|..ry...|...|...|...| p: (4.7786e+00) -21:...c...x...|...|...|...| -22:...|...|...c...|...|...x -23:...|...|..ry...|...|...| p: (1.0626e+00) -24:...c...|...x...|...|...| -25:...|...c...x...|...|...| -26:...|...|...|...c...|...x -27:...|...|...|..ry...|...| p: (5.5506e-01) -28:...c...|...|...x...|...| -29:...|...c...|...x...|...| -30:...|...|...c...x...|...| -31:...|...|...|...|...c...x -32:...|...|...|...|..ry...| p: (4.3062e+00) -33:...c...|...|...|...x...| -34:...|...c...|...|...x...| -35:...|...|...c...|...x...| -36:...|...|...|...c...x...| -37:...|...|...|...|...|..ry p: (5.9903e+00) -38:...c...|...|...|...|...x -39:..ry...|...|...|...|...| p: (2.4808e-02) -40:...|...c...|...|...|...x -41:...|..ry...|...|...|...| p: (3.2182e+00) -42:...c...x...|...|...|...| -43:...|...|...c...|...|...x -44:...|...|..ry...|...|...| p: (5.1058e+00) -45:...c...|...x...|...|...| -46:...|...c...x...|...|...| -47:...|...|...|...c...|...x -48:...|...|...|..ry...|...| p: (3.8486e+00) -49:...c...|...|...x...|...| -50:...|...c...|...x...|...| -51:...|...|...c...x...|...| -52:...|...|...|...|...c...x -53:...|...|...|...|..ry...| p: (4.5349e+00) -54:...c...|...|...|...x...| -55:...|...c...|...|...x...| -56:...|...|...c...|...x...| -57:...|...|...|...c...x...| -58:...|...|...|...|...|..ry p: (1.8339e+00) -59:...c...|...|...|...|...x -60:..ry...|...|...|...|...| p: (5.7665e+00) -61:...|...c...|...|...|...x -62:...|..ry...|...|...|...| p: (4.4898e+00) -63:...|...|...c...|...|...x -64:...|...|..ry...|...|...| p: (3.4089e+00) -65:...|...|...|...c...|...x -66:...|...|...|..ry...|...| p: (8.9328e-01) -67:...|...|...|...|...c...x -68:...|...|...|...|..ry...| p: (2.3458e+00) -69:...|...|...|...|...|..ry p: (4.2357e+00) -70:======================== -71:...0...|...|...|...|...| -72:...|...1...|...|...|...| -73:...|...|...2...|...|...| -74:...|...|...|...3...|...| -75:...|...|...|...|...4...| -76:...|...|...|...|...|...5 -.o:...0...1...2...3...4...5 -Total Permutations: 720 -Min time: 6.6900e-04s................. Permutation 719: 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Max time: 1.5310e-03s................. Permutation 93 : 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Min active nodes: 63 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Min max nodes: 126 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Max active nodes: 63 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Max max nodes: 126 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -________________________________________________________________________________________________ - -720 permutations have 63 active nodes. -Index: 719 | Max_nodes: 126 | Time: 6.6900e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 599 | Max_nodes: 126 | Time: 6.7976e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 718 | Max_nodes: 126 | Time: 6.8114e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 717 | Max_nodes: 126 | Time: 6.8730e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 695 | Max_nodes: 126 | Time: 6.8833e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 593 | Max_nodes: 126 | Time: 6.8982e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 575 | Max_nodes: 126 | Time: 6.8989e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 597 | Max_nodes: 126 | Time: 6.9147e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 598 | Max_nodes: 126 | Time: 6.9227e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 713 | Max_nodes: 126 | Time: 6.9335e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 694 | Max_nodes: 126 | Time: 6.9355e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 479 | Max_nodes: 126 | Time: 6.9484e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 689 | Max_nodes: 126 | Time: 6.9623e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 711 | Max_nodes: 126 | Time: 6.9792e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 716 | Max_nodes: 126 | Time: 6.9835e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 455 | Max_nodes: 126 | Time: 6.9926e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 712 | Max_nodes: 126 | Time: 6.9952e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 478 | Max_nodes: 126 | Time: 7.0103e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 693 | Max_nodes: 126 | Time: 7.0130e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 592 | Max_nodes: 126 | Time: 7.0279e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 477 | Max_nodes: 126 | Time: 7.0294e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 596 | Max_nodes: 126 | Time: 7.0300e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 473 | Max_nodes: 126 | Time: 7.0303e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 707 | Max_nodes: 126 | Time: 7.0335e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 591 | Max_nodes: 126 | Time: 7.0408e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 574 | Max_nodes: 126 | Time: 7.0429e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 569 | Max_nodes: 126 | Time: 7.0437e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 671 | Max_nodes: 126 | Time: 7.0499e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 715 | Max_nodes: 126 | Time: 7.0555e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 688 | Max_nodes: 126 | Time: 7.0771e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 454 | Max_nodes: 126 | Time: 7.1037e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 587 | Max_nodes: 126 | Time: 7.1049e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 692 | Max_nodes: 126 | Time: 7.1111e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 710 | Max_nodes: 126 | Time: 7.1153e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 714 | Max_nodes: 126 | Time: 7.1188e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 449 | Max_nodes: 126 | Time: 7.1219e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 453 | Max_nodes: 126 | Time: 7.1226e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 706 | Max_nodes: 126 | Time: 7.1268e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 568 | Max_nodes: 126 | Time: 7.1305e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 670 | Max_nodes: 126 | Time: 7.1316e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 665 | Max_nodes: 126 | Time: 7.1355e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 595 | Max_nodes: 126 | Time: 7.1372e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 472 | Max_nodes: 126 | Time: 7.1460e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 683 | Max_nodes: 126 | Time: 7.1491e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 545 | Max_nodes: 126 | Time: 7.1564e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 687 | Max_nodes: 126 | Time: 7.1567e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 705 | Max_nodes: 126 | Time: 7.1576e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 594 | Max_nodes: 126 | Time: 7.1605e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 691 | Max_nodes: 126 | Time: 7.1639e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 476 | Max_nodes: 126 | Time: 7.1659e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 664 | Max_nodes: 126 | Time: 7.1667e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 590 | Max_nodes: 126 | Time: 7.1679e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 573 | Max_nodes: 126 | Time: 7.1684e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 551 | Max_nodes: 126 | Time: 7.1698e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 448 | Max_nodes: 126 | Time: 7.1769e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 572 | Max_nodes: 126 | Time: 7.1784e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 359 | Max_nodes: 126 | Time: 7.1800e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 686 | Max_nodes: 126 | Time: 7.1928e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 567 | Max_nodes: 126 | Time: 7.1940e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 471 | Max_nodes: 126 | Time: 7.1971e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 452 | Max_nodes: 126 | Time: 7.2022e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 550 | Max_nodes: 126 | Time: 7.2078e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 571 | Max_nodes: 126 | Time: 7.2091e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 589 | Max_nodes: 126 | Time: 7.2143e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 586 | Max_nodes: 126 | Time: 7.2217e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 704 | Max_nodes: 126 | Time: 7.2277e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 690 | Max_nodes: 126 | Time: 7.2282e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 709 | Max_nodes: 126 | Time: 7.2282e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 563 | Max_nodes: 126 | Time: 7.2408e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 425 | Max_nodes: 126 | Time: 7.2474e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 467 | Max_nodes: 126 | Time: 7.2499e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 335 | Max_nodes: 126 | Time: 7.2515e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 668 | Max_nodes: 126 | Time: 7.2643e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 566 | Max_nodes: 126 | Time: 7.2644e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 584 | Max_nodes: 126 | Time: 7.2645e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 353 | Max_nodes: 126 | Time: 7.2652e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 430 | Max_nodes: 126 | Time: 7.2695e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 708 | Max_nodes: 126 | Time: 7.2700e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 549 | Max_nodes: 126 | Time: 7.2733e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 570 | Max_nodes: 126 | Time: 7.2761e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 431 | Max_nodes: 126 | Time: 7.2772e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 329 | Max_nodes: 126 | Time: 7.2785e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 663 | Max_nodes: 126 | Time: 7.2891e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 562 | Max_nodes: 126 | Time: 7.2894e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 311 | Max_nodes: 126 | Time: 7.2914e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 357 | Max_nodes: 126 | Time: 7.2922e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 358 | Max_nodes: 126 | Time: 7.2926e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 701 | Max_nodes: 126 | Time: 7.2957e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 659 | Max_nodes: 126 | Time: 7.2967e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 475 | Max_nodes: 126 | Time: 7.2968e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 451 | Max_nodes: 126 | Time: 7.3006e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 685 | Max_nodes: 126 | Time: 7.3022e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 669 | Max_nodes: 126 | Time: 7.3031e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 585 | Max_nodes: 126 | Time: 7.3090e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 351 | Max_nodes: 126 | Time: 7.3144e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 443 | Max_nodes: 126 | Time: 7.3163e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 703 | Max_nodes: 126 | Time: 7.3174e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 470 | Max_nodes: 126 | Time: 7.3178e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 356 | Max_nodes: 126 | Time: 7.3204e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 681 | Max_nodes: 126 | Time: 7.3232e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 474 | Max_nodes: 126 | Time: 7.3258e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 352 | Max_nodes: 126 | Time: 7.3264e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 682 | Max_nodes: 126 | Time: 7.3264e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 466 | Max_nodes: 126 | Time: 7.3272e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 429 | Max_nodes: 126 | Time: 7.3302e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 447 | Max_nodes: 126 | Time: 7.3368e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 424 | Max_nodes: 126 | Time: 7.3415e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 544 | Max_nodes: 126 | Time: 7.3441e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 581 | Max_nodes: 126 | Time: 7.3460e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 662 | Max_nodes: 126 | Time: 7.3489e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 334 | Max_nodes: 126 | Time: 7.3516e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 469 | Max_nodes: 126 | Time: 7.3551e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 465 | Max_nodes: 126 | Time: 7.3557e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 305 | Max_nodes: 126 | Time: 7.3574e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 543 | Max_nodes: 126 | Time: 7.3619e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 583 | Max_nodes: 126 | Time: 7.3645e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 561 | Max_nodes: 126 | Time: 7.3667e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 667 | Max_nodes: 126 | Time: 7.3692e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 680 | Max_nodes: 126 | Time: 7.3704e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 565 | Max_nodes: 126 | Time: 7.3714e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 661 | Max_nodes: 126 | Time: 7.3816e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 464 | Max_nodes: 126 | Time: 7.3831e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 332 | Max_nodes: 126 | Time: 7.3842e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 548 | Max_nodes: 126 | Time: 7.3849e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 442 | Max_nodes: 126 | Time: 7.3884e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 328 | Max_nodes: 126 | Time: 7.3897e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 641 | Max_nodes: 126 | Time: 7.3915e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 658 | Max_nodes: 126 | Time: 7.3933e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 702 | Max_nodes: 126 | Time: 7.3965e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 699 | Max_nodes: 126 | Time: 7.3972e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 350 | Max_nodes: 126 | Time: 7.3983e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 468 | Max_nodes: 126 | Time: 7.4081e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 588 | Max_nodes: 126 | Time: 7.4083e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 684 | Max_nodes: 126 | Time: 7.4105e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 304 | Max_nodes: 126 | Time: 7.4117e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 441 | Max_nodes: 126 | Time: 7.4129e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 327 | Max_nodes: 126 | Time: 7.4146e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 446 | Max_nodes: 126 | Time: 7.4155e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 310 | Max_nodes: 126 | Time: 7.4164e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 539 | Max_nodes: 126 | Time: 7.4195e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 333 | Max_nodes: 126 | Time: 7.4234e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 347 | Max_nodes: 126 | Time: 7.4243e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 527 | Max_nodes: 126 | Time: 7.4250e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 428 | Max_nodes: 126 | Time: 7.4272e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 560 | Max_nodes: 126 | Time: 7.4285e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 303 | Max_nodes: 126 | Time: 7.4285e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 309 | Max_nodes: 126 | Time: 7.4294e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 666 | Max_nodes: 126 | Time: 7.4311e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 445 | Max_nodes: 126 | Time: 7.4377e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 564 | Max_nodes: 126 | Time: 7.4392e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 580 | Max_nodes: 126 | Time: 7.4396e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 537 | Max_nodes: 126 | Time: 7.4398e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 698 | Max_nodes: 126 | Time: 7.4482e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 657 | Max_nodes: 126 | Time: 7.4566e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 635 | Max_nodes: 126 | Time: 7.4595e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 542 | Max_nodes: 126 | Time: 7.4618e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 547 | Max_nodes: 126 | Time: 7.4631e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 423 | Max_nodes: 126 | Time: 7.4694e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 323 | Max_nodes: 126 | Time: 7.4713e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 355 | Max_nodes: 126 | Time: 7.4731e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 546 | Max_nodes: 126 | Time: 7.4756e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 582 | Max_nodes: 126 | Time: 7.4757e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 677 | Max_nodes: 126 | Time: 7.4802e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 331 | Max_nodes: 126 | Time: 7.4814e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 538 | Max_nodes: 126 | Time: 7.4817e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 444 | Max_nodes: 126 | Time: 7.4819e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 656 | Max_nodes: 126 | Time: 7.4843e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 346 | Max_nodes: 126 | Time: 7.4870e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 557 | Max_nodes: 126 | Time: 7.4891e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 660 | Max_nodes: 126 | Time: 7.4893e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 521 | Max_nodes: 126 | Time: 7.4896e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 579 | Max_nodes: 126 | Time: 7.4899e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 679 | Max_nodes: 126 | Time: 7.4914e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 678 | Max_nodes: 126 | Time: 7.4916e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 676 | Max_nodes: 126 | Time: 7.4916e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 640 | Max_nodes: 126 | Time: 7.4918e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 354 | Max_nodes: 126 | Time: 7.4939e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 239 | Max_nodes: 126 | Time: 7.4948e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 427 | Max_nodes: 126 | Time: 7.4972e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 308 | Max_nodes: 126 | Time: 7.4976e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 525 | Max_nodes: 126 | Time: 7.5039e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 645 | Max_nodes: 126 | Time: 7.5049e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 675 | Max_nodes: 126 | Time: 7.5051e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 700 | Max_nodes: 126 | Time: 7.5051e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 345 | Max_nodes: 126 | Time: 7.5060e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 422 | Max_nodes: 126 | Time: 7.5064e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 461 | Max_nodes: 126 | Time: 7.5065e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 646 | Max_nodes: 126 | Time: 7.5075e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 697 | Max_nodes: 126 | Time: 7.5112e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 326 | Max_nodes: 126 | Time: 7.5184e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 644 | Max_nodes: 126 | Time: 7.5185e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 440 | Max_nodes: 126 | Time: 7.5186e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 463 | Max_nodes: 126 | Time: 7.5226e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 639 | Max_nodes: 126 | Time: 7.5258e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 578 | Max_nodes: 126 | Time: 7.5279e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 633 | Max_nodes: 126 | Time: 7.5306e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 536 | Max_nodes: 126 | Time: 7.5310e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 417 | Max_nodes: 126 | Time: 7.5335e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 407 | Max_nodes: 126 | Time: 7.5338e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 526 | Max_nodes: 126 | Time: 7.5359e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 344 | Max_nodes: 126 | Time: 7.5389e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 330 | Max_nodes: 126 | Time: 7.5399e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 321 | Max_nodes: 126 | Time: 7.5407e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 460 | Max_nodes: 126 | Time: 7.5482e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 349 | Max_nodes: 126 | Time: 7.5486e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 418 | Max_nodes: 126 | Time: 7.5517e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 437 | Max_nodes: 126 | Time: 7.5531e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 524 | Max_nodes: 126 | Time: 7.5539e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 559 | Max_nodes: 126 | Time: 7.5557e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 426 | Max_nodes: 126 | Time: 7.5573e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 215 | Max_nodes: 126 | Time: 7.5573e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 558 | Max_nodes: 126 | Time: 7.5603e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 299 | Max_nodes: 126 | Time: 7.5606e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 401 | Max_nodes: 126 | Time: 7.5620e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 233 | Max_nodes: 126 | Time: 7.5651e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 348 | Max_nodes: 126 | Time: 7.5670e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 638 | Max_nodes: 126 | Time: 7.5680e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 696 | Max_nodes: 126 | Time: 7.5698e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 653 | Max_nodes: 126 | Time: 7.5710e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 416 | Max_nodes: 126 | Time: 7.5727e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 577 | Max_nodes: 126 | Time: 7.5740e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 556 | Max_nodes: 126 | Time: 7.5749e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 237 | Max_nodes: 126 | Time: 7.5764e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 515 | Max_nodes: 126 | Time: 7.5797e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 520 | Max_nodes: 126 | Time: 7.5797e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 674 | Max_nodes: 126 | Time: 7.5820e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 540 | Max_nodes: 126 | Time: 7.5850e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 287 | Max_nodes: 126 | Time: 7.5954e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 297 | Max_nodes: 126 | Time: 7.5972e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 320 | Max_nodes: 126 | Time: 7.6032e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 400 | Max_nodes: 126 | Time: 7.6042e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 302 | Max_nodes: 126 | Time: 7.6061e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 655 | Max_nodes: 126 | Time: 7.6073e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 513 | Max_nodes: 126 | Time: 7.6074e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 632 | Max_nodes: 126 | Time: 7.6080e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 325 | Max_nodes: 126 | Time: 7.6084e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 232 | Max_nodes: 126 | Time: 7.6103e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 439 | Max_nodes: 126 | Time: 7.6103e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 213 | Max_nodes: 126 | Time: 7.6121e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 405 | Max_nodes: 126 | Time: 7.6134e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 634 | Max_nodes: 126 | Time: 7.6216e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 643 | Max_nodes: 126 | Time: 7.6221e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 519 | Max_nodes: 126 | Time: 7.6234e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 514 | Max_nodes: 126 | Time: 7.6292e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 298 | Max_nodes: 126 | Time: 7.6301e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 238 | Max_nodes: 126 | Time: 7.6315e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 191 | Max_nodes: 126 | Time: 7.6318e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 518 | Max_nodes: 126 | Time: 7.6319e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 459 | Max_nodes: 126 | Time: 7.6324e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 436 | Max_nodes: 126 | Time: 7.6335e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 637 | Max_nodes: 126 | Time: 7.6346e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 462 | Max_nodes: 126 | Time: 7.6356e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 399 | Max_nodes: 126 | Time: 7.6361e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 458 | Max_nodes: 126 | Time: 7.6404e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 420 | Max_nodes: 126 | Time: 7.6407e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 322 | Max_nodes: 126 | Time: 7.6456e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 209 | Max_nodes: 126 | Time: 7.6459e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 651 | Max_nodes: 126 | Time: 7.6469e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 555 | Max_nodes: 126 | Time: 7.6474e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 307 | Max_nodes: 126 | Time: 7.6475e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 419 | Max_nodes: 126 | Time: 7.6479e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 438 | Max_nodes: 126 | Time: 7.6485e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 554 | Max_nodes: 126 | Time: 7.6510e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 642 | Max_nodes: 126 | Time: 7.6518e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 541 | Max_nodes: 126 | Time: 7.6527e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 652 | Max_nodes: 126 | Time: 7.6545e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 395 | Max_nodes: 126 | Time: 7.6548e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 214 | Max_nodes: 126 | Time: 7.6566e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 324 | Max_nodes: 126 | Time: 7.6572e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 296 | Max_nodes: 126 | Time: 7.6592e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 673 | Max_nodes: 126 | Time: 7.6608e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 301 | Max_nodes: 126 | Time: 7.6637e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 435 | Max_nodes: 126 | Time: 7.6650e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 406 | Max_nodes: 126 | Time: 7.6652e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 523 | Max_nodes: 126 | Time: 7.6685e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 421 | Max_nodes: 126 | Time: 7.6702e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 207 | Max_nodes: 126 | Time: 7.6715e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 650 | Max_nodes: 126 | Time: 7.6718e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 189 | Max_nodes: 126 | Time: 7.6721e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 190 | Max_nodes: 126 | Time: 7.6733e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 286 | Max_nodes: 126 | Time: 7.6745e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 281 | Max_nodes: 126 | Time: 7.6764e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 300 | Max_nodes: 126 | Time: 7.6767e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 647 | Max_nodes: 126 | Time: 7.6784e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 404 | Max_nodes: 126 | Time: 7.6786e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 203 | Max_nodes: 126 | Time: 7.6814e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 576 | Max_nodes: 126 | Time: 7.6839e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 533 | Max_nodes: 126 | Time: 7.6857e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 231 | Max_nodes: 126 | Time: 7.6858e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 398 | Max_nodes: 126 | Time: 7.6893e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 394 | Max_nodes: 126 | Time: 7.6915e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 306 | Max_nodes: 126 | Time: 7.6958e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 212 | Max_nodes: 126 | Time: 7.6959e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 167 | Max_nodes: 126 | Time: 7.6962e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 512 | Max_nodes: 126 | Time: 7.6969e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 531 | Max_nodes: 126 | Time: 7.7026e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 185 | Max_nodes: 126 | Time: 7.7033e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 225 | Max_nodes: 126 | Time: 7.7041e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 227 | Max_nodes: 126 | Time: 7.7042e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 236 | Max_nodes: 126 | Time: 7.7049e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 341 | Max_nodes: 126 | Time: 7.7073e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 654 | Max_nodes: 126 | Time: 7.7091e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 532 | Max_nodes: 126 | Time: 7.7092e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 553 | Max_nodes: 126 | Time: 7.7111e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 535 | Max_nodes: 126 | Time: 7.7145e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 343 | Max_nodes: 126 | Time: 7.7188e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 230 | Max_nodes: 126 | Time: 7.7192e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 393 | Max_nodes: 126 | Time: 7.7215e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 285 | Max_nodes: 126 | Time: 7.7288e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 433 | Max_nodes: 126 | Time: 7.7298e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 208 | Max_nodes: 126 | Time: 7.7304e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 552 | Max_nodes: 126 | Time: 7.7310e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 165 | Max_nodes: 126 | Time: 7.7353e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 403 | Max_nodes: 126 | Time: 7.7394e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 672 | Max_nodes: 126 | Time: 7.7402e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 179 | Max_nodes: 126 | Time: 7.7414e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 530 | Max_nodes: 126 | Time: 7.7422e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 413 | Max_nodes: 126 | Time: 7.7424e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 534 | Max_nodes: 126 | Time: 7.7432e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 415 | Max_nodes: 126 | Time: 7.7436e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 275 | Max_nodes: 126 | Time: 7.7436e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 522 | Max_nodes: 126 | Time: 7.7437e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 340 | Max_nodes: 126 | Time: 7.7446e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 183 | Max_nodes: 126 | Time: 7.7495e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 184 | Max_nodes: 126 | Time: 7.7495e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 317 | Max_nodes: 126 | Time: 7.7503e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 319 | Max_nodes: 126 | Time: 7.7517e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 636 | Max_nodes: 126 | Time: 7.7525e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 206 | Max_nodes: 126 | Time: 7.7543e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 631 | Max_nodes: 126 | Time: 7.7551e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 623 | Max_nodes: 126 | Time: 7.7555e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 201 | Max_nodes: 126 | Time: 7.7586e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 621 | Max_nodes: 126 | Time: 7.7605e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 280 | Max_nodes: 126 | Time: 7.7619e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 649 | Max_nodes: 126 | Time: 7.7620e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 226 | Max_nodes: 126 | Time: 7.7666e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 342 | Max_nodes: 126 | Time: 7.7690e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 617 | Max_nodes: 126 | Time: 7.7692e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 279 | Max_nodes: 126 | Time: 7.7703e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 166 | Max_nodes: 126 | Time: 7.7727e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 503 | Max_nodes: 126 | Time: 7.7786e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 178 | Max_nodes: 126 | Time: 7.7849e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 457 | Max_nodes: 126 | Time: 7.7851e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 316 | Max_nodes: 126 | Time: 7.7853e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 616 | Max_nodes: 126 | Time: 7.7876e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 200 | Max_nodes: 126 | Time: 7.7930e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 411 | Max_nodes: 126 | Time: 7.7932e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 412 | Max_nodes: 126 | Time: 7.7951e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 630 | Max_nodes: 126 | Time: 7.7969e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 211 | Max_nodes: 126 | Time: 7.7971e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 402 | Max_nodes: 126 | Time: 7.7972e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 392 | Max_nodes: 126 | Time: 7.7973e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 177 | Max_nodes: 126 | Time: 7.8020e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 159 | Max_nodes: 126 | Time: 7.8031e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 229 | Max_nodes: 126 | Time: 7.8053e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 278 | Max_nodes: 126 | Time: 7.8070e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 622 | Max_nodes: 126 | Time: 7.8073e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 339 | Max_nodes: 126 | Time: 7.8074e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 202 | Max_nodes: 126 | Time: 7.8093e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 629 | Max_nodes: 126 | Time: 7.8095e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 497 | Max_nodes: 126 | Time: 7.8143e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 293 | Max_nodes: 126 | Time: 7.8150e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 164 | Max_nodes: 126 | Time: 7.8157e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 161 | Max_nodes: 126 | Time: 7.8174e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 517 | Max_nodes: 126 | Time: 7.8178e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 516 | Max_nodes: 126 | Time: 7.8192e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 456 | Max_nodes: 126 | Time: 7.8233e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 182 | Max_nodes: 126 | Time: 7.8240e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 615 | Max_nodes: 126 | Time: 7.8254e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 187 | Max_nodes: 126 | Time: 7.8256e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 224 | Max_nodes: 126 | Time: 7.8274e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 315 | Max_nodes: 126 | Time: 7.8287e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 648 | Max_nodes: 126 | Time: 7.8298e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 160 | Max_nodes: 126 | Time: 7.8311e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 292 | Max_nodes: 126 | Time: 7.8334e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 410 | Max_nodes: 126 | Time: 7.8365e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 338 | Max_nodes: 126 | Time: 7.8379e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 434 | Max_nodes: 126 | Time: 7.8390e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 210 | Max_nodes: 126 | Time: 7.8418e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 155 | Max_nodes: 126 | Time: 7.8421e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 628 | Max_nodes: 126 | Time: 7.8440e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 188 | Max_nodes: 126 | Time: 7.8469e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 383 | Max_nodes: 126 | Time: 7.8480e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 611 | Max_nodes: 126 | Time: 7.8500e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 511 | Max_nodes: 126 | Time: 7.8501e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 205 | Max_nodes: 126 | Time: 7.8502e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 228 | Max_nodes: 126 | Time: 7.8541e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 158 | Max_nodes: 126 | Time: 7.8546e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 337 | Max_nodes: 126 | Time: 7.8606e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 509 | Max_nodes: 126 | Time: 7.8616e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 432 | Max_nodes: 126 | Time: 7.8620e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 153 | Max_nodes: 126 | Time: 7.8647e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 223 | Max_nodes: 126 | Time: 7.8671e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 528 | Max_nodes: 126 | Time: 7.8708e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 396 | Max_nodes: 126 | Time: 7.8755e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 502 | Max_nodes: 126 | Time: 7.8766e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 619 | Max_nodes: 126 | Time: 7.8783e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 397 | Max_nodes: 126 | Time: 7.8816e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 318 | Max_nodes: 126 | Time: 7.8861e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 626 | Max_nodes: 126 | Time: 7.8928e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 274 | Max_nodes: 126 | Time: 7.8949e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 291 | Max_nodes: 126 | Time: 7.8952e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 272 | Max_nodes: 126 | Time: 7.8964e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 277 | Max_nodes: 126 | Time: 7.9046e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 414 | Max_nodes: 126 | Time: 7.9052e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 235 | Max_nodes: 126 | Time: 7.9053e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 234 | Max_nodes: 126 | Time: 7.9115e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 391 | Max_nodes: 126 | Time: 7.9119e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 290 | Max_nodes: 126 | Time: 7.9124e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 273 | Max_nodes: 126 | Time: 7.9131e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 314 | Max_nodes: 126 | Time: 7.9136e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 496 | Max_nodes: 126 | Time: 7.9153e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 294 | Max_nodes: 126 | Time: 7.9173e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 610 | Max_nodes: 126 | Time: 7.9194e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 186 | Max_nodes: 126 | Time: 7.9199e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 495 | Max_nodes: 126 | Time: 7.9229e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 283 | Max_nodes: 126 | Time: 7.9242e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 508 | Max_nodes: 126 | Time: 7.9299e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 390 | Max_nodes: 126 | Time: 7.9315e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 176 | Max_nodes: 126 | Time: 7.9353e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 221 | Max_nodes: 126 | Time: 7.9354e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 500 | Max_nodes: 126 | Time: 7.9379e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 152 | Max_nodes: 126 | Time: 7.9380e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 377 | Max_nodes: 126 | Time: 7.9381e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 529 | Max_nodes: 126 | Time: 7.9388e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 618 | Max_nodes: 126 | Time: 7.9390e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 180 | Max_nodes: 126 | Time: 7.9413e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 499 | Max_nodes: 126 | Time: 7.9417e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 263 | Max_nodes: 126 | Time: 7.9439e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 163 | Max_nodes: 126 | Time: 7.9454e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 608 | Max_nodes: 126 | Time: 7.9459e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 222 | Max_nodes: 126 | Time: 7.9474e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 609 | Max_nodes: 126 | Time: 7.9484e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 313 | Max_nodes: 126 | Time: 7.9542e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 625 | Max_nodes: 126 | Time: 7.9554e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 409 | Max_nodes: 126 | Time: 7.9562e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 282 | Max_nodes: 126 | Time: 7.9564e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 276 | Max_nodes: 126 | Time: 7.9589e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 175 | Max_nodes: 126 | Time: 7.9590e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 204 | Max_nodes: 126 | Time: 7.9593e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 220 | Max_nodes: 126 | Time: 7.9601e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 506 | Max_nodes: 126 | Time: 7.9613e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 510 | Max_nodes: 126 | Time: 7.9615e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 408 | Max_nodes: 126 | Time: 7.9633e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 154 | Max_nodes: 126 | Time: 7.9656e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 489 | Max_nodes: 126 | Time: 7.9658e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 382 | Max_nodes: 126 | Time: 7.9760e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 181 | Max_nodes: 126 | Time: 7.9825e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 614 | Max_nodes: 126 | Time: 7.9892e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 379 | Max_nodes: 126 | Time: 7.9918e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 505 | Max_nodes: 126 | Time: 7.9919e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 117 | Max_nodes: 126 | Time: 7.9922e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 119 | Max_nodes: 126 | Time: 7.9926e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 627 | Max_nodes: 126 | Time: 7.9933e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 389 | Max_nodes: 126 | Time: 7.9982e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 604 | Max_nodes: 126 | Time: 7.9982e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 336 | Max_nodes: 126 | Time: 7.9995e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 387 | Max_nodes: 126 | Time: 8.0010e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 371 | Max_nodes: 126 | Time: 8.0010e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 271 | Max_nodes: 126 | Time: 8.0012e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 607 | Max_nodes: 126 | Time: 8.0027e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 162 | Max_nodes: 126 | Time: 8.0042e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 620 | Max_nodes: 126 | Time: 8.0042e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 295 | Max_nodes: 126 | Time: 8.0052e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 493 | Max_nodes: 126 | Time: 8.0079e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 198 | Max_nodes: 126 | Time: 8.0082e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 605 | Max_nodes: 126 | Time: 8.0094e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 375 | Max_nodes: 126 | Time: 8.0095e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 613 | Max_nodes: 126 | Time: 8.0119e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 612 | Max_nodes: 126 | Time: 8.0147e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 376 | Max_nodes: 126 | Time: 8.0208e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 257 | Max_nodes: 126 | Time: 8.0224e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 157 | Max_nodes: 126 | Time: 8.0237e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 490 | Max_nodes: 126 | Time: 8.0246e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 288 | Max_nodes: 126 | Time: 8.0271e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 494 | Max_nodes: 126 | Time: 8.0271e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 488 | Max_nodes: 126 | Time: 8.0277e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 381 | Max_nodes: 126 | Time: 8.0315e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 219 | Max_nodes: 126 | Time: 8.0317e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 113 | Max_nodes: 126 | Time: 8.0347e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 118 | Max_nodes: 126 | Time: 8.0348e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 603 | Max_nodes: 126 | Time: 8.0349e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 197 | Max_nodes: 126 | Time: 8.0367e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 151 | Max_nodes: 126 | Time: 8.0384e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 507 | Max_nodes: 126 | Time: 8.0391e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 94 | Max_nodes: 126 | Time: 8.0394e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 491 | Max_nodes: 126 | Time: 8.0429e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 624 | Max_nodes: 126 | Time: 8.0434e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 199 | Max_nodes: 126 | Time: 8.0434e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 173 | Max_nodes: 126 | Time: 8.0457e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 312 | Max_nodes: 126 | Time: 8.0462e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 289 | Max_nodes: 126 | Time: 8.0494e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 504 | Max_nodes: 126 | Time: 8.0518e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 606 | Max_nodes: 126 | Time: 8.0578e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 156 | Max_nodes: 126 | Time: 8.0585e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 602 | Max_nodes: 126 | Time: 8.0594e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 388 | Max_nodes: 126 | Time: 8.0598e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 498 | Max_nodes: 126 | Time: 8.0616e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 270 | Max_nodes: 126 | Time: 8.0633e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 484 | Max_nodes: 126 | Time: 8.0658e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 262 | Max_nodes: 126 | Time: 8.0678e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 116 | Max_nodes: 126 | Time: 8.0702e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 251 | Max_nodes: 126 | Time: 8.0706e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 88 | Max_nodes: 126 | Time: 8.0708e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 501 | Max_nodes: 126 | Time: 8.0722e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 111 | Max_nodes: 126 | Time: 8.0730e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 112 | Max_nodes: 126 | Time: 8.0738e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 174 | Max_nodes: 126 | Time: 8.0759e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 89 | Max_nodes: 126 | Time: 8.0780e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 196 | Max_nodes: 126 | Time: 8.0797e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 373 | Max_nodes: 126 | Time: 8.0801e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 483 | Max_nodes: 126 | Time: 8.0834e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 374 | Max_nodes: 126 | Time: 8.0835e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 195 | Max_nodes: 126 | Time: 8.0866e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 194 | Max_nodes: 126 | Time: 8.0920e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 370 | Max_nodes: 126 | Time: 8.0932e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 386 | Max_nodes: 126 | Time: 8.0981e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 95 | Max_nodes: 126 | Time: 8.0998e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 255 | Max_nodes: 126 | Time: 8.1004e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 217 | Max_nodes: 126 | Time: 8.1028e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 218 | Max_nodes: 126 | Time: 8.1054e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 256 | Max_nodes: 126 | Time: 8.1098e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 368 | Max_nodes: 126 | Time: 8.1100e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 267 | Max_nodes: 126 | Time: 8.1109e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 65 | Max_nodes: 126 | Time: 8.1125e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 71 | Max_nodes: 126 | Time: 8.1153e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 380 | Max_nodes: 126 | Time: 8.1182e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 47 | Max_nodes: 126 | Time: 8.1219e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 92 | Max_nodes: 126 | Time: 8.1264e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 107 | Max_nodes: 126 | Time: 8.1277e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 369 | Max_nodes: 126 | Time: 8.1281e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 260 | Max_nodes: 126 | Time: 8.1295e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 492 | Max_nodes: 126 | Time: 8.1317e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 269 | Max_nodes: 126 | Time: 8.1360e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 365 | Max_nodes: 126 | Time: 8.1371e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 384 | Max_nodes: 126 | Time: 8.1379e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 250 | Max_nodes: 126 | Time: 8.1410e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 150 | Max_nodes: 126 | Time: 8.1411e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 171 | Max_nodes: 126 | Time: 8.1461e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 487 | Max_nodes: 126 | Time: 8.1482e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 143 | Max_nodes: 126 | Time: 8.1483e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 172 | Max_nodes: 126 | Time: 8.1489e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 106 | Max_nodes: 126 | Time: 8.1499e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 261 | Max_nodes: 126 | Time: 8.1514e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 485 | Max_nodes: 126 | Time: 8.1558e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 193 | Max_nodes: 126 | Time: 8.1577e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 109 | Max_nodes: 126 | Time: 8.1581e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 600 | Max_nodes: 126 | Time: 8.1592e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 367 | Max_nodes: 126 | Time: 8.1610e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 249 | Max_nodes: 126 | Time: 8.1613e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 216 | Max_nodes: 126 | Time: 8.1623e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 265 | Max_nodes: 126 | Time: 8.1623e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 258 | Max_nodes: 126 | Time: 8.1717e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 248 | Max_nodes: 126 | Time: 8.1759e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 259 | Max_nodes: 126 | Time: 8.1780e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 378 | Max_nodes: 126 | Time: 8.1788e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 482 | Max_nodes: 126 | Time: 8.1811e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 105 | Max_nodes: 126 | Time: 8.1811e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 115 | Max_nodes: 126 | Time: 8.1812e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 253 | Max_nodes: 126 | Time: 8.1821e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 481 | Max_nodes: 126 | Time: 8.1864e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 101 | Max_nodes: 126 | Time: 8.1879e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 364 | Max_nodes: 126 | Time: 8.1882e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 110 | Max_nodes: 126 | Time: 8.1886e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 91 | Max_nodes: 126 | Time: 8.1910e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 149 | Max_nodes: 126 | Time: 8.1935e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 266 | Max_nodes: 126 | Time: 8.1936e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 64 | Max_nodes: 126 | Time: 8.1938e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 147 | Max_nodes: 126 | Time: 8.1945e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 81 | Max_nodes: 126 | Time: 8.1968e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 83 | Max_nodes: 126 | Time: 8.1972e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 372 | Max_nodes: 126 | Time: 8.1984e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 385 | Max_nodes: 126 | Time: 8.2003e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 85 | Max_nodes: 126 | Time: 8.2009e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 86 | Max_nodes: 126 | Time: 8.2030e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 41 | Max_nodes: 126 | Time: 8.2051e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 58 | Max_nodes: 126 | Time: 8.2074e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 192 | Max_nodes: 126 | Time: 8.2104e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 268 | Max_nodes: 126 | Time: 8.2104e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 90 | Max_nodes: 126 | Time: 8.2174e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 67 | Max_nodes: 126 | Time: 8.2231e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 68 | Max_nodes: 126 | Time: 8.2258e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 170 | Max_nodes: 126 | Time: 8.2268e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 148 | Max_nodes: 126 | Time: 8.2273e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 169 | Max_nodes: 126 | Time: 8.2279e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 362 | Max_nodes: 126 | Time: 8.2296e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 114 | Max_nodes: 126 | Time: 8.2323e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 45 | Max_nodes: 126 | Time: 8.2397e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 601 | Max_nodes: 126 | Time: 8.2404e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 361 | Max_nodes: 126 | Time: 8.2415e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 108 | Max_nodes: 126 | Time: 8.2434e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 137 | Max_nodes: 126 | Time: 8.2452e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 44 | Max_nodes: 126 | Time: 8.2482e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 146 | Max_nodes: 126 | Time: 8.2489e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 104 | Max_nodes: 126 | Time: 8.2496e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 168 | Max_nodes: 126 | Time: 8.2503e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 70 | Max_nodes: 126 | Time: 8.2508e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 480 | Max_nodes: 126 | Time: 8.2514e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 46 | Max_nodes: 126 | Time: 8.2550e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 82 | Max_nodes: 126 | Time: 8.2577e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 63 | Max_nodes: 126 | Time: 8.2610e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 254 | Max_nodes: 126 | Time: 8.2627e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 366 | Max_nodes: 126 | Time: 8.2632e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 135 | Max_nodes: 126 | Time: 8.2645e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 40 | Max_nodes: 126 | Time: 8.2661e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 35 | Max_nodes: 126 | Time: 8.2678e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 59 | Max_nodes: 126 | Time: 8.2724e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 139 | Max_nodes: 126 | Time: 8.2790e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 141 | Max_nodes: 126 | Time: 8.2792e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 145 | Max_nodes: 126 | Time: 8.2794e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 363 | Max_nodes: 126 | Time: 8.2802e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 136 | Max_nodes: 126 | Time: 8.2809e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 77 | Max_nodes: 126 | Time: 8.2824e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 244 | Max_nodes: 126 | Time: 8.2852e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 131 | Max_nodes: 126 | Time: 8.2887e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 252 | Max_nodes: 126 | Time: 8.2888e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 245 | Max_nodes: 126 | Time: 8.2903e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 360 | Max_nodes: 126 | Time: 8.2943e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 98 | Max_nodes: 126 | Time: 8.2958e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 246 | Max_nodes: 126 | Time: 8.2980e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 264 | Max_nodes: 126 | Time: 8.3019e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 100 | Max_nodes: 126 | Time: 8.3031e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 142 | Max_nodes: 126 | Time: 8.3067e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 129 | Max_nodes: 126 | Time: 8.3109e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 43 | Max_nodes: 126 | Time: 8.3147e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 102 | Max_nodes: 126 | Time: 8.3162e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 242 | Max_nodes: 126 | Time: 8.3163e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 57 | Max_nodes: 126 | Time: 8.3191e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 60 | Max_nodes: 126 | Time: 8.3226e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 103 | Max_nodes: 126 | Time: 8.3234e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 140 | Max_nodes: 126 | Time: 8.3254e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 75 | Max_nodes: 126 | Time: 8.3271e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 61 | Max_nodes: 126 | Time: 8.3278e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 79 | Max_nodes: 126 | Time: 8.3283e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 99 | Max_nodes: 126 | Time: 8.3297e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 84 | Max_nodes: 126 | Time: 8.3300e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 243 | Max_nodes: 126 | Time: 8.3354e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 62 | Max_nodes: 126 | Time: 8.3360e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 133 | Max_nodes: 126 | Time: 8.3379e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 144 | Max_nodes: 126 | Time: 8.3415e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 21 | Max_nodes: 126 | Time: 8.3424e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 39 | Max_nodes: 126 | Time: 8.3507e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 130 | Max_nodes: 126 | Time: 8.3511e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 53 | Max_nodes: 126 | Time: 8.3534e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 125 | Max_nodes: 126 | Time: 8.3536e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 241 | Max_nodes: 126 | Time: 8.3577e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 74 | Max_nodes: 126 | Time: 8.3628e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 55 | Max_nodes: 126 | Time: 8.3633e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 247 | Max_nodes: 126 | Time: 8.3647e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 128 | Max_nodes: 126 | Time: 8.3657e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 42 | Max_nodes: 126 | Time: 8.3661e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 11 | Max_nodes: 126 | Time: 8.3676e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 124 | Max_nodes: 126 | Time: 8.3725e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 52 | Max_nodes: 126 | Time: 8.3742e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 34 | Max_nodes: 126 | Time: 8.3753e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 56 | Max_nodes: 126 | Time: 8.3756e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 51 | Max_nodes: 126 | Time: 8.3768e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 23 | Max_nodes: 126 | Time: 8.3818e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 54 | Max_nodes: 126 | Time: 8.3832e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 15 | Max_nodes: 126 | Time: 8.3855e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 97 | Max_nodes: 126 | Time: 8.3860e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 123 | Max_nodes: 126 | Time: 8.3884e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 240 | Max_nodes: 126 | Time: 8.3905e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 29 | Max_nodes: 126 | Time: 8.3915e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 33 | Max_nodes: 126 | Time: 8.3959e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 36 | Max_nodes: 126 | Time: 8.3962e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 96 | Max_nodes: 126 | Time: 8.4025e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 50 | Max_nodes: 126 | Time: 8.4046e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 37 | Max_nodes: 126 | Time: 8.4048e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 486 | Max_nodes: 126 | Time: 8.4056e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 22 | Max_nodes: 126 | Time: 8.4087e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 134 | Max_nodes: 126 | Time: 8.4114e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 19 | Max_nodes: 126 | Time: 8.4145e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 78 | Max_nodes: 126 | Time: 8.4163e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 73 | Max_nodes: 126 | Time: 8.4171e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 122 | Max_nodes: 126 | Time: 8.4229e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 17 | Max_nodes: 126 | Time: 8.4256e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 66 | Max_nodes: 126 | Time: 8.4270e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 16 | Max_nodes: 126 | Time: 8.4297e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 121 | Max_nodes: 126 | Time: 8.4325e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 132 | Max_nodes: 126 | Time: 8.4345e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 138 | Max_nodes: 126 | Time: 8.4366e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 76 | Max_nodes: 126 | Time: 8.4500e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 31 | Max_nodes: 126 | Time: 8.4528e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 126 | Max_nodes: 126 | Time: 8.4534e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 38 | Max_nodes: 126 | Time: 8.4539e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 127 | Max_nodes: 126 | Time: 8.4582e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 49 | Max_nodes: 126 | Time: 8.4588e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 20 | Max_nodes: 126 | Time: 8.4650e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 284 | Max_nodes: 126 | Time: 8.4729e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 27 | Max_nodes: 126 | Time: 8.4745e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 72 | Max_nodes: 126 | Time: 8.4796e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 13 | Max_nodes: 126 | Time: 8.4880e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 48 | Max_nodes: 126 | Time: 8.4894e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 8 | Max_nodes: 126 | Time: 8.4974e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 32 | Max_nodes: 126 | Time: 8.5060e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 120 | Max_nodes: 126 | Time: 8.5169e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 12 | Max_nodes: 126 | Time: 8.5280e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 9 | Max_nodes: 126 | Time: 8.5369e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 28 | Max_nodes: 126 | Time: 8.5436e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 69 | Max_nodes: 126 | Time: 8.5441e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 14 | Max_nodes: 126 | Time: 8.5511e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 30 | Max_nodes: 126 | Time: 8.5539e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 80 | Max_nodes: 126 | Time: 8.5681e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 2 | Max_nodes: 126 | Time: 8.5682e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 10 | Max_nodes: 126 | Time: 8.5703e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 5 | Max_nodes: 126 | Time: 8.5782e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 7 | Max_nodes: 126 | Time: 8.5794e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 25 | Max_nodes: 126 | Time: 8.5911e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 4 | Max_nodes: 126 | Time: 8.6223e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 87 | Max_nodes: 126 | Time: 8.6226e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 18 | Max_nodes: 126 | Time: 8.6394e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 1 | Max_nodes: 126 | Time: 8.6456e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 6 | Max_nodes: 126 | Time: 8.6464e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 24 | Max_nodes: 126 | Time: 8.6512e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 3 | Max_nodes: 126 | Time: 8.6592e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 26 | Max_nodes: 126 | Time: 8.6596e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 0 | Max_nodes: 126 | Time: 8.9670e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 450 | Max_nodes: 126 | Time: 1.4690e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 93 | Max_nodes: 126 | Time: 1.5310e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| - -........................... -Average time: 7.8297e-04s - -________________________________________________________________________________________________ - -720 permutations have 126 max nodes. -Index: 719 | Active_nodes: 63 | Time: 6.6900e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 599 | Active_nodes: 63 | Time: 6.7976e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 718 | Active_nodes: 63 | Time: 6.8114e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 717 | Active_nodes: 63 | Time: 6.8730e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 695 | Active_nodes: 63 | Time: 6.8833e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 593 | Active_nodes: 63 | Time: 6.8982e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 575 | Active_nodes: 63 | Time: 6.8989e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 597 | Active_nodes: 63 | Time: 6.9147e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 598 | Active_nodes: 63 | Time: 6.9227e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 713 | Active_nodes: 63 | Time: 6.9335e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 694 | Active_nodes: 63 | Time: 6.9355e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 479 | Active_nodes: 63 | Time: 6.9484e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 689 | Active_nodes: 63 | Time: 6.9623e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 711 | Active_nodes: 63 | Time: 6.9792e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 716 | Active_nodes: 63 | Time: 6.9835e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 455 | Active_nodes: 63 | Time: 6.9926e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 712 | Active_nodes: 63 | Time: 6.9952e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 478 | Active_nodes: 63 | Time: 7.0103e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 693 | Active_nodes: 63 | Time: 7.0130e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 592 | Active_nodes: 63 | Time: 7.0279e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 477 | Active_nodes: 63 | Time: 7.0294e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 596 | Active_nodes: 63 | Time: 7.0300e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 473 | Active_nodes: 63 | Time: 7.0303e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 707 | Active_nodes: 63 | Time: 7.0335e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 591 | Active_nodes: 63 | Time: 7.0408e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 574 | Active_nodes: 63 | Time: 7.0429e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 569 | Active_nodes: 63 | Time: 7.0437e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 671 | Active_nodes: 63 | Time: 7.0499e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 715 | Active_nodes: 63 | Time: 7.0555e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 688 | Active_nodes: 63 | Time: 7.0771e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 454 | Active_nodes: 63 | Time: 7.1037e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 587 | Active_nodes: 63 | Time: 7.1049e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 692 | Active_nodes: 63 | Time: 7.1111e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 710 | Active_nodes: 63 | Time: 7.1153e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 714 | Active_nodes: 63 | Time: 7.1188e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 449 | Active_nodes: 63 | Time: 7.1219e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 453 | Active_nodes: 63 | Time: 7.1226e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 706 | Active_nodes: 63 | Time: 7.1268e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 568 | Active_nodes: 63 | Time: 7.1305e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 670 | Active_nodes: 63 | Time: 7.1316e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 665 | Active_nodes: 63 | Time: 7.1355e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 595 | Active_nodes: 63 | Time: 7.1372e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 472 | Active_nodes: 63 | Time: 7.1460e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 683 | Active_nodes: 63 | Time: 7.1491e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 545 | Active_nodes: 63 | Time: 7.1564e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 687 | Active_nodes: 63 | Time: 7.1567e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 705 | Active_nodes: 63 | Time: 7.1576e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 594 | Active_nodes: 63 | Time: 7.1605e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 691 | Active_nodes: 63 | Time: 7.1639e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 476 | Active_nodes: 63 | Time: 7.1659e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 664 | Active_nodes: 63 | Time: 7.1667e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 590 | Active_nodes: 63 | Time: 7.1679e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 573 | Active_nodes: 63 | Time: 7.1684e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 551 | Active_nodes: 63 | Time: 7.1698e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 448 | Active_nodes: 63 | Time: 7.1769e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 572 | Active_nodes: 63 | Time: 7.1784e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 359 | Active_nodes: 63 | Time: 7.1800e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 686 | Active_nodes: 63 | Time: 7.1928e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 567 | Active_nodes: 63 | Time: 7.1940e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 471 | Active_nodes: 63 | Time: 7.1971e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 452 | Active_nodes: 63 | Time: 7.2022e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 550 | Active_nodes: 63 | Time: 7.2078e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 571 | Active_nodes: 63 | Time: 7.2091e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 589 | Active_nodes: 63 | Time: 7.2143e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 586 | Active_nodes: 63 | Time: 7.2217e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 704 | Active_nodes: 63 | Time: 7.2277e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 690 | Active_nodes: 63 | Time: 7.2282e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 709 | Active_nodes: 63 | Time: 7.2282e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 563 | Active_nodes: 63 | Time: 7.2408e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 425 | Active_nodes: 63 | Time: 7.2474e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 467 | Active_nodes: 63 | Time: 7.2499e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 335 | Active_nodes: 63 | Time: 7.2515e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 668 | Active_nodes: 63 | Time: 7.2643e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 566 | Active_nodes: 63 | Time: 7.2644e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 584 | Active_nodes: 63 | Time: 7.2645e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 353 | Active_nodes: 63 | Time: 7.2652e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 430 | Active_nodes: 63 | Time: 7.2695e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 708 | Active_nodes: 63 | Time: 7.2700e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 549 | Active_nodes: 63 | Time: 7.2733e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 570 | Active_nodes: 63 | Time: 7.2761e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 431 | Active_nodes: 63 | Time: 7.2772e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 329 | Active_nodes: 63 | Time: 7.2785e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 663 | Active_nodes: 63 | Time: 7.2891e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 562 | Active_nodes: 63 | Time: 7.2894e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 311 | Active_nodes: 63 | Time: 7.2914e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 357 | Active_nodes: 63 | Time: 7.2922e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 358 | Active_nodes: 63 | Time: 7.2926e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 701 | Active_nodes: 63 | Time: 7.2957e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 659 | Active_nodes: 63 | Time: 7.2967e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 475 | Active_nodes: 63 | Time: 7.2968e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 451 | Active_nodes: 63 | Time: 7.3006e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 685 | Active_nodes: 63 | Time: 7.3022e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 669 | Active_nodes: 63 | Time: 7.3031e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 585 | Active_nodes: 63 | Time: 7.3090e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 351 | Active_nodes: 63 | Time: 7.3144e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 443 | Active_nodes: 63 | Time: 7.3163e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 703 | Active_nodes: 63 | Time: 7.3174e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 470 | Active_nodes: 63 | Time: 7.3178e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 356 | Active_nodes: 63 | Time: 7.3204e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 681 | Active_nodes: 63 | Time: 7.3232e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 474 | Active_nodes: 63 | Time: 7.3258e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 352 | Active_nodes: 63 | Time: 7.3264e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 682 | Active_nodes: 63 | Time: 7.3264e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 466 | Active_nodes: 63 | Time: 7.3272e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 429 | Active_nodes: 63 | Time: 7.3302e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 447 | Active_nodes: 63 | Time: 7.3368e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 424 | Active_nodes: 63 | Time: 7.3415e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 544 | Active_nodes: 63 | Time: 7.3441e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 581 | Active_nodes: 63 | Time: 7.3460e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 662 | Active_nodes: 63 | Time: 7.3489e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 334 | Active_nodes: 63 | Time: 7.3516e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 469 | Active_nodes: 63 | Time: 7.3551e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 465 | Active_nodes: 63 | Time: 7.3557e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 305 | Active_nodes: 63 | Time: 7.3574e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 543 | Active_nodes: 63 | Time: 7.3619e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 583 | Active_nodes: 63 | Time: 7.3645e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 561 | Active_nodes: 63 | Time: 7.3667e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 667 | Active_nodes: 63 | Time: 7.3692e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 680 | Active_nodes: 63 | Time: 7.3704e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 565 | Active_nodes: 63 | Time: 7.3714e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 661 | Active_nodes: 63 | Time: 7.3816e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 464 | Active_nodes: 63 | Time: 7.3831e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 332 | Active_nodes: 63 | Time: 7.3842e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 548 | Active_nodes: 63 | Time: 7.3849e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 442 | Active_nodes: 63 | Time: 7.3884e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 328 | Active_nodes: 63 | Time: 7.3897e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 641 | Active_nodes: 63 | Time: 7.3915e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 658 | Active_nodes: 63 | Time: 7.3933e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 702 | Active_nodes: 63 | Time: 7.3965e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 699 | Active_nodes: 63 | Time: 7.3972e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 350 | Active_nodes: 63 | Time: 7.3983e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 468 | Active_nodes: 63 | Time: 7.4081e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 588 | Active_nodes: 63 | Time: 7.4083e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 684 | Active_nodes: 63 | Time: 7.4105e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 304 | Active_nodes: 63 | Time: 7.4117e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 441 | Active_nodes: 63 | Time: 7.4129e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 327 | Active_nodes: 63 | Time: 7.4146e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 446 | Active_nodes: 63 | Time: 7.4155e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 310 | Active_nodes: 63 | Time: 7.4164e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 539 | Active_nodes: 63 | Time: 7.4195e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 333 | Active_nodes: 63 | Time: 7.4234e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 347 | Active_nodes: 63 | Time: 7.4243e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 527 | Active_nodes: 63 | Time: 7.4250e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 428 | Active_nodes: 63 | Time: 7.4272e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 560 | Active_nodes: 63 | Time: 7.4285e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 303 | Active_nodes: 63 | Time: 7.4285e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 309 | Active_nodes: 63 | Time: 7.4294e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 666 | Active_nodes: 63 | Time: 7.4311e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 445 | Active_nodes: 63 | Time: 7.4377e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 564 | Active_nodes: 63 | Time: 7.4392e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 580 | Active_nodes: 63 | Time: 7.4396e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 537 | Active_nodes: 63 | Time: 7.4398e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 698 | Active_nodes: 63 | Time: 7.4482e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 657 | Active_nodes: 63 | Time: 7.4566e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 635 | Active_nodes: 63 | Time: 7.4595e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 542 | Active_nodes: 63 | Time: 7.4618e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 547 | Active_nodes: 63 | Time: 7.4631e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 423 | Active_nodes: 63 | Time: 7.4694e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 323 | Active_nodes: 63 | Time: 7.4713e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 355 | Active_nodes: 63 | Time: 7.4731e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 546 | Active_nodes: 63 | Time: 7.4756e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 582 | Active_nodes: 63 | Time: 7.4757e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 677 | Active_nodes: 63 | Time: 7.4802e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 331 | Active_nodes: 63 | Time: 7.4814e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 538 | Active_nodes: 63 | Time: 7.4817e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 444 | Active_nodes: 63 | Time: 7.4819e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 656 | Active_nodes: 63 | Time: 7.4843e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 346 | Active_nodes: 63 | Time: 7.4870e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 557 | Active_nodes: 63 | Time: 7.4891e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 660 | Active_nodes: 63 | Time: 7.4893e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 521 | Active_nodes: 63 | Time: 7.4896e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 579 | Active_nodes: 63 | Time: 7.4899e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 679 | Active_nodes: 63 | Time: 7.4914e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 678 | Active_nodes: 63 | Time: 7.4916e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 676 | Active_nodes: 63 | Time: 7.4916e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 640 | Active_nodes: 63 | Time: 7.4918e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 354 | Active_nodes: 63 | Time: 7.4939e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 239 | Active_nodes: 63 | Time: 7.4948e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 427 | Active_nodes: 63 | Time: 7.4972e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 308 | Active_nodes: 63 | Time: 7.4976e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 525 | Active_nodes: 63 | Time: 7.5039e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 645 | Active_nodes: 63 | Time: 7.5049e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 675 | Active_nodes: 63 | Time: 7.5051e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 700 | Active_nodes: 63 | Time: 7.5051e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 345 | Active_nodes: 63 | Time: 7.5060e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 422 | Active_nodes: 63 | Time: 7.5064e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 461 | Active_nodes: 63 | Time: 7.5065e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 646 | Active_nodes: 63 | Time: 7.5075e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 697 | Active_nodes: 63 | Time: 7.5112e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 326 | Active_nodes: 63 | Time: 7.5184e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 644 | Active_nodes: 63 | Time: 7.5185e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 440 | Active_nodes: 63 | Time: 7.5186e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 463 | Active_nodes: 63 | Time: 7.5226e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 639 | Active_nodes: 63 | Time: 7.5258e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 578 | Active_nodes: 63 | Time: 7.5279e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 633 | Active_nodes: 63 | Time: 7.5306e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 536 | Active_nodes: 63 | Time: 7.5310e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 417 | Active_nodes: 63 | Time: 7.5335e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 407 | Active_nodes: 63 | Time: 7.5338e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 526 | Active_nodes: 63 | Time: 7.5359e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 344 | Active_nodes: 63 | Time: 7.5389e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 330 | Active_nodes: 63 | Time: 7.5399e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 321 | Active_nodes: 63 | Time: 7.5407e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 460 | Active_nodes: 63 | Time: 7.5482e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 349 | Active_nodes: 63 | Time: 7.5486e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 418 | Active_nodes: 63 | Time: 7.5517e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 437 | Active_nodes: 63 | Time: 7.5531e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 524 | Active_nodes: 63 | Time: 7.5539e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 559 | Active_nodes: 63 | Time: 7.5557e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 426 | Active_nodes: 63 | Time: 7.5573e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 215 | Active_nodes: 63 | Time: 7.5573e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 558 | Active_nodes: 63 | Time: 7.5603e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 299 | Active_nodes: 63 | Time: 7.5606e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 401 | Active_nodes: 63 | Time: 7.5620e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 233 | Active_nodes: 63 | Time: 7.5651e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 348 | Active_nodes: 63 | Time: 7.5670e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 638 | Active_nodes: 63 | Time: 7.5680e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 696 | Active_nodes: 63 | Time: 7.5698e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 653 | Active_nodes: 63 | Time: 7.5710e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 416 | Active_nodes: 63 | Time: 7.5727e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 577 | Active_nodes: 63 | Time: 7.5740e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 556 | Active_nodes: 63 | Time: 7.5749e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 237 | Active_nodes: 63 | Time: 7.5764e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 515 | Active_nodes: 63 | Time: 7.5797e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 520 | Active_nodes: 63 | Time: 7.5797e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 674 | Active_nodes: 63 | Time: 7.5820e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 540 | Active_nodes: 63 | Time: 7.5850e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 287 | Active_nodes: 63 | Time: 7.5954e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 297 | Active_nodes: 63 | Time: 7.5972e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 320 | Active_nodes: 63 | Time: 7.6032e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 400 | Active_nodes: 63 | Time: 7.6042e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 302 | Active_nodes: 63 | Time: 7.6061e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 655 | Active_nodes: 63 | Time: 7.6073e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 513 | Active_nodes: 63 | Time: 7.6074e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 632 | Active_nodes: 63 | Time: 7.6080e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 325 | Active_nodes: 63 | Time: 7.6084e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 232 | Active_nodes: 63 | Time: 7.6103e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 439 | Active_nodes: 63 | Time: 7.6103e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 213 | Active_nodes: 63 | Time: 7.6121e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 405 | Active_nodes: 63 | Time: 7.6134e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 634 | Active_nodes: 63 | Time: 7.6216e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 643 | Active_nodes: 63 | Time: 7.6221e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 519 | Active_nodes: 63 | Time: 7.6234e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 514 | Active_nodes: 63 | Time: 7.6292e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 298 | Active_nodes: 63 | Time: 7.6301e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 238 | Active_nodes: 63 | Time: 7.6315e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 191 | Active_nodes: 63 | Time: 7.6318e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 518 | Active_nodes: 63 | Time: 7.6319e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 459 | Active_nodes: 63 | Time: 7.6324e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 436 | Active_nodes: 63 | Time: 7.6335e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 637 | Active_nodes: 63 | Time: 7.6346e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 462 | Active_nodes: 63 | Time: 7.6356e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 399 | Active_nodes: 63 | Time: 7.6361e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 458 | Active_nodes: 63 | Time: 7.6404e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 420 | Active_nodes: 63 | Time: 7.6407e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 322 | Active_nodes: 63 | Time: 7.6456e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 209 | Active_nodes: 63 | Time: 7.6459e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 651 | Active_nodes: 63 | Time: 7.6469e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 555 | Active_nodes: 63 | Time: 7.6474e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 307 | Active_nodes: 63 | Time: 7.6475e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 419 | Active_nodes: 63 | Time: 7.6479e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 438 | Active_nodes: 63 | Time: 7.6485e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 554 | Active_nodes: 63 | Time: 7.6510e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 642 | Active_nodes: 63 | Time: 7.6518e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 541 | Active_nodes: 63 | Time: 7.6527e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 652 | Active_nodes: 63 | Time: 7.6545e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 395 | Active_nodes: 63 | Time: 7.6548e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 214 | Active_nodes: 63 | Time: 7.6566e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 324 | Active_nodes: 63 | Time: 7.6572e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 296 | Active_nodes: 63 | Time: 7.6592e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 673 | Active_nodes: 63 | Time: 7.6608e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 301 | Active_nodes: 63 | Time: 7.6637e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 435 | Active_nodes: 63 | Time: 7.6650e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 406 | Active_nodes: 63 | Time: 7.6652e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 523 | Active_nodes: 63 | Time: 7.6685e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 421 | Active_nodes: 63 | Time: 7.6702e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 207 | Active_nodes: 63 | Time: 7.6715e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 650 | Active_nodes: 63 | Time: 7.6718e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 189 | Active_nodes: 63 | Time: 7.6721e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 190 | Active_nodes: 63 | Time: 7.6733e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 286 | Active_nodes: 63 | Time: 7.6745e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 281 | Active_nodes: 63 | Time: 7.6764e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 300 | Active_nodes: 63 | Time: 7.6767e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 647 | Active_nodes: 63 | Time: 7.6784e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 404 | Active_nodes: 63 | Time: 7.6786e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 203 | Active_nodes: 63 | Time: 7.6814e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 576 | Active_nodes: 63 | Time: 7.6839e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 533 | Active_nodes: 63 | Time: 7.6857e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 231 | Active_nodes: 63 | Time: 7.6858e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 398 | Active_nodes: 63 | Time: 7.6893e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 394 | Active_nodes: 63 | Time: 7.6915e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 306 | Active_nodes: 63 | Time: 7.6958e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 212 | Active_nodes: 63 | Time: 7.6959e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 167 | Active_nodes: 63 | Time: 7.6962e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 512 | Active_nodes: 63 | Time: 7.6969e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 531 | Active_nodes: 63 | Time: 7.7026e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 185 | Active_nodes: 63 | Time: 7.7033e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 225 | Active_nodes: 63 | Time: 7.7041e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 227 | Active_nodes: 63 | Time: 7.7042e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 236 | Active_nodes: 63 | Time: 7.7049e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 341 | Active_nodes: 63 | Time: 7.7073e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 654 | Active_nodes: 63 | Time: 7.7091e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 532 | Active_nodes: 63 | Time: 7.7092e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 553 | Active_nodes: 63 | Time: 7.7111e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 535 | Active_nodes: 63 | Time: 7.7145e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 343 | Active_nodes: 63 | Time: 7.7188e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 230 | Active_nodes: 63 | Time: 7.7192e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 393 | Active_nodes: 63 | Time: 7.7215e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 285 | Active_nodes: 63 | Time: 7.7288e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 433 | Active_nodes: 63 | Time: 7.7298e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 208 | Active_nodes: 63 | Time: 7.7304e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 552 | Active_nodes: 63 | Time: 7.7310e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 165 | Active_nodes: 63 | Time: 7.7353e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 403 | Active_nodes: 63 | Time: 7.7394e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 672 | Active_nodes: 63 | Time: 7.7402e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 179 | Active_nodes: 63 | Time: 7.7414e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 530 | Active_nodes: 63 | Time: 7.7422e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 413 | Active_nodes: 63 | Time: 7.7424e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 534 | Active_nodes: 63 | Time: 7.7432e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 415 | Active_nodes: 63 | Time: 7.7436e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 275 | Active_nodes: 63 | Time: 7.7436e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 522 | Active_nodes: 63 | Time: 7.7437e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 340 | Active_nodes: 63 | Time: 7.7446e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 183 | Active_nodes: 63 | Time: 7.7495e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 184 | Active_nodes: 63 | Time: 7.7495e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 317 | Active_nodes: 63 | Time: 7.7503e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 319 | Active_nodes: 63 | Time: 7.7517e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 636 | Active_nodes: 63 | Time: 7.7525e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 206 | Active_nodes: 63 | Time: 7.7543e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 631 | Active_nodes: 63 | Time: 7.7551e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 623 | Active_nodes: 63 | Time: 7.7555e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 201 | Active_nodes: 63 | Time: 7.7586e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 621 | Active_nodes: 63 | Time: 7.7605e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 280 | Active_nodes: 63 | Time: 7.7619e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 649 | Active_nodes: 63 | Time: 7.7620e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 226 | Active_nodes: 63 | Time: 7.7666e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 342 | Active_nodes: 63 | Time: 7.7690e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 617 | Active_nodes: 63 | Time: 7.7692e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 279 | Active_nodes: 63 | Time: 7.7703e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 166 | Active_nodes: 63 | Time: 7.7727e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 503 | Active_nodes: 63 | Time: 7.7786e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 178 | Active_nodes: 63 | Time: 7.7849e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 457 | Active_nodes: 63 | Time: 7.7851e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 316 | Active_nodes: 63 | Time: 7.7853e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 616 | Active_nodes: 63 | Time: 7.7876e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 200 | Active_nodes: 63 | Time: 7.7930e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 411 | Active_nodes: 63 | Time: 7.7932e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 412 | Active_nodes: 63 | Time: 7.7951e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 630 | Active_nodes: 63 | Time: 7.7969e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 211 | Active_nodes: 63 | Time: 7.7971e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 402 | Active_nodes: 63 | Time: 7.7972e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 392 | Active_nodes: 63 | Time: 7.7973e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 177 | Active_nodes: 63 | Time: 7.8020e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 159 | Active_nodes: 63 | Time: 7.8031e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 229 | Active_nodes: 63 | Time: 7.8053e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 278 | Active_nodes: 63 | Time: 7.8070e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 622 | Active_nodes: 63 | Time: 7.8073e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 339 | Active_nodes: 63 | Time: 7.8074e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 202 | Active_nodes: 63 | Time: 7.8093e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 629 | Active_nodes: 63 | Time: 7.8095e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 497 | Active_nodes: 63 | Time: 7.8143e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 293 | Active_nodes: 63 | Time: 7.8150e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 164 | Active_nodes: 63 | Time: 7.8157e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 161 | Active_nodes: 63 | Time: 7.8174e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 517 | Active_nodes: 63 | Time: 7.8178e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 516 | Active_nodes: 63 | Time: 7.8192e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 456 | Active_nodes: 63 | Time: 7.8233e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 182 | Active_nodes: 63 | Time: 7.8240e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 615 | Active_nodes: 63 | Time: 7.8254e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 187 | Active_nodes: 63 | Time: 7.8256e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 224 | Active_nodes: 63 | Time: 7.8274e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 315 | Active_nodes: 63 | Time: 7.8287e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 648 | Active_nodes: 63 | Time: 7.8298e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 160 | Active_nodes: 63 | Time: 7.8311e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 292 | Active_nodes: 63 | Time: 7.8334e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 410 | Active_nodes: 63 | Time: 7.8365e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 338 | Active_nodes: 63 | Time: 7.8379e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 434 | Active_nodes: 63 | Time: 7.8390e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 210 | Active_nodes: 63 | Time: 7.8418e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 155 | Active_nodes: 63 | Time: 7.8421e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 628 | Active_nodes: 63 | Time: 7.8440e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 188 | Active_nodes: 63 | Time: 7.8469e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 383 | Active_nodes: 63 | Time: 7.8480e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 611 | Active_nodes: 63 | Time: 7.8500e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 511 | Active_nodes: 63 | Time: 7.8501e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 205 | Active_nodes: 63 | Time: 7.8502e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 228 | Active_nodes: 63 | Time: 7.8541e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 158 | Active_nodes: 63 | Time: 7.8546e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 337 | Active_nodes: 63 | Time: 7.8606e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 509 | Active_nodes: 63 | Time: 7.8616e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 432 | Active_nodes: 63 | Time: 7.8620e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 153 | Active_nodes: 63 | Time: 7.8647e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 223 | Active_nodes: 63 | Time: 7.8671e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 528 | Active_nodes: 63 | Time: 7.8708e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 396 | Active_nodes: 63 | Time: 7.8755e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 502 | Active_nodes: 63 | Time: 7.8766e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 619 | Active_nodes: 63 | Time: 7.8783e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 397 | Active_nodes: 63 | Time: 7.8816e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 318 | Active_nodes: 63 | Time: 7.8861e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 626 | Active_nodes: 63 | Time: 7.8928e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 274 | Active_nodes: 63 | Time: 7.8949e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 291 | Active_nodes: 63 | Time: 7.8952e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 272 | Active_nodes: 63 | Time: 7.8964e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 277 | Active_nodes: 63 | Time: 7.9046e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 414 | Active_nodes: 63 | Time: 7.9052e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 235 | Active_nodes: 63 | Time: 7.9053e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 234 | Active_nodes: 63 | Time: 7.9115e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 391 | Active_nodes: 63 | Time: 7.9119e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 290 | Active_nodes: 63 | Time: 7.9124e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 273 | Active_nodes: 63 | Time: 7.9131e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 314 | Active_nodes: 63 | Time: 7.9136e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 496 | Active_nodes: 63 | Time: 7.9153e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 294 | Active_nodes: 63 | Time: 7.9173e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 610 | Active_nodes: 63 | Time: 7.9194e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 186 | Active_nodes: 63 | Time: 7.9199e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 495 | Active_nodes: 63 | Time: 7.9229e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 283 | Active_nodes: 63 | Time: 7.9242e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 508 | Active_nodes: 63 | Time: 7.9299e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 390 | Active_nodes: 63 | Time: 7.9315e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 176 | Active_nodes: 63 | Time: 7.9353e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 221 | Active_nodes: 63 | Time: 7.9354e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 500 | Active_nodes: 63 | Time: 7.9379e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 152 | Active_nodes: 63 | Time: 7.9380e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 377 | Active_nodes: 63 | Time: 7.9381e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 529 | Active_nodes: 63 | Time: 7.9388e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 618 | Active_nodes: 63 | Time: 7.9390e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 180 | Active_nodes: 63 | Time: 7.9413e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 499 | Active_nodes: 63 | Time: 7.9417e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 263 | Active_nodes: 63 | Time: 7.9439e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 163 | Active_nodes: 63 | Time: 7.9454e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 608 | Active_nodes: 63 | Time: 7.9459e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 222 | Active_nodes: 63 | Time: 7.9474e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 609 | Active_nodes: 63 | Time: 7.9484e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 313 | Active_nodes: 63 | Time: 7.9542e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 625 | Active_nodes: 63 | Time: 7.9554e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 409 | Active_nodes: 63 | Time: 7.9562e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 282 | Active_nodes: 63 | Time: 7.9564e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 276 | Active_nodes: 63 | Time: 7.9589e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 175 | Active_nodes: 63 | Time: 7.9590e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 204 | Active_nodes: 63 | Time: 7.9593e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 220 | Active_nodes: 63 | Time: 7.9601e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 506 | Active_nodes: 63 | Time: 7.9613e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 510 | Active_nodes: 63 | Time: 7.9615e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 408 | Active_nodes: 63 | Time: 7.9633e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 154 | Active_nodes: 63 | Time: 7.9656e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 489 | Active_nodes: 63 | Time: 7.9658e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 382 | Active_nodes: 63 | Time: 7.9760e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 181 | Active_nodes: 63 | Time: 7.9825e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 614 | Active_nodes: 63 | Time: 7.9892e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 379 | Active_nodes: 63 | Time: 7.9918e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 505 | Active_nodes: 63 | Time: 7.9919e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 117 | Active_nodes: 63 | Time: 7.9922e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 119 | Active_nodes: 63 | Time: 7.9926e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 627 | Active_nodes: 63 | Time: 7.9933e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 389 | Active_nodes: 63 | Time: 7.9982e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 604 | Active_nodes: 63 | Time: 7.9982e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 336 | Active_nodes: 63 | Time: 7.9995e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 387 | Active_nodes: 63 | Time: 8.0010e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 371 | Active_nodes: 63 | Time: 8.0010e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 271 | Active_nodes: 63 | Time: 8.0012e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 607 | Active_nodes: 63 | Time: 8.0027e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 162 | Active_nodes: 63 | Time: 8.0042e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 620 | Active_nodes: 63 | Time: 8.0042e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 295 | Active_nodes: 63 | Time: 8.0052e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 493 | Active_nodes: 63 | Time: 8.0079e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 198 | Active_nodes: 63 | Time: 8.0082e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 605 | Active_nodes: 63 | Time: 8.0094e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 375 | Active_nodes: 63 | Time: 8.0095e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 613 | Active_nodes: 63 | Time: 8.0119e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 612 | Active_nodes: 63 | Time: 8.0147e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 376 | Active_nodes: 63 | Time: 8.0208e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 257 | Active_nodes: 63 | Time: 8.0224e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 157 | Active_nodes: 63 | Time: 8.0237e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 490 | Active_nodes: 63 | Time: 8.0246e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 288 | Active_nodes: 63 | Time: 8.0271e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 494 | Active_nodes: 63 | Time: 8.0271e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 488 | Active_nodes: 63 | Time: 8.0277e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 381 | Active_nodes: 63 | Time: 8.0315e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 219 | Active_nodes: 63 | Time: 8.0317e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 113 | Active_nodes: 63 | Time: 8.0347e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 118 | Active_nodes: 63 | Time: 8.0348e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 603 | Active_nodes: 63 | Time: 8.0349e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 197 | Active_nodes: 63 | Time: 8.0367e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 151 | Active_nodes: 63 | Time: 8.0384e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 507 | Active_nodes: 63 | Time: 8.0391e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 94 | Active_nodes: 63 | Time: 8.0394e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 491 | Active_nodes: 63 | Time: 8.0429e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 624 | Active_nodes: 63 | Time: 8.0434e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 199 | Active_nodes: 63 | Time: 8.0434e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 173 | Active_nodes: 63 | Time: 8.0457e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 312 | Active_nodes: 63 | Time: 8.0462e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 289 | Active_nodes: 63 | Time: 8.0494e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 504 | Active_nodes: 63 | Time: 8.0518e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 606 | Active_nodes: 63 | Time: 8.0578e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 156 | Active_nodes: 63 | Time: 8.0585e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 602 | Active_nodes: 63 | Time: 8.0594e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 388 | Active_nodes: 63 | Time: 8.0598e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 498 | Active_nodes: 63 | Time: 8.0616e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 270 | Active_nodes: 63 | Time: 8.0633e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 484 | Active_nodes: 63 | Time: 8.0658e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 262 | Active_nodes: 63 | Time: 8.0678e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 116 | Active_nodes: 63 | Time: 8.0702e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 251 | Active_nodes: 63 | Time: 8.0706e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 88 | Active_nodes: 63 | Time: 8.0708e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 501 | Active_nodes: 63 | Time: 8.0722e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 111 | Active_nodes: 63 | Time: 8.0730e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 112 | Active_nodes: 63 | Time: 8.0738e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 174 | Active_nodes: 63 | Time: 8.0759e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 89 | Active_nodes: 63 | Time: 8.0780e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 196 | Active_nodes: 63 | Time: 8.0797e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 373 | Active_nodes: 63 | Time: 8.0801e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 483 | Active_nodes: 63 | Time: 8.0834e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 374 | Active_nodes: 63 | Time: 8.0835e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 195 | Active_nodes: 63 | Time: 8.0866e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 194 | Active_nodes: 63 | Time: 8.0920e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 370 | Active_nodes: 63 | Time: 8.0932e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 386 | Active_nodes: 63 | Time: 8.0981e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 95 | Active_nodes: 63 | Time: 8.0998e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 255 | Active_nodes: 63 | Time: 8.1004e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 217 | Active_nodes: 63 | Time: 8.1028e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 218 | Active_nodes: 63 | Time: 8.1054e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 256 | Active_nodes: 63 | Time: 8.1098e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 368 | Active_nodes: 63 | Time: 8.1100e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 267 | Active_nodes: 63 | Time: 8.1109e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 65 | Active_nodes: 63 | Time: 8.1125e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 71 | Active_nodes: 63 | Time: 8.1153e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 380 | Active_nodes: 63 | Time: 8.1182e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 47 | Active_nodes: 63 | Time: 8.1219e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 92 | Active_nodes: 63 | Time: 8.1264e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 107 | Active_nodes: 63 | Time: 8.1277e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 369 | Active_nodes: 63 | Time: 8.1281e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 260 | Active_nodes: 63 | Time: 8.1295e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 492 | Active_nodes: 63 | Time: 8.1317e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 269 | Active_nodes: 63 | Time: 8.1360e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 365 | Active_nodes: 63 | Time: 8.1371e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 384 | Active_nodes: 63 | Time: 8.1379e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 250 | Active_nodes: 63 | Time: 8.1410e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 150 | Active_nodes: 63 | Time: 8.1411e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 171 | Active_nodes: 63 | Time: 8.1461e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 487 | Active_nodes: 63 | Time: 8.1482e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 143 | Active_nodes: 63 | Time: 8.1483e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 172 | Active_nodes: 63 | Time: 8.1489e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 106 | Active_nodes: 63 | Time: 8.1499e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 261 | Active_nodes: 63 | Time: 8.1514e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 485 | Active_nodes: 63 | Time: 8.1558e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 193 | Active_nodes: 63 | Time: 8.1577e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 109 | Active_nodes: 63 | Time: 8.1581e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 600 | Active_nodes: 63 | Time: 8.1592e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 367 | Active_nodes: 63 | Time: 8.1610e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 249 | Active_nodes: 63 | Time: 8.1613e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 216 | Active_nodes: 63 | Time: 8.1623e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 265 | Active_nodes: 63 | Time: 8.1623e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 258 | Active_nodes: 63 | Time: 8.1717e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 248 | Active_nodes: 63 | Time: 8.1759e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 259 | Active_nodes: 63 | Time: 8.1780e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 378 | Active_nodes: 63 | Time: 8.1788e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 482 | Active_nodes: 63 | Time: 8.1811e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 105 | Active_nodes: 63 | Time: 8.1811e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 115 | Active_nodes: 63 | Time: 8.1812e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 253 | Active_nodes: 63 | Time: 8.1821e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 481 | Active_nodes: 63 | Time: 8.1864e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 101 | Active_nodes: 63 | Time: 8.1879e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 364 | Active_nodes: 63 | Time: 8.1882e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 110 | Active_nodes: 63 | Time: 8.1886e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 91 | Active_nodes: 63 | Time: 8.1910e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 149 | Active_nodes: 63 | Time: 8.1935e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 266 | Active_nodes: 63 | Time: 8.1936e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 64 | Active_nodes: 63 | Time: 8.1938e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 147 | Active_nodes: 63 | Time: 8.1945e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 81 | Active_nodes: 63 | Time: 8.1968e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 83 | Active_nodes: 63 | Time: 8.1972e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 372 | Active_nodes: 63 | Time: 8.1984e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 385 | Active_nodes: 63 | Time: 8.2003e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 85 | Active_nodes: 63 | Time: 8.2009e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 86 | Active_nodes: 63 | Time: 8.2030e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 41 | Active_nodes: 63 | Time: 8.2051e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 58 | Active_nodes: 63 | Time: 8.2074e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 192 | Active_nodes: 63 | Time: 8.2104e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 268 | Active_nodes: 63 | Time: 8.2104e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 90 | Active_nodes: 63 | Time: 8.2174e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 67 | Active_nodes: 63 | Time: 8.2231e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 68 | Active_nodes: 63 | Time: 8.2258e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 170 | Active_nodes: 63 | Time: 8.2268e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 148 | Active_nodes: 63 | Time: 8.2273e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 169 | Active_nodes: 63 | Time: 8.2279e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 362 | Active_nodes: 63 | Time: 8.2296e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 114 | Active_nodes: 63 | Time: 8.2323e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 45 | Active_nodes: 63 | Time: 8.2397e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 601 | Active_nodes: 63 | Time: 8.2404e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 361 | Active_nodes: 63 | Time: 8.2415e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 108 | Active_nodes: 63 | Time: 8.2434e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 137 | Active_nodes: 63 | Time: 8.2452e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 44 | Active_nodes: 63 | Time: 8.2482e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 146 | Active_nodes: 63 | Time: 8.2489e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 104 | Active_nodes: 63 | Time: 8.2496e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 168 | Active_nodes: 63 | Time: 8.2503e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 70 | Active_nodes: 63 | Time: 8.2508e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 480 | Active_nodes: 63 | Time: 8.2514e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 46 | Active_nodes: 63 | Time: 8.2550e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 82 | Active_nodes: 63 | Time: 8.2577e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 63 | Active_nodes: 63 | Time: 8.2610e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 254 | Active_nodes: 63 | Time: 8.2627e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 366 | Active_nodes: 63 | Time: 8.2632e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 135 | Active_nodes: 63 | Time: 8.2645e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 40 | Active_nodes: 63 | Time: 8.2661e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 35 | Active_nodes: 63 | Time: 8.2678e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 59 | Active_nodes: 63 | Time: 8.2724e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 139 | Active_nodes: 63 | Time: 8.2790e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 141 | Active_nodes: 63 | Time: 8.2792e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 145 | Active_nodes: 63 | Time: 8.2794e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 363 | Active_nodes: 63 | Time: 8.2802e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 136 | Active_nodes: 63 | Time: 8.2809e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 77 | Active_nodes: 63 | Time: 8.2824e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 244 | Active_nodes: 63 | Time: 8.2852e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 131 | Active_nodes: 63 | Time: 8.2887e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 252 | Active_nodes: 63 | Time: 8.2888e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 245 | Active_nodes: 63 | Time: 8.2903e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 360 | Active_nodes: 63 | Time: 8.2943e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 98 | Active_nodes: 63 | Time: 8.2958e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 246 | Active_nodes: 63 | Time: 8.2980e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 264 | Active_nodes: 63 | Time: 8.3019e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 100 | Active_nodes: 63 | Time: 8.3031e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 142 | Active_nodes: 63 | Time: 8.3067e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 129 | Active_nodes: 63 | Time: 8.3109e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 43 | Active_nodes: 63 | Time: 8.3147e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 102 | Active_nodes: 63 | Time: 8.3162e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 242 | Active_nodes: 63 | Time: 8.3163e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 57 | Active_nodes: 63 | Time: 8.3191e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 60 | Active_nodes: 63 | Time: 8.3226e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 103 | Active_nodes: 63 | Time: 8.3234e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 140 | Active_nodes: 63 | Time: 8.3254e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 75 | Active_nodes: 63 | Time: 8.3271e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 61 | Active_nodes: 63 | Time: 8.3278e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 79 | Active_nodes: 63 | Time: 8.3283e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 99 | Active_nodes: 63 | Time: 8.3297e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 84 | Active_nodes: 63 | Time: 8.3300e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 243 | Active_nodes: 63 | Time: 8.3354e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 62 | Active_nodes: 63 | Time: 8.3360e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 133 | Active_nodes: 63 | Time: 8.3379e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 144 | Active_nodes: 63 | Time: 8.3415e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 21 | Active_nodes: 63 | Time: 8.3424e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 39 | Active_nodes: 63 | Time: 8.3507e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 130 | Active_nodes: 63 | Time: 8.3511e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 53 | Active_nodes: 63 | Time: 8.3534e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 125 | Active_nodes: 63 | Time: 8.3536e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 241 | Active_nodes: 63 | Time: 8.3577e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 74 | Active_nodes: 63 | Time: 8.3628e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 55 | Active_nodes: 63 | Time: 8.3633e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 247 | Active_nodes: 63 | Time: 8.3647e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 128 | Active_nodes: 63 | Time: 8.3657e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 42 | Active_nodes: 63 | Time: 8.3661e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 11 | Active_nodes: 63 | Time: 8.3676e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 124 | Active_nodes: 63 | Time: 8.3725e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 52 | Active_nodes: 63 | Time: 8.3742e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 34 | Active_nodes: 63 | Time: 8.3753e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 56 | Active_nodes: 63 | Time: 8.3756e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 51 | Active_nodes: 63 | Time: 8.3768e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 23 | Active_nodes: 63 | Time: 8.3818e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 54 | Active_nodes: 63 | Time: 8.3832e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 15 | Active_nodes: 63 | Time: 8.3855e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 97 | Active_nodes: 63 | Time: 8.3860e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 123 | Active_nodes: 63 | Time: 8.3884e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 240 | Active_nodes: 63 | Time: 8.3905e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 29 | Active_nodes: 63 | Time: 8.3915e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 33 | Active_nodes: 63 | Time: 8.3959e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 36 | Active_nodes: 63 | Time: 8.3962e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 96 | Active_nodes: 63 | Time: 8.4025e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 50 | Active_nodes: 63 | Time: 8.4046e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 37 | Active_nodes: 63 | Time: 8.4048e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 486 | Active_nodes: 63 | Time: 8.4056e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 22 | Active_nodes: 63 | Time: 8.4087e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 134 | Active_nodes: 63 | Time: 8.4114e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 19 | Active_nodes: 63 | Time: 8.4145e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 78 | Active_nodes: 63 | Time: 8.4163e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 73 | Active_nodes: 63 | Time: 8.4171e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 122 | Active_nodes: 63 | Time: 8.4229e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 17 | Active_nodes: 63 | Time: 8.4256e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 66 | Active_nodes: 63 | Time: 8.4270e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 16 | Active_nodes: 63 | Time: 8.4297e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 121 | Active_nodes: 63 | Time: 8.4325e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 132 | Active_nodes: 63 | Time: 8.4345e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 138 | Active_nodes: 63 | Time: 8.4366e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 76 | Active_nodes: 63 | Time: 8.4500e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 31 | Active_nodes: 63 | Time: 8.4528e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 126 | Active_nodes: 63 | Time: 8.4534e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 38 | Active_nodes: 63 | Time: 8.4539e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 127 | Active_nodes: 63 | Time: 8.4582e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 49 | Active_nodes: 63 | Time: 8.4588e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 20 | Active_nodes: 63 | Time: 8.4650e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 284 | Active_nodes: 63 | Time: 8.4729e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 27 | Active_nodes: 63 | Time: 8.4745e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 72 | Active_nodes: 63 | Time: 8.4796e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 13 | Active_nodes: 63 | Time: 8.4880e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 48 | Active_nodes: 63 | Time: 8.4894e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 8 | Active_nodes: 63 | Time: 8.4974e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 32 | Active_nodes: 63 | Time: 8.5060e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 120 | Active_nodes: 63 | Time: 8.5169e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 12 | Active_nodes: 63 | Time: 8.5280e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 9 | Active_nodes: 63 | Time: 8.5369e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 28 | Active_nodes: 63 | Time: 8.5436e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 69 | Active_nodes: 63 | Time: 8.5441e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 14 | Active_nodes: 63 | Time: 8.5511e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 30 | Active_nodes: 63 | Time: 8.5539e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 80 | Active_nodes: 63 | Time: 8.5681e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 2 | Active_nodes: 63 | Time: 8.5682e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 10 | Active_nodes: 63 | Time: 8.5703e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 5 | Active_nodes: 63 | Time: 8.5782e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 7 | Active_nodes: 63 | Time: 8.5794e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 25 | Active_nodes: 63 | Time: 8.5911e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 4 | Active_nodes: 63 | Time: 8.6223e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 87 | Active_nodes: 63 | Time: 8.6226e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 18 | Active_nodes: 63 | Time: 8.6394e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 1 | Active_nodes: 63 | Time: 8.6456e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 6 | Active_nodes: 63 | Time: 8.6464e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 24 | Active_nodes: 63 | Time: 8.6512e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 3 | Active_nodes: 63 | Time: 8.6592e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 26 | Active_nodes: 63 | Time: 8.6596e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 0 | Active_nodes: 63 | Time: 8.9670e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 450 | Active_nodes: 63 | Time: 1.4690e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 93 | Active_nodes: 63 | Time: 1.5310e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| - -........................... -Average time: 7.8297e-04s - -________________________________________________________________________________________________ - -execution time of: 6.6900e-04s: Index: 719 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| - -execution time of: 6.7976e-04s: Index: 599 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| - -execution time of: 6.8114e-04s: Index: 718 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| - -execution time of: 6.8730e-04s: Index: 717 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| - -execution time of: 6.8833e-04s: Index: 695 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| - -execution time of: 6.8982e-04s: Index: 593 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| - -execution time of: 6.8989e-04s: Index: 575 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| - -execution time of: 6.9147e-04s: Index: 597 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| - -execution time of: 6.9227e-04s: Index: 598 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| - -execution time of: 6.9335e-04s: Index: 713 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| - -execution time of: 6.9355e-04s: Index: 694 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| - -execution time of: 6.9484e-04s: Index: 479 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| - -execution time of: 6.9623e-04s: Index: 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-> 1|5 -> 0| - -execution time of: 7.1226e-04s: Index: 453 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| - -execution time of: 7.1268e-04s: Index: 706 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| - -execution time of: 7.1305e-04s: Index: 568 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| - -execution time of: 7.1316e-04s: Index: 670 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| - -execution time of: 7.1355e-04s: Index: 665 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| - -execution time of: 7.1372e-04s: Index: 595 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| - -execution time of: 7.1460e-04s: Index: 472 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| - -execution time of: 7.1491e-04s: Index: 683 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| - -execution time of: 7.1564e-04s: Index: 545 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| - -execution time of: 7.1567e-04s: Index: 687 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| - -execution time of: 7.1576e-04s: Index: 705 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| - -execution time of: 7.1605e-04s: Index: 594 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| - -execution time of: 7.1639e-04s: Index: 691 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| - -execution time of: 7.1659e-04s: Index: 476 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| - -execution time of: 7.1667e-04s: Index: 664 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| - -execution time of: 7.1679e-04s: Index: 590 | Max_nodes: 126 | Active_nodes: 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| Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| - -execution time of: 7.2022e-04s: Index: 452 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| - -execution time of: 7.2078e-04s: Index: 550 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| - -execution time of: 7.2091e-04s: Index: 571 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| - -execution time of: 7.2143e-04s: Index: 589 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| - -execution time of: 7.2217e-04s: Index: 586 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| - -execution time of: 7.2277e-04s: Index: 704 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| - -execution time of: 7.2282e-04s: Index: 690 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| - -execution time of: 7.2282e-04s: Index: 709 | 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-> 2|5 -> 1| - -execution time of: 7.3022e-04s: Index: 685 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| - -execution time of: 7.3031e-04s: Index: 669 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| - -execution time of: 7.3090e-04s: Index: 585 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| - -execution time of: 7.3144e-04s: Index: 351 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| - -execution time of: 7.3163e-04s: Index: 443 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| - -execution time of: 7.3174e-04s: Index: 703 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| - -execution time of: 7.3178e-04s: Index: 470 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| - -execution time of: 7.3204e-04s: Index: 356 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 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| Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| - -execution time of: 7.3645e-04s: Index: 583 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| - -execution time of: 7.3667e-04s: Index: 561 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| - -execution time of: 7.3692e-04s: Index: 667 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| - -execution time of: 7.3704e-04s: Index: 680 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| - -execution time of: 7.3714e-04s: Index: 565 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| - -execution time of: 7.3816e-04s: Index: 661 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| - -execution time of: 7.3831e-04s: Index: 464 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| - -execution time of: 7.3842e-04s: Index: 332 | 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-> 5|5 -> 0| - -execution time of: 7.4294e-04s: Index: 309 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| - -execution time of: 7.4311e-04s: Index: 666 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| - -execution time of: 7.4377e-04s: Index: 445 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| - -execution time of: 7.4392e-04s: Index: 564 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| - -execution time of: 7.4396e-04s: Index: 580 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 2| - -execution time of: 7.4398e-04s: Index: 537 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| - -execution time of: 7.4482e-04s: Index: 698 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| - -execution time of: 7.4566e-04s: Index: 657 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 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-> 2|5 -> 5| - -execution time of: 7.8233e-04s: Index: 456 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| - -execution time of: 7.8240e-04s: Index: 182 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| - -execution time of: 7.8254e-04s: Index: 615 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 1| - -execution time of: 7.8256e-04s: Index: 187 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| - -execution time of: 7.8274e-04s: Index: 224 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| - -execution time of: 7.8287e-04s: Index: 315 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| - -execution time of: 7.8298e-04s: Index: 648 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| - -execution time of: 7.8311e-04s: Index: 160 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 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| Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 2| - -execution time of: 7.8620e-04s: Index: 432 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| - -execution time of: 7.8647e-04s: Index: 153 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| - -execution time of: 7.8671e-04s: Index: 223 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 3| - -execution time of: 7.8708e-04s: Index: 528 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| - -execution time of: 7.8755e-04s: Index: 396 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| - -execution time of: 7.8766e-04s: Index: 502 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| - -execution time of: 7.8783e-04s: Index: 619 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2| - -execution time of: 7.8816e-04s: Index: 397 | 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-> 3|5 -> 2| - -execution time of: 7.9379e-04s: Index: 500 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 3| - -execution time of: 7.9380e-04s: Index: 152 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| - -execution time of: 7.9381e-04s: Index: 377 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 1| - -execution time of: 7.9388e-04s: Index: 529 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| - -execution time of: 7.9390e-04s: Index: 618 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| - -execution time of: 7.9413e-04s: Index: 180 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| - -execution time of: 7.9417e-04s: Index: 499 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| - -execution time of: 7.9439e-04s: Index: 263 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 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-> 1|5 -> 5| - -execution time of: 8.0277e-04s: Index: 488 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| - -execution time of: 8.0315e-04s: Index: 381 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1| - -execution time of: 8.0317e-04s: Index: 219 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| - -execution time of: 8.0347e-04s: Index: 113 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| - -execution time of: 8.0348e-04s: Index: 118 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| - -execution time of: 8.0349e-04s: Index: 603 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2| - -execution time of: 8.0367e-04s: Index: 197 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| - -execution time of: 8.0384e-04s: Index: 151 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 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-execution time of: 8.1109e-04s: Index: 267 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| - -execution time of: 8.1125e-04s: Index: 65 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| - -execution time of: 8.1153e-04s: Index: 71 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| - -execution time of: 8.1182e-04s: Index: 380 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 4| - -execution time of: 8.1219e-04s: Index: 47 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| - -execution time of: 8.1264e-04s: Index: 92 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3| - -execution time of: 8.1277e-04s: Index: 107 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| - -execution time of: 8.1281e-04s: Index: 369 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 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-> 0|3 -> 4|4 -> 5|5 -> 2| - -execution time of: 8.1482e-04s: Index: 487 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3| - -execution time of: 8.1483e-04s: Index: 143 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| - -execution time of: 8.1489e-04s: Index: 172 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| - -execution time of: 8.1499e-04s: Index: 106 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| - -execution time of: 8.1514e-04s: Index: 261 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| - -execution time of: 8.1558e-04s: Index: 485 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| - -execution time of: 8.1577e-04s: Index: 193 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| - -execution time of: 8.1581e-04s: Index: 109 | Max_nodes: 126 | Active_nodes: 63 | 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-> 3|5 -> 5| - -execution time of: 8.2496e-04s: Index: 104 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| - -execution time of: 8.2503e-04s: Index: 168 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| - -execution time of: 8.2508e-04s: Index: 70 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| - -execution time of: 8.2514e-04s: Index: 480 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| - -execution time of: 8.2550e-04s: Index: 46 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| - -execution time of: 8.2577e-04s: Index: 82 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| - -execution time of: 8.2610e-04s: Index: 63 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| - -execution time of: 8.2627e-04s: Index: 254 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 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Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| - -execution time of: 8.3163e-04s: Index: 242 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| - -execution time of: 8.3191e-04s: Index: 57 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| - -execution time of: 8.3226e-04s: Index: 60 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| - -execution time of: 8.3234e-04s: Index: 103 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| - -execution time of: 8.3254e-04s: Index: 140 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| - -execution time of: 8.3271e-04s: Index: 75 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| - -execution time of: 8.3278e-04s: Index: 61 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| - -execution time of: 8.3283e-04s: Index: 79 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| - -execution time of: 8.3297e-04s: Index: 99 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| - -execution time of: 8.3300e-04s: Index: 84 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| - -execution time of: 8.3354e-04s: Index: 243 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| - -execution time of: 8.3360e-04s: Index: 62 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| - -execution time of: 8.3379e-04s: Index: 133 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| - -execution time of: 8.3415e-04s: Index: 144 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| - -execution time of: 8.3424e-04s: Index: 21 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| - -execution time of: 8.3507e-04s: Index: 39 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| - -execution time of: 8.3511e-04s: Index: 130 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| - -execution time of: 8.3534e-04s: Index: 53 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| - -execution time of: 8.3536e-04s: Index: 125 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| - -execution time of: 8.3577e-04s: Index: 241 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| - -execution time of: 8.3628e-04s: Index: 74 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| - -execution time of: 8.3633e-04s: Index: 55 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| - -execution time of: 8.3647e-04s: Index: 247 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| - -execution time of: 8.3657e-04s: Index: 128 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| - -execution time of: 8.3661e-04s: Index: 42 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| - -execution time of: 8.3676e-04s: Index: 11 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| - -execution time of: 8.3725e-04s: Index: 124 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| - -execution time of: 8.3742e-04s: Index: 52 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| - -execution time of: 8.3753e-04s: Index: 34 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| - -execution time of: 8.3756e-04s: Index: 56 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| - -execution time of: 8.3768e-04s: Index: 51 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| - -execution time of: 8.3818e-04s: Index: 23 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| - -execution time of: 8.3832e-04s: Index: 54 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| - -execution time of: 8.3855e-04s: Index: 15 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| - -execution time of: 8.3860e-04s: Index: 97 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| - -execution time of: 8.3884e-04s: Index: 123 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| - -execution time of: 8.3905e-04s: Index: 240 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| - -execution time of: 8.3915e-04s: Index: 29 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| - -execution time of: 8.3959e-04s: Index: 33 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| - -execution time of: 8.3962e-04s: Index: 36 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| - -execution time of: 8.4025e-04s: Index: 96 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| - -execution time of: 8.4046e-04s: Index: 50 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| - -execution time of: 8.4048e-04s: Index: 37 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| - -execution time of: 8.4056e-04s: Index: 486 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| - -execution time of: 8.4087e-04s: Index: 22 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| - -execution time of: 8.4114e-04s: Index: 134 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| - -execution time of: 8.4145e-04s: Index: 19 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| - -execution time of: 8.4163e-04s: Index: 78 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| - -execution time of: 8.4171e-04s: Index: 73 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| - -execution time of: 8.4229e-04s: Index: 122 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| - -execution time of: 8.4256e-04s: Index: 17 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| - -execution time of: 8.4270e-04s: Index: 66 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| - -execution time of: 8.4297e-04s: Index: 16 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| - -execution time of: 8.4325e-04s: Index: 121 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| - -execution time of: 8.4345e-04s: Index: 132 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| - -execution time of: 8.4366e-04s: Index: 138 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| - -execution time of: 8.4500e-04s: Index: 76 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| - -execution time of: 8.4528e-04s: Index: 31 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| - -execution time of: 8.4534e-04s: Index: 126 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| - -execution time of: 8.4539e-04s: Index: 38 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| - -execution time of: 8.4582e-04s: Index: 127 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| - -execution time of: 8.4588e-04s: Index: 49 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| - -execution time of: 8.4650e-04s: Index: 20 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| - -execution time of: 8.4729e-04s: Index: 284 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| - -execution time of: 8.4745e-04s: Index: 27 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| - -execution time of: 8.4796e-04s: Index: 72 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| - -execution time of: 8.4880e-04s: Index: 13 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| - -execution time of: 8.4894e-04s: Index: 48 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| - -execution time of: 8.4974e-04s: Index: 8 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| - -execution time of: 8.5060e-04s: Index: 32 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| - -execution time of: 8.5169e-04s: Index: 120 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| - -execution time of: 8.5280e-04s: Index: 12 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| - -execution time of: 8.5369e-04s: Index: 9 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| - -execution time of: 8.5436e-04s: Index: 28 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| - -execution time of: 8.5441e-04s: Index: 69 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| - -execution time of: 8.5511e-04s: Index: 14 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| - -execution time of: 8.5539e-04s: Index: 30 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| - -execution time of: 8.5681e-04s: Index: 80 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| - -execution time of: 8.5682e-04s: Index: 2 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| - -execution time of: 8.5703e-04s: Index: 10 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| - -execution time of: 8.5782e-04s: Index: 5 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| - -execution time of: 8.5794e-04s: Index: 7 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| - -execution time of: 8.5911e-04s: Index: 25 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| - -execution time of: 8.6223e-04s: Index: 4 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| - -execution time of: 8.6226e-04s: Index: 87 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| - -execution time of: 8.6394e-04s: Index: 18 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| - -execution time of: 8.6456e-04s: Index: 1 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| - -execution time of: 8.6464e-04s: Index: 6 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| - -execution time of: 8.6512e-04s: Index: 24 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| - -execution time of: 8.6592e-04s: Index: 3 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| - -execution time of: 8.6596e-04s: Index: 26 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| - -execution time of: 8.9670e-04s: Index: 0 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| - -execution time of: 1.4690e-03s: Index: 450 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| - -execution time of: 1.5310e-03s: Index: 93 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| - -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/realamprandom_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/realamprandom_indep_qiskit_controls.txt deleted file mode 100644 index 715abe2f..00000000 --- a/test/BenchmarkQuasm/results/realamprandom_indep_qiskit_controls.txt +++ /dev/null @@ -1,280 +0,0 @@ -Start Simulation of realamprandom_indep_qiskit_2__________________________________________________ - - i: 0 1 - 1: ry | p: (4.84635) - 2: | ry p: (0.130388) - 3: c x - 4: ry | p: (3.98133) - 5: | ry p: (4.70487) - 6: c x - 7: ry | p: (3.13221) - 8: | ry p: (1.41244) - 9: c x -10: ry | p: (1.24447) -11: | ry p: (4.77856) -12:======== -13: 0 | -14: | 1 - o: 0 1 -Computed Permutation: ................0 -> 1|1 -> 0| -Original Permutation: ................0 -> 0|1 -> 1| -Identity Duration: 4.6406e-05s............................. -Permuted Duration: 4.0109e-05s............................. -Identity active_nodes: 3 ...................................... -Permuted active_nodes: 3 ...................................... -Identity max_nodes: 6 ...................................... -Permuted max_nodes: 6 ...................................... -________________________________________________________________________________________________ - -Start Simulation of realamprandom_indep_qiskit_3__________________________________________________ - -.i:...0...1...2 -.1:..ry...|...| p: (4.8464e+00) -.2:...|..ry...| p: (1.3039e-01) -.3:...c...x...| -.4:...|...|..ry p: (3.9813e+00) -.5:...c...|...x -.6:..ry...|...| p: (4.7049e+00) -.7:...|...c...x -.8:...|..ry...| p: (3.1322e+00) -.9:...c...x...| -10:...|...|..ry p: (1.4124e+00) -11:...c...|...x -12:..ry...|...| p: (1.2445e+00) -13:...|...c...x -14:...|..ry...| p: (4.7786e+00) -15:...c...x...| -16:...|...|..ry p: (1.0626e+00) -17:...c...|...x -18:..ry...|...| p: (5.5506e-01) -19:...|...c...x -20:...|..ry...| p: (4.3062e+00) -21:...|...|..ry p: (5.9903e+00) -22:============ -23:...0...|...| -24:...|...1...| -25:...|...|...2 -.o:...0...1...2 -Computed Permutation: .........0 -> 2|1 -> 1|2 -> 0| -Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 1.0878e-04s............................. -Permuted Duration: 9.0276e-05s............................. -Identity active_nodes: 7 ...................................... -Permuted active_nodes: 7 ...................................... -Identity max_nodes: 14 ...................................... -Permuted max_nodes: 14 ...................................... -________________________________________________________________________________________________ - -Start Simulation of realamprandom_indep_qiskit_4__________________________________________________ - -.i:...0...1...2...3 -.1:..ry...|...|...| p: (4.8464e+00) -.2:...|..ry...|...| p: (1.3039e-01) -.3:...c...x...|...| -.4:...|...|..ry...| p: (3.9813e+00) -.5:...c...|...x...| -.6:...|...c...x...| -.7:...|...|...|..ry p: (4.7049e+00) -.8:...c...|...|...x -.9:..ry...|...|...| p: (3.1322e+00) -10:...|...c...|...x -11:...|..ry...|...| p: (1.4124e+00) -12:...c...x...|...| -13:...|...|...c...x -14:...|...|..ry...| p: (1.2445e+00) -15:...c...|...x...| -16:...|...c...x...| -17:...|...|...|..ry p: (4.7786e+00) -18:...c...|...|...x -19:..ry...|...|...| p: (1.0626e+00) -20:...|...c...|...x -21:...|..ry...|...| p: (5.5506e-01) -22:...c...x...|...| -23:...|...|...c...x -24:...|...|..ry...| p: (4.3062e+00) -25:...c...|...x...| -26:...|...c...x...| -27:...|...|...|..ry p: (5.9903e+00) -28:...c...|...|...x -29:..ry...|...|...| p: (2.4808e-02) -30:...|...c...|...x -31:...|..ry...|...| p: (3.2182e+00) -32:...|...|...c...x -33:...|...|..ry...| p: (5.1058e+00) -34:...|...|...|..ry p: (3.8486e+00) -35:================ -36:...0...|...|...| -37:...|...1...|...| -38:...|...|...2...| -39:...|...|...|...3 -.o:...0...1...2...3 -Computed Permutation: ..0 -> 3|1 -> 2|2 -> 1|3 -> 0| -Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Identity Duration: 2.3094e-04s............................. -Permuted Duration: 1.8229e-04s............................. -Identity active_nodes: 15 ...................................... -Permuted active_nodes: 15 ...................................... -Identity max_nodes: 30 ...................................... -Permuted max_nodes: 30 ...................................... -________________________________________________________________________________________________ - -Start Simulation of realamprandom_indep_qiskit_5__________________________________________________ - -.i:...0...1...2...3...4 -.1:..ry...|...|...|...| p: (4.8464e+00) -.2:...|..ry...|...|...| p: (1.3039e-01) -.3:...c...x...|...|...| -.4:...|...|..ry...|...| p: (3.9813e+00) -.5:...c...|...x...|...| -.6:...|...c...x...|...| -.7:...|...|...|..ry...| p: (4.7049e+00) -.8:...c...|...|...x...| -.9:...|...c...|...x...| -10:...|...|...c...x...| -11:...|...|...|...|..ry p: (3.1322e+00) -12:...c...|...|...|...x -13:..ry...|...|...|...| p: (1.4124e+00) -14:...|...c...|...|...x -15:...|..ry...|...|...| p: (1.2445e+00) -16:...c...x...|...|...| -17:...|...|...c...|...x -18:...|...|..ry...|...| p: (4.7786e+00) -19:...c...|...x...|...| -20:...|...c...x...|...| -21:...|...|...|...c...x -22:...|...|...|..ry...| p: (1.0626e+00) -23:...c...|...|...x...| -24:...|...c...|...x...| -25:...|...|...c...x...| -26:...|...|...|...|..ry p: (5.5506e-01) -27:...c...|...|...|...x -28:..ry...|...|...|...| p: (4.3062e+00) -29:...|...c...|...|...x -30:...|..ry...|...|...| p: (5.9903e+00) -31:...c...x...|...|...| -32:...|...|...c...|...x -33:...|...|..ry...|...| p: (2.4808e-02) -34:...c...|...x...|...| -35:...|...c...x...|...| -36:...|...|...|...c...x -37:...|...|...|..ry...| p: (3.2182e+00) -38:...c...|...|...x...| -39:...|...c...|...x...| -40:...|...|...c...x...| -41:...|...|...|...|..ry p: (5.1058e+00) -42:...c...|...|...|...x -43:..ry...|...|...|...| p: (3.8486e+00) -44:...|...c...|...|...x -45:...|..ry...|...|...| p: (4.5349e+00) -46:...|...|...c...|...x -47:...|...|..ry...|...| p: (1.8339e+00) -48:...|...|...|...c...x -49:...|...|...|..ry...| p: (5.7665e+00) -50:...|...|...|...|..ry p: (4.4898e+00) -51:==================== -52:...0...|...|...|...| -53:...|...1...|...|...| -54:...|...|...2...|...| -55:...|...|...|...3...| -56:...|...|...|...|...4 -.o:...0...1...2...3...4 -Computed Permutation: 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: 4.4496e-04s............................. -Permuted Duration: 3.5241e-04s............................. -Identity active_nodes: 31 ...................................... -Permuted active_nodes: 31 ...................................... -Identity max_nodes: 62 ...................................... -Permuted max_nodes: 62 ...................................... -________________________________________________________________________________________________ - -Start Simulation of realamprandom_indep_qiskit_6__________________________________________________ - -.i:...0...1...2...3...4...5 -.1:..ry...|...|...|...|...| p: (4.8464e+00) -.2:...|..ry...|...|...|...| p: (1.3039e-01) -.3:...c...x...|...|...|...| -.4:...|...|..ry...|...|...| p: (3.9813e+00) -.5:...c...|...x...|...|...| -.6:...|...c...x...|...|...| -.7:...|...|...|..ry...|...| p: (4.7049e+00) -.8:...c...|...|...x...|...| -.9:...|...c...|...x...|...| -10:...|...|...c...x...|...| -11:...|...|...|...|..ry...| p: (3.1322e+00) -12:...c...|...|...|...x...| -13:...|...c...|...|...x...| -14:...|...|...c...|...x...| -15:...|...|...|...c...x...| -16:...|...|...|...|...|..ry p: (1.4124e+00) -17:...c...|...|...|...|...x -18:..ry...|...|...|...|...| p: (1.2445e+00) -19:...|...c...|...|...|...x -20:...|..ry...|...|...|...| p: (4.7786e+00) -21:...c...x...|...|...|...| -22:...|...|...c...|...|...x -23:...|...|..ry...|...|...| p: (1.0626e+00) -24:...c...|...x...|...|...| -25:...|...c...x...|...|...| -26:...|...|...|...c...|...x -27:...|...|...|..ry...|...| p: (5.5506e-01) -28:...c...|...|...x...|...| -29:...|...c...|...x...|...| -30:...|...|...c...x...|...| -31:...|...|...|...|...c...x -32:...|...|...|...|..ry...| p: (4.3062e+00) -33:...c...|...|...|...x...| -34:...|...c...|...|...x...| -35:...|...|...c...|...x...| -36:...|...|...|...c...x...| -37:...|...|...|...|...|..ry p: (5.9903e+00) -38:...c...|...|...|...|...x -39:..ry...|...|...|...|...| p: (2.4808e-02) -40:...|...c...|...|...|...x -41:...|..ry...|...|...|...| p: (3.2182e+00) -42:...c...x...|...|...|...| -43:...|...|...c...|...|...x -44:...|...|..ry...|...|...| p: (5.1058e+00) -45:...c...|...x...|...|...| -46:...|...c...x...|...|...| -47:...|...|...|...c...|...x -48:...|...|...|..ry...|...| p: (3.8486e+00) -49:...c...|...|...x...|...| -50:...|...c...|...x...|...| -51:...|...|...c...x...|...| -52:...|...|...|...|...c...x -53:...|...|...|...|..ry...| p: (4.5349e+00) -54:...c...|...|...|...x...| -55:...|...c...|...|...x...| -56:...|...|...c...|...x...| -57:...|...|...|...c...x...| -58:...|...|...|...|...|..ry p: (1.8339e+00) -59:...c...|...|...|...|...x -60:..ry...|...|...|...|...| p: (5.7665e+00) -61:...|...c...|...|...|...x -62:...|..ry...|...|...|...| p: (4.4898e+00) -63:...|...|...c...|...|...x -64:...|...|..ry...|...|...| p: (3.4089e+00) -65:...|...|...|...c...|...x -66:...|...|...|..ry...|...| p: (8.9328e-01) -67:...|...|...|...|...c...x -68:...|...|...|...|..ry...| p: (2.3458e+00) -69:...|...|...|...|...|..ry p: (4.2357e+00) -70:======================== -71:...0...|...|...|...|...| -72:...|...1...|...|...|...| -73:...|...|...2...|...|...| -74:...|...|...|...3...|...| -75:...|...|...|...|...4...| -76:...|...|...|...|...|...5 -.o:...0...1...2...3...4...5 -Computed Permutation: 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Identity Duration: 8.9670e-04s............................. -Permuted Duration: 7.0472e-04s............................. -Identity active_nodes: 63 ...................................... -Permuted active_nodes: 63 ...................................... -Identity max_nodes: 126...................................... -Permuted max_nodes: 126...................................... -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/su2random_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/su2random_indep_qiskit_all.txt deleted file mode 100644 index 0add9c91..00000000 --- a/test/BenchmarkQuasm/results/su2random_indep_qiskit_all.txt +++ /dev/null @@ -1,3843 +0,0 @@ -Start Simulation of su2random_indep_qiskit_2__________________________________________________ - - i: 0 1 - 1: u | p: (1.43683) (0.839737) (-3.14159) - 2: | u p: (0.130388) (-1.57831) - 3: c x - 4: u | p: (3.13221) (1.24447) - 5: | u p: (1.41244) (-1.50463) - 6: c x - 7: u | p: (1.06255) (-1.97694) - 8: | u p: (0.555055) (-0.292838) - 9: c x -10: u | p: (0.0248077) (-1.17734) -11: | u p: (3.06499) (0.707022) (-3.14159) -12:======== -13: 0 | -14: | 1 - o: 0 1 -Total Permutations: 2 -Min time: 4.2306e-05s................. Permutation 1 : 0 -> 1|1 -> 0| -Max time: 4.8660e-05s................. Permutation 0 : 0 -> 0|1 -> 1| -Min active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Min max nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Max active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Max max nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -________________________________________________________________________________________________ - -2 permutations have 3 active nodes. -Index: 1 | Max_nodes: 6 | Time: 4.2306e-05s | 0 -> 1|1 -> 0| -Index: 0 | Max_nodes: 6 | Time: 4.8660e-05s | 0 -> 0|1 -> 1| - -........................... -Average time: 4.5483e-05s - -________________________________________________________________________________________________ - -2 permutations have 6 max nodes. -Index: 1 | Active_nodes: 3 | Time: 4.2306e-05s | 0 -> 1|1 -> 0| -Index: 0 | Active_nodes: 3 | Time: 4.8660e-05s | 0 -> 0|1 -> 1| - -........................... -Average time: 4.5483e-05s - -________________________________________________________________________________________________ - -execution time of: 4.2306e-05s: Index: 1 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 1|1 -> 0| - -execution time of: 4.8660e-05s: Index: 0 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 0|1 -> 1| - -________________________________________________________________________________________________ - -Start Simulation of su2random_indep_qiskit_3__________________________________________________ - -.i:...0...1...2 -.1:...u...|...| p: (1.4368e+00) (1.5633e+00) (-3.1416e+00) -.2:...|...u...| p: (1.3039e-01) (3.1322e+00) -.3:...c...x...| -.4:...|...|...u p: (2.3019e+00) (-1.7292e+00) (-3.1416e+00) -.5:...c...|...x -.6:...u...|...| p: (1.2445e+00) (5.5506e-01) -.7:...|...c...x -.8:...|...u...| p: (1.5046e+00) (1.1647e+00) (-3.1416e+00) -.9:...c...x...| -10:...|...|...u p: (1.0626e+00) (-2.9284e-01) -11:...c...|...x -12:...u...|...| p: (2.4808e-02) (-2.4346e+00) -13:...|...c...x -14:...|...u...| p: (3.0650e+00) (1.3933e+00) (-3.1416e+00) -15:...c...x...| -16:...|...|...u p: (1.1773e+00) (-1.3077e+00) (-3.1416e+00) -17:...c...|...x -18:...u...|...| p: (5.1664e-01) (-2.2483e+00) (-3.1416e+00) -19:...|...c...x -20:...|...u...| p: (1.7934e+00) (-7.9582e-01) (-3.1416e+00) -21:...|...|...u p: (2.8743e+00) (1.0941e+00) (-3.1416e+00) -22:============ -23:...0...|...| -24:...|...1...| -25:...|...|...2 -.o:...0...1...2 -Total Permutations: 6 -Min time: 9.2506e-05s................. Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| -Max time: 1.1247e-04s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Min active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Min max nodes: 14 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max max nodes: 14 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -________________________________________________________________________________________________ - -6 permutations have 7 active nodes. -Index: 5 | Max_nodes: 14 | Time: 9.2506e-05s | 0 -> 2|1 -> 1|2 -> 0| -Index: 3 | Max_nodes: 14 | Time: 9.9245e-05s | 0 -> 1|1 -> 2|2 -> 0| -Index: 4 | Max_nodes: 14 | Time: 1.0035e-04s | 0 -> 2|1 -> 0|2 -> 1| -Index: 2 | Max_nodes: 14 | Time: 1.0654e-04s | 0 -> 1|1 -> 0|2 -> 2| -Index: 1 | Max_nodes: 14 | Time: 1.0720e-04s | 0 -> 0|1 -> 2|2 -> 1| -Index: 0 | Max_nodes: 14 | Time: 1.1247e-04s | 0 -> 0|1 -> 1|2 -> 2| - -........................... -Average time: 1.0305e-04s - -________________________________________________________________________________________________ - -6 permutations have 14 max nodes. -Index: 5 | Active_nodes: 7 | Time: 9.2506e-05s | 0 -> 2|1 -> 1|2 -> 0| -Index: 3 | Active_nodes: 7 | Time: 9.9245e-05s | 0 -> 1|1 -> 2|2 -> 0| -Index: 4 | Active_nodes: 7 | Time: 1.0035e-04s | 0 -> 2|1 -> 0|2 -> 1| -Index: 2 | Active_nodes: 7 | Time: 1.0654e-04s | 0 -> 1|1 -> 0|2 -> 2| -Index: 1 | Active_nodes: 7 | Time: 1.0720e-04s | 0 -> 0|1 -> 2|2 -> 1| -Index: 0 | Active_nodes: 7 | Time: 1.1247e-04s | 0 -> 0|1 -> 1|2 -> 2| - -........................... -Average time: 1.0305e-04s - -________________________________________________________________________________________________ - -execution time of: 9.2506e-05s: Index: 5 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 0| - -execution time of: 9.9245e-05s: Index: 3 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 0| - -execution time of: 1.0035e-04s: Index: 4 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 1| - -execution time of: 1.0654e-04s: Index: 2 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 2| - -execution time of: 1.0720e-04s: Index: 1 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 1| - -execution time of: 1.1247e-04s: Index: 0 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 2| - -________________________________________________________________________________________________ - -Start Simulation of su2random_indep_qiskit_4__________________________________________________ - -.i:...0...1...2...3 -.1:...u...|...|...| p: (1.4368e+00) (-9.3807e-03) (-3.1416e+00) -.2:...|...u...|...| p: (1.3039e-01) (1.4124e+00) -.3:...c...x...|...| -.4:...|...|...u...| p: (2.3019e+00) (-1.8971e+00) (-3.1416e+00) -.5:...c...|...x...| -.6:...|...c...x...| -.7:...|...|...|...u p: (1.5783e+00) (1.6370e+00) (-3.1416e+00) -.8:...c...|...|...x -.9:...u...|...|...| p: (1.0626e+00) (2.4808e-02) -10:...|...c...|...x -11:...|...u...|...| p: (5.5506e-01) (-3.0650e+00) -12:...c...x...|...| -13:...|...|...c...x -14:...|...|...u...| p: (1.9769e+00) (1.9643e+00) (-3.1416e+00) -15:...c...|...x...| -16:...|...c...x...| -17:...|...|...|...u p: (2.9284e-01) (7.0702e-01) (-3.1416e+00) -18:...c...|...|...x -19:...u...|...|...| p: (1.7483e+00) (2.6731e-01) (-3.1416e+00) -20:...|...c...|...x -21:...|...u...|...| p: (1.8339e+00) (8.9328e-01) -22:...c...x...|...| -23:...|...|...c...x -24:...|...|...u...| p: (5.1664e-01) (-7.9582e-01) (-3.1416e+00) -25:...c...|...x...| -26:...|...c...x...| -27:...|...|...|...u p: (1.7934e+00) (1.0941e+00) (-3.1416e+00) -28:...c...|...|...x -29:...u...|...|...| p: (2.7761e+00) (-2.1966e+00) -30:...|...c...|...x -31:...|...u...|...| p: (2.7270e+00) (-2.5067e+00) -32:...|...|...c...x -33:...|...|...u...| p: (2.4016e+00) (1.9178e+00) (-3.1416e+00) -34:...|...|...|...u p: (3.0590e+00) (1.3601e-01) (-3.1416e+00) -35:================ -36:...0...|...|...| -37:...|...1...|...| -38:...|...|...2...| -39:...|...|...|...3 -.o:...0...1...2...3 -Total Permutations: 24 -Min time: 1.8682e-04s................. Permutation 23 : 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -Max time: 2.3455e-04s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Min active nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Min max nodes: 30 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Max active nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Max max nodes: 30 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -________________________________________________________________________________________________ - -24 permutations have 15 active nodes. -Index: 23 | Max_nodes: 30 | Time: 1.8682e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -Index: 17 | Max_nodes: 30 | Time: 1.9388e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -Index: 21 | Max_nodes: 30 | Time: 1.9731e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| -Index: 22 | Max_nodes: 30 | Time: 1.9745e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| -Index: 16 | Max_nodes: 30 | Time: 2.0311e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| -Index: 15 | Max_nodes: 30 | Time: 2.0357e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -Index: 20 | Max_nodes: 30 | Time: 2.0473e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -Index: 11 | Max_nodes: 30 | Time: 2.0508e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -Index: 19 | Max_nodes: 30 | Time: 2.0824e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| -Index: 9 | Max_nodes: 30 | Time: 2.0965e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -Index: 14 | Max_nodes: 30 | Time: 2.1095e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -Index: 10 | Max_nodes: 30 | Time: 2.1248e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| -Index: 18 | Max_nodes: 30 | Time: 2.1456e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| -Index: 13 | Max_nodes: 30 | Time: 2.1478e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| -Index: 8 | Max_nodes: 30 | Time: 2.1818e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| -Index: 12 | Max_nodes: 30 | Time: 2.1919e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -Index: 5 | Max_nodes: 30 | Time: 2.1922e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| -Index: 4 | Max_nodes: 30 | Time: 2.2291e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -Index: 3 | Max_nodes: 30 | Time: 2.2329e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -Index: 6 | Max_nodes: 30 | Time: 2.2605e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -Index: 1 | Max_nodes: 30 | Time: 2.2992e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -Index: 2 | Max_nodes: 30 | Time: 2.3058e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -Index: 7 | Max_nodes: 30 | Time: 2.3337e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -Index: 0 | Max_nodes: 30 | Time: 2.3455e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| - -........................... -Average time: 2.1333e-04s - -________________________________________________________________________________________________ - -24 permutations have 30 max nodes. -Index: 23 | Active_nodes: 15 | Time: 1.8682e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -Index: 17 | Active_nodes: 15 | Time: 1.9388e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -Index: 21 | Active_nodes: 15 | Time: 1.9731e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| -Index: 22 | Active_nodes: 15 | Time: 1.9745e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| -Index: 16 | Active_nodes: 15 | Time: 2.0311e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| -Index: 15 | Active_nodes: 15 | Time: 2.0357e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -Index: 20 | Active_nodes: 15 | Time: 2.0473e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -Index: 11 | Active_nodes: 15 | Time: 2.0508e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -Index: 19 | Active_nodes: 15 | Time: 2.0824e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| -Index: 9 | Active_nodes: 15 | Time: 2.0965e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -Index: 14 | Active_nodes: 15 | Time: 2.1095e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -Index: 10 | Active_nodes: 15 | Time: 2.1248e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| -Index: 18 | Active_nodes: 15 | Time: 2.1456e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| -Index: 13 | Active_nodes: 15 | Time: 2.1478e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| -Index: 8 | Active_nodes: 15 | Time: 2.1818e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| -Index: 12 | Active_nodes: 15 | Time: 2.1919e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -Index: 5 | Active_nodes: 15 | Time: 2.1922e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| -Index: 4 | Active_nodes: 15 | Time: 2.2291e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -Index: 3 | Active_nodes: 15 | Time: 2.2329e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -Index: 6 | Active_nodes: 15 | Time: 2.2605e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -Index: 1 | Active_nodes: 15 | Time: 2.2992e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -Index: 2 | Active_nodes: 15 | Time: 2.3058e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -Index: 7 | Active_nodes: 15 | Time: 2.3337e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -Index: 0 | Active_nodes: 15 | Time: 2.3455e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| - -........................... -Average time: 2.1333e-04s - -________________________________________________________________________________________________ - -execution time of: 1.8682e-04s: Index: 23 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| - -execution time of: 1.9388e-04s: Index: 17 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| - -execution time of: 1.9731e-04s: Index: 21 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| - -execution time of: 1.9745e-04s: Index: 22 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| - -execution time of: 2.0311e-04s: Index: 16 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| - -execution time of: 2.0357e-04s: Index: 15 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| - -execution time of: 2.0473e-04s: Index: 20 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| - -execution time of: 2.0508e-04s: Index: 11 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| - -execution time of: 2.0824e-04s: Index: 19 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| - -execution time of: 2.0965e-04s: Index: 9 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| - -execution time of: 2.1095e-04s: Index: 14 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| - -execution time of: 2.1248e-04s: Index: 10 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| - -execution time of: 2.1456e-04s: Index: 18 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| - -execution time of: 2.1478e-04s: Index: 13 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| - -execution time of: 2.1818e-04s: Index: 8 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| - -execution time of: 2.1919e-04s: Index: 12 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| - -execution time of: 2.1922e-04s: Index: 5 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| - -execution time of: 2.2291e-04s: Index: 4 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| - -execution time of: 2.2329e-04s: Index: 3 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| - -execution time of: 2.2605e-04s: Index: 6 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| - -execution time of: 2.2992e-04s: Index: 1 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| - -execution time of: 2.3058e-04s: Index: 2 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| - -execution time of: 2.3337e-04s: Index: 7 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| - -execution time of: 2.3455e-04s: Index: 0 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| - -________________________________________________________________________________________________ - -Start Simulation of su2random_indep_qiskit_5__________________________________________________ - -.i:...0...1...2...3...4 -.1:...u...|...|...|...| p: (1.4368e+00) (-1.7292e+00) (-3.1416e+00) -.2:...|...u...|...|...| p: (1.3039e-01) (1.2445e+00) -.3:...c...x...|...|...| -.4:...|...|...u...|...| p: (2.3019e+00) (1.6370e+00) (-3.1416e+00) -.5:...c...|...x...|...| -.6:...|...c...x...|...| -.7:...|...|...|...u...| p: (1.5783e+00) (-2.0790e+00) (-3.1416e+00) -.8:...c...|...|...x...| -.9:...|...c...|...x...| -10:...|...|...c...x...| -11:...|...|...|...|...u p: (3.1322e+00) (5.5506e-01) -12:...c...|...|...|...x -13:...u...|...|...|...| p: (1.9769e+00) (7.0702e-01) (-3.1416e+00) -14:...|...c...|...|...x -15:...|...u...|...|...| p: (2.9284e-01) (1.3933e+00) (-3.1416e+00) -16:...c...x...|...|...| -17:...|...|...c...|...x -18:...|...|...u...|...| p: (2.4808e-02) (1.8339e+00) -19:...c...|...x...|...| -20:...|...c...x...|...| -21:...|...|...|...c...x -22:...|...|...|...u...| p: (3.0650e+00) (2.6250e+00) (-3.1416e+00) -23:...c...|...|...x...| -24:...|...c...|...x...| -25:...|...|...c...x...| -26:...|...|...|...|...u p: (1.1773e+00) (1.3482e+00) (-3.1416e+00) -27:...c...|...|...|...x -28:...u...|...|...|...| p: (2.8743e+00) (-4.1460e-01) (-3.1416e+00) -29:...|...c...|...|...x -30:...|...u...|...|...| p: (8.9328e-01) (-2.4016e+00) -31:...c...x...|...|...| -32:...|...|...c...|...x -33:...|...|...u...|...| p: (2.3458e+00) (-3.0590e+00) -34:...c...|...x...|...| -35:...|...c...x...|...| -36:...|...|...|...c...x -37:...|...|...|...u...| p: (2.0475e+00) (9.4497e-01) (-3.1416e+00) -38:...c...|...|...x...| -39:...|...c...|...x...| -40:...|...|...c...x...| -41:...|...|...|...|...u p: (2.7761e+00) (-2.5067e+00) -42:...c...|...|...|...x -43:...u...|...|...|...| p: (1.2238e+00) (-1.2522e+00) (-3.1416e+00) -44:...|...c...|...|...x -45:...|...u...|...|...| p: (3.0056e+00) (-2.4254e+00) (-3.1416e+00) -46:...|...|...c...|...x -47:...|...|...u...|...| p: (5.7398e-01) (2.0652e+00) (-3.1416e+00) -48:...|...|...|...c...x -49:...|...|...|...u...| p: (2.0058e+00) (2.9466e-01) -50:...|...|...|...|...u p: (5.6837e-01) (-2.3481e+00) -51:==================== -52:...0...|...|...|...| -53:...|...1...|...|...| -54:...|...|...2...|...| -55:...|...|...|...3...| -56:...|...|...|...|...4 -.o:...0...1...2...3...4 -Total Permutations: 120 -Min time: 3.7278e-04s................. Permutation 119: 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -Max time: 4.7316e-04s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Min active nodes: 31 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Min max nodes: 62 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Max active nodes: 31 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Max max nodes: 62 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -________________________________________________________________________________________________ - -120 permutations have 31 active nodes. -Index: 119 | Max_nodes: 62 | Time: 3.7278e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -Index: 95 | Max_nodes: 62 | Time: 3.7777e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -Index: 117 | Max_nodes: 62 | Time: 3.8553e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -Index: 94 | Max_nodes: 62 | Time: 3.8874e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -Index: 113 | Max_nodes: 62 | Time: 3.9130e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -Index: 89 | Max_nodes: 62 | Time: 3.9135e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -Index: 93 | Max_nodes: 62 | Time: 3.9227e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -Index: 116 | Max_nodes: 62 | Time: 3.9297e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -Index: 118 | Max_nodes: 62 | Time: 3.9370e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -Index: 71 | Max_nodes: 62 | Time: 3.9541e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -Index: 65 | Max_nodes: 62 | Time: 3.9674e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -Index: 115 | Max_nodes: 62 | Time: 3.9708e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -Index: 92 | Max_nodes: 62 | Time: 3.9838e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -Index: 112 | Max_nodes: 62 | Time: 3.9857e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -Index: 70 | Max_nodes: 62 | Time: 4.0143e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -Index: 111 | Max_nodes: 62 | Time: 4.0169e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -Index: 69 | Max_nodes: 62 | Time: 4.0193e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -Index: 107 | Max_nodes: 62 | Time: 4.0311e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -Index: 114 | Max_nodes: 62 | Time: 4.0357e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -Index: 110 | Max_nodes: 62 | Time: 4.0388e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -Index: 91 | Max_nodes: 62 | Time: 4.0488e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -Index: 87 | Max_nodes: 62 | Time: 4.0489e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -Index: 83 | Max_nodes: 62 | Time: 4.0631e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -Index: 63 | Max_nodes: 62 | Time: 4.0735e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -Index: 105 | Max_nodes: 62 | Time: 4.0771e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -Index: 64 | Max_nodes: 62 | Time: 4.0792e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -Index: 109 | Max_nodes: 62 | Time: 4.0965e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -Index: 88 | Max_nodes: 62 | Time: 4.0996e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -Index: 106 | Max_nodes: 62 | Time: 4.1003e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -Index: 86 | Max_nodes: 62 | Time: 4.1117e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -Index: 90 | Max_nodes: 62 | Time: 4.1145e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -Index: 68 | Max_nodes: 62 | Time: 4.1211e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -Index: 47 | Max_nodes: 62 | Time: 4.1265e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -Index: 81 | Max_nodes: 62 | Time: 4.1292e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -Index: 85 | Max_nodes: 62 | Time: 4.1379e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -Index: 82 | Max_nodes: 62 | Time: 4.1429e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -Index: 104 | Max_nodes: 62 | Time: 4.1449e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -Index: 67 | Max_nodes: 62 | Time: 4.1550e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -Index: 45 | Max_nodes: 62 | Time: 4.1592e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -Index: 108 | Max_nodes: 62 | Time: 4.1683e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -Index: 59 | Max_nodes: 62 | Time: 4.1717e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -Index: 62 | Max_nodes: 62 | Time: 4.1729e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -Index: 46 | Max_nodes: 62 | Time: 4.1800e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -Index: 39 | Max_nodes: 62 | Time: 4.2035e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -Index: 61 | Max_nodes: 62 | Time: 4.2145e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -Index: 41 | Max_nodes: 62 | Time: 4.2179e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -Index: 57 | Max_nodes: 62 | Time: 4.2203e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -Index: 101 | Max_nodes: 62 | Time: 4.2245e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -Index: 103 | Max_nodes: 62 | Time: 4.2281e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -Index: 84 | Max_nodes: 62 | Time: 4.2318e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -Index: 58 | Max_nodes: 62 | Time: 4.2363e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -Index: 80 | Max_nodes: 62 | Time: 4.2366e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -Index: 44 | Max_nodes: 62 | Time: 4.2451e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -Index: 40 | Max_nodes: 62 | Time: 4.2477e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -Index: 66 | Max_nodes: 62 | Time: 4.2494e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -Index: 102 | Max_nodes: 62 | Time: 4.2547e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -Index: 99 | Max_nodes: 62 | Time: 4.2595e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -Index: 79 | Max_nodes: 62 | Time: 4.2694e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -Index: 77 | Max_nodes: 62 | Time: 4.2741e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -Index: 100 | Max_nodes: 62 | Time: 4.2842e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -Index: 60 | Max_nodes: 62 | Time: 4.2938e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -Index: 38 | Max_nodes: 62 | Time: 4.3060e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -Index: 35 | Max_nodes: 62 | Time: 4.3112e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -Index: 56 | Max_nodes: 62 | Time: 4.3169e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -Index: 98 | Max_nodes: 62 | Time: 4.3174e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -Index: 76 | Max_nodes: 62 | Time: 4.3307e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -Index: 23 | Max_nodes: 62 | Time: 4.3386e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -Index: 75 | Max_nodes: 62 | Time: 4.3407e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -Index: 43 | Max_nodes: 62 | Time: 4.3418e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -Index: 34 | Max_nodes: 62 | Time: 4.3460e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -Index: 78 | Max_nodes: 62 | Time: 4.3501e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -Index: 97 | Max_nodes: 62 | Time: 4.3507e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -Index: 32 | Max_nodes: 62 | Time: 4.3715e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -Index: 37 | Max_nodes: 62 | Time: 4.3821e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -Index: 17 | Max_nodes: 62 | Time: 4.3839e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -Index: 73 | Max_nodes: 62 | Time: 4.3891e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -Index: 22 | Max_nodes: 62 | Time: 4.3940e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -Index: 53 | Max_nodes: 62 | Time: 4.3949e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -Index: 74 | Max_nodes: 62 | Time: 4.3980e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -Index: 21 | Max_nodes: 62 | Time: 4.3985e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -Index: 54 | Max_nodes: 62 | Time: 4.4004e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -Index: 96 | Max_nodes: 62 | Time: 4.4007e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -Index: 36 | Max_nodes: 62 | Time: 4.4124e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -Index: 55 | Max_nodes: 62 | Time: 4.4312e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -Index: 51 | Max_nodes: 62 | Time: 4.4316e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -Index: 52 | Max_nodes: 62 | Time: 4.4357e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -Index: 16 | Max_nodes: 62 | Time: 4.4378e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -Index: 72 | Max_nodes: 62 | Time: 4.4397e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -Index: 42 | Max_nodes: 62 | Time: 4.4456e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -Index: 49 | Max_nodes: 62 | Time: 4.4605e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -Index: 11 | Max_nodes: 62 | Time: 4.4659e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -Index: 15 | Max_nodes: 62 | Time: 4.4660e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -Index: 50 | Max_nodes: 62 | Time: 4.4763e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -Index: 19 | Max_nodes: 62 | Time: 4.4785e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -Index: 20 | Max_nodes: 62 | Time: 4.4799e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -Index: 30 | Max_nodes: 62 | Time: 4.4840e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -Index: 27 | Max_nodes: 62 | Time: 4.5128e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -Index: 10 | Max_nodes: 62 | Time: 4.5157e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -Index: 48 | Max_nodes: 62 | Time: 4.5170e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -Index: 31 | Max_nodes: 62 | Time: 4.5182e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -Index: 13 | Max_nodes: 62 | Time: 4.5250e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -Index: 28 | Max_nodes: 62 | Time: 4.5250e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -Index: 29 | Max_nodes: 62 | Time: 4.5280e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -Index: 9 | Max_nodes: 62 | Time: 4.5323e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -Index: 18 | Max_nodes: 62 | Time: 4.5335e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -Index: 14 | Max_nodes: 62 | Time: 4.5456e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -Index: 25 | Max_nodes: 62 | Time: 4.5651e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -Index: 5 | Max_nodes: 62 | Time: 4.5731e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -Index: 7 | Max_nodes: 62 | Time: 4.5758e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -Index: 26 | Max_nodes: 62 | Time: 4.5775e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -Index: 12 | Max_nodes: 62 | Time: 4.5872e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -Index: 4 | Max_nodes: 62 | Time: 4.5909e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -Index: 8 | Max_nodes: 62 | Time: 4.5948e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -Index: 24 | Max_nodes: 62 | Time: 4.5976e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -Index: 6 | Max_nodes: 62 | Time: 4.6232e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -Index: 1 | Max_nodes: 62 | Time: 4.6234e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -Index: 3 | Max_nodes: 62 | Time: 4.6487e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -Index: 33 | Max_nodes: 62 | Time: 4.6537e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -Index: 2 | Max_nodes: 62 | Time: 4.6689e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -Index: 0 | Max_nodes: 62 | Time: 4.7316e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| - -........................... -Average time: 4.2814e-04s - -________________________________________________________________________________________________ - -120 permutations have 62 max nodes. -Index: 119 | Active_nodes: 31 | Time: 3.7278e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -Index: 95 | Active_nodes: 31 | Time: 3.7777e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -Index: 117 | Active_nodes: 31 | Time: 3.8553e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -Index: 94 | Active_nodes: 31 | Time: 3.8874e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -Index: 113 | Active_nodes: 31 | Time: 3.9130e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -Index: 89 | Active_nodes: 31 | Time: 3.9135e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -Index: 93 | Active_nodes: 31 | Time: 3.9227e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -Index: 116 | Active_nodes: 31 | Time: 3.9297e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -Index: 118 | Active_nodes: 31 | Time: 3.9370e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -Index: 71 | Active_nodes: 31 | Time: 3.9541e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -Index: 65 | Active_nodes: 31 | Time: 3.9674e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -Index: 115 | Active_nodes: 31 | Time: 3.9708e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -Index: 92 | Active_nodes: 31 | Time: 3.9838e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -Index: 112 | Active_nodes: 31 | Time: 3.9857e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -Index: 70 | Active_nodes: 31 | Time: 4.0143e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -Index: 111 | Active_nodes: 31 | Time: 4.0169e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -Index: 69 | Active_nodes: 31 | Time: 4.0193e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -Index: 107 | Active_nodes: 31 | Time: 4.0311e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -Index: 114 | Active_nodes: 31 | Time: 4.0357e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -Index: 110 | Active_nodes: 31 | Time: 4.0388e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -Index: 91 | Active_nodes: 31 | Time: 4.0488e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -Index: 87 | Active_nodes: 31 | Time: 4.0489e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -Index: 83 | Active_nodes: 31 | Time: 4.0631e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -Index: 63 | Active_nodes: 31 | Time: 4.0735e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -Index: 105 | Active_nodes: 31 | Time: 4.0771e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -Index: 64 | Active_nodes: 31 | Time: 4.0792e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -Index: 109 | Active_nodes: 31 | Time: 4.0965e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -Index: 88 | Active_nodes: 31 | Time: 4.0996e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -Index: 106 | Active_nodes: 31 | Time: 4.1003e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -Index: 86 | Active_nodes: 31 | Time: 4.1117e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -Index: 90 | Active_nodes: 31 | Time: 4.1145e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -Index: 68 | Active_nodes: 31 | Time: 4.1211e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -Index: 47 | Active_nodes: 31 | Time: 4.1265e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -Index: 81 | Active_nodes: 31 | Time: 4.1292e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -Index: 85 | Active_nodes: 31 | Time: 4.1379e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -Index: 82 | Active_nodes: 31 | Time: 4.1429e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -Index: 104 | Active_nodes: 31 | Time: 4.1449e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -Index: 67 | Active_nodes: 31 | Time: 4.1550e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -Index: 45 | Active_nodes: 31 | Time: 4.1592e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -Index: 108 | Active_nodes: 31 | Time: 4.1683e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -Index: 59 | Active_nodes: 31 | Time: 4.1717e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -Index: 62 | Active_nodes: 31 | Time: 4.1729e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -Index: 46 | Active_nodes: 31 | Time: 4.1800e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -Index: 39 | Active_nodes: 31 | Time: 4.2035e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -Index: 61 | Active_nodes: 31 | Time: 4.2145e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -Index: 41 | Active_nodes: 31 | Time: 4.2179e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -Index: 57 | Active_nodes: 31 | Time: 4.2203e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -Index: 101 | Active_nodes: 31 | Time: 4.2245e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -Index: 103 | Active_nodes: 31 | Time: 4.2281e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -Index: 84 | Active_nodes: 31 | Time: 4.2318e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -Index: 58 | Active_nodes: 31 | Time: 4.2363e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -Index: 80 | Active_nodes: 31 | Time: 4.2366e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -Index: 44 | Active_nodes: 31 | Time: 4.2451e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -Index: 40 | Active_nodes: 31 | Time: 4.2477e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -Index: 66 | Active_nodes: 31 | Time: 4.2494e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -Index: 102 | Active_nodes: 31 | Time: 4.2547e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -Index: 99 | Active_nodes: 31 | Time: 4.2595e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -Index: 79 | Active_nodes: 31 | Time: 4.2694e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -Index: 77 | Active_nodes: 31 | Time: 4.2741e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -Index: 100 | Active_nodes: 31 | Time: 4.2842e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -Index: 60 | Active_nodes: 31 | Time: 4.2938e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -Index: 38 | Active_nodes: 31 | Time: 4.3060e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -Index: 35 | Active_nodes: 31 | Time: 4.3112e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -Index: 56 | Active_nodes: 31 | Time: 4.3169e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -Index: 98 | Active_nodes: 31 | Time: 4.3174e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -Index: 76 | Active_nodes: 31 | Time: 4.3307e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -Index: 23 | Active_nodes: 31 | Time: 4.3386e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -Index: 75 | Active_nodes: 31 | Time: 4.3407e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -Index: 43 | Active_nodes: 31 | Time: 4.3418e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -Index: 34 | Active_nodes: 31 | Time: 4.3460e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -Index: 78 | Active_nodes: 31 | Time: 4.3501e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -Index: 97 | Active_nodes: 31 | Time: 4.3507e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -Index: 32 | Active_nodes: 31 | Time: 4.3715e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -Index: 37 | Active_nodes: 31 | Time: 4.3821e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -Index: 17 | Active_nodes: 31 | Time: 4.3839e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -Index: 73 | Active_nodes: 31 | Time: 4.3891e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -Index: 22 | Active_nodes: 31 | Time: 4.3940e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -Index: 53 | Active_nodes: 31 | Time: 4.3949e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -Index: 74 | Active_nodes: 31 | Time: 4.3980e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -Index: 21 | Active_nodes: 31 | Time: 4.3985e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -Index: 54 | Active_nodes: 31 | Time: 4.4004e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -Index: 96 | Active_nodes: 31 | Time: 4.4007e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -Index: 36 | Active_nodes: 31 | Time: 4.4124e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -Index: 55 | Active_nodes: 31 | Time: 4.4312e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -Index: 51 | Active_nodes: 31 | Time: 4.4316e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -Index: 52 | Active_nodes: 31 | Time: 4.4357e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -Index: 16 | Active_nodes: 31 | Time: 4.4378e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -Index: 72 | Active_nodes: 31 | Time: 4.4397e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -Index: 42 | Active_nodes: 31 | Time: 4.4456e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -Index: 49 | Active_nodes: 31 | Time: 4.4605e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -Index: 11 | Active_nodes: 31 | Time: 4.4659e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -Index: 15 | Active_nodes: 31 | Time: 4.4660e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -Index: 50 | Active_nodes: 31 | Time: 4.4763e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -Index: 19 | Active_nodes: 31 | Time: 4.4785e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -Index: 20 | Active_nodes: 31 | Time: 4.4799e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -Index: 30 | Active_nodes: 31 | Time: 4.4840e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -Index: 27 | Active_nodes: 31 | Time: 4.5128e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -Index: 10 | Active_nodes: 31 | Time: 4.5157e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -Index: 48 | Active_nodes: 31 | Time: 4.5170e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -Index: 31 | Active_nodes: 31 | Time: 4.5182e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -Index: 13 | Active_nodes: 31 | Time: 4.5250e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -Index: 28 | Active_nodes: 31 | Time: 4.5250e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -Index: 29 | Active_nodes: 31 | Time: 4.5280e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -Index: 9 | Active_nodes: 31 | Time: 4.5323e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -Index: 18 | Active_nodes: 31 | Time: 4.5335e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -Index: 14 | Active_nodes: 31 | Time: 4.5456e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -Index: 25 | Active_nodes: 31 | Time: 4.5651e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -Index: 5 | Active_nodes: 31 | Time: 4.5731e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -Index: 7 | Active_nodes: 31 | Time: 4.5758e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -Index: 26 | Active_nodes: 31 | Time: 4.5775e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -Index: 12 | Active_nodes: 31 | Time: 4.5872e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -Index: 4 | Active_nodes: 31 | Time: 4.5909e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -Index: 8 | Active_nodes: 31 | Time: 4.5948e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -Index: 24 | Active_nodes: 31 | Time: 4.5976e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -Index: 6 | Active_nodes: 31 | Time: 4.6232e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -Index: 1 | Active_nodes: 31 | Time: 4.6234e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -Index: 3 | Active_nodes: 31 | Time: 4.6487e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -Index: 33 | Active_nodes: 31 | Time: 4.6537e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -Index: 2 | Active_nodes: 31 | Time: 4.6689e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -Index: 0 | Active_nodes: 31 | Time: 4.7316e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| - -........................... -Average time: 4.2814e-04s - -________________________________________________________________________________________________ - -execution time of: 3.7278e-04s: Index: 119 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| - -execution time of: 3.7777e-04s: Index: 95 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| - -execution time of: 3.8553e-04s: Index: 117 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| - -execution time of: 3.8874e-04s: Index: 94 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| - -execution time of: 3.9130e-04s: Index: 113 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| - -execution time of: 3.9135e-04s: Index: 89 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| - -execution time of: 3.9227e-04s: Index: 93 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| - -execution time of: 3.9297e-04s: Index: 116 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| - -execution time of: 3.9370e-04s: Index: 118 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| - -execution time of: 3.9541e-04s: Index: 71 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| - -execution time of: 3.9674e-04s: Index: 65 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| - -execution time of: 3.9708e-04s: Index: 115 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| - -execution time of: 3.9838e-04s: Index: 92 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| - -execution time of: 3.9857e-04s: Index: 112 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| - -execution time of: 4.0143e-04s: Index: 70 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| - -execution time of: 4.0169e-04s: Index: 111 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| - -execution time of: 4.0193e-04s: Index: 69 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| - -execution time of: 4.0311e-04s: Index: 107 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| - -execution time of: 4.0357e-04s: Index: 114 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| - -execution time of: 4.0388e-04s: Index: 110 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| - -execution time of: 4.0488e-04s: Index: 91 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| - -execution time of: 4.0489e-04s: Index: 87 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| - -execution time of: 4.0631e-04s: Index: 83 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| - -execution time of: 4.0735e-04s: Index: 63 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| - -execution time of: 4.0771e-04s: Index: 105 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| - -execution time of: 4.0792e-04s: Index: 64 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| - -execution time of: 4.0965e-04s: Index: 109 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| - -execution time of: 4.0996e-04s: Index: 88 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| - -execution time of: 4.1003e-04s: Index: 106 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| - -execution time of: 4.1117e-04s: Index: 86 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| - -execution time of: 4.1145e-04s: Index: 90 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| - -execution time of: 4.1211e-04s: Index: 68 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| - -execution time of: 4.1265e-04s: Index: 47 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| - -execution time of: 4.1292e-04s: Index: 81 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| - -execution time of: 4.1379e-04s: Index: 85 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| - -execution time of: 4.1429e-04s: Index: 82 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| - -execution time of: 4.1449e-04s: Index: 104 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| - -execution time of: 4.1550e-04s: Index: 67 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| - -execution time of: 4.1592e-04s: Index: 45 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| - -execution time of: 4.1683e-04s: Index: 108 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| - -execution time of: 4.1717e-04s: Index: 59 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| - -execution time of: 4.1729e-04s: Index: 62 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| - -execution time of: 4.1800e-04s: Index: 46 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| - -execution time of: 4.2035e-04s: Index: 39 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| - -execution time of: 4.2145e-04s: Index: 61 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| - -execution time of: 4.2179e-04s: Index: 41 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| - -execution time of: 4.2203e-04s: Index: 57 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| - -execution time of: 4.2245e-04s: Index: 101 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| - -execution time of: 4.2281e-04s: Index: 103 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| - -execution time of: 4.2318e-04s: Index: 84 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| - -execution time of: 4.2363e-04s: Index: 58 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| - -execution time of: 4.2366e-04s: Index: 80 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| - -execution time of: 4.2451e-04s: Index: 44 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| - -execution time of: 4.2477e-04s: Index: 40 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| - -execution time of: 4.2494e-04s: Index: 66 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| - -execution time of: 4.2547e-04s: Index: 102 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| - -execution time of: 4.2595e-04s: Index: 99 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| - -execution time of: 4.2694e-04s: Index: 79 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| - -execution time of: 4.2741e-04s: Index: 77 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| - -execution time of: 4.2842e-04s: Index: 100 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| - -execution time of: 4.2938e-04s: Index: 60 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| - -execution time of: 4.3060e-04s: Index: 38 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| - -execution time of: 4.3112e-04s: Index: 35 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| - -execution time of: 4.3169e-04s: Index: 56 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| - -execution time of: 4.3174e-04s: Index: 98 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| - -execution time of: 4.3307e-04s: Index: 76 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| - -execution time of: 4.3386e-04s: Index: 23 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| - -execution time of: 4.3407e-04s: Index: 75 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| - -execution time of: 4.3418e-04s: Index: 43 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| - -execution time of: 4.3460e-04s: Index: 34 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| - -execution time of: 4.3501e-04s: Index: 78 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| - -execution time of: 4.3507e-04s: Index: 97 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| - -execution time of: 4.3715e-04s: Index: 32 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| - -execution time of: 4.3821e-04s: Index: 37 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| - -execution time of: 4.3839e-04s: Index: 17 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| - -execution time of: 4.3891e-04s: Index: 73 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| - -execution time of: 4.3940e-04s: Index: 22 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| - -execution time of: 4.3949e-04s: Index: 53 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| - -execution time of: 4.3980e-04s: Index: 74 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| - -execution time of: 4.3985e-04s: Index: 21 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| - -execution time of: 4.4004e-04s: Index: 54 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| - -execution time of: 4.4007e-04s: Index: 96 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| - -execution time of: 4.4124e-04s: Index: 36 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| - -execution time of: 4.4312e-04s: Index: 55 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| - -execution time of: 4.4316e-04s: Index: 51 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| - -execution time of: 4.4357e-04s: Index: 52 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| - -execution time of: 4.4378e-04s: Index: 16 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| - -execution time of: 4.4397e-04s: Index: 72 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| - -execution time of: 4.4456e-04s: Index: 42 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| - -execution time of: 4.4605e-04s: Index: 49 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| - -execution time of: 4.4659e-04s: Index: 11 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| - -execution time of: 4.4660e-04s: Index: 15 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| - -execution time of: 4.4763e-04s: Index: 50 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| - -execution time of: 4.4785e-04s: Index: 19 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| - -execution time of: 4.4799e-04s: Index: 20 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| - -execution time of: 4.4840e-04s: Index: 30 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| - -execution time of: 4.5128e-04s: Index: 27 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| - -execution time of: 4.5157e-04s: Index: 10 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| - -execution time of: 4.5170e-04s: Index: 48 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| - -execution time of: 4.5182e-04s: Index: 31 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| - -execution time of: 4.5250e-04s: Index: 13 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| - -execution time of: 4.5250e-04s: Index: 28 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| - -execution time of: 4.5280e-04s: Index: 29 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| - -execution time of: 4.5323e-04s: Index: 9 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| - -execution time of: 4.5335e-04s: Index: 18 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| - -execution time of: 4.5456e-04s: Index: 14 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| - -execution time of: 4.5651e-04s: Index: 25 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| - -execution time of: 4.5731e-04s: Index: 5 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| - -execution time of: 4.5758e-04s: Index: 7 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| - -execution time of: 4.5775e-04s: Index: 26 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| - -execution time of: 4.5872e-04s: Index: 12 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| - -execution time of: 4.5909e-04s: Index: 4 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| - -execution time of: 4.5948e-04s: Index: 8 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| - -execution time of: 4.5976e-04s: Index: 24 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| - -execution time of: 4.6232e-04s: Index: 6 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| - -execution time of: 4.6234e-04s: Index: 1 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| - -execution time of: 4.6487e-04s: Index: 3 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| - -execution time of: 4.6537e-04s: Index: 33 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| - -execution time of: 4.6689e-04s: Index: 2 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| - -execution time of: 4.7316e-04s: Index: 0 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| - -________________________________________________________________________________________________ - -Start Simulation of su2random_indep_qiskit_6__________________________________________________ - -.i:...0...1...2...3...4...5 -.1:...u...|...|...|...|...| p: (1.4368e+00) (-1.8971e+00) (-3.1416e+00) -.2:...|...u...|...|...|...| p: (1.3039e-01) (-1.5046e+00) -.3:...c...x...|...|...|...| -.4:...|...|...u...|...|...| p: (2.3019e+00) (-2.0790e+00) (-3.1416e+00) -.5:...c...|...x...|...|...| -.6:...|...c...x...|...|...| -.7:...|...|...|...u...|...| p: (1.5783e+00) (-2.5865e+00) (-3.1416e+00) -.8:...c...|...|...x...|...| -.9:...|...c...|...x...|...| -10:...|...|...c...x...|...| -11:...|...|...|...|...u...| p: (3.1322e+00) (-1.9769e+00) -12:...c...|...|...|...x...| -13:...|...c...|...|...x...| -14:...|...|...c...|...x...| -15:...|...|...|...c...x...| -16:...|...|...|...|...|...u p: (1.4124e+00) (-2.9284e-01) -17:...c...|...|...|...|...x -18:...u...|...|...|...|...| p: (2.4808e-02) (-5.1664e-01) -19:...|...c...|...|...|...x -20:...|...u...|...|...|...| p: (3.0650e+00) (1.3482e+00) (-3.1416e+00) -21:...c...x...|...|...|...| -22:...|...|...c...|...|...x -23:...|...|...u...|...|...| p: (1.1773e+00) (2.6731e-01) (-3.1416e+00) -24:...c...|...x...|...|...| -25:...|...c...x...|...|...| -26:...|...|...|...c...|...x -27:...|...|...|...u...|...| p: (2.4346e+00) (-2.2483e+00) (-3.1416e+00) -28:...c...|...|...x...|...| -29:...|...c...|...x...|...| -30:...|...|...c...x...|...| -31:...|...|...|...|...c...x -32:...|...|...|...|...u...| p: (1.7483e+00) (-7.9582e-01) (-3.1416e+00) -33:...c...|...|...|...x...| -34:...|...c...|...|...x...| -35:...|...|...c...|...x...| -36:...|...|...|...c...x...| -37:...|...|...|...|...|...u p: (1.8339e+00) (-2.0475e+00) -38:...c...|...|...|...|...x -39:...u...|...|...|...|...| p: (2.7761e+00) (-1.2238e+00) -40:...|...c...|...|...|...x -41:...|...u...|...|...|...| p: (2.7270e+00) (-3.0056e+00) -42:...c...x...|...|...|...| -43:...|...|...c...|...|...x -44:...|...|...u...|...|...| p: (2.4016e+00) (2.5676e+00) (-3.1416e+00) -45:...c...|...x...|...|...| -46:...|...c...x...|...|...| -47:...|...|...|...c...|...x -48:...|...|...|...u...|...| p: (3.0590e+00) (-1.1358e+00) (-3.1416e+00) -49:...c...|...|...x...|...| -50:...|...c...|...x...|...| -51:...|...|...c...x...|...| -52:...|...|...|...|...c...x -53:...|...|...|...|...u...| p: (2.1966e+00) (-2.5732e+00) (-3.1416e+00) -54:...c...|...|...|...x...| -55:...|...c...|...|...x...| -56:...|...|...c...|...x...| -57:...|...|...|...c...x...| -58:...|...|...|...|...|...u p: (2.5067e+00) (-1.2522e+00) (-3.1416e+00) -59:...c...|...|...|...|...x -60:...u...|...|...|...|...| p: (7.1618e-01) (1.2500e+00) -61:...|...c...|...|...|...x -62:...|...u...|...|...|...| p: (1.0764e+00) (2.2422e+00) (-3.1416e+00) -63:...|...|...c...|...|...x -64:...|...|...u...|...|...| p: (2.9466e-01) (2.2095e+00) -65:...|...|...|...c...|...x -66:...|...|...|...u...|...| p: (2.3481e+00) (1.6000e+00) (-3.1416e+00) -67:...|...|...|...|...c...x -68:...|...|...|...|...u...| p: (2.8426e+00) (-1.2820e+00) (-3.1416e+00) -69:...|...|...|...|...|...u p: (1.1355e+00) (2.4123e+00) (-3.1416e+00) -70:======================== -71:...0...|...|...|...|...| -72:...|...1...|...|...|...| -73:...|...|...2...|...|...| -74:...|...|...|...3...|...| -75:...|...|...|...|...4...| -76:...|...|...|...|...|...5 -.o:...0...1...2...3...4...5 -Total Permutations: 720 -Min time: 7.4381e-04s................. Permutation 719: 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Max time: 1.6556e-03s................. Permutation 93 : 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Min active nodes: 63 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Min max nodes: 126 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Max active nodes: 63 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Max max nodes: 126 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -________________________________________________________________________________________________ - -720 permutations have 63 active nodes. -Index: 719 | Max_nodes: 126 | Time: 7.4381e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 599 | Max_nodes: 126 | Time: 7.5062e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 695 | Max_nodes: 126 | Time: 7.5631e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 713 | Max_nodes: 126 | Time: 7.6167e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 575 | Max_nodes: 126 | Time: 7.6298e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 718 | Max_nodes: 126 | Time: 7.6333e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 593 | Max_nodes: 126 | Time: 7.6388e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 716 | Max_nodes: 126 | Time: 7.6561e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 598 | Max_nodes: 126 | Time: 7.6594e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 597 | Max_nodes: 126 | Time: 7.6607e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 717 | Max_nodes: 126 | Time: 7.6680e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 694 | Max_nodes: 126 | Time: 7.6685e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 479 | Max_nodes: 126 | Time: 7.6990e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 689 | Max_nodes: 126 | Time: 7.7005e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 693 | Max_nodes: 126 | Time: 7.7265e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 455 | Max_nodes: 126 | Time: 7.7287e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 596 | Max_nodes: 126 | Time: 7.7578e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 473 | Max_nodes: 126 | Time: 7.7644e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 692 | Max_nodes: 126 | Time: 7.7681e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 478 | Max_nodes: 126 | Time: 7.7713e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 711 | Max_nodes: 126 | Time: 7.7795e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 712 | Max_nodes: 126 | Time: 7.7835e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 477 | Max_nodes: 126 | Time: 7.7859e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 591 | Max_nodes: 126 | Time: 7.7971e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 574 | Max_nodes: 126 | Time: 7.7984e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 715 | Max_nodes: 126 | Time: 7.7987e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 671 | Max_nodes: 126 | Time: 7.8007e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 569 | Max_nodes: 126 | Time: 7.8021e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 573 | Max_nodes: 126 | Time: 7.8034e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 592 | Max_nodes: 126 | Time: 7.8191e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 714 | Max_nodes: 126 | Time: 7.8341e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 707 | Max_nodes: 126 | Time: 7.8418e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 688 | Max_nodes: 126 | Time: 7.8494e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 595 | Max_nodes: 126 | Time: 7.8718e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 572 | Max_nodes: 126 | Time: 7.8748e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 449 | Max_nodes: 126 | Time: 7.8852e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 710 | Max_nodes: 126 | Time: 7.8884e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 587 | Max_nodes: 126 | Time: 7.8922e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 568 | Max_nodes: 126 | Time: 7.9047e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 359 | Max_nodes: 126 | Time: 7.9057e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 594 | Max_nodes: 126 | Time: 7.9069e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 472 | Max_nodes: 126 | Time: 7.9103e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 686 | Max_nodes: 126 | Time: 7.9178e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 454 | Max_nodes: 126 | Time: 7.9191e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 665 | Max_nodes: 126 | Time: 7.9297e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 590 | Max_nodes: 126 | Time: 7.9323e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 687 | Max_nodes: 126 | Time: 7.9327e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 691 | Max_nodes: 126 | Time: 7.9344e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 705 | Max_nodes: 126 | Time: 7.9359e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 706 | Max_nodes: 126 | Time: 7.9366e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 670 | Max_nodes: 126 | Time: 7.9386e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 551 | Max_nodes: 126 | Time: 7.9401e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 545 | Max_nodes: 126 | Time: 7.9459e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 471 | Max_nodes: 126 | Time: 7.9480e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 453 | Max_nodes: 126 | Time: 7.9533e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 476 | Max_nodes: 126 | Time: 7.9540e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 452 | Max_nodes: 126 | Time: 7.9638e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 550 | Max_nodes: 126 | Time: 7.9670e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 709 | Max_nodes: 126 | Time: 7.9678e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 683 | Max_nodes: 126 | Time: 7.9696e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 664 | Max_nodes: 126 | Time: 7.9705e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 358 | Max_nodes: 126 | Time: 7.9800e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 448 | Max_nodes: 126 | Time: 7.9861e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 567 | Max_nodes: 126 | Time: 7.9895e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 690 | Max_nodes: 126 | Time: 7.9932e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 431 | Max_nodes: 126 | Time: 7.9961e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 571 | Max_nodes: 126 | Time: 7.9986e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 589 | Max_nodes: 126 | Time: 8.0021e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 425 | Max_nodes: 126 | Time: 8.0100e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 329 | Max_nodes: 126 | Time: 8.0158e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 335 | Max_nodes: 126 | Time: 8.0176e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 566 | Max_nodes: 126 | Time: 8.0190e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 586 | Max_nodes: 126 | Time: 8.0197e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 447 | Max_nodes: 126 | Time: 8.0220e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 668 | Max_nodes: 126 | Time: 8.0262e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 563 | Max_nodes: 126 | Time: 8.0303e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 704 | Max_nodes: 126 | Time: 8.0307e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 549 | Max_nodes: 126 | Time: 8.0371e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 353 | Max_nodes: 126 | Time: 8.0407e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 570 | Max_nodes: 126 | Time: 8.0420e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 311 | Max_nodes: 126 | Time: 8.0444e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 584 | Max_nodes: 126 | Time: 8.0487e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 474 | Max_nodes: 126 | Time: 8.0503e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 467 | Max_nodes: 126 | Time: 8.0524e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 708 | Max_nodes: 126 | Time: 8.0532e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 669 | Max_nodes: 126 | Time: 8.0556e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 475 | Max_nodes: 126 | Time: 8.0563e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 430 | Max_nodes: 126 | Time: 8.0743e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 451 | Max_nodes: 126 | Time: 8.0772e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 685 | Max_nodes: 126 | Time: 8.0795e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 352 | Max_nodes: 126 | Time: 8.0813e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 681 | Max_nodes: 126 | Time: 8.0833e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 585 | Max_nodes: 126 | Time: 8.0844e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 443 | Max_nodes: 126 | Time: 8.0874e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 357 | Max_nodes: 126 | Time: 8.0874e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 682 | Max_nodes: 126 | Time: 8.0884e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 662 | Max_nodes: 126 | Time: 8.0908e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 663 | Max_nodes: 126 | Time: 8.0941e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 470 | Max_nodes: 126 | Time: 8.0964e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 305 | Max_nodes: 126 | Time: 8.0969e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 334 | Max_nodes: 126 | Time: 8.0976e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 356 | Max_nodes: 126 | Time: 8.1052e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 659 | Max_nodes: 126 | Time: 8.1062e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 562 | Max_nodes: 126 | Time: 8.1187e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 351 | Max_nodes: 126 | Time: 8.1225e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 564 | Max_nodes: 126 | Time: 8.1367e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 469 | Max_nodes: 126 | Time: 8.1372e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 561 | Max_nodes: 126 | Time: 8.1383e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 328 | Max_nodes: 126 | Time: 8.1399e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 543 | Max_nodes: 126 | Time: 8.1435e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 565 | Max_nodes: 126 | Time: 8.1451e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 465 | Max_nodes: 126 | Time: 8.1562e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 310 | Max_nodes: 126 | Time: 8.1562e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 332 | Max_nodes: 126 | Time: 8.1576e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 684 | Max_nodes: 126 | Time: 8.1601e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 428 | Max_nodes: 126 | Time: 8.1608e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 466 | Max_nodes: 126 | Time: 8.1649e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 548 | Max_nodes: 126 | Time: 8.1649e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 544 | Max_nodes: 126 | Time: 8.1652e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 588 | Max_nodes: 126 | Time: 8.1708e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 446 | Max_nodes: 126 | Time: 8.1739e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 468 | Max_nodes: 126 | Time: 8.1789e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 667 | Max_nodes: 126 | Time: 8.1792e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 680 | Max_nodes: 126 | Time: 8.1820e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 327 | Max_nodes: 126 | Time: 8.1833e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 666 | Max_nodes: 126 | Time: 8.1842e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 350 | Max_nodes: 126 | Time: 8.1857e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 424 | Max_nodes: 126 | Time: 8.1864e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 583 | Max_nodes: 126 | Time: 8.1879e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 701 | Max_nodes: 126 | Time: 8.1894e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 429 | Max_nodes: 126 | Time: 8.1909e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 304 | Max_nodes: 126 | Time: 8.1932e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 441 | Max_nodes: 126 | Time: 8.1936e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 333 | Max_nodes: 126 | Time: 8.1940e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 464 | Max_nodes: 126 | Time: 8.1962e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 442 | Max_nodes: 126 | Time: 8.2099e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 539 | Max_nodes: 126 | Time: 8.2158e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 308 | Max_nodes: 126 | Time: 8.2180e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 309 | Max_nodes: 126 | Time: 8.2205e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 661 | Max_nodes: 126 | Time: 8.2206e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 560 | Max_nodes: 126 | Time: 8.2217e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 445 | Max_nodes: 126 | Time: 8.2220e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 702 | Max_nodes: 126 | Time: 8.2221e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 527 | Max_nodes: 126 | Time: 8.2240e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 440 | Max_nodes: 126 | Time: 8.2320e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 347 | Max_nodes: 126 | Time: 8.2338e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 581 | Max_nodes: 126 | Time: 8.2351e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 542 | Max_nodes: 126 | Time: 8.2357e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 537 | Max_nodes: 126 | Time: 8.2360e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 660 | Max_nodes: 126 | Time: 8.2363e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 703 | Max_nodes: 126 | Time: 8.2416e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 423 | Max_nodes: 126 | Time: 8.2420e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 354 | Max_nodes: 126 | Time: 8.2427e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 326 | Max_nodes: 126 | Time: 8.2435e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 303 | Max_nodes: 126 | Time: 8.2436e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 422 | Max_nodes: 126 | Time: 8.2455e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 641 | Max_nodes: 126 | Time: 8.2474e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 699 | Max_nodes: 126 | Time: 8.2524e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 645 | Max_nodes: 126 | Time: 8.2544e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 580 | Max_nodes: 126 | Time: 8.2558e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 525 | Max_nodes: 126 | Time: 8.2573e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 582 | Max_nodes: 126 | Time: 8.2616e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 657 | Max_nodes: 126 | Time: 8.2622e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 546 | Max_nodes: 126 | Time: 8.2643e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 444 | Max_nodes: 126 | Time: 8.2700e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 547 | Max_nodes: 126 | Time: 8.2715e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 538 | Max_nodes: 126 | Time: 8.2764e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 679 | Max_nodes: 126 | Time: 8.2785e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 646 | Max_nodes: 126 | Time: 8.2818e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 656 | Max_nodes: 126 | Time: 8.2875e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 540 | Max_nodes: 126 | Time: 8.2876e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 526 | Max_nodes: 126 | Time: 8.2900e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 635 | Max_nodes: 126 | Time: 8.2901e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 677 | Max_nodes: 126 | Time: 8.2906e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 579 | Max_nodes: 126 | Time: 8.2918e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 644 | Max_nodes: 126 | Time: 8.2927e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 426 | Max_nodes: 126 | Time: 8.2941e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 658 | Max_nodes: 126 | Time: 8.2969e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 678 | Max_nodes: 126 | Time: 8.2984e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 417 | Max_nodes: 126 | Time: 8.3014e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 302 | Max_nodes: 126 | Time: 8.3057e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 427 | Max_nodes: 126 | Time: 8.3066e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 521 | Max_nodes: 126 | Time: 8.3072e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 345 | Max_nodes: 126 | Time: 8.3083e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 346 | Max_nodes: 126 | Time: 8.3180e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 323 | Max_nodes: 126 | Time: 8.3204e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 675 | Max_nodes: 126 | Time: 8.3218e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 330 | Max_nodes: 126 | Time: 8.3232e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 407 | Max_nodes: 126 | Time: 8.3251e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 355 | Max_nodes: 126 | Time: 8.3263e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 348 | Max_nodes: 126 | Time: 8.3266e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 698 | Max_nodes: 126 | Time: 8.3268e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 239 | Max_nodes: 126 | Time: 8.3285e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 700 | Max_nodes: 126 | Time: 8.3287e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 697 | Max_nodes: 126 | Time: 8.3317e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 578 | Max_nodes: 126 | Time: 8.3325e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 463 | Max_nodes: 126 | Time: 8.3340e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 640 | Max_nodes: 126 | Time: 8.3362e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 536 | Max_nodes: 126 | Time: 8.3379e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 639 | Max_nodes: 126 | Time: 8.3441e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 331 | Max_nodes: 126 | Time: 8.3445e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 559 | Max_nodes: 126 | Time: 8.3466e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 633 | Max_nodes: 126 | Time: 8.3480e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 349 | Max_nodes: 126 | Time: 8.3481e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 524 | Max_nodes: 126 | Time: 8.3497e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 344 | Max_nodes: 126 | Time: 8.3538e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 215 | Max_nodes: 126 | Time: 8.3549e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 299 | Max_nodes: 126 | Time: 8.3557e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 520 | Max_nodes: 126 | Time: 8.3559e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 676 | Max_nodes: 126 | Time: 8.3568e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 297 | Max_nodes: 126 | Time: 8.3607e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 515 | Max_nodes: 126 | Time: 8.3685e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 322 | Max_nodes: 126 | Time: 8.3694e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 461 | Max_nodes: 126 | Time: 8.3706e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 557 | Max_nodes: 126 | Time: 8.3709e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 233 | Max_nodes: 126 | Time: 8.3722e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 558 | Max_nodes: 126 | Time: 8.3729e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 437 | Max_nodes: 126 | Time: 8.3732e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 577 | Max_nodes: 126 | Time: 8.3737e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 237 | Max_nodes: 126 | Time: 8.3795e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 401 | Max_nodes: 126 | Time: 8.3862e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 513 | Max_nodes: 126 | Time: 8.3911e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 405 | Max_nodes: 126 | Time: 8.3918e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 674 | Max_nodes: 126 | Time: 8.4002e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 287 | Max_nodes: 126 | Time: 8.4021e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 399 | Max_nodes: 126 | Time: 8.4046e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 632 | Max_nodes: 126 | Time: 8.4053e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 460 | Max_nodes: 126 | Time: 8.4070e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 321 | Max_nodes: 126 | Time: 8.4071e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 418 | Max_nodes: 126 | Time: 8.4092e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 298 | Max_nodes: 126 | Time: 8.4106e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 238 | Max_nodes: 126 | Time: 8.4112e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 643 | Max_nodes: 126 | Time: 8.4140e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 556 | Max_nodes: 126 | Time: 8.4172e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 213 | Max_nodes: 126 | Time: 8.4237e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 325 | Max_nodes: 126 | Time: 8.4276e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 300 | Max_nodes: 126 | Time: 8.4283e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 285 | Max_nodes: 126 | Time: 8.4297e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 419 | Max_nodes: 126 | Time: 8.4300e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 638 | Max_nodes: 126 | Time: 8.4319e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 301 | Max_nodes: 126 | Time: 8.4332e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 634 | Max_nodes: 126 | Time: 8.4333e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 438 | Max_nodes: 126 | Time: 8.4346e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 306 | Max_nodes: 126 | Time: 8.4348e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 462 | Max_nodes: 126 | Time: 8.4366e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 653 | Max_nodes: 126 | Time: 8.4378e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 459 | Max_nodes: 126 | Time: 8.4443e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 307 | Max_nodes: 126 | Time: 8.4449e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 439 | Max_nodes: 126 | Time: 8.4459e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 518 | Max_nodes: 126 | Time: 8.4463e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 320 | Max_nodes: 126 | Time: 8.4471e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 395 | Max_nodes: 126 | Time: 8.4475e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 400 | Max_nodes: 126 | Time: 8.4498e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 514 | Max_nodes: 126 | Time: 8.4504e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 420 | Max_nodes: 126 | Time: 8.4530e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 652 | Max_nodes: 126 | Time: 8.4552e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 416 | Max_nodes: 126 | Time: 8.4554e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 642 | Max_nodes: 126 | Time: 8.4582e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 696 | Max_nodes: 126 | Time: 8.4588e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 458 | Max_nodes: 126 | Time: 8.4602e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 541 | Max_nodes: 126 | Time: 8.4628e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 404 | Max_nodes: 126 | Time: 8.4629e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 232 | Max_nodes: 126 | Time: 8.4629e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 227 | Max_nodes: 126 | Time: 8.4650e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 637 | Max_nodes: 126 | Time: 8.4659e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 398 | Max_nodes: 126 | Time: 8.4677e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 519 | Max_nodes: 126 | Time: 8.4682e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 576 | Max_nodes: 126 | Time: 8.4732e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 406 | Max_nodes: 126 | Time: 8.4739e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 191 | Max_nodes: 126 | Time: 8.4786e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 214 | Max_nodes: 126 | Time: 8.4805e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 673 | Max_nodes: 126 | Time: 8.4834e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 209 | Max_nodes: 126 | Time: 8.4857e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 655 | Max_nodes: 126 | Time: 8.4858e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 324 | Max_nodes: 126 | Time: 8.4861e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 554 | Max_nodes: 126 | Time: 8.4875e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 672 | Max_nodes: 126 | Time: 8.4882e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 523 | Max_nodes: 126 | Time: 8.4887e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 281 | Max_nodes: 126 | Time: 8.4935e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 647 | Max_nodes: 126 | Time: 8.4957e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 286 | Max_nodes: 126 | Time: 8.4983e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 555 | Max_nodes: 126 | Time: 8.4984e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 225 | Max_nodes: 126 | Time: 8.5016e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 296 | Max_nodes: 126 | Time: 8.5017e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 436 | Max_nodes: 126 | Time: 8.5030e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 203 | Max_nodes: 126 | Time: 8.5031e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 421 | Max_nodes: 126 | Time: 8.5034e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 236 | Max_nodes: 126 | Time: 8.5035e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 185 | Max_nodes: 126 | Time: 8.5066e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 167 | Max_nodes: 126 | Time: 8.5080e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 343 | Max_nodes: 126 | Time: 8.5102e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 275 | Max_nodes: 126 | Time: 8.5139e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 212 | Max_nodes: 126 | Time: 8.5173e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 393 | Max_nodes: 126 | Time: 8.5182e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 189 | Max_nodes: 126 | Time: 8.5196e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 435 | Max_nodes: 126 | Time: 8.5203e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 394 | Max_nodes: 126 | Time: 8.5241e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 650 | Max_nodes: 126 | Time: 8.5265e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 207 | Max_nodes: 126 | Time: 8.5267e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 190 | Max_nodes: 126 | Time: 8.5272e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 279 | Max_nodes: 126 | Time: 8.5303e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 651 | Max_nodes: 126 | Time: 8.5305e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 230 | Max_nodes: 126 | Time: 8.5345e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 231 | Max_nodes: 126 | Time: 8.5360e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 533 | Max_nodes: 126 | Time: 8.5372e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 552 | Max_nodes: 126 | Time: 8.5382e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 553 | Max_nodes: 126 | Time: 8.5405e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 206 | Max_nodes: 126 | Time: 8.5406e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 532 | Max_nodes: 126 | Time: 8.5426e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 512 | Max_nodes: 126 | Time: 8.5505e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 531 | Max_nodes: 126 | Time: 8.5532e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 226 | Max_nodes: 126 | Time: 8.5554e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 534 | Max_nodes: 126 | Time: 8.5572e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 208 | Max_nodes: 126 | Time: 8.5615e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 319 | Max_nodes: 126 | Time: 8.5657e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 631 | Max_nodes: 126 | Time: 8.5670e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 522 | Max_nodes: 126 | Time: 8.5677e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 636 | Max_nodes: 126 | Time: 8.5694e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 392 | Max_nodes: 126 | Time: 8.5714e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 342 | Max_nodes: 126 | Time: 8.5764e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 179 | Max_nodes: 126 | Time: 8.5773e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 341 | Max_nodes: 126 | Time: 8.5793e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 535 | Max_nodes: 126 | Time: 8.5812e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 280 | Max_nodes: 126 | Time: 8.5878e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 617 | Max_nodes: 126 | Time: 8.5907e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 623 | Max_nodes: 126 | Time: 8.5933e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 165 | Max_nodes: 126 | Time: 8.5937e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 621 | Max_nodes: 126 | Time: 8.5948e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 183 | Max_nodes: 126 | Time: 8.5960e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 340 | Max_nodes: 126 | Time: 8.5961e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 201 | Max_nodes: 126 | Time: 8.5964e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 224 | Max_nodes: 126 | Time: 8.5978e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 318 | Max_nodes: 126 | Time: 8.5995e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 415 | Max_nodes: 126 | Time: 8.6000e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 649 | Max_nodes: 126 | Time: 8.6004e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 433 | Max_nodes: 126 | Time: 8.6019e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 516 | Max_nodes: 126 | Time: 8.6106e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 184 | Max_nodes: 126 | Time: 8.6128e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 278 | Max_nodes: 126 | Time: 8.6140e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 178 | Max_nodes: 126 | Time: 8.6148e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 630 | Max_nodes: 126 | Time: 8.6183e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 166 | Max_nodes: 126 | Time: 8.6203e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 413 | Max_nodes: 126 | Time: 8.6205e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 629 | Max_nodes: 126 | Time: 8.6211e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 177 | Max_nodes: 126 | Time: 8.6212e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 403 | Max_nodes: 126 | Time: 8.6252e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 648 | Max_nodes: 126 | Time: 8.6255e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 456 | Max_nodes: 126 | Time: 8.6269e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 457 | Max_nodes: 126 | Time: 8.6308e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 503 | Max_nodes: 126 | Time: 8.6309e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 654 | Max_nodes: 126 | Time: 8.6313e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 160 | Max_nodes: 126 | Time: 8.6405e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 202 | Max_nodes: 126 | Time: 8.6433e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 616 | Max_nodes: 126 | Time: 8.6452e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 402 | Max_nodes: 126 | Time: 8.6480e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 200 | Max_nodes: 126 | Time: 8.6485e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 396 | Max_nodes: 126 | Time: 8.6489e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 530 | Max_nodes: 126 | Time: 8.6507e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 274 | Max_nodes: 126 | Time: 8.6514e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 316 | Max_nodes: 126 | Time: 8.6526e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 339 | Max_nodes: 126 | Time: 8.6531e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 434 | Max_nodes: 126 | Time: 8.6546e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 412 | Max_nodes: 126 | Time: 8.6556e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 182 | Max_nodes: 126 | Time: 8.6559e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 273 | Max_nodes: 126 | Time: 8.6559e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 622 | Max_nodes: 126 | Time: 8.6613e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 615 | Max_nodes: 126 | Time: 8.6615e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 611 | Max_nodes: 126 | Time: 8.6645e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 164 | Max_nodes: 126 | Time: 8.6649e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 315 | Max_nodes: 126 | Time: 8.6660e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 188 | Max_nodes: 126 | Time: 8.6669e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 293 | Max_nodes: 126 | Time: 8.6674e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 497 | Max_nodes: 126 | Time: 8.6677e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 211 | Max_nodes: 126 | Time: 8.6692e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 159 | Max_nodes: 126 | Time: 8.6701e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 161 | Max_nodes: 126 | Time: 8.6745e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 229 | Max_nodes: 126 | Time: 8.6754e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 432 | Max_nodes: 126 | Time: 8.6765e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 234 | Max_nodes: 126 | Time: 8.6767e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 314 | Max_nodes: 126 | Time: 8.6829e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 411 | Max_nodes: 126 | Time: 8.6829e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 153 | Max_nodes: 126 | Time: 8.6834e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 628 | Max_nodes: 126 | Time: 8.6882e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 317 | Max_nodes: 126 | Time: 8.6923e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 338 | Max_nodes: 126 | Time: 8.6962e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 228 | Max_nodes: 126 | Time: 8.6979e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 619 | Max_nodes: 126 | Time: 8.7000e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 158 | Max_nodes: 126 | Time: 8.7045e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 528 | Max_nodes: 126 | Time: 8.7051e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 187 | Max_nodes: 126 | Time: 8.7064e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 292 | Max_nodes: 126 | Time: 8.7065e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 210 | Max_nodes: 126 | Time: 8.7068e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 383 | Max_nodes: 126 | Time: 8.7069e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 223 | Max_nodes: 126 | Time: 8.7083e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 337 | Max_nodes: 126 | Time: 8.7093e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 272 | Max_nodes: 126 | Time: 8.7099e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 155 | Max_nodes: 126 | Time: 8.7107e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 410 | Max_nodes: 126 | Time: 8.7220e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 502 | Max_nodes: 126 | Time: 8.7244e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 277 | Max_nodes: 126 | Time: 8.7271e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 529 | Max_nodes: 126 | Time: 8.7285e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 391 | Max_nodes: 126 | Time: 8.7314e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 294 | Max_nodes: 126 | Time: 8.7318e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 618 | Max_nodes: 126 | Time: 8.7354e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 313 | Max_nodes: 126 | Time: 8.7398e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 283 | Max_nodes: 126 | Time: 8.7416e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 397 | Max_nodes: 126 | Time: 8.7435e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 509 | Max_nodes: 126 | Time: 8.7436e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 390 | Max_nodes: 126 | Time: 8.7540e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 291 | Max_nodes: 126 | Time: 8.7551e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 500 | Max_nodes: 126 | Time: 8.7561e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 205 | Max_nodes: 126 | Time: 8.7595e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 511 | Max_nodes: 126 | Time: 8.7635e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 290 | Max_nodes: 126 | Time: 8.7653e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 204 | Max_nodes: 126 | Time: 8.7662e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 495 | Max_nodes: 126 | Time: 8.7681e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 610 | Max_nodes: 126 | Time: 8.7688e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 154 | Max_nodes: 126 | Time: 8.7715e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 414 | Max_nodes: 126 | Time: 8.7765e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 235 | Max_nodes: 126 | Time: 8.7781e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 186 | Max_nodes: 126 | Time: 8.7849e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 517 | Max_nodes: 126 | Time: 8.7856e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 409 | Max_nodes: 126 | Time: 8.7857e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 382 | Max_nodes: 126 | Time: 8.7858e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 608 | Max_nodes: 126 | Time: 8.7869e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 276 | Max_nodes: 126 | Time: 8.7883e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 626 | Max_nodes: 126 | Time: 8.7890e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 508 | Max_nodes: 126 | Time: 8.7898e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 295 | Max_nodes: 126 | Time: 8.7923e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 620 | Max_nodes: 126 | Time: 8.7925e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 510 | Max_nodes: 126 | Time: 8.7929e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 625 | Max_nodes: 126 | Time: 8.7932e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 496 | Max_nodes: 126 | Time: 8.7981e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 336 | Max_nodes: 126 | Time: 8.7995e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 119 | Max_nodes: 126 | Time: 8.8047e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 222 | Max_nodes: 126 | Time: 8.8069e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 176 | Max_nodes: 126 | Time: 8.8098e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 180 | Max_nodes: 126 | Time: 8.8114e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 263 | Max_nodes: 126 | Time: 8.8126e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 271 | Max_nodes: 126 | Time: 8.8128e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 506 | Max_nodes: 126 | Time: 8.8135e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 163 | Max_nodes: 126 | Time: 8.8142e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 282 | Max_nodes: 126 | Time: 8.8175e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 614 | Max_nodes: 126 | Time: 8.8192e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 377 | Max_nodes: 126 | Time: 8.8194e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 289 | Max_nodes: 126 | Time: 8.8224e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 609 | Max_nodes: 126 | Time: 8.8225e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 221 | Max_nodes: 126 | Time: 8.8225e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 489 | Max_nodes: 126 | Time: 8.8252e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 505 | Max_nodes: 126 | Time: 8.8264e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 624 | Max_nodes: 126 | Time: 8.8275e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 499 | Max_nodes: 126 | Time: 8.8356e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 381 | Max_nodes: 126 | Time: 8.8358e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 408 | Max_nodes: 126 | Time: 8.8369e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 152 | Max_nodes: 126 | Time: 8.8370e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 220 | Max_nodes: 126 | Time: 8.8383e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 389 | Max_nodes: 126 | Time: 8.8426e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 175 | Max_nodes: 126 | Time: 8.8467e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 312 | Max_nodes: 126 | Time: 8.8489e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 612 | Max_nodes: 126 | Time: 8.8523e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 607 | Max_nodes: 126 | Time: 8.8556e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 117 | Max_nodes: 126 | Time: 8.8581e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 605 | Max_nodes: 126 | Time: 8.8583e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 162 | Max_nodes: 126 | Time: 8.8593e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 627 | Max_nodes: 126 | Time: 8.8594e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 288 | Max_nodes: 126 | Time: 8.8615e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 488 | Max_nodes: 126 | Time: 8.8633e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 181 | Max_nodes: 126 | Time: 8.8645e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 498 | Max_nodes: 126 | Time: 8.8649e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 157 | Max_nodes: 126 | Time: 8.8654e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 493 | Max_nodes: 126 | Time: 8.8663e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 375 | Max_nodes: 126 | Time: 8.8668e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 379 | Max_nodes: 126 | Time: 8.8718e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 504 | Max_nodes: 126 | Time: 8.8757e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 95 | Max_nodes: 126 | Time: 8.8795e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 494 | Max_nodes: 126 | Time: 8.8818e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 369 | Max_nodes: 126 | Time: 8.8830e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 613 | Max_nodes: 126 | Time: 8.8856e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 156 | Max_nodes: 126 | Time: 8.8871e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 113 | Max_nodes: 126 | Time: 8.8874e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 491 | Max_nodes: 126 | Time: 8.8882e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 270 | Max_nodes: 126 | Time: 8.8892e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 371 | Max_nodes: 126 | Time: 8.8914e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 219 | Max_nodes: 126 | Time: 8.8948e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 507 | Max_nodes: 126 | Time: 8.8951e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 387 | Max_nodes: 126 | Time: 8.8955e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 606 | Max_nodes: 126 | Time: 8.9005e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 151 | Max_nodes: 126 | Time: 8.9014e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 118 | Max_nodes: 126 | Time: 8.9017e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 94 | Max_nodes: 126 | Time: 8.9053e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 376 | Max_nodes: 126 | Time: 8.9060e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 257 | Max_nodes: 126 | Time: 8.9098e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 262 | Max_nodes: 126 | Time: 8.9105e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 490 | Max_nodes: 126 | Time: 8.9115e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 603 | Max_nodes: 126 | Time: 8.9121e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 374 | Max_nodes: 126 | Time: 8.9123e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 116 | Max_nodes: 126 | Time: 8.9145e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 604 | Max_nodes: 126 | Time: 8.9184e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 373 | Max_nodes: 126 | Time: 8.9206e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 194 | Max_nodes: 126 | Time: 8.9281e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 197 | Max_nodes: 126 | Time: 8.9320e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 388 | Max_nodes: 126 | Time: 8.9323e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 217 | Max_nodes: 126 | Time: 8.9334e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 386 | Max_nodes: 126 | Time: 8.9352e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 267 | Max_nodes: 126 | Time: 8.9411e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 501 | Max_nodes: 126 | Time: 8.9433e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 269 | Max_nodes: 126 | Time: 8.9440e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 260 | Max_nodes: 126 | Time: 8.9441e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 380 | Max_nodes: 126 | Time: 8.9464e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 198 | Max_nodes: 126 | Time: 8.9472e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 111 | Max_nodes: 126 | Time: 8.9473e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 174 | Max_nodes: 126 | Time: 8.9497e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 196 | Max_nodes: 126 | Time: 8.9508e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 602 | Max_nodes: 126 | Time: 8.9525e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 370 | Max_nodes: 126 | Time: 8.9597e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 483 | Max_nodes: 126 | Time: 8.9605e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 256 | Max_nodes: 126 | Time: 8.9618e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 216 | Max_nodes: 126 | Time: 8.9634e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 195 | Max_nodes: 126 | Time: 8.9680e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 193 | Max_nodes: 126 | Time: 8.9686e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 218 | Max_nodes: 126 | Time: 8.9708e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 92 | Max_nodes: 126 | Time: 8.9718e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 484 | Max_nodes: 126 | Time: 8.9741e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 199 | Max_nodes: 126 | Time: 8.9753e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 384 | Max_nodes: 126 | Time: 8.9762e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 492 | Max_nodes: 126 | Time: 8.9768e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 251 | Max_nodes: 126 | Time: 8.9797e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 368 | Max_nodes: 126 | Time: 8.9830e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 107 | Max_nodes: 126 | Time: 8.9837e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 255 | Max_nodes: 126 | Time: 8.9885e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 150 | Max_nodes: 126 | Time: 8.9895e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 173 | Max_nodes: 126 | Time: 8.9925e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 171 | Max_nodes: 126 | Time: 8.9971e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 378 | Max_nodes: 126 | Time: 9.0036e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 367 | Max_nodes: 126 | Time: 9.0050e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 250 | Max_nodes: 126 | Time: 9.0062e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 172 | Max_nodes: 126 | Time: 9.0077e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 89 | Max_nodes: 126 | Time: 9.0105e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 365 | Max_nodes: 126 | Time: 9.0120e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 481 | Max_nodes: 126 | Time: 9.0129e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 266 | Max_nodes: 126 | Time: 9.0133e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 265 | Max_nodes: 126 | Time: 9.0138e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 65 | Max_nodes: 126 | Time: 9.0142e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 600 | Max_nodes: 126 | Time: 9.0159e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 88 | Max_nodes: 126 | Time: 9.0176e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 192 | Max_nodes: 126 | Time: 9.0193e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 105 | Max_nodes: 126 | Time: 9.0196e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 253 | Max_nodes: 126 | Time: 9.0264e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 485 | Max_nodes: 126 | Time: 9.0282e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 372 | Max_nodes: 126 | Time: 9.0307e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 487 | Max_nodes: 126 | Time: 9.0309e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 106 | Max_nodes: 126 | Time: 9.0310e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 71 | Max_nodes: 126 | Time: 9.0310e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 259 | Max_nodes: 126 | Time: 9.0355e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 249 | Max_nodes: 126 | Time: 9.0373e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 112 | Max_nodes: 126 | Time: 9.0378e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 110 | Max_nodes: 126 | Time: 9.0400e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 258 | Max_nodes: 126 | Time: 9.0416e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 261 | Max_nodes: 126 | Time: 9.0467e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 143 | Max_nodes: 126 | Time: 9.0474e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 109 | Max_nodes: 126 | Time: 9.0485e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 86 | Max_nodes: 126 | Time: 9.0504e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 47 | Max_nodes: 126 | Time: 9.0513e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 482 | Max_nodes: 126 | Time: 9.0562e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 169 | Max_nodes: 126 | Time: 9.0586e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 268 | Max_nodes: 126 | Time: 9.0603e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 83 | Max_nodes: 126 | Time: 9.0613e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 385 | Max_nodes: 126 | Time: 9.0614e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 91 | Max_nodes: 126 | Time: 9.0614e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 366 | Max_nodes: 126 | Time: 9.0632e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 115 | Max_nodes: 126 | Time: 9.0650e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 114 | Max_nodes: 126 | Time: 9.0651e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 361 | Max_nodes: 126 | Time: 9.0720e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 364 | Max_nodes: 126 | Time: 9.0762e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 68 | Max_nodes: 126 | Time: 9.0767e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 480 | Max_nodes: 126 | Time: 9.0824e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 254 | Max_nodes: 126 | Time: 9.0876e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 90 | Max_nodes: 126 | Time: 9.0891e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 104 | Max_nodes: 126 | Time: 9.0932e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 137 | Max_nodes: 126 | Time: 9.0969e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 168 | Max_nodes: 126 | Time: 9.0985e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 170 | Max_nodes: 126 | Time: 9.0991e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 362 | Max_nodes: 126 | Time: 9.1016e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 601 | Max_nodes: 126 | Time: 9.1025e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 101 | Max_nodes: 126 | Time: 9.1033e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 108 | Max_nodes: 126 | Time: 9.1039e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 149 | Max_nodes: 126 | Time: 9.1074e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 81 | Max_nodes: 126 | Time: 9.1114e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 363 | Max_nodes: 126 | Time: 9.1133e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 41 | Max_nodes: 126 | Time: 9.1152e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 67 | Max_nodes: 126 | Time: 9.1191e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 147 | Max_nodes: 126 | Time: 9.1205e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 248 | Max_nodes: 126 | Time: 9.1237e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 59 | Max_nodes: 126 | Time: 9.1271e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 245 | Max_nodes: 126 | Time: 9.1300e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 264 | Max_nodes: 126 | Time: 9.1316e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 148 | Max_nodes: 126 | Time: 9.1318e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 252 | Max_nodes: 126 | Time: 9.1323e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 145 | Max_nodes: 126 | Time: 9.1389e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 85 | Max_nodes: 126 | Time: 9.1389e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 46 | Max_nodes: 126 | Time: 9.1413e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 146 | Max_nodes: 126 | Time: 9.1432e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 58 | Max_nodes: 126 | Time: 9.1442e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 70 | Max_nodes: 126 | Time: 9.1442e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 44 | Max_nodes: 126 | Time: 9.1515e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 360 | Max_nodes: 126 | Time: 9.1534e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 45 | Max_nodes: 126 | Time: 9.1552e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 82 | Max_nodes: 126 | Time: 9.1559e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 84 | Max_nodes: 126 | Time: 9.1623e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 103 | Max_nodes: 126 | Time: 9.1625e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 135 | Max_nodes: 126 | Time: 9.1635e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 40 | Max_nodes: 126 | Time: 9.1643e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 60 | Max_nodes: 126 | Time: 9.1650e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 64 | Max_nodes: 126 | Time: 9.1668e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 144 | Max_nodes: 126 | Time: 9.1669e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 99 | Max_nodes: 126 | Time: 9.1699e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 136 | Max_nodes: 126 | Time: 9.1701e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 246 | Max_nodes: 126 | Time: 9.1703e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 61 | Max_nodes: 126 | Time: 9.1713e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 140 | Max_nodes: 126 | Time: 9.1808e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 102 | Max_nodes: 126 | Time: 9.1833e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 247 | Max_nodes: 126 | Time: 9.1834e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 131 | Max_nodes: 126 | Time: 9.1856e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 63 | Max_nodes: 126 | Time: 9.1872e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 243 | Max_nodes: 126 | Time: 9.1885e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 100 | Max_nodes: 126 | Time: 9.1904e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 98 | Max_nodes: 126 | Time: 9.1928e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 77 | Max_nodes: 126 | Time: 9.1964e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 35 | Max_nodes: 126 | Time: 9.2029e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 62 | Max_nodes: 126 | Time: 9.2032e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 244 | Max_nodes: 126 | Time: 9.2037e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 97 | Max_nodes: 126 | Time: 9.2101e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 39 | Max_nodes: 126 | Time: 9.2133e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 22 | Max_nodes: 126 | Time: 9.2222e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 241 | Max_nodes: 126 | Time: 9.2229e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 57 | Max_nodes: 126 | Time: 9.2241e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 142 | Max_nodes: 126 | Time: 9.2245e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 133 | Max_nodes: 126 | Time: 9.2275e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 129 | Max_nodes: 126 | Time: 9.2282e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 141 | Max_nodes: 126 | Time: 9.2297e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 74 | Max_nodes: 126 | Time: 9.2300e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 130 | Max_nodes: 126 | Time: 9.2330e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 139 | Max_nodes: 126 | Time: 9.2351e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 75 | Max_nodes: 126 | Time: 9.2390e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 34 | Max_nodes: 126 | Time: 9.2391e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 242 | Max_nodes: 126 | Time: 9.2455e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 56 | Max_nodes: 126 | Time: 9.2482e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 37 | Max_nodes: 126 | Time: 9.2483e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 134 | Max_nodes: 126 | Time: 9.2484e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 42 | Max_nodes: 126 | Time: 9.2495e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 21 | Max_nodes: 126 | Time: 9.2538e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 79 | Max_nodes: 126 | Time: 9.2552e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 124 | Max_nodes: 126 | Time: 9.2552e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 38 | Max_nodes: 126 | Time: 9.2580e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 96 | Max_nodes: 126 | Time: 9.2624e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 55 | Max_nodes: 126 | Time: 9.2632e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 43 | Max_nodes: 126 | Time: 9.2634e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 53 | Max_nodes: 126 | Time: 9.2685e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 132 | Max_nodes: 126 | Time: 9.2706e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 123 | Max_nodes: 126 | Time: 9.2761e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 486 | Max_nodes: 126 | Time: 9.2783e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 66 | Max_nodes: 126 | Time: 9.2866e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 125 | Max_nodes: 126 | Time: 9.2901e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 76 | Max_nodes: 126 | Time: 9.2926e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 23 | Max_nodes: 126 | Time: 9.2939e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 52 | Max_nodes: 126 | Time: 9.2963e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 128 | Max_nodes: 126 | Time: 9.2965e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 122 | Max_nodes: 126 | Time: 9.2967e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 240 | Max_nodes: 126 | Time: 9.2996e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 51 | Max_nodes: 126 | Time: 9.3071e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 284 | Max_nodes: 126 | Time: 9.3115e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 29 | Max_nodes: 126 | Time: 9.3139e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 138 | Max_nodes: 126 | Time: 9.3145e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 33 | Max_nodes: 126 | Time: 9.3151e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 15 | Max_nodes: 126 | Time: 9.3160e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 20 | Max_nodes: 126 | Time: 9.3160e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 11 | Max_nodes: 126 | Time: 9.3170e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 19 | Max_nodes: 126 | Time: 9.3209e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 36 | Max_nodes: 126 | Time: 9.3252e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 121 | Max_nodes: 126 | Time: 9.3272e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 73 | Max_nodes: 126 | Time: 9.3276e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 126 | Max_nodes: 126 | Time: 9.3282e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 78 | Max_nodes: 126 | Time: 9.3311e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 127 | Max_nodes: 126 | Time: 9.3375e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 31 | Max_nodes: 126 | Time: 9.3440e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 27 | Max_nodes: 126 | Time: 9.3466e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 50 | Max_nodes: 126 | Time: 9.3549e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 17 | Max_nodes: 126 | Time: 9.3582e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 16 | Max_nodes: 126 | Time: 9.3667e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 48 | Max_nodes: 126 | Time: 9.3686e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 72 | Max_nodes: 126 | Time: 9.3699e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 120 | Max_nodes: 126 | Time: 9.3714e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 54 | Max_nodes: 126 | Time: 9.3973e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 5 | Max_nodes: 126 | Time: 9.4061e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 49 | Max_nodes: 126 | Time: 9.4118e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 32 | Max_nodes: 126 | Time: 9.4160e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 8 | Max_nodes: 126 | Time: 9.4170e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 30 | Max_nodes: 126 | Time: 9.4252e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 28 | Max_nodes: 126 | Time: 9.4285e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 13 | Max_nodes: 126 | Time: 9.4315e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 12 | Max_nodes: 126 | Time: 9.4365e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 69 | Max_nodes: 126 | Time: 9.4539e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 80 | Max_nodes: 126 | Time: 9.4591e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 7 | Max_nodes: 126 | Time: 9.4776e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 9 | Max_nodes: 126 | Time: 9.4778e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 1 | Max_nodes: 126 | Time: 9.4787e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 2 | Max_nodes: 126 | Time: 9.4798e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 14 | Max_nodes: 126 | Time: 9.4920e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 10 | Max_nodes: 126 | Time: 9.5049e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 6 | Max_nodes: 126 | Time: 9.5056e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 24 | Max_nodes: 126 | Time: 9.5078e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 3 | Max_nodes: 126 | Time: 9.5459e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 0 | Max_nodes: 126 | Time: 9.5464e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 18 | Max_nodes: 126 | Time: 9.5506e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 26 | Max_nodes: 126 | Time: 9.5544e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 4 | Max_nodes: 126 | Time: 9.5564e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 25 | Max_nodes: 126 | Time: 9.5611e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 87 | Max_nodes: 126 | Time: 9.6004e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 450 | Max_nodes: 126 | Time: 1.5839e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 93 | Max_nodes: 126 | Time: 1.6556e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| - -........................... -Average time: 8.6627e-04s - -________________________________________________________________________________________________ - -720 permutations have 126 max nodes. -Index: 719 | Active_nodes: 63 | Time: 7.4381e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 599 | Active_nodes: 63 | Time: 7.5062e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 695 | Active_nodes: 63 | Time: 7.5631e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 713 | Active_nodes: 63 | Time: 7.6167e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 575 | Active_nodes: 63 | Time: 7.6298e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 718 | Active_nodes: 63 | Time: 7.6333e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 593 | Active_nodes: 63 | Time: 7.6388e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 716 | Active_nodes: 63 | Time: 7.6561e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 598 | Active_nodes: 63 | Time: 7.6594e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 597 | Active_nodes: 63 | Time: 7.6607e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 717 | Active_nodes: 63 | Time: 7.6680e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 694 | Active_nodes: 63 | Time: 7.6685e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 479 | Active_nodes: 63 | Time: 7.6990e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 689 | Active_nodes: 63 | Time: 7.7005e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 693 | Active_nodes: 63 | Time: 7.7265e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 455 | Active_nodes: 63 | Time: 7.7287e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 596 | Active_nodes: 63 | Time: 7.7578e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 473 | Active_nodes: 63 | Time: 7.7644e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 692 | Active_nodes: 63 | Time: 7.7681e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 478 | Active_nodes: 63 | Time: 7.7713e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 711 | Active_nodes: 63 | Time: 7.7795e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 712 | Active_nodes: 63 | Time: 7.7835e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 477 | Active_nodes: 63 | Time: 7.7859e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 591 | Active_nodes: 63 | Time: 7.7971e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 574 | Active_nodes: 63 | Time: 7.7984e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 715 | Active_nodes: 63 | Time: 7.7987e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 671 | Active_nodes: 63 | Time: 7.8007e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 569 | Active_nodes: 63 | Time: 7.8021e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 573 | Active_nodes: 63 | Time: 7.8034e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 592 | Active_nodes: 63 | Time: 7.8191e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 714 | Active_nodes: 63 | Time: 7.8341e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 707 | Active_nodes: 63 | Time: 7.8418e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 688 | Active_nodes: 63 | Time: 7.8494e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 595 | Active_nodes: 63 | Time: 7.8718e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 572 | Active_nodes: 63 | Time: 7.8748e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 449 | Active_nodes: 63 | Time: 7.8852e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 710 | Active_nodes: 63 | Time: 7.8884e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 587 | Active_nodes: 63 | Time: 7.8922e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 568 | Active_nodes: 63 | Time: 7.9047e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 359 | Active_nodes: 63 | Time: 7.9057e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 594 | Active_nodes: 63 | Time: 7.9069e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 472 | Active_nodes: 63 | Time: 7.9103e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 686 | Active_nodes: 63 | Time: 7.9178e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 454 | Active_nodes: 63 | Time: 7.9191e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 665 | Active_nodes: 63 | Time: 7.9297e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 590 | Active_nodes: 63 | Time: 7.9323e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 687 | Active_nodes: 63 | Time: 7.9327e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 691 | Active_nodes: 63 | Time: 7.9344e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 705 | Active_nodes: 63 | Time: 7.9359e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 706 | Active_nodes: 63 | Time: 7.9366e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 670 | Active_nodes: 63 | Time: 7.9386e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 551 | Active_nodes: 63 | Time: 7.9401e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 545 | Active_nodes: 63 | Time: 7.9459e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 471 | Active_nodes: 63 | Time: 7.9480e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 453 | Active_nodes: 63 | Time: 7.9533e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 476 | Active_nodes: 63 | Time: 7.9540e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 452 | Active_nodes: 63 | Time: 7.9638e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 550 | Active_nodes: 63 | Time: 7.9670e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 709 | Active_nodes: 63 | Time: 7.9678e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 683 | Active_nodes: 63 | Time: 7.9696e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 664 | Active_nodes: 63 | Time: 7.9705e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 358 | Active_nodes: 63 | Time: 7.9800e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 448 | Active_nodes: 63 | Time: 7.9861e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 567 | Active_nodes: 63 | Time: 7.9895e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 690 | Active_nodes: 63 | Time: 7.9932e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 431 | Active_nodes: 63 | Time: 7.9961e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 571 | Active_nodes: 63 | Time: 7.9986e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 589 | Active_nodes: 63 | Time: 8.0021e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 425 | Active_nodes: 63 | Time: 8.0100e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 329 | Active_nodes: 63 | Time: 8.0158e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 335 | Active_nodes: 63 | Time: 8.0176e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 566 | Active_nodes: 63 | Time: 8.0190e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 586 | Active_nodes: 63 | Time: 8.0197e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 447 | Active_nodes: 63 | Time: 8.0220e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 668 | Active_nodes: 63 | Time: 8.0262e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 563 | Active_nodes: 63 | Time: 8.0303e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 704 | Active_nodes: 63 | Time: 8.0307e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 549 | Active_nodes: 63 | Time: 8.0371e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 353 | Active_nodes: 63 | Time: 8.0407e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 570 | Active_nodes: 63 | Time: 8.0420e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 311 | Active_nodes: 63 | Time: 8.0444e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 584 | Active_nodes: 63 | Time: 8.0487e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 474 | Active_nodes: 63 | Time: 8.0503e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 467 | Active_nodes: 63 | Time: 8.0524e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 708 | Active_nodes: 63 | Time: 8.0532e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 669 | Active_nodes: 63 | Time: 8.0556e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 475 | Active_nodes: 63 | Time: 8.0563e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 430 | Active_nodes: 63 | Time: 8.0743e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 451 | Active_nodes: 63 | Time: 8.0772e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 685 | Active_nodes: 63 | Time: 8.0795e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 352 | Active_nodes: 63 | Time: 8.0813e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 681 | Active_nodes: 63 | Time: 8.0833e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 585 | Active_nodes: 63 | Time: 8.0844e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 443 | Active_nodes: 63 | Time: 8.0874e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 357 | Active_nodes: 63 | Time: 8.0874e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 682 | Active_nodes: 63 | Time: 8.0884e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 662 | Active_nodes: 63 | Time: 8.0908e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 663 | Active_nodes: 63 | Time: 8.0941e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 470 | Active_nodes: 63 | Time: 8.0964e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 305 | Active_nodes: 63 | Time: 8.0969e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 334 | Active_nodes: 63 | Time: 8.0976e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 356 | Active_nodes: 63 | Time: 8.1052e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 659 | Active_nodes: 63 | Time: 8.1062e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 562 | Active_nodes: 63 | Time: 8.1187e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 351 | Active_nodes: 63 | Time: 8.1225e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 564 | Active_nodes: 63 | Time: 8.1367e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 469 | Active_nodes: 63 | Time: 8.1372e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 561 | Active_nodes: 63 | Time: 8.1383e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 328 | Active_nodes: 63 | Time: 8.1399e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 543 | Active_nodes: 63 | Time: 8.1435e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 565 | Active_nodes: 63 | Time: 8.1451e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 465 | Active_nodes: 63 | Time: 8.1562e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 310 | Active_nodes: 63 | Time: 8.1562e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 332 | Active_nodes: 63 | Time: 8.1576e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 684 | Active_nodes: 63 | Time: 8.1601e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 428 | Active_nodes: 63 | Time: 8.1608e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 466 | Active_nodes: 63 | Time: 8.1649e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 548 | Active_nodes: 63 | Time: 8.1649e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 544 | Active_nodes: 63 | Time: 8.1652e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 588 | Active_nodes: 63 | Time: 8.1708e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 446 | Active_nodes: 63 | Time: 8.1739e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 468 | Active_nodes: 63 | Time: 8.1789e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 667 | Active_nodes: 63 | Time: 8.1792e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 680 | Active_nodes: 63 | Time: 8.1820e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 327 | Active_nodes: 63 | Time: 8.1833e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 666 | Active_nodes: 63 | Time: 8.1842e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 350 | Active_nodes: 63 | Time: 8.1857e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 424 | Active_nodes: 63 | Time: 8.1864e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 583 | Active_nodes: 63 | Time: 8.1879e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 701 | Active_nodes: 63 | Time: 8.1894e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 429 | Active_nodes: 63 | Time: 8.1909e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 304 | Active_nodes: 63 | Time: 8.1932e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 441 | Active_nodes: 63 | Time: 8.1936e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 333 | Active_nodes: 63 | Time: 8.1940e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 464 | Active_nodes: 63 | Time: 8.1962e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 442 | Active_nodes: 63 | Time: 8.2099e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 539 | Active_nodes: 63 | Time: 8.2158e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 308 | Active_nodes: 63 | Time: 8.2180e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 309 | Active_nodes: 63 | Time: 8.2205e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 661 | Active_nodes: 63 | Time: 8.2206e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 560 | Active_nodes: 63 | Time: 8.2217e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 445 | Active_nodes: 63 | Time: 8.2220e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 702 | Active_nodes: 63 | Time: 8.2221e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 527 | Active_nodes: 63 | Time: 8.2240e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 440 | Active_nodes: 63 | Time: 8.2320e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 347 | Active_nodes: 63 | Time: 8.2338e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 581 | Active_nodes: 63 | Time: 8.2351e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 542 | Active_nodes: 63 | Time: 8.2357e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 537 | Active_nodes: 63 | Time: 8.2360e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 660 | Active_nodes: 63 | Time: 8.2363e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 703 | Active_nodes: 63 | Time: 8.2416e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 423 | Active_nodes: 63 | Time: 8.2420e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 354 | Active_nodes: 63 | Time: 8.2427e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 326 | Active_nodes: 63 | Time: 8.2435e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 303 | Active_nodes: 63 | Time: 8.2436e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 422 | Active_nodes: 63 | Time: 8.2455e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 641 | Active_nodes: 63 | Time: 8.2474e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 699 | Active_nodes: 63 | Time: 8.2524e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 645 | Active_nodes: 63 | Time: 8.2544e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 580 | Active_nodes: 63 | Time: 8.2558e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 525 | Active_nodes: 63 | Time: 8.2573e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 582 | Active_nodes: 63 | Time: 8.2616e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 657 | Active_nodes: 63 | Time: 8.2622e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 546 | Active_nodes: 63 | Time: 8.2643e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 444 | Active_nodes: 63 | Time: 8.2700e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 547 | Active_nodes: 63 | Time: 8.2715e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 538 | Active_nodes: 63 | Time: 8.2764e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 679 | Active_nodes: 63 | Time: 8.2785e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 646 | Active_nodes: 63 | Time: 8.2818e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 656 | Active_nodes: 63 | Time: 8.2875e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 540 | Active_nodes: 63 | Time: 8.2876e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 526 | Active_nodes: 63 | Time: 8.2900e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 635 | Active_nodes: 63 | Time: 8.2901e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 677 | Active_nodes: 63 | Time: 8.2906e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 579 | Active_nodes: 63 | Time: 8.2918e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 644 | Active_nodes: 63 | Time: 8.2927e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 426 | Active_nodes: 63 | Time: 8.2941e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 658 | Active_nodes: 63 | Time: 8.2969e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 678 | Active_nodes: 63 | Time: 8.2984e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 417 | Active_nodes: 63 | Time: 8.3014e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 302 | Active_nodes: 63 | Time: 8.3057e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 427 | Active_nodes: 63 | Time: 8.3066e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 521 | Active_nodes: 63 | Time: 8.3072e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 345 | Active_nodes: 63 | Time: 8.3083e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 346 | Active_nodes: 63 | Time: 8.3180e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 323 | Active_nodes: 63 | Time: 8.3204e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 675 | Active_nodes: 63 | Time: 8.3218e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 330 | Active_nodes: 63 | Time: 8.3232e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 407 | Active_nodes: 63 | Time: 8.3251e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 355 | Active_nodes: 63 | Time: 8.3263e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 348 | Active_nodes: 63 | Time: 8.3266e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 698 | Active_nodes: 63 | Time: 8.3268e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 239 | Active_nodes: 63 | Time: 8.3285e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 700 | Active_nodes: 63 | Time: 8.3287e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 697 | Active_nodes: 63 | Time: 8.3317e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 578 | Active_nodes: 63 | Time: 8.3325e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 463 | Active_nodes: 63 | Time: 8.3340e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 640 | Active_nodes: 63 | Time: 8.3362e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 536 | Active_nodes: 63 | Time: 8.3379e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 639 | Active_nodes: 63 | Time: 8.3441e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 331 | Active_nodes: 63 | Time: 8.3445e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 559 | Active_nodes: 63 | Time: 8.3466e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 633 | Active_nodes: 63 | Time: 8.3480e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 349 | Active_nodes: 63 | Time: 8.3481e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 524 | Active_nodes: 63 | Time: 8.3497e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 344 | Active_nodes: 63 | Time: 8.3538e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 215 | Active_nodes: 63 | Time: 8.3549e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 299 | Active_nodes: 63 | Time: 8.3557e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 520 | Active_nodes: 63 | Time: 8.3559e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 676 | Active_nodes: 63 | Time: 8.3568e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 297 | Active_nodes: 63 | Time: 8.3607e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 515 | Active_nodes: 63 | Time: 8.3685e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 322 | Active_nodes: 63 | Time: 8.3694e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 461 | Active_nodes: 63 | Time: 8.3706e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 557 | Active_nodes: 63 | Time: 8.3709e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 233 | Active_nodes: 63 | Time: 8.3722e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 558 | Active_nodes: 63 | Time: 8.3729e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 437 | Active_nodes: 63 | Time: 8.3732e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 577 | Active_nodes: 63 | Time: 8.3737e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 237 | Active_nodes: 63 | Time: 8.3795e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 401 | Active_nodes: 63 | Time: 8.3862e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 513 | Active_nodes: 63 | Time: 8.3911e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 405 | Active_nodes: 63 | Time: 8.3918e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 674 | Active_nodes: 63 | Time: 8.4002e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 287 | Active_nodes: 63 | Time: 8.4021e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 399 | Active_nodes: 63 | Time: 8.4046e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 632 | Active_nodes: 63 | Time: 8.4053e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 460 | Active_nodes: 63 | Time: 8.4070e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 321 | Active_nodes: 63 | Time: 8.4071e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 418 | Active_nodes: 63 | Time: 8.4092e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 298 | Active_nodes: 63 | Time: 8.4106e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 238 | Active_nodes: 63 | Time: 8.4112e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 643 | Active_nodes: 63 | Time: 8.4140e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 556 | Active_nodes: 63 | Time: 8.4172e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 213 | Active_nodes: 63 | Time: 8.4237e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 325 | Active_nodes: 63 | Time: 8.4276e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 300 | Active_nodes: 63 | Time: 8.4283e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 285 | Active_nodes: 63 | Time: 8.4297e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 419 | Active_nodes: 63 | Time: 8.4300e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 638 | Active_nodes: 63 | Time: 8.4319e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 301 | Active_nodes: 63 | Time: 8.4332e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 634 | Active_nodes: 63 | Time: 8.4333e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 438 | Active_nodes: 63 | Time: 8.4346e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 306 | Active_nodes: 63 | Time: 8.4348e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 462 | Active_nodes: 63 | Time: 8.4366e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 653 | Active_nodes: 63 | Time: 8.4378e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 459 | Active_nodes: 63 | Time: 8.4443e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 307 | Active_nodes: 63 | Time: 8.4449e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 439 | Active_nodes: 63 | Time: 8.4459e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 518 | Active_nodes: 63 | Time: 8.4463e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 320 | Active_nodes: 63 | Time: 8.4471e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 395 | Active_nodes: 63 | Time: 8.4475e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 400 | Active_nodes: 63 | Time: 8.4498e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 514 | Active_nodes: 63 | Time: 8.4504e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 420 | Active_nodes: 63 | Time: 8.4530e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 652 | Active_nodes: 63 | Time: 8.4552e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 416 | Active_nodes: 63 | Time: 8.4554e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 642 | Active_nodes: 63 | Time: 8.4582e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 696 | Active_nodes: 63 | Time: 8.4588e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 458 | Active_nodes: 63 | Time: 8.4602e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 541 | Active_nodes: 63 | Time: 8.4628e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 404 | Active_nodes: 63 | Time: 8.4629e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 232 | Active_nodes: 63 | Time: 8.4629e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 227 | Active_nodes: 63 | Time: 8.4650e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 637 | Active_nodes: 63 | Time: 8.4659e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 398 | Active_nodes: 63 | Time: 8.4677e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 519 | Active_nodes: 63 | Time: 8.4682e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 576 | Active_nodes: 63 | Time: 8.4732e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 406 | Active_nodes: 63 | Time: 8.4739e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 191 | Active_nodes: 63 | Time: 8.4786e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 214 | Active_nodes: 63 | Time: 8.4805e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 673 | Active_nodes: 63 | Time: 8.4834e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 209 | Active_nodes: 63 | Time: 8.4857e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 655 | Active_nodes: 63 | Time: 8.4858e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 324 | Active_nodes: 63 | Time: 8.4861e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 554 | Active_nodes: 63 | Time: 8.4875e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 672 | Active_nodes: 63 | Time: 8.4882e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 523 | Active_nodes: 63 | Time: 8.4887e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 281 | Active_nodes: 63 | Time: 8.4935e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 647 | Active_nodes: 63 | Time: 8.4957e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 286 | Active_nodes: 63 | Time: 8.4983e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 555 | Active_nodes: 63 | Time: 8.4984e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 225 | Active_nodes: 63 | Time: 8.5016e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 296 | Active_nodes: 63 | Time: 8.5017e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 436 | Active_nodes: 63 | Time: 8.5030e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 203 | Active_nodes: 63 | Time: 8.5031e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 421 | Active_nodes: 63 | Time: 8.5034e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 236 | Active_nodes: 63 | Time: 8.5035e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 185 | Active_nodes: 63 | Time: 8.5066e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 167 | Active_nodes: 63 | Time: 8.5080e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 343 | Active_nodes: 63 | Time: 8.5102e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 275 | Active_nodes: 63 | Time: 8.5139e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 212 | Active_nodes: 63 | Time: 8.5173e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 393 | Active_nodes: 63 | Time: 8.5182e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 189 | Active_nodes: 63 | Time: 8.5196e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 435 | Active_nodes: 63 | Time: 8.5203e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 394 | Active_nodes: 63 | Time: 8.5241e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 650 | Active_nodes: 63 | Time: 8.5265e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 207 | Active_nodes: 63 | Time: 8.5267e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 190 | Active_nodes: 63 | Time: 8.5272e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 279 | Active_nodes: 63 | Time: 8.5303e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 651 | Active_nodes: 63 | Time: 8.5305e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 230 | Active_nodes: 63 | Time: 8.5345e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 231 | Active_nodes: 63 | Time: 8.5360e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 533 | Active_nodes: 63 | Time: 8.5372e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 552 | Active_nodes: 63 | Time: 8.5382e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 553 | Active_nodes: 63 | Time: 8.5405e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 206 | Active_nodes: 63 | Time: 8.5406e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 532 | Active_nodes: 63 | Time: 8.5426e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 512 | Active_nodes: 63 | Time: 8.5505e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 531 | Active_nodes: 63 | Time: 8.5532e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 226 | Active_nodes: 63 | Time: 8.5554e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 534 | Active_nodes: 63 | Time: 8.5572e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 208 | Active_nodes: 63 | Time: 8.5615e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 319 | Active_nodes: 63 | Time: 8.5657e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 631 | Active_nodes: 63 | Time: 8.5670e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 522 | Active_nodes: 63 | Time: 8.5677e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 636 | Active_nodes: 63 | Time: 8.5694e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 392 | Active_nodes: 63 | Time: 8.5714e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 342 | Active_nodes: 63 | Time: 8.5764e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 179 | Active_nodes: 63 | Time: 8.5773e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 341 | Active_nodes: 63 | Time: 8.5793e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 535 | Active_nodes: 63 | Time: 8.5812e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 280 | Active_nodes: 63 | Time: 8.5878e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 617 | Active_nodes: 63 | Time: 8.5907e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 623 | Active_nodes: 63 | Time: 8.5933e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 165 | Active_nodes: 63 | Time: 8.5937e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 621 | Active_nodes: 63 | Time: 8.5948e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 183 | Active_nodes: 63 | Time: 8.5960e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 340 | Active_nodes: 63 | Time: 8.5961e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 201 | Active_nodes: 63 | Time: 8.5964e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 224 | Active_nodes: 63 | Time: 8.5978e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 318 | Active_nodes: 63 | Time: 8.5995e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 415 | Active_nodes: 63 | Time: 8.6000e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 649 | Active_nodes: 63 | Time: 8.6004e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 433 | Active_nodes: 63 | Time: 8.6019e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 516 | Active_nodes: 63 | Time: 8.6106e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 184 | Active_nodes: 63 | Time: 8.6128e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 278 | Active_nodes: 63 | Time: 8.6140e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 178 | Active_nodes: 63 | Time: 8.6148e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 630 | Active_nodes: 63 | Time: 8.6183e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 166 | Active_nodes: 63 | Time: 8.6203e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 413 | Active_nodes: 63 | Time: 8.6205e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 629 | Active_nodes: 63 | Time: 8.6211e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 177 | Active_nodes: 63 | Time: 8.6212e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 403 | Active_nodes: 63 | Time: 8.6252e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 648 | Active_nodes: 63 | Time: 8.6255e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 456 | Active_nodes: 63 | Time: 8.6269e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 457 | Active_nodes: 63 | Time: 8.6308e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 503 | Active_nodes: 63 | Time: 8.6309e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 654 | Active_nodes: 63 | Time: 8.6313e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 160 | Active_nodes: 63 | Time: 8.6405e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 202 | Active_nodes: 63 | Time: 8.6433e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 616 | Active_nodes: 63 | Time: 8.6452e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 402 | Active_nodes: 63 | Time: 8.6480e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 200 | Active_nodes: 63 | Time: 8.6485e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 396 | Active_nodes: 63 | Time: 8.6489e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 530 | Active_nodes: 63 | Time: 8.6507e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 274 | Active_nodes: 63 | Time: 8.6514e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 316 | Active_nodes: 63 | Time: 8.6526e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 339 | Active_nodes: 63 | Time: 8.6531e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 434 | Active_nodes: 63 | Time: 8.6546e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 412 | Active_nodes: 63 | Time: 8.6556e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 182 | Active_nodes: 63 | Time: 8.6559e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 273 | Active_nodes: 63 | Time: 8.6559e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 622 | Active_nodes: 63 | Time: 8.6613e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 615 | Active_nodes: 63 | Time: 8.6615e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 611 | Active_nodes: 63 | Time: 8.6645e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 164 | Active_nodes: 63 | Time: 8.6649e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 315 | Active_nodes: 63 | Time: 8.6660e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 188 | Active_nodes: 63 | Time: 8.6669e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 293 | Active_nodes: 63 | Time: 8.6674e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 497 | Active_nodes: 63 | Time: 8.6677e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 211 | Active_nodes: 63 | Time: 8.6692e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 159 | Active_nodes: 63 | Time: 8.6701e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 161 | Active_nodes: 63 | Time: 8.6745e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 229 | Active_nodes: 63 | Time: 8.6754e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 432 | Active_nodes: 63 | Time: 8.6765e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 234 | Active_nodes: 63 | Time: 8.6767e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 314 | Active_nodes: 63 | Time: 8.6829e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 411 | Active_nodes: 63 | Time: 8.6829e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 153 | Active_nodes: 63 | Time: 8.6834e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 628 | Active_nodes: 63 | Time: 8.6882e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 317 | Active_nodes: 63 | Time: 8.6923e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 338 | Active_nodes: 63 | Time: 8.6962e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 228 | Active_nodes: 63 | Time: 8.6979e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 619 | Active_nodes: 63 | Time: 8.7000e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 158 | Active_nodes: 63 | Time: 8.7045e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 528 | Active_nodes: 63 | Time: 8.7051e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 187 | Active_nodes: 63 | Time: 8.7064e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 292 | Active_nodes: 63 | Time: 8.7065e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 210 | Active_nodes: 63 | Time: 8.7068e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 383 | Active_nodes: 63 | Time: 8.7069e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 223 | Active_nodes: 63 | Time: 8.7083e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 337 | Active_nodes: 63 | Time: 8.7093e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 272 | Active_nodes: 63 | Time: 8.7099e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 155 | Active_nodes: 63 | Time: 8.7107e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 410 | Active_nodes: 63 | Time: 8.7220e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 502 | Active_nodes: 63 | Time: 8.7244e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 277 | Active_nodes: 63 | Time: 8.7271e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 529 | Active_nodes: 63 | Time: 8.7285e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 391 | Active_nodes: 63 | Time: 8.7314e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 294 | Active_nodes: 63 | Time: 8.7318e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 618 | Active_nodes: 63 | Time: 8.7354e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 313 | Active_nodes: 63 | Time: 8.7398e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 283 | Active_nodes: 63 | Time: 8.7416e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 397 | Active_nodes: 63 | Time: 8.7435e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 509 | Active_nodes: 63 | Time: 8.7436e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 390 | Active_nodes: 63 | Time: 8.7540e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 291 | Active_nodes: 63 | Time: 8.7551e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 500 | Active_nodes: 63 | Time: 8.7561e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 205 | Active_nodes: 63 | Time: 8.7595e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 511 | Active_nodes: 63 | Time: 8.7635e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 290 | Active_nodes: 63 | Time: 8.7653e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 204 | Active_nodes: 63 | Time: 8.7662e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 495 | Active_nodes: 63 | Time: 8.7681e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 610 | Active_nodes: 63 | Time: 8.7688e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 154 | Active_nodes: 63 | Time: 8.7715e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 414 | Active_nodes: 63 | Time: 8.7765e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 235 | Active_nodes: 63 | Time: 8.7781e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 186 | Active_nodes: 63 | Time: 8.7849e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 517 | Active_nodes: 63 | Time: 8.7856e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 409 | Active_nodes: 63 | Time: 8.7857e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 382 | Active_nodes: 63 | Time: 8.7858e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 608 | Active_nodes: 63 | Time: 8.7869e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 276 | Active_nodes: 63 | Time: 8.7883e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 626 | Active_nodes: 63 | Time: 8.7890e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 508 | Active_nodes: 63 | Time: 8.7898e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 295 | Active_nodes: 63 | Time: 8.7923e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 620 | Active_nodes: 63 | Time: 8.7925e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 510 | Active_nodes: 63 | Time: 8.7929e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 625 | Active_nodes: 63 | Time: 8.7932e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 496 | Active_nodes: 63 | Time: 8.7981e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 336 | Active_nodes: 63 | Time: 8.7995e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 119 | Active_nodes: 63 | Time: 8.8047e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 222 | Active_nodes: 63 | Time: 8.8069e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 176 | Active_nodes: 63 | Time: 8.8098e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 180 | Active_nodes: 63 | Time: 8.8114e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 263 | Active_nodes: 63 | Time: 8.8126e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 271 | Active_nodes: 63 | Time: 8.8128e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 506 | Active_nodes: 63 | Time: 8.8135e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 163 | Active_nodes: 63 | Time: 8.8142e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 282 | Active_nodes: 63 | Time: 8.8175e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 614 | Active_nodes: 63 | Time: 8.8192e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 377 | Active_nodes: 63 | Time: 8.8194e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 289 | Active_nodes: 63 | Time: 8.8224e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 609 | Active_nodes: 63 | Time: 8.8225e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 221 | Active_nodes: 63 | Time: 8.8225e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 489 | Active_nodes: 63 | Time: 8.8252e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 505 | Active_nodes: 63 | Time: 8.8264e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 624 | Active_nodes: 63 | Time: 8.8275e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 499 | Active_nodes: 63 | Time: 8.8356e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 381 | Active_nodes: 63 | Time: 8.8358e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 408 | Active_nodes: 63 | Time: 8.8369e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 152 | Active_nodes: 63 | Time: 8.8370e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 220 | Active_nodes: 63 | Time: 8.8383e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 389 | Active_nodes: 63 | Time: 8.8426e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 175 | Active_nodes: 63 | Time: 8.8467e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 312 | Active_nodes: 63 | Time: 8.8489e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 612 | Active_nodes: 63 | Time: 8.8523e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 607 | Active_nodes: 63 | Time: 8.8556e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 117 | Active_nodes: 63 | Time: 8.8581e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 605 | Active_nodes: 63 | Time: 8.8583e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 162 | Active_nodes: 63 | Time: 8.8593e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 627 | Active_nodes: 63 | Time: 8.8594e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 288 | Active_nodes: 63 | Time: 8.8615e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 488 | Active_nodes: 63 | Time: 8.8633e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 181 | Active_nodes: 63 | Time: 8.8645e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 498 | Active_nodes: 63 | Time: 8.8649e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 157 | Active_nodes: 63 | Time: 8.8654e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 493 | Active_nodes: 63 | Time: 8.8663e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 375 | Active_nodes: 63 | Time: 8.8668e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 379 | Active_nodes: 63 | Time: 8.8718e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 504 | Active_nodes: 63 | Time: 8.8757e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 95 | Active_nodes: 63 | Time: 8.8795e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 494 | Active_nodes: 63 | Time: 8.8818e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 369 | Active_nodes: 63 | Time: 8.8830e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 613 | Active_nodes: 63 | Time: 8.8856e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 156 | Active_nodes: 63 | Time: 8.8871e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 113 | Active_nodes: 63 | Time: 8.8874e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 491 | Active_nodes: 63 | Time: 8.8882e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 270 | Active_nodes: 63 | Time: 8.8892e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 371 | Active_nodes: 63 | Time: 8.8914e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 219 | Active_nodes: 63 | Time: 8.8948e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 507 | Active_nodes: 63 | Time: 8.8951e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 387 | Active_nodes: 63 | Time: 8.8955e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 606 | Active_nodes: 63 | Time: 8.9005e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 151 | Active_nodes: 63 | Time: 8.9014e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 118 | Active_nodes: 63 | Time: 8.9017e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 94 | Active_nodes: 63 | Time: 8.9053e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 376 | Active_nodes: 63 | Time: 8.9060e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 257 | Active_nodes: 63 | Time: 8.9098e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 262 | Active_nodes: 63 | Time: 8.9105e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 490 | Active_nodes: 63 | Time: 8.9115e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 603 | Active_nodes: 63 | Time: 8.9121e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 374 | Active_nodes: 63 | Time: 8.9123e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 116 | Active_nodes: 63 | Time: 8.9145e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 604 | Active_nodes: 63 | Time: 8.9184e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 373 | Active_nodes: 63 | Time: 8.9206e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 194 | Active_nodes: 63 | Time: 8.9281e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 197 | Active_nodes: 63 | Time: 8.9320e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 388 | Active_nodes: 63 | Time: 8.9323e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 217 | Active_nodes: 63 | Time: 8.9334e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 386 | Active_nodes: 63 | Time: 8.9352e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 267 | Active_nodes: 63 | Time: 8.9411e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 501 | Active_nodes: 63 | Time: 8.9433e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 269 | Active_nodes: 63 | Time: 8.9440e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 260 | Active_nodes: 63 | Time: 8.9441e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 380 | Active_nodes: 63 | Time: 8.9464e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 198 | Active_nodes: 63 | Time: 8.9472e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 111 | Active_nodes: 63 | Time: 8.9473e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 174 | Active_nodes: 63 | Time: 8.9497e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 196 | Active_nodes: 63 | Time: 8.9508e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 602 | Active_nodes: 63 | Time: 8.9525e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 370 | Active_nodes: 63 | Time: 8.9597e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 483 | Active_nodes: 63 | Time: 8.9605e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 256 | Active_nodes: 63 | Time: 8.9618e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 216 | Active_nodes: 63 | Time: 8.9634e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 195 | Active_nodes: 63 | Time: 8.9680e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 193 | Active_nodes: 63 | Time: 8.9686e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 218 | Active_nodes: 63 | Time: 8.9708e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 92 | Active_nodes: 63 | Time: 8.9718e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 484 | Active_nodes: 63 | Time: 8.9741e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 199 | Active_nodes: 63 | Time: 8.9753e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 384 | Active_nodes: 63 | Time: 8.9762e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 492 | Active_nodes: 63 | Time: 8.9768e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 251 | Active_nodes: 63 | Time: 8.9797e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 368 | Active_nodes: 63 | Time: 8.9830e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 107 | Active_nodes: 63 | Time: 8.9837e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 255 | Active_nodes: 63 | Time: 8.9885e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 150 | Active_nodes: 63 | Time: 8.9895e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 173 | Active_nodes: 63 | Time: 8.9925e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 171 | Active_nodes: 63 | Time: 8.9971e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 378 | Active_nodes: 63 | Time: 9.0036e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 367 | Active_nodes: 63 | Time: 9.0050e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 250 | Active_nodes: 63 | Time: 9.0062e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 172 | Active_nodes: 63 | Time: 9.0077e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 89 | Active_nodes: 63 | Time: 9.0105e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 365 | Active_nodes: 63 | Time: 9.0120e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 481 | Active_nodes: 63 | Time: 9.0129e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 266 | Active_nodes: 63 | Time: 9.0133e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 265 | Active_nodes: 63 | Time: 9.0138e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 65 | Active_nodes: 63 | Time: 9.0142e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 600 | Active_nodes: 63 | Time: 9.0159e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 88 | Active_nodes: 63 | Time: 9.0176e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 192 | Active_nodes: 63 | Time: 9.0193e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 105 | Active_nodes: 63 | Time: 9.0196e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 253 | Active_nodes: 63 | Time: 9.0264e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 485 | Active_nodes: 63 | Time: 9.0282e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 372 | Active_nodes: 63 | Time: 9.0307e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 487 | Active_nodes: 63 | Time: 9.0309e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 106 | Active_nodes: 63 | Time: 9.0310e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 71 | Active_nodes: 63 | Time: 9.0310e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 259 | Active_nodes: 63 | Time: 9.0355e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 249 | Active_nodes: 63 | Time: 9.0373e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 112 | Active_nodes: 63 | Time: 9.0378e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 110 | Active_nodes: 63 | Time: 9.0400e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 258 | Active_nodes: 63 | Time: 9.0416e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 261 | Active_nodes: 63 | Time: 9.0467e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 143 | Active_nodes: 63 | Time: 9.0474e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 109 | Active_nodes: 63 | Time: 9.0485e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 86 | Active_nodes: 63 | Time: 9.0504e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 47 | Active_nodes: 63 | Time: 9.0513e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 482 | Active_nodes: 63 | Time: 9.0562e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 169 | Active_nodes: 63 | Time: 9.0586e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 268 | Active_nodes: 63 | Time: 9.0603e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 83 | Active_nodes: 63 | Time: 9.0613e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 385 | Active_nodes: 63 | Time: 9.0614e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 91 | Active_nodes: 63 | Time: 9.0614e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 366 | Active_nodes: 63 | Time: 9.0632e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 115 | Active_nodes: 63 | Time: 9.0650e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 114 | Active_nodes: 63 | Time: 9.0651e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 361 | Active_nodes: 63 | Time: 9.0720e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 364 | Active_nodes: 63 | Time: 9.0762e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 68 | Active_nodes: 63 | Time: 9.0767e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 480 | Active_nodes: 63 | Time: 9.0824e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 254 | Active_nodes: 63 | Time: 9.0876e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 90 | Active_nodes: 63 | Time: 9.0891e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 104 | Active_nodes: 63 | Time: 9.0932e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 137 | Active_nodes: 63 | Time: 9.0969e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 168 | Active_nodes: 63 | Time: 9.0985e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 170 | Active_nodes: 63 | Time: 9.0991e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 362 | Active_nodes: 63 | Time: 9.1016e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 601 | Active_nodes: 63 | Time: 9.1025e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 101 | Active_nodes: 63 | Time: 9.1033e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 108 | Active_nodes: 63 | Time: 9.1039e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 149 | Active_nodes: 63 | Time: 9.1074e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 81 | Active_nodes: 63 | Time: 9.1114e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 363 | Active_nodes: 63 | Time: 9.1133e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 41 | Active_nodes: 63 | Time: 9.1152e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 67 | Active_nodes: 63 | Time: 9.1191e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 147 | Active_nodes: 63 | Time: 9.1205e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 248 | Active_nodes: 63 | Time: 9.1237e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 59 | Active_nodes: 63 | Time: 9.1271e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 245 | Active_nodes: 63 | Time: 9.1300e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 264 | Active_nodes: 63 | Time: 9.1316e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 148 | Active_nodes: 63 | Time: 9.1318e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 252 | Active_nodes: 63 | Time: 9.1323e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 145 | Active_nodes: 63 | Time: 9.1389e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 85 | Active_nodes: 63 | Time: 9.1389e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 46 | Active_nodes: 63 | Time: 9.1413e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 146 | Active_nodes: 63 | Time: 9.1432e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 58 | Active_nodes: 63 | Time: 9.1442e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 70 | Active_nodes: 63 | Time: 9.1442e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 44 | Active_nodes: 63 | Time: 9.1515e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 360 | Active_nodes: 63 | Time: 9.1534e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 45 | Active_nodes: 63 | Time: 9.1552e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 82 | Active_nodes: 63 | Time: 9.1559e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 84 | Active_nodes: 63 | Time: 9.1623e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 103 | Active_nodes: 63 | Time: 9.1625e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 135 | Active_nodes: 63 | Time: 9.1635e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 40 | Active_nodes: 63 | Time: 9.1643e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 60 | Active_nodes: 63 | Time: 9.1650e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 64 | Active_nodes: 63 | Time: 9.1668e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 144 | Active_nodes: 63 | Time: 9.1669e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 99 | Active_nodes: 63 | Time: 9.1699e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 136 | Active_nodes: 63 | Time: 9.1701e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 246 | Active_nodes: 63 | Time: 9.1703e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 61 | Active_nodes: 63 | Time: 9.1713e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 140 | Active_nodes: 63 | Time: 9.1808e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 102 | Active_nodes: 63 | Time: 9.1833e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 247 | Active_nodes: 63 | Time: 9.1834e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 131 | Active_nodes: 63 | Time: 9.1856e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 63 | Active_nodes: 63 | Time: 9.1872e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 243 | Active_nodes: 63 | Time: 9.1885e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 100 | Active_nodes: 63 | Time: 9.1904e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 98 | Active_nodes: 63 | Time: 9.1928e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 77 | Active_nodes: 63 | Time: 9.1964e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 35 | Active_nodes: 63 | Time: 9.2029e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 62 | Active_nodes: 63 | Time: 9.2032e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 244 | Active_nodes: 63 | Time: 9.2037e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 97 | Active_nodes: 63 | Time: 9.2101e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 39 | Active_nodes: 63 | Time: 9.2133e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 22 | Active_nodes: 63 | Time: 9.2222e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 241 | Active_nodes: 63 | Time: 9.2229e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 57 | Active_nodes: 63 | Time: 9.2241e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 142 | Active_nodes: 63 | Time: 9.2245e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 133 | Active_nodes: 63 | Time: 9.2275e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 129 | Active_nodes: 63 | Time: 9.2282e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 141 | Active_nodes: 63 | Time: 9.2297e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 74 | Active_nodes: 63 | Time: 9.2300e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 130 | Active_nodes: 63 | Time: 9.2330e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 139 | Active_nodes: 63 | Time: 9.2351e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 75 | Active_nodes: 63 | Time: 9.2390e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 34 | Active_nodes: 63 | Time: 9.2391e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 242 | Active_nodes: 63 | Time: 9.2455e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 56 | Active_nodes: 63 | Time: 9.2482e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 37 | Active_nodes: 63 | Time: 9.2483e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 134 | Active_nodes: 63 | Time: 9.2484e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 42 | Active_nodes: 63 | Time: 9.2495e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 21 | Active_nodes: 63 | Time: 9.2538e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 79 | Active_nodes: 63 | Time: 9.2552e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 124 | Active_nodes: 63 | Time: 9.2552e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 38 | Active_nodes: 63 | Time: 9.2580e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 96 | Active_nodes: 63 | Time: 9.2624e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 55 | Active_nodes: 63 | Time: 9.2632e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 43 | Active_nodes: 63 | Time: 9.2634e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 53 | Active_nodes: 63 | Time: 9.2685e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 132 | Active_nodes: 63 | Time: 9.2706e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 123 | Active_nodes: 63 | Time: 9.2761e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 486 | Active_nodes: 63 | Time: 9.2783e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 66 | Active_nodes: 63 | Time: 9.2866e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 125 | Active_nodes: 63 | Time: 9.2901e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 76 | Active_nodes: 63 | Time: 9.2926e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 23 | Active_nodes: 63 | Time: 9.2939e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 52 | Active_nodes: 63 | Time: 9.2963e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 128 | Active_nodes: 63 | Time: 9.2965e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 122 | Active_nodes: 63 | Time: 9.2967e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 240 | Active_nodes: 63 | Time: 9.2996e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 51 | Active_nodes: 63 | Time: 9.3071e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 284 | Active_nodes: 63 | Time: 9.3115e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 29 | Active_nodes: 63 | Time: 9.3139e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 138 | Active_nodes: 63 | Time: 9.3145e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 33 | Active_nodes: 63 | Time: 9.3151e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 15 | Active_nodes: 63 | Time: 9.3160e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 20 | Active_nodes: 63 | Time: 9.3160e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 11 | Active_nodes: 63 | Time: 9.3170e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 19 | Active_nodes: 63 | Time: 9.3209e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 36 | Active_nodes: 63 | Time: 9.3252e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 121 | Active_nodes: 63 | Time: 9.3272e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 73 | Active_nodes: 63 | Time: 9.3276e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 126 | Active_nodes: 63 | Time: 9.3282e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 78 | Active_nodes: 63 | Time: 9.3311e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 127 | Active_nodes: 63 | Time: 9.3375e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 31 | Active_nodes: 63 | Time: 9.3440e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 27 | Active_nodes: 63 | Time: 9.3466e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 50 | Active_nodes: 63 | Time: 9.3549e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 17 | Active_nodes: 63 | Time: 9.3582e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 16 | Active_nodes: 63 | Time: 9.3667e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 48 | Active_nodes: 63 | Time: 9.3686e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 72 | Active_nodes: 63 | Time: 9.3699e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 120 | Active_nodes: 63 | Time: 9.3714e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 54 | Active_nodes: 63 | Time: 9.3973e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 5 | Active_nodes: 63 | Time: 9.4061e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 49 | Active_nodes: 63 | Time: 9.4118e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 32 | Active_nodes: 63 | Time: 9.4160e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 8 | Active_nodes: 63 | Time: 9.4170e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 30 | Active_nodes: 63 | Time: 9.4252e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 28 | Active_nodes: 63 | Time: 9.4285e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 13 | Active_nodes: 63 | Time: 9.4315e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 12 | Active_nodes: 63 | Time: 9.4365e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 69 | Active_nodes: 63 | Time: 9.4539e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 80 | Active_nodes: 63 | Time: 9.4591e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 7 | Active_nodes: 63 | Time: 9.4776e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 9 | Active_nodes: 63 | Time: 9.4778e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 1 | Active_nodes: 63 | Time: 9.4787e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 2 | Active_nodes: 63 | Time: 9.4798e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 14 | Active_nodes: 63 | Time: 9.4920e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 10 | Active_nodes: 63 | Time: 9.5049e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 6 | Active_nodes: 63 | Time: 9.5056e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 24 | Active_nodes: 63 | Time: 9.5078e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 3 | Active_nodes: 63 | Time: 9.5459e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 0 | Active_nodes: 63 | Time: 9.5464e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 18 | Active_nodes: 63 | Time: 9.5506e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 26 | Active_nodes: 63 | Time: 9.5544e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 4 | Active_nodes: 63 | Time: 9.5564e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 25 | Active_nodes: 63 | Time: 9.5611e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 87 | Active_nodes: 63 | Time: 9.6004e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 450 | Active_nodes: 63 | Time: 1.5839e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 93 | Active_nodes: 63 | Time: 1.6556e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| - -........................... -Average time: 8.6627e-04s - -________________________________________________________________________________________________ - -execution time of: 7.4381e-04s: Index: 719 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| - -execution time of: 7.5062e-04s: Index: 599 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| - -execution time of: 7.5631e-04s: Index: 695 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| - -execution time of: 7.6167e-04s: Index: 713 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| - -execution time of: 7.6298e-04s: Index: 575 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| - -execution time of: 7.6333e-04s: Index: 718 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| - -execution time of: 7.6388e-04s: Index: 593 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| - -execution time of: 7.6561e-04s: Index: 716 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| - -execution time of: 7.6594e-04s: Index: 598 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| - -execution time of: 7.6607e-04s: Index: 597 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| - -execution time of: 7.6680e-04s: Index: 717 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| - -execution time of: 7.6685e-04s: Index: 694 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| - -execution time of: 7.6990e-04s: Index: 479 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| - -execution time of: 7.7005e-04s: Index: 689 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| - -execution time of: 7.7265e-04s: Index: 693 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| - -execution time of: 7.7287e-04s: Index: 455 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| - -execution time of: 7.7578e-04s: Index: 596 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| - -execution time of: 7.7644e-04s: Index: 473 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| - -execution time of: 7.7681e-04s: Index: 692 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| - -execution time of: 7.7713e-04s: Index: 478 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| - -execution time of: 7.7795e-04s: Index: 711 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| - -execution time of: 7.7835e-04s: Index: 712 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| - -execution time of: 7.7859e-04s: Index: 477 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| - -execution time of: 7.7971e-04s: Index: 591 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| - -execution time of: 7.7984e-04s: Index: 574 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| - -execution time of: 7.7987e-04s: Index: 715 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| - -execution time of: 7.8007e-04s: Index: 671 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| - -execution time of: 7.8021e-04s: Index: 569 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| - -execution time of: 7.8034e-04s: Index: 573 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| - -execution time of: 7.8191e-04s: Index: 592 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| - -execution time of: 7.8341e-04s: Index: 714 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| - -execution time of: 7.8418e-04s: Index: 707 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| - -execution time of: 7.8494e-04s: Index: 688 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| - -execution time of: 7.8718e-04s: Index: 595 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| - -execution time of: 7.8748e-04s: Index: 572 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| - -execution time of: 7.8852e-04s: Index: 449 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| - -execution time of: 7.8884e-04s: Index: 710 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| - -execution time of: 7.8922e-04s: Index: 587 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| - -execution time of: 7.9047e-04s: Index: 568 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| - -execution time of: 7.9057e-04s: Index: 359 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| - -execution time of: 7.9069e-04s: Index: 594 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| - -execution time of: 7.9103e-04s: Index: 472 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| - -execution time of: 7.9178e-04s: Index: 686 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| - -execution time of: 7.9191e-04s: Index: 454 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| - -execution time of: 7.9297e-04s: Index: 665 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| - -execution time of: 7.9323e-04s: Index: 590 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| - -execution time of: 7.9327e-04s: Index: 687 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| - -execution time of: 7.9344e-04s: Index: 691 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| - -execution time of: 7.9359e-04s: Index: 705 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| - -execution time of: 7.9366e-04s: Index: 706 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| - -execution time of: 7.9386e-04s: Index: 670 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| - -execution time of: 7.9401e-04s: Index: 551 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| - -execution time of: 7.9459e-04s: Index: 545 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| - -execution time of: 7.9480e-04s: Index: 471 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| - -execution time of: 7.9533e-04s: Index: 453 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| - -execution time of: 7.9540e-04s: Index: 476 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| - -execution time of: 7.9638e-04s: Index: 452 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| - -execution time of: 7.9670e-04s: Index: 550 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| - -execution time of: 7.9678e-04s: Index: 709 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| - -execution time of: 7.9696e-04s: Index: 683 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| - -execution time of: 7.9705e-04s: Index: 664 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| - -execution time of: 7.9800e-04s: Index: 358 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| - -execution time of: 7.9861e-04s: Index: 448 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| - -execution time of: 7.9895e-04s: Index: 567 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| - -execution time of: 7.9932e-04s: Index: 690 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| - -execution time of: 7.9961e-04s: Index: 431 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| - -execution time of: 7.9986e-04s: Index: 571 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| - -execution time of: 8.0021e-04s: Index: 589 | 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-> 0|5 -> 1| - -execution time of: 8.0833e-04s: Index: 681 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| - -execution time of: 8.0844e-04s: Index: 585 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| - -execution time of: 8.0874e-04s: Index: 443 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| - -execution time of: 8.0874e-04s: Index: 357 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| - -execution time of: 8.0884e-04s: Index: 682 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| - -execution time of: 8.0908e-04s: Index: 662 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| - -execution time of: 8.0941e-04s: Index: 663 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| - -execution time of: 8.0964e-04s: Index: 470 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 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-> 3|5 -> 0| - -execution time of: 8.2351e-04s: Index: 581 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| - -execution time of: 8.2357e-04s: Index: 542 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| - -execution time of: 8.2360e-04s: Index: 537 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| - -execution time of: 8.2363e-04s: Index: 660 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| - -execution time of: 8.2416e-04s: Index: 703 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| - -execution time of: 8.2420e-04s: Index: 423 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| - -execution time of: 8.2427e-04s: Index: 354 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 3| - -execution time of: 8.2435e-04s: Index: 326 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 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-> 3|5 -> 1| - -execution time of: 8.3466e-04s: Index: 559 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 2| - -execution time of: 8.3480e-04s: Index: 633 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| - -execution time of: 8.3481e-04s: Index: 349 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| - -execution time of: 8.3497e-04s: Index: 524 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| - -execution time of: 8.3538e-04s: Index: 344 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| - -execution time of: 8.3549e-04s: Index: 215 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| - -execution time of: 8.3557e-04s: Index: 299 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| - -execution time of: 8.3559e-04s: Index: 520 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 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-> 5|5 -> 1| - -execution time of: 8.5554e-04s: Index: 226 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| - -execution time of: 8.5572e-04s: Index: 534 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5| - -execution time of: 8.5615e-04s: Index: 208 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 2| - -execution time of: 8.5657e-04s: Index: 319 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 3| - -execution time of: 8.5670e-04s: Index: 631 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 3| - -execution time of: 8.5677e-04s: Index: 522 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| - -execution time of: 8.5694e-04s: Index: 636 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| - -execution time of: 8.5714e-04s: Index: 392 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 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-> 2|5 -> 4| - -execution time of: 8.7856e-04s: Index: 517 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| - -execution time of: 8.7857e-04s: Index: 409 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| - -execution time of: 8.7858e-04s: Index: 382 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2| - -execution time of: 8.7869e-04s: Index: 608 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| - -execution time of: 8.7883e-04s: Index: 276 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| - -execution time of: 8.7890e-04s: Index: 626 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| - -execution time of: 8.7898e-04s: Index: 508 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 3| - -execution time of: 8.7923e-04s: Index: 295 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 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| Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 1| - -execution time of: 8.8224e-04s: Index: 289 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| - -execution time of: 8.8225e-04s: Index: 609 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| - -execution time of: 8.8225e-04s: Index: 221 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| - -execution time of: 8.8252e-04s: Index: 489 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1| - -execution time of: 8.8264e-04s: Index: 505 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 3| - -execution time of: 8.8275e-04s: Index: 624 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| - -execution time of: 8.8356e-04s: Index: 499 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| - -execution time of: 8.8358e-04s: Index: 381 | 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-execution time of: 8.8649e-04s: Index: 498 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| - -execution time of: 8.8654e-04s: Index: 157 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| - -execution time of: 8.8663e-04s: Index: 493 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2| - -execution time of: 8.8668e-04s: Index: 375 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| - -execution time of: 8.8718e-04s: Index: 379 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| - -execution time of: 8.8757e-04s: Index: 504 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 5| - -execution time of: 8.8795e-04s: Index: 95 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| - -execution time of: 8.8818e-04s: Index: 494 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| - -execution time of: 8.8830e-04s: Index: 369 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 1| - -execution time of: 8.8856e-04s: Index: 613 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| - -execution time of: 8.8871e-04s: Index: 156 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| - -execution time of: 8.8874e-04s: Index: 113 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| - -execution time of: 8.8882e-04s: Index: 491 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| - -execution time of: 8.8892e-04s: Index: 270 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| - -execution time of: 8.8914e-04s: Index: 371 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| - -execution time of: 8.8948e-04s: Index: 219 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 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-execution time of: 8.9753e-04s: Index: 199 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 3| - -execution time of: 8.9762e-04s: Index: 384 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| - -execution time of: 8.9768e-04s: Index: 492 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| - -execution time of: 8.9797e-04s: Index: 251 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| - -execution time of: 8.9830e-04s: Index: 368 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| - -execution time of: 8.9837e-04s: Index: 107 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| - -execution time of: 8.9885e-04s: Index: 255 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| - -execution time of: 8.9895e-04s: Index: 150 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| - -execution time of: 8.9925e-04s: Index: 173 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| - -execution time of: 8.9971e-04s: Index: 171 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| - -execution time of: 9.0036e-04s: Index: 378 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 4| - -execution time of: 9.0050e-04s: Index: 367 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| - -execution time of: 9.0062e-04s: Index: 250 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| - -execution time of: 9.0077e-04s: Index: 172 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| - -execution time of: 9.0105e-04s: Index: 89 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| - -execution time of: 9.0120e-04s: Index: 365 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| - -execution time of: 9.0129e-04s: Index: 481 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 3| - -execution time of: 9.0133e-04s: Index: 266 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| - -execution time of: 9.0138e-04s: Index: 265 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| - -execution time of: 9.0142e-04s: Index: 65 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| - -execution time of: 9.0159e-04s: Index: 600 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| - -execution time of: 9.0176e-04s: Index: 88 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| - -execution time of: 9.0193e-04s: Index: 192 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| - -execution time of: 9.0196e-04s: Index: 105 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| - -execution time of: 9.0264e-04s: Index: 253 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| - -execution time of: 9.0282e-04s: Index: 485 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| - -execution time of: 9.0307e-04s: Index: 372 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| - -execution time of: 9.0309e-04s: Index: 487 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3| - -execution time of: 9.0310e-04s: Index: 106 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| - -execution time of: 9.0310e-04s: Index: 71 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| - -execution time of: 9.0355e-04s: Index: 259 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| - -execution time of: 9.0373e-04s: Index: 249 | Max_nodes: 126 | 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Index: 115 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| - -execution time of: 9.0651e-04s: Index: 114 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| - -execution time of: 9.0720e-04s: Index: 361 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| - -execution time of: 9.0762e-04s: Index: 364 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| - -execution time of: 9.0767e-04s: Index: 68 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| - -execution time of: 9.0824e-04s: Index: 480 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| - -execution time of: 9.0876e-04s: Index: 254 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| - -execution time of: 9.0891e-04s: Index: 90 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| - -execution time of: 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-execution time of: 9.1074e-04s: Index: 149 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| - -execution time of: 9.1114e-04s: Index: 81 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| - -execution time of: 9.1133e-04s: Index: 363 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| - -execution time of: 9.1152e-04s: Index: 41 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| - -execution time of: 9.1191e-04s: Index: 67 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| - -execution time of: 9.1205e-04s: Index: 147 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| - -execution time of: 9.1237e-04s: Index: 248 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| - -execution time of: 9.1271e-04s: Index: 59 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| - -execution time of: 9.1300e-04s: Index: 245 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| - -execution time of: 9.1316e-04s: Index: 264 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| - -execution time of: 9.1318e-04s: Index: 148 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| - -execution time of: 9.1323e-04s: Index: 252 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| - -execution time of: 9.1389e-04s: Index: 145 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| - -execution time of: 9.1389e-04s: Index: 85 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| - -execution time of: 9.1413e-04s: Index: 46 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| - -execution time of: 9.1432e-04s: Index: 146 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 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-> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| - -execution time of: 9.1635e-04s: Index: 135 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| - -execution time of: 9.1643e-04s: Index: 40 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| - -execution time of: 9.1650e-04s: Index: 60 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| - -execution time of: 9.1668e-04s: Index: 64 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| - -execution time of: 9.1669e-04s: Index: 144 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| - -execution time of: 9.1699e-04s: Index: 99 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| - -execution time of: 9.1701e-04s: Index: 136 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| - -execution time of: 9.1703e-04s: Index: 246 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| - -execution time of: 9.1713e-04s: Index: 61 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| - -execution time of: 9.1808e-04s: Index: 140 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| - -execution time of: 9.1833e-04s: Index: 102 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| - -execution time of: 9.1834e-04s: Index: 247 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| - -execution time of: 9.1856e-04s: Index: 131 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| - -execution time of: 9.1872e-04s: Index: 63 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| - -execution time of: 9.1885e-04s: Index: 243 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| - -execution time of: 9.1904e-04s: Index: 100 | Max_nodes: 126 | 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Index: 130 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| - -execution time of: 9.2351e-04s: Index: 139 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| - -execution time of: 9.2390e-04s: Index: 75 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| - -execution time of: 9.2391e-04s: Index: 34 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| - -execution time of: 9.2455e-04s: Index: 242 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| - -execution time of: 9.2482e-04s: Index: 56 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| - -execution time of: 9.2483e-04s: Index: 37 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| - -execution time of: 9.2484e-04s: Index: 134 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| - -execution time of: 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3|5 -> 4| - -execution time of: 9.3151e-04s: Index: 33 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| - -execution time of: 9.3160e-04s: Index: 15 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| - -execution time of: 9.3160e-04s: Index: 20 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| - -execution time of: 9.3170e-04s: Index: 11 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| - -execution time of: 9.3209e-04s: Index: 19 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| - -execution time of: 9.3252e-04s: Index: 36 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| - -execution time of: 9.3272e-04s: Index: 121 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| - -execution time of: 9.3276e-04s: Index: 73 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| - -execution time of: 9.3282e-04s: Index: 126 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| - -execution time of: 9.3311e-04s: Index: 78 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| - -execution time of: 9.3375e-04s: Index: 127 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| - -execution time of: 9.3440e-04s: Index: 31 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| - -execution time of: 9.3466e-04s: Index: 27 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| - -execution time of: 9.3549e-04s: Index: 50 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| - -execution time of: 9.3582e-04s: Index: 17 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| - -execution time of: 9.3667e-04s: Index: 16 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| - -execution time of: 9.3686e-04s: Index: 48 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| - -execution time of: 9.3699e-04s: Index: 72 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| - -execution time of: 9.3714e-04s: Index: 120 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| - -execution time of: 9.3973e-04s: Index: 54 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| - -execution time of: 9.4061e-04s: Index: 5 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| - -execution time of: 9.4118e-04s: Index: 49 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| - -execution time of: 9.4160e-04s: Index: 32 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| - -execution time of: 9.4170e-04s: Index: 8 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| - -execution time of: 9.4252e-04s: Index: 30 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| - -execution time of: 9.4285e-04s: Index: 28 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| - -execution time of: 9.4315e-04s: Index: 13 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| - -execution time of: 9.4365e-04s: Index: 12 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| - -execution time of: 9.4539e-04s: Index: 69 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| - -execution time of: 9.4591e-04s: Index: 80 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| - -execution time of: 9.4776e-04s: Index: 7 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| - -execution time of: 9.4778e-04s: Index: 9 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| - -execution time of: 9.4787e-04s: Index: 1 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| - -execution time of: 9.4798e-04s: Index: 2 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| - -execution time of: 9.4920e-04s: Index: 14 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| - -execution time of: 9.5049e-04s: Index: 10 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| - -execution time of: 9.5056e-04s: Index: 6 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| - -execution time of: 9.5078e-04s: Index: 24 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| - -execution time of: 9.5459e-04s: Index: 3 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| - -execution time of: 9.5464e-04s: Index: 0 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| - -execution time of: 9.5506e-04s: Index: 18 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| - -execution time of: 9.5544e-04s: Index: 26 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| - -execution time of: 9.5564e-04s: Index: 4 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| - -execution time of: 9.5611e-04s: Index: 25 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| - -execution time of: 9.6004e-04s: Index: 87 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| - -execution time of: 1.5839e-03s: Index: 450 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| - -execution time of: 1.6556e-03s: Index: 93 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| - -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/su2random_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/su2random_indep_qiskit_controls.txt deleted file mode 100644 index f222255e..00000000 --- a/test/BenchmarkQuasm/results/su2random_indep_qiskit_controls.txt +++ /dev/null @@ -1,280 +0,0 @@ -Start Simulation of su2random_indep_qiskit_2__________________________________________________ - - i: 0 1 - 1: u | p: (1.43683) (0.839737) (-3.14159) - 2: | u p: (0.130388) (-1.57831) - 3: c x - 4: u | p: (3.13221) (1.24447) - 5: | u p: (1.41244) (-1.50463) - 6: c x - 7: u | p: (1.06255) (-1.97694) - 8: | u p: (0.555055) (-0.292838) - 9: c x -10: u | p: (0.0248077) (-1.17734) -11: | u p: (3.06499) (0.707022) (-3.14159) -12:======== -13: 0 | -14: | 1 - o: 0 1 -Computed Permutation: ................0 -> 1|1 -> 0| -Original Permutation: ................0 -> 0|1 -> 1| -Identity Duration: 4.8660e-05s............................. -Permuted Duration: 4.2462e-05s............................. -Identity active_nodes: 3 ...................................... -Permuted active_nodes: 3 ...................................... -Identity max_nodes: 6 ...................................... -Permuted max_nodes: 6 ...................................... -________________________________________________________________________________________________ - -Start Simulation of su2random_indep_qiskit_3__________________________________________________ - -.i:...0...1...2 -.1:...u...|...| p: (1.4368e+00) (1.5633e+00) (-3.1416e+00) -.2:...|...u...| p: (1.3039e-01) (3.1322e+00) -.3:...c...x...| -.4:...|...|...u p: (2.3019e+00) (-1.7292e+00) (-3.1416e+00) -.5:...c...|...x -.6:...u...|...| p: (1.2445e+00) (5.5506e-01) -.7:...|...c...x -.8:...|...u...| p: (1.5046e+00) (1.1647e+00) (-3.1416e+00) -.9:...c...x...| -10:...|...|...u p: (1.0626e+00) (-2.9284e-01) -11:...c...|...x -12:...u...|...| p: (2.4808e-02) (-2.4346e+00) -13:...|...c...x -14:...|...u...| p: (3.0650e+00) (1.3933e+00) (-3.1416e+00) -15:...c...x...| -16:...|...|...u p: (1.1773e+00) (-1.3077e+00) (-3.1416e+00) -17:...c...|...x -18:...u...|...| p: (5.1664e-01) (-2.2483e+00) (-3.1416e+00) -19:...|...c...x -20:...|...u...| p: (1.7934e+00) (-7.9582e-01) (-3.1416e+00) -21:...|...|...u p: (2.8743e+00) (1.0941e+00) (-3.1416e+00) -22:============ -23:...0...|...| -24:...|...1...| -25:...|...|...2 -.o:...0...1...2 -Computed Permutation: .........0 -> 2|1 -> 1|2 -> 0| -Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 1.1247e-04s............................. -Permuted Duration: 9.2637e-05s............................. -Identity active_nodes: 7 ...................................... -Permuted active_nodes: 7 ...................................... -Identity max_nodes: 14 ...................................... -Permuted max_nodes: 14 ...................................... -________________________________________________________________________________________________ - -Start Simulation of su2random_indep_qiskit_4__________________________________________________ - -.i:...0...1...2...3 -.1:...u...|...|...| p: (1.4368e+00) (-9.3807e-03) (-3.1416e+00) -.2:...|...u...|...| p: (1.3039e-01) (1.4124e+00) -.3:...c...x...|...| -.4:...|...|...u...| p: (2.3019e+00) (-1.8971e+00) (-3.1416e+00) -.5:...c...|...x...| -.6:...|...c...x...| -.7:...|...|...|...u p: (1.5783e+00) (1.6370e+00) (-3.1416e+00) -.8:...c...|...|...x -.9:...u...|...|...| p: (1.0626e+00) (2.4808e-02) -10:...|...c...|...x -11:...|...u...|...| p: (5.5506e-01) (-3.0650e+00) -12:...c...x...|...| -13:...|...|...c...x -14:...|...|...u...| p: (1.9769e+00) (1.9643e+00) (-3.1416e+00) -15:...c...|...x...| -16:...|...c...x...| -17:...|...|...|...u p: (2.9284e-01) (7.0702e-01) (-3.1416e+00) -18:...c...|...|...x -19:...u...|...|...| p: (1.7483e+00) (2.6731e-01) (-3.1416e+00) -20:...|...c...|...x -21:...|...u...|...| p: (1.8339e+00) (8.9328e-01) -22:...c...x...|...| -23:...|...|...c...x -24:...|...|...u...| p: (5.1664e-01) (-7.9582e-01) (-3.1416e+00) -25:...c...|...x...| -26:...|...c...x...| -27:...|...|...|...u p: (1.7934e+00) (1.0941e+00) (-3.1416e+00) -28:...c...|...|...x -29:...u...|...|...| p: (2.7761e+00) (-2.1966e+00) -30:...|...c...|...x -31:...|...u...|...| p: (2.7270e+00) (-2.5067e+00) -32:...|...|...c...x -33:...|...|...u...| p: (2.4016e+00) (1.9178e+00) (-3.1416e+00) -34:...|...|...|...u p: (3.0590e+00) (1.3601e-01) (-3.1416e+00) -35:================ -36:...0...|...|...| -37:...|...1...|...| -38:...|...|...2...| -39:...|...|...|...3 -.o:...0...1...2...3 -Computed Permutation: ..0 -> 3|1 -> 2|2 -> 1|3 -> 0| -Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Identity Duration: 2.3455e-04s............................. -Permuted Duration: 1.9279e-04s............................. -Identity active_nodes: 15 ...................................... -Permuted active_nodes: 15 ...................................... -Identity max_nodes: 30 ...................................... -Permuted max_nodes: 30 ...................................... -________________________________________________________________________________________________ - -Start Simulation of su2random_indep_qiskit_5__________________________________________________ - -.i:...0...1...2...3...4 -.1:...u...|...|...|...| p: (1.4368e+00) (-1.7292e+00) (-3.1416e+00) -.2:...|...u...|...|...| p: (1.3039e-01) (1.2445e+00) -.3:...c...x...|...|...| -.4:...|...|...u...|...| p: (2.3019e+00) (1.6370e+00) (-3.1416e+00) -.5:...c...|...x...|...| -.6:...|...c...x...|...| -.7:...|...|...|...u...| p: (1.5783e+00) (-2.0790e+00) (-3.1416e+00) -.8:...c...|...|...x...| -.9:...|...c...|...x...| -10:...|...|...c...x...| -11:...|...|...|...|...u p: (3.1322e+00) (5.5506e-01) -12:...c...|...|...|...x -13:...u...|...|...|...| p: (1.9769e+00) (7.0702e-01) (-3.1416e+00) -14:...|...c...|...|...x -15:...|...u...|...|...| p: (2.9284e-01) (1.3933e+00) (-3.1416e+00) -16:...c...x...|...|...| -17:...|...|...c...|...x -18:...|...|...u...|...| p: (2.4808e-02) (1.8339e+00) -19:...c...|...x...|...| -20:...|...c...x...|...| -21:...|...|...|...c...x -22:...|...|...|...u...| p: (3.0650e+00) (2.6250e+00) (-3.1416e+00) -23:...c...|...|...x...| -24:...|...c...|...x...| -25:...|...|...c...x...| -26:...|...|...|...|...u p: (1.1773e+00) (1.3482e+00) (-3.1416e+00) -27:...c...|...|...|...x -28:...u...|...|...|...| p: (2.8743e+00) (-4.1460e-01) (-3.1416e+00) -29:...|...c...|...|...x -30:...|...u...|...|...| p: (8.9328e-01) (-2.4016e+00) -31:...c...x...|...|...| -32:...|...|...c...|...x -33:...|...|...u...|...| p: (2.3458e+00) (-3.0590e+00) -34:...c...|...x...|...| -35:...|...c...x...|...| -36:...|...|...|...c...x -37:...|...|...|...u...| p: (2.0475e+00) (9.4497e-01) (-3.1416e+00) -38:...c...|...|...x...| -39:...|...c...|...x...| -40:...|...|...c...x...| -41:...|...|...|...|...u p: (2.7761e+00) (-2.5067e+00) -42:...c...|...|...|...x -43:...u...|...|...|...| p: (1.2238e+00) (-1.2522e+00) (-3.1416e+00) -44:...|...c...|...|...x -45:...|...u...|...|...| p: (3.0056e+00) (-2.4254e+00) (-3.1416e+00) -46:...|...|...c...|...x -47:...|...|...u...|...| p: (5.7398e-01) (2.0652e+00) (-3.1416e+00) -48:...|...|...|...c...x -49:...|...|...|...u...| p: (2.0058e+00) (2.9466e-01) -50:...|...|...|...|...u p: (5.6837e-01) (-2.3481e+00) -51:==================== -52:...0...|...|...|...| -53:...|...1...|...|...| -54:...|...|...2...|...| -55:...|...|...|...3...| -56:...|...|...|...|...4 -.o:...0...1...2...3...4 -Computed Permutation: 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: 4.7316e-04s............................. -Permuted Duration: 3.8040e-04s............................. -Identity active_nodes: 31 ...................................... -Permuted active_nodes: 31 ...................................... -Identity max_nodes: 62 ...................................... -Permuted max_nodes: 62 ...................................... -________________________________________________________________________________________________ - -Start Simulation of su2random_indep_qiskit_6__________________________________________________ - -.i:...0...1...2...3...4...5 -.1:...u...|...|...|...|...| p: (1.4368e+00) (-1.8971e+00) (-3.1416e+00) -.2:...|...u...|...|...|...| p: (1.3039e-01) (-1.5046e+00) -.3:...c...x...|...|...|...| -.4:...|...|...u...|...|...| p: (2.3019e+00) (-2.0790e+00) (-3.1416e+00) -.5:...c...|...x...|...|...| -.6:...|...c...x...|...|...| -.7:...|...|...|...u...|...| p: (1.5783e+00) (-2.5865e+00) (-3.1416e+00) -.8:...c...|...|...x...|...| -.9:...|...c...|...x...|...| -10:...|...|...c...x...|...| -11:...|...|...|...|...u...| p: (3.1322e+00) (-1.9769e+00) -12:...c...|...|...|...x...| -13:...|...c...|...|...x...| -14:...|...|...c...|...x...| -15:...|...|...|...c...x...| -16:...|...|...|...|...|...u p: (1.4124e+00) (-2.9284e-01) -17:...c...|...|...|...|...x -18:...u...|...|...|...|...| p: (2.4808e-02) (-5.1664e-01) -19:...|...c...|...|...|...x -20:...|...u...|...|...|...| p: (3.0650e+00) (1.3482e+00) (-3.1416e+00) -21:...c...x...|...|...|...| -22:...|...|...c...|...|...x -23:...|...|...u...|...|...| p: (1.1773e+00) (2.6731e-01) (-3.1416e+00) -24:...c...|...x...|...|...| -25:...|...c...x...|...|...| -26:...|...|...|...c...|...x -27:...|...|...|...u...|...| p: (2.4346e+00) (-2.2483e+00) (-3.1416e+00) -28:...c...|...|...x...|...| -29:...|...c...|...x...|...| -30:...|...|...c...x...|...| -31:...|...|...|...|...c...x -32:...|...|...|...|...u...| p: (1.7483e+00) (-7.9582e-01) (-3.1416e+00) -33:...c...|...|...|...x...| -34:...|...c...|...|...x...| -35:...|...|...c...|...x...| -36:...|...|...|...c...x...| -37:...|...|...|...|...|...u p: (1.8339e+00) (-2.0475e+00) -38:...c...|...|...|...|...x -39:...u...|...|...|...|...| p: (2.7761e+00) (-1.2238e+00) -40:...|...c...|...|...|...x -41:...|...u...|...|...|...| p: (2.7270e+00) (-3.0056e+00) -42:...c...x...|...|...|...| -43:...|...|...c...|...|...x -44:...|...|...u...|...|...| p: (2.4016e+00) (2.5676e+00) (-3.1416e+00) -45:...c...|...x...|...|...| -46:...|...c...x...|...|...| -47:...|...|...|...c...|...x -48:...|...|...|...u...|...| p: (3.0590e+00) (-1.1358e+00) (-3.1416e+00) -49:...c...|...|...x...|...| -50:...|...c...|...x...|...| -51:...|...|...c...x...|...| -52:...|...|...|...|...c...x -53:...|...|...|...|...u...| p: (2.1966e+00) (-2.5732e+00) (-3.1416e+00) -54:...c...|...|...|...x...| -55:...|...c...|...|...x...| -56:...|...|...c...|...x...| -57:...|...|...|...c...x...| -58:...|...|...|...|...|...u p: (2.5067e+00) (-1.2522e+00) (-3.1416e+00) -59:...c...|...|...|...|...x -60:...u...|...|...|...|...| p: (7.1618e-01) (1.2500e+00) -61:...|...c...|...|...|...x -62:...|...u...|...|...|...| p: (1.0764e+00) (2.2422e+00) (-3.1416e+00) -63:...|...|...c...|...|...x -64:...|...|...u...|...|...| p: (2.9466e-01) (2.2095e+00) -65:...|...|...|...c...|...x -66:...|...|...|...u...|...| p: (2.3481e+00) (1.6000e+00) (-3.1416e+00) -67:...|...|...|...|...c...x -68:...|...|...|...|...u...| p: (2.8426e+00) (-1.2820e+00) (-3.1416e+00) -69:...|...|...|...|...|...u p: (1.1355e+00) (2.4123e+00) (-3.1416e+00) -70:======================== -71:...0...|...|...|...|...| -72:...|...1...|...|...|...| -73:...|...|...2...|...|...| -74:...|...|...|...3...|...| -75:...|...|...|...|...4...| -76:...|...|...|...|...|...5 -.o:...0...1...2...3...4...5 -Computed Permutation: 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Identity Duration: 9.5464e-04s............................. -Permuted Duration: 7.4652e-04s............................. -Identity active_nodes: 63 ...................................... -Permuted active_nodes: 63 ...................................... -Identity max_nodes: 126...................................... -Permuted max_nodes: 126...................................... -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/twolocalrandom_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/twolocalrandom_indep_qiskit_all.txt deleted file mode 100644 index a63e37e9..00000000 --- a/test/BenchmarkQuasm/results/twolocalrandom_indep_qiskit_all.txt +++ /dev/null @@ -1,3843 +0,0 @@ -Start Simulation of twolocalrandom_indep_qiskit_2__________________________________________________ - - i: 0 1 - 1: ry | p: (4.84635) - 2: | ry p: (0.130388) - 3: c x - 4: ry | p: (3.98133) - 5: | ry p: (4.70487) - 6: c x - 7: ry | p: (3.13221) - 8: | ry p: (1.41244) - 9: c x -10: ry | p: (1.24447) -11: | ry p: (4.77856) -12:======== -13: 0 | -14: | 1 - o: 0 1 -Total Permutations: 2 -Min time: 3.9180e-05s................. Permutation 1 : 0 -> 1|1 -> 0| -Max time: 4.6468e-05s................. Permutation 0 : 0 -> 0|1 -> 1| -Min active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Min max nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Max active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Max max nodes: 6 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -________________________________________________________________________________________________ - -2 permutations have 3 active nodes. -Index: 1 | Max_nodes: 6 | Time: 3.9180e-05s | 0 -> 1|1 -> 0| -Index: 0 | Max_nodes: 6 | Time: 4.6468e-05s | 0 -> 0|1 -> 1| - -........................... -Average time: 4.2824e-05s - -________________________________________________________________________________________________ - -2 permutations have 6 max nodes. -Index: 1 | Active_nodes: 3 | Time: 3.9180e-05s | 0 -> 1|1 -> 0| -Index: 0 | Active_nodes: 3 | Time: 4.6468e-05s | 0 -> 0|1 -> 1| - -........................... -Average time: 4.2824e-05s - -________________________________________________________________________________________________ - -execution time of: 3.9180e-05s: Index: 1 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 1|1 -> 0| - -execution time of: 4.6468e-05s: Index: 0 | Max_nodes: 6 | Active_nodes: 3 | 0 -> 0|1 -> 1| - -________________________________________________________________________________________________ - -Start Simulation of twolocalrandom_indep_qiskit_3__________________________________________________ - -.i:...0...1...2 -.1:..ry...|...| p: (4.8464e+00) -.2:...|..ry...| p: (1.3039e-01) -.3:...c...x...| -.4:...|...|..ry p: (3.9813e+00) -.5:...c...|...x -.6:..ry...|...| p: (4.7049e+00) -.7:...|...c...x -.8:...|..ry...| p: (3.1322e+00) -.9:...c...x...| -10:...|...|..ry p: (1.4124e+00) -11:...c...|...x -12:..ry...|...| p: (1.2445e+00) -13:...|...c...x -14:...|..ry...| p: (4.7786e+00) -15:...c...x...| -16:...|...|..ry p: (1.0626e+00) -17:...c...|...x -18:..ry...|...| p: (5.5506e-01) -19:...|...c...x -20:...|..ry...| p: (4.3062e+00) -21:...|...|..ry p: (5.9903e+00) -22:============ -23:...0...|...| -24:...|...1...| -25:...|...|...2 -.o:...0...1...2 -Total Permutations: 6 -Min time: 8.5256e-05s................. Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| -Max time: 1.0924e-04s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Min active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Min max nodes: 14 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max max nodes: 14 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -________________________________________________________________________________________________ - -6 permutations have 7 active nodes. -Index: 5 | Max_nodes: 14 | Time: 8.5256e-05s | 0 -> 2|1 -> 1|2 -> 0| -Index: 4 | Max_nodes: 14 | Time: 9.2041e-05s | 0 -> 2|1 -> 0|2 -> 1| -Index: 3 | Max_nodes: 14 | Time: 9.3381e-05s | 0 -> 1|1 -> 2|2 -> 0| -Index: 2 | Max_nodes: 14 | Time: 1.0276e-04s | 0 -> 1|1 -> 0|2 -> 2| -Index: 1 | Max_nodes: 14 | Time: 1.0324e-04s | 0 -> 0|1 -> 2|2 -> 1| -Index: 0 | Max_nodes: 14 | Time: 1.0924e-04s | 0 -> 0|1 -> 1|2 -> 2| - -........................... -Average time: 9.7652e-05s - -________________________________________________________________________________________________ - -6 permutations have 14 max nodes. -Index: 5 | Active_nodes: 7 | Time: 8.5256e-05s | 0 -> 2|1 -> 1|2 -> 0| -Index: 4 | Active_nodes: 7 | Time: 9.2041e-05s | 0 -> 2|1 -> 0|2 -> 1| -Index: 3 | Active_nodes: 7 | Time: 9.3381e-05s | 0 -> 1|1 -> 2|2 -> 0| -Index: 2 | Active_nodes: 7 | Time: 1.0276e-04s | 0 -> 1|1 -> 0|2 -> 2| -Index: 1 | Active_nodes: 7 | Time: 1.0324e-04s | 0 -> 0|1 -> 2|2 -> 1| -Index: 0 | Active_nodes: 7 | Time: 1.0924e-04s | 0 -> 0|1 -> 1|2 -> 2| - -........................... -Average time: 9.7652e-05s - -________________________________________________________________________________________________ - -execution time of: 8.5256e-05s: Index: 5 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 0| - -execution time of: 9.2041e-05s: Index: 4 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 1| - -execution time of: 9.3381e-05s: Index: 3 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 0| - -execution time of: 1.0276e-04s: Index: 2 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 2| - -execution time of: 1.0324e-04s: Index: 1 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 1| - -execution time of: 1.0924e-04s: Index: 0 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 2| - -________________________________________________________________________________________________ - -Start Simulation of twolocalrandom_indep_qiskit_4__________________________________________________ - -.i:...0...1...2...3 -.1:..ry...|...|...| p: (4.8464e+00) -.2:...|..ry...|...| p: (1.3039e-01) -.3:...c...x...|...| -.4:...|...|..ry...| p: (3.9813e+00) -.5:...c...|...x...| -.6:...|...c...x...| -.7:...|...|...|..ry p: (4.7049e+00) -.8:...c...|...|...x -.9:..ry...|...|...| p: (3.1322e+00) -10:...|...c...|...x -11:...|..ry...|...| p: (1.4124e+00) -12:...c...x...|...| -13:...|...|...c...x -14:...|...|..ry...| p: (1.2445e+00) -15:...c...|...x...| -16:...|...c...x...| -17:...|...|...|..ry p: (4.7786e+00) -18:...c...|...|...x -19:..ry...|...|...| p: (1.0626e+00) -20:...|...c...|...x -21:...|..ry...|...| p: (5.5506e-01) -22:...c...x...|...| -23:...|...|...c...x -24:...|...|..ry...| p: (4.3062e+00) -25:...c...|...x...| -26:...|...c...x...| -27:...|...|...|..ry p: (5.9903e+00) -28:...c...|...|...x -29:..ry...|...|...| p: (2.4808e-02) -30:...|...c...|...x -31:...|..ry...|...| p: (3.2182e+00) -32:...|...|...c...x -33:...|...|..ry...| p: (5.1058e+00) -34:...|...|...|..ry p: (3.8486e+00) -35:================ -36:...0...|...|...| -37:...|...1...|...| -38:...|...|...2...| -39:...|...|...|...3 -.o:...0...1...2...3 -Total Permutations: 24 -Min time: 1.7127e-04s................. Permutation 23 : 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -Max time: 2.3088e-04s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Min active nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Min max nodes: 30 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Max active nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Max max nodes: 30 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -________________________________________________________________________________________________ - -24 permutations have 15 active nodes. -Index: 23 | Max_nodes: 30 | Time: 1.7127e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -Index: 17 | Max_nodes: 30 | Time: 1.7775e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -Index: 22 | Max_nodes: 30 | Time: 1.8059e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| -Index: 21 | Max_nodes: 30 | Time: 1.8120e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| -Index: 16 | Max_nodes: 30 | Time: 1.8586e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| -Index: 15 | Max_nodes: 30 | Time: 1.8597e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -Index: 20 | Max_nodes: 30 | Time: 1.8776e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -Index: 19 | Max_nodes: 30 | Time: 1.9026e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| -Index: 11 | Max_nodes: 30 | Time: 1.9052e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -Index: 9 | Max_nodes: 30 | Time: 1.9247e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -Index: 14 | Max_nodes: 30 | Time: 1.9412e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -Index: 10 | Max_nodes: 30 | Time: 1.9493e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| -Index: 13 | Max_nodes: 30 | Time: 1.9640e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| -Index: 18 | Max_nodes: 30 | Time: 1.9777e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| -Index: 8 | Max_nodes: 30 | Time: 1.9996e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| -Index: 12 | Max_nodes: 30 | Time: 2.0196e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -Index: 5 | Max_nodes: 30 | Time: 2.0340e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| -Index: 4 | Max_nodes: 30 | Time: 2.0793e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -Index: 7 | Max_nodes: 30 | Time: 2.1126e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -Index: 6 | Max_nodes: 30 | Time: 2.1322e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -Index: 3 | Max_nodes: 30 | Time: 2.1595e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -Index: 2 | Max_nodes: 30 | Time: 2.2059e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -Index: 1 | Max_nodes: 30 | Time: 2.2296e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -Index: 0 | Max_nodes: 30 | Time: 2.3088e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| - -........................... -Average time: 1.9813e-04s - -________________________________________________________________________________________________ - -24 permutations have 30 max nodes. -Index: 23 | Active_nodes: 15 | Time: 1.7127e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -Index: 17 | Active_nodes: 15 | Time: 1.7775e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -Index: 22 | Active_nodes: 15 | Time: 1.8059e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| -Index: 21 | Active_nodes: 15 | Time: 1.8120e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| -Index: 16 | Active_nodes: 15 | Time: 1.8586e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| -Index: 15 | Active_nodes: 15 | Time: 1.8597e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -Index: 20 | Active_nodes: 15 | Time: 1.8776e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -Index: 19 | Active_nodes: 15 | Time: 1.9026e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| -Index: 11 | Active_nodes: 15 | Time: 1.9052e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -Index: 9 | Active_nodes: 15 | Time: 1.9247e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -Index: 14 | Active_nodes: 15 | Time: 1.9412e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -Index: 10 | Active_nodes: 15 | Time: 1.9493e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| -Index: 13 | Active_nodes: 15 | Time: 1.9640e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| -Index: 18 | Active_nodes: 15 | Time: 1.9777e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| -Index: 8 | Active_nodes: 15 | Time: 1.9996e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| -Index: 12 | Active_nodes: 15 | Time: 2.0196e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -Index: 5 | Active_nodes: 15 | Time: 2.0340e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| -Index: 4 | Active_nodes: 15 | Time: 2.0793e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -Index: 7 | Active_nodes: 15 | Time: 2.1126e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -Index: 6 | Active_nodes: 15 | Time: 2.1322e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -Index: 3 | Active_nodes: 15 | Time: 2.1595e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -Index: 2 | Active_nodes: 15 | Time: 2.2059e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -Index: 1 | Active_nodes: 15 | Time: 2.2296e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -Index: 0 | Active_nodes: 15 | Time: 2.3088e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| - -........................... -Average time: 1.9813e-04s - -________________________________________________________________________________________________ - -execution time of: 1.7127e-04s: Index: 23 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| - -execution time of: 1.7775e-04s: Index: 17 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| - -execution time of: 1.8059e-04s: Index: 22 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| - -execution time of: 1.8120e-04s: Index: 21 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| - -execution time of: 1.8586e-04s: Index: 16 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| - -execution time of: 1.8597e-04s: Index: 15 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| - -execution time of: 1.8776e-04s: Index: 20 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| - -execution time of: 1.9026e-04s: Index: 19 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| - -execution time of: 1.9052e-04s: Index: 11 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| - -execution time of: 1.9247e-04s: Index: 9 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| - -execution time of: 1.9412e-04s: Index: 14 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| - -execution time of: 1.9493e-04s: Index: 10 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| - -execution time of: 1.9640e-04s: Index: 13 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| - -execution time of: 1.9777e-04s: Index: 18 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| - -execution time of: 1.9996e-04s: Index: 8 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| - -execution time of: 2.0196e-04s: Index: 12 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| - -execution time of: 2.0340e-04s: Index: 5 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| - -execution time of: 2.0793e-04s: Index: 4 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| - -execution time of: 2.1126e-04s: Index: 7 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| - -execution time of: 2.1322e-04s: Index: 6 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| - -execution time of: 2.1595e-04s: Index: 3 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| - -execution time of: 2.2059e-04s: Index: 2 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| - -execution time of: 2.2296e-04s: Index: 1 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| - -execution time of: 2.3088e-04s: Index: 0 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| - -________________________________________________________________________________________________ - -Start Simulation of twolocalrandom_indep_qiskit_5__________________________________________________ - -.i:...0...1...2...3...4 -.1:..ry...|...|...|...| p: (4.8464e+00) -.2:...|..ry...|...|...| p: (1.3039e-01) -.3:...c...x...|...|...| -.4:...|...|..ry...|...| p: (3.9813e+00) -.5:...c...|...x...|...| -.6:...|...c...x...|...| -.7:...|...|...|..ry...| p: (4.7049e+00) -.8:...c...|...|...x...| -.9:...|...c...|...x...| -10:...|...|...c...x...| -11:...|...|...|...|..ry p: (3.1322e+00) -12:...c...|...|...|...x -13:..ry...|...|...|...| p: (1.4124e+00) -14:...|...c...|...|...x -15:...|..ry...|...|...| p: (1.2445e+00) -16:...c...x...|...|...| -17:...|...|...c...|...x -18:...|...|..ry...|...| p: (4.7786e+00) -19:...c...|...x...|...| -20:...|...c...x...|...| -21:...|...|...|...c...x -22:...|...|...|..ry...| p: (1.0626e+00) -23:...c...|...|...x...| -24:...|...c...|...x...| -25:...|...|...c...x...| -26:...|...|...|...|..ry p: (5.5506e-01) -27:...c...|...|...|...x -28:..ry...|...|...|...| p: (4.3062e+00) -29:...|...c...|...|...x -30:...|..ry...|...|...| p: (5.9903e+00) -31:...c...x...|...|...| -32:...|...|...c...|...x -33:...|...|..ry...|...| p: (2.4808e-02) -34:...c...|...x...|...| -35:...|...c...x...|...| -36:...|...|...|...c...x -37:...|...|...|..ry...| p: (3.2182e+00) -38:...c...|...|...x...| -39:...|...c...|...x...| -40:...|...|...c...x...| -41:...|...|...|...|..ry p: (5.1058e+00) -42:...c...|...|...|...x -43:..ry...|...|...|...| p: (3.8486e+00) -44:...|...c...|...|...x -45:...|..ry...|...|...| p: (4.5349e+00) -46:...|...|...c...|...x -47:...|...|..ry...|...| p: (1.8339e+00) -48:...|...|...|...c...x -49:...|...|...|..ry...| p: (5.7665e+00) -50:...|...|...|...|..ry p: (4.4898e+00) -51:==================== -52:...0...|...|...|...| -53:...|...1...|...|...| -54:...|...|...2...|...| -55:...|...|...|...3...| -56:...|...|...|...|...4 -.o:...0...1...2...3...4 -Total Permutations: 120 -Min time: 3.3696e-04s................. Permutation 119: 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -Max time: 4.4907e-04s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Min active nodes: 31 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Min max nodes: 62 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Max active nodes: 31 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Max max nodes: 62 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -________________________________________________________________________________________________ - -120 permutations have 31 active nodes. -Index: 119 | Max_nodes: 62 | Time: 3.3696e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -Index: 117 | Max_nodes: 62 | Time: 3.4652e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -Index: 95 | Max_nodes: 62 | Time: 3.4660e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -Index: 94 | Max_nodes: 62 | Time: 3.5260e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -Index: 113 | Max_nodes: 62 | Time: 3.5531e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -Index: 89 | Max_nodes: 62 | Time: 3.5658e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -Index: 118 | Max_nodes: 62 | Time: 3.5722e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -Index: 93 | Max_nodes: 62 | Time: 3.5834e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -Index: 115 | Max_nodes: 62 | Time: 3.5846e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -Index: 116 | Max_nodes: 62 | Time: 3.5926e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -Index: 71 | Max_nodes: 62 | Time: 3.5965e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -Index: 65 | Max_nodes: 62 | Time: 3.6054e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -Index: 112 | Max_nodes: 62 | Time: 3.6226e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -Index: 92 | Max_nodes: 62 | Time: 3.6252e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -Index: 70 | Max_nodes: 62 | Time: 3.6338e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -Index: 107 | Max_nodes: 62 | Time: 3.6477e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -Index: 111 | Max_nodes: 62 | Time: 3.6508e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -Index: 69 | Max_nodes: 62 | Time: 3.6572e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -Index: 110 | Max_nodes: 62 | Time: 3.6667e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -Index: 105 | Max_nodes: 62 | Time: 3.6670e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -Index: 114 | Max_nodes: 62 | Time: 3.6780e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -Index: 64 | Max_nodes: 62 | Time: 3.6785e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -Index: 91 | Max_nodes: 62 | Time: 3.6799e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -Index: 63 | Max_nodes: 62 | Time: 3.6916e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -Index: 87 | Max_nodes: 62 | Time: 3.6939e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -Index: 109 | Max_nodes: 62 | Time: 3.6998e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -Index: 106 | Max_nodes: 62 | Time: 3.7036e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -Index: 83 | Max_nodes: 62 | Time: 3.7056e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -Index: 88 | Max_nodes: 62 | Time: 3.7310e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -Index: 68 | Max_nodes: 62 | Time: 3.7358e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -Index: 47 | Max_nodes: 62 | Time: 3.7383e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -Index: 81 | Max_nodes: 62 | Time: 3.7383e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -Index: 90 | Max_nodes: 62 | Time: 3.7467e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -Index: 108 | Max_nodes: 62 | Time: 3.7476e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -Index: 59 | Max_nodes: 62 | Time: 3.7526e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -Index: 86 | Max_nodes: 62 | Time: 3.7554e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -Index: 104 | Max_nodes: 62 | Time: 3.7579e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -Index: 67 | Max_nodes: 62 | Time: 3.7618e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -Index: 45 | Max_nodes: 62 | Time: 3.7641e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -Index: 82 | Max_nodes: 62 | Time: 3.7704e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -Index: 85 | Max_nodes: 62 | Time: 3.7756e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -Index: 62 | Max_nodes: 62 | Time: 3.7946e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -Index: 101 | Max_nodes: 62 | Time: 3.8047e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -Index: 46 | Max_nodes: 62 | Time: 3.8056e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -Index: 41 | Max_nodes: 62 | Time: 3.8120e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -Index: 61 | Max_nodes: 62 | Time: 3.8154e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -Index: 103 | Max_nodes: 62 | Time: 3.8194e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -Index: 57 | Max_nodes: 62 | Time: 3.8279e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -Index: 39 | Max_nodes: 62 | Time: 3.8297e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -Index: 80 | Max_nodes: 62 | Time: 3.8426e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -Index: 58 | Max_nodes: 62 | Time: 3.8448e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -Index: 99 | Max_nodes: 62 | Time: 3.8474e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -Index: 44 | Max_nodes: 62 | Time: 3.8548e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -Index: 77 | Max_nodes: 62 | Time: 3.8554e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -Index: 66 | Max_nodes: 62 | Time: 3.8600e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -Index: 40 | Max_nodes: 62 | Time: 3.8635e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -Index: 79 | Max_nodes: 62 | Time: 3.8641e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -Index: 102 | Max_nodes: 62 | Time: 3.8676e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -Index: 84 | Max_nodes: 62 | Time: 3.8694e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -Index: 100 | Max_nodes: 62 | Time: 3.8740e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -Index: 60 | Max_nodes: 62 | Time: 3.8862e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -Index: 56 | Max_nodes: 62 | Time: 3.9058e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -Index: 78 | Max_nodes: 62 | Time: 3.9119e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -Index: 76 | Max_nodes: 62 | Time: 3.9123e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -Index: 98 | Max_nodes: 62 | Time: 3.9133e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -Index: 38 | Max_nodes: 62 | Time: 3.9150e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -Index: 35 | Max_nodes: 62 | Time: 3.9153e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -Index: 75 | Max_nodes: 62 | Time: 3.9197e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -Index: 97 | Max_nodes: 62 | Time: 3.9268e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -Index: 23 | Max_nodes: 62 | Time: 3.9389e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -Index: 43 | Max_nodes: 62 | Time: 3.9390e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -Index: 34 | Max_nodes: 62 | Time: 3.9410e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -Index: 32 | Max_nodes: 62 | Time: 3.9550e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -Index: 37 | Max_nodes: 62 | Time: 3.9709e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -Index: 53 | Max_nodes: 62 | Time: 3.9785e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -Index: 74 | Max_nodes: 62 | Time: 3.9865e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -Index: 73 | Max_nodes: 62 | Time: 3.9900e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -Index: 22 | Max_nodes: 62 | Time: 3.9972e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -Index: 51 | Max_nodes: 62 | Time: 3.9999e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -Index: 54 | Max_nodes: 62 | Time: 4.0018e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -Index: 17 | Max_nodes: 62 | Time: 4.0049e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -Index: 55 | Max_nodes: 62 | Time: 4.0115e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -Index: 21 | Max_nodes: 62 | Time: 4.0121e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -Index: 52 | Max_nodes: 62 | Time: 4.0133e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -Index: 96 | Max_nodes: 62 | Time: 4.0136e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -Index: 42 | Max_nodes: 62 | Time: 4.0404e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -Index: 16 | Max_nodes: 62 | Time: 4.0424e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -Index: 36 | Max_nodes: 62 | Time: 4.0429e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -Index: 11 | Max_nodes: 62 | Time: 4.0572e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -Index: 20 | Max_nodes: 62 | Time: 4.0610e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -Index: 19 | Max_nodes: 62 | Time: 4.0610e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -Index: 49 | Max_nodes: 62 | Time: 4.0640e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -Index: 50 | Max_nodes: 62 | Time: 4.0672e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -Index: 72 | Max_nodes: 62 | Time: 4.0676e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -Index: 15 | Max_nodes: 62 | Time: 4.0678e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -Index: 29 | Max_nodes: 62 | Time: 4.0689e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -Index: 30 | Max_nodes: 62 | Time: 4.0821e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -Index: 27 | Max_nodes: 62 | Time: 4.0933e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -Index: 14 | Max_nodes: 62 | Time: 4.1115e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -Index: 31 | Max_nodes: 62 | Time: 4.1189e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -Index: 9 | Max_nodes: 62 | Time: 4.1190e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -Index: 48 | Max_nodes: 62 | Time: 4.1236e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -Index: 28 | Max_nodes: 62 | Time: 4.1250e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -Index: 18 | Max_nodes: 62 | Time: 4.1393e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -Index: 10 | Max_nodes: 62 | Time: 4.1423e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -Index: 13 | Max_nodes: 62 | Time: 4.1483e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -Index: 25 | Max_nodes: 62 | Time: 4.1511e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -Index: 8 | Max_nodes: 62 | Time: 4.1548e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -Index: 5 | Max_nodes: 62 | Time: 4.1632e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -Index: 12 | Max_nodes: 62 | Time: 4.1692e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -Index: 26 | Max_nodes: 62 | Time: 4.1695e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -Index: 7 | Max_nodes: 62 | Time: 4.1875e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -Index: 24 | Max_nodes: 62 | Time: 4.1887e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -Index: 4 | Max_nodes: 62 | Time: 4.2033e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -Index: 33 | Max_nodes: 62 | Time: 4.2174e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -Index: 3 | Max_nodes: 62 | Time: 4.2379e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -Index: 6 | Max_nodes: 62 | Time: 4.2557e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -Index: 2 | Max_nodes: 62 | Time: 4.2612e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -Index: 1 | Max_nodes: 62 | Time: 4.3622e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -Index: 0 | Max_nodes: 62 | Time: 4.4907e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| - -........................... -Average time: 3.8911e-04s - -________________________________________________________________________________________________ - -120 permutations have 62 max nodes. -Index: 119 | Active_nodes: 31 | Time: 3.3696e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -Index: 117 | Active_nodes: 31 | Time: 3.4652e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -Index: 95 | Active_nodes: 31 | Time: 3.4660e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -Index: 94 | Active_nodes: 31 | Time: 3.5260e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -Index: 113 | Active_nodes: 31 | Time: 3.5531e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -Index: 89 | Active_nodes: 31 | Time: 3.5658e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -Index: 118 | Active_nodes: 31 | Time: 3.5722e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -Index: 93 | Active_nodes: 31 | Time: 3.5834e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -Index: 115 | Active_nodes: 31 | Time: 3.5846e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -Index: 116 | Active_nodes: 31 | Time: 3.5926e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -Index: 71 | Active_nodes: 31 | Time: 3.5965e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -Index: 65 | Active_nodes: 31 | Time: 3.6054e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -Index: 112 | Active_nodes: 31 | Time: 3.6226e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -Index: 92 | Active_nodes: 31 | Time: 3.6252e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -Index: 70 | Active_nodes: 31 | Time: 3.6338e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -Index: 107 | Active_nodes: 31 | Time: 3.6477e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -Index: 111 | Active_nodes: 31 | Time: 3.6508e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -Index: 69 | Active_nodes: 31 | Time: 3.6572e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -Index: 110 | Active_nodes: 31 | Time: 3.6667e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -Index: 105 | Active_nodes: 31 | Time: 3.6670e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -Index: 114 | Active_nodes: 31 | Time: 3.6780e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -Index: 64 | Active_nodes: 31 | Time: 3.6785e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -Index: 91 | Active_nodes: 31 | Time: 3.6799e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -Index: 63 | Active_nodes: 31 | Time: 3.6916e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -Index: 87 | Active_nodes: 31 | Time: 3.6939e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -Index: 109 | Active_nodes: 31 | Time: 3.6998e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -Index: 106 | Active_nodes: 31 | Time: 3.7036e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -Index: 83 | Active_nodes: 31 | Time: 3.7056e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -Index: 88 | Active_nodes: 31 | Time: 3.7310e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -Index: 68 | Active_nodes: 31 | Time: 3.7358e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -Index: 47 | Active_nodes: 31 | Time: 3.7383e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -Index: 81 | Active_nodes: 31 | Time: 3.7383e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -Index: 90 | Active_nodes: 31 | Time: 3.7467e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -Index: 108 | Active_nodes: 31 | Time: 3.7476e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -Index: 59 | Active_nodes: 31 | Time: 3.7526e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -Index: 86 | Active_nodes: 31 | Time: 3.7554e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -Index: 104 | Active_nodes: 31 | Time: 3.7579e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -Index: 67 | Active_nodes: 31 | Time: 3.7618e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -Index: 45 | Active_nodes: 31 | Time: 3.7641e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -Index: 82 | Active_nodes: 31 | Time: 3.7704e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -Index: 85 | Active_nodes: 31 | Time: 3.7756e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -Index: 62 | Active_nodes: 31 | Time: 3.7946e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -Index: 101 | Active_nodes: 31 | Time: 3.8047e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -Index: 46 | Active_nodes: 31 | Time: 3.8056e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -Index: 41 | Active_nodes: 31 | Time: 3.8120e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -Index: 61 | Active_nodes: 31 | Time: 3.8154e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -Index: 103 | Active_nodes: 31 | Time: 3.8194e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -Index: 57 | Active_nodes: 31 | Time: 3.8279e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -Index: 39 | Active_nodes: 31 | Time: 3.8297e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -Index: 80 | Active_nodes: 31 | Time: 3.8426e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -Index: 58 | Active_nodes: 31 | Time: 3.8448e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -Index: 99 | Active_nodes: 31 | Time: 3.8474e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -Index: 44 | Active_nodes: 31 | Time: 3.8548e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -Index: 77 | Active_nodes: 31 | Time: 3.8554e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -Index: 66 | Active_nodes: 31 | Time: 3.8600e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -Index: 40 | Active_nodes: 31 | Time: 3.8635e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -Index: 79 | Active_nodes: 31 | Time: 3.8641e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -Index: 102 | Active_nodes: 31 | Time: 3.8676e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -Index: 84 | Active_nodes: 31 | Time: 3.8694e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -Index: 100 | Active_nodes: 31 | Time: 3.8740e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -Index: 60 | Active_nodes: 31 | Time: 3.8862e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -Index: 56 | Active_nodes: 31 | Time: 3.9058e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -Index: 78 | Active_nodes: 31 | Time: 3.9119e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -Index: 76 | Active_nodes: 31 | Time: 3.9123e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -Index: 98 | Active_nodes: 31 | Time: 3.9133e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -Index: 38 | Active_nodes: 31 | Time: 3.9150e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -Index: 35 | Active_nodes: 31 | Time: 3.9153e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -Index: 75 | Active_nodes: 31 | Time: 3.9197e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -Index: 97 | Active_nodes: 31 | Time: 3.9268e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -Index: 23 | Active_nodes: 31 | Time: 3.9389e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -Index: 43 | Active_nodes: 31 | Time: 3.9390e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -Index: 34 | Active_nodes: 31 | Time: 3.9410e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -Index: 32 | Active_nodes: 31 | Time: 3.9550e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -Index: 37 | Active_nodes: 31 | Time: 3.9709e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -Index: 53 | Active_nodes: 31 | Time: 3.9785e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -Index: 74 | Active_nodes: 31 | Time: 3.9865e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -Index: 73 | Active_nodes: 31 | Time: 3.9900e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -Index: 22 | Active_nodes: 31 | Time: 3.9972e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -Index: 51 | Active_nodes: 31 | Time: 3.9999e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -Index: 54 | Active_nodes: 31 | Time: 4.0018e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -Index: 17 | Active_nodes: 31 | Time: 4.0049e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -Index: 55 | Active_nodes: 31 | Time: 4.0115e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -Index: 21 | Active_nodes: 31 | Time: 4.0121e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -Index: 52 | Active_nodes: 31 | Time: 4.0133e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -Index: 96 | Active_nodes: 31 | Time: 4.0136e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -Index: 42 | Active_nodes: 31 | Time: 4.0404e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -Index: 16 | Active_nodes: 31 | Time: 4.0424e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -Index: 36 | Active_nodes: 31 | Time: 4.0429e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -Index: 11 | Active_nodes: 31 | Time: 4.0572e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -Index: 20 | Active_nodes: 31 | Time: 4.0610e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -Index: 19 | Active_nodes: 31 | Time: 4.0610e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -Index: 49 | Active_nodes: 31 | Time: 4.0640e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -Index: 50 | Active_nodes: 31 | Time: 4.0672e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -Index: 72 | Active_nodes: 31 | Time: 4.0676e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -Index: 15 | Active_nodes: 31 | Time: 4.0678e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -Index: 29 | Active_nodes: 31 | Time: 4.0689e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -Index: 30 | Active_nodes: 31 | Time: 4.0821e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -Index: 27 | Active_nodes: 31 | Time: 4.0933e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -Index: 14 | Active_nodes: 31 | Time: 4.1115e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -Index: 31 | Active_nodes: 31 | Time: 4.1189e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -Index: 9 | Active_nodes: 31 | Time: 4.1190e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -Index: 48 | Active_nodes: 31 | Time: 4.1236e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -Index: 28 | Active_nodes: 31 | Time: 4.1250e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -Index: 18 | Active_nodes: 31 | Time: 4.1393e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -Index: 10 | Active_nodes: 31 | Time: 4.1423e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -Index: 13 | Active_nodes: 31 | Time: 4.1483e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -Index: 25 | Active_nodes: 31 | Time: 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2|4 -> 4| -Index: 1 | Active_nodes: 31 | Time: 4.3622e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -Index: 0 | Active_nodes: 31 | Time: 4.4907e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| - -........................... -Average time: 3.8911e-04s - -________________________________________________________________________________________________ - -execution time of: 3.3696e-04s: Index: 119 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| - -execution time of: 3.4652e-04s: Index: 117 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| - -execution time of: 3.4660e-04s: Index: 95 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| - -execution time of: 3.5260e-04s: Index: 94 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| - -execution time of: 3.5531e-04s: Index: 113 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| - -execution time of: 3.5658e-04s: Index: 89 | Max_nodes: 62 | 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2| - -execution time of: 3.6338e-04s: Index: 70 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| - -execution time of: 3.6477e-04s: Index: 107 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| - -execution time of: 3.6508e-04s: Index: 111 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| - -execution time of: 3.6572e-04s: Index: 69 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| - -execution time of: 3.6667e-04s: Index: 110 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| - -execution time of: 3.6670e-04s: Index: 105 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| - -execution time of: 3.6780e-04s: Index: 114 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| - -execution time of: 3.6785e-04s: Index: 64 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| - -execution time of: 3.6799e-04s: Index: 91 | 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Index: 82 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| - -execution time of: 3.7756e-04s: Index: 85 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| - -execution time of: 3.7946e-04s: Index: 62 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| - -execution time of: 3.8047e-04s: Index: 101 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| - -execution time of: 3.8056e-04s: Index: 46 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| - -execution time of: 3.8120e-04s: Index: 41 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| - -execution time of: 3.8154e-04s: Index: 61 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| - -execution time of: 3.8194e-04s: Index: 103 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| - -execution time of: 3.8279e-04s: Index: 57 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| - -execution time of: 3.8297e-04s: Index: 39 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| - -execution time of: 3.8426e-04s: Index: 80 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| - -execution time of: 3.8448e-04s: Index: 58 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| - -execution time of: 3.8474e-04s: Index: 99 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| - -execution time of: 3.8548e-04s: Index: 44 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| - -execution time of: 3.8554e-04s: Index: 77 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| - -execution time of: 3.8600e-04s: Index: 66 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| - -execution time of: 3.8635e-04s: Index: 40 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| - -execution time of: 3.8641e-04s: Index: 79 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| - -execution time of: 3.8676e-04s: Index: 102 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| - -execution time of: 3.8694e-04s: Index: 84 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| - -execution time of: 3.8740e-04s: Index: 100 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| - -execution time of: 3.8862e-04s: Index: 60 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| - -execution time of: 3.9058e-04s: Index: 56 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| - -execution time of: 3.9119e-04s: Index: 78 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| - -execution time of: 3.9123e-04s: Index: 76 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| - -execution time of: 3.9133e-04s: Index: 98 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| - -execution time of: 3.9150e-04s: Index: 38 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| - -execution time of: 3.9153e-04s: Index: 35 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| - -execution time of: 3.9197e-04s: Index: 75 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| - -execution time of: 3.9268e-04s: Index: 97 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| - -execution time of: 3.9389e-04s: Index: 23 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| - -execution time of: 3.9390e-04s: Index: 43 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| - -execution time of: 3.9410e-04s: Index: 34 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| - -execution time of: 3.9550e-04s: Index: 32 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| - -execution time of: 3.9709e-04s: Index: 37 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| - -execution time of: 3.9785e-04s: Index: 53 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| - -execution time of: 3.9865e-04s: Index: 74 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| - -execution time of: 3.9900e-04s: Index: 73 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| - -execution time of: 3.9972e-04s: Index: 22 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| - -execution time of: 3.9999e-04s: Index: 51 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| - -execution time of: 4.0018e-04s: Index: 54 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| - -execution time of: 4.0049e-04s: Index: 17 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| - -execution time of: 4.0115e-04s: Index: 55 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| - -execution time of: 4.0121e-04s: Index: 21 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| - -execution time of: 4.0133e-04s: Index: 52 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| - -execution time of: 4.0136e-04s: Index: 96 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| - -execution time of: 4.0404e-04s: Index: 42 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| - -execution time of: 4.0424e-04s: Index: 16 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| - -execution time of: 4.0429e-04s: Index: 36 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| - -execution time of: 4.0572e-04s: Index: 11 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| - -execution time of: 4.0610e-04s: Index: 20 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| - -execution time of: 4.0610e-04s: Index: 19 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| - -execution time of: 4.0640e-04s: Index: 49 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| - -execution time of: 4.0672e-04s: Index: 50 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| - -execution time of: 4.0676e-04s: Index: 72 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| - -execution time of: 4.0678e-04s: Index: 15 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| - -execution time of: 4.0689e-04s: Index: 29 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| - -execution time of: 4.0821e-04s: Index: 30 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| - -execution time of: 4.0933e-04s: Index: 27 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| - -execution time of: 4.1115e-04s: Index: 14 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| - -execution time of: 4.1189e-04s: Index: 31 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| - -execution time of: 4.1190e-04s: Index: 9 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| - -execution time of: 4.1236e-04s: Index: 48 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| - -execution time of: 4.1250e-04s: Index: 28 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| - -execution time of: 4.1393e-04s: Index: 18 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| - -execution time of: 4.1423e-04s: Index: 10 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| - -execution time of: 4.1483e-04s: Index: 13 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| - -execution time of: 4.1511e-04s: Index: 25 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| - -execution time of: 4.1548e-04s: Index: 8 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| - -execution time of: 4.1632e-04s: Index: 5 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| - -execution time of: 4.1692e-04s: Index: 12 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| - -execution time of: 4.1695e-04s: Index: 26 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| - -execution time of: 4.1875e-04s: Index: 7 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| - -execution time of: 4.1887e-04s: Index: 24 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| - -execution time of: 4.2033e-04s: Index: 4 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| - -execution time of: 4.2174e-04s: Index: 33 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| - -execution time of: 4.2379e-04s: Index: 3 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| - -execution time of: 4.2557e-04s: Index: 6 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| - -execution time of: 4.2612e-04s: Index: 2 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| - -execution time of: 4.3622e-04s: Index: 1 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| - -execution time of: 4.4907e-04s: Index: 0 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| - -________________________________________________________________________________________________ - -Start Simulation of twolocalrandom_indep_qiskit_6__________________________________________________ - -.i:...0...1...2...3...4...5 -.1:..ry...|...|...|...|...| p: (4.8464e+00) -.2:...|..ry...|...|...|...| p: (1.3039e-01) -.3:...c...x...|...|...|...| -.4:...|...|..ry...|...|...| p: (3.9813e+00) -.5:...c...|...x...|...|...| -.6:...|...c...x...|...|...| -.7:...|...|...|..ry...|...| p: (4.7049e+00) -.8:...c...|...|...x...|...| -.9:...|...c...|...x...|...| -10:...|...|...c...x...|...| -11:...|...|...|...|..ry...| p: (3.1322e+00) -12:...c...|...|...|...x...| -13:...|...c...|...|...x...| -14:...|...|...c...|...x...| -15:...|...|...|...c...x...| -16:...|...|...|...|...|..ry p: (1.4124e+00) -17:...c...|...|...|...|...x -18:..ry...|...|...|...|...| p: (1.2445e+00) -19:...|...c...|...|...|...x -20:...|..ry...|...|...|...| p: (4.7786e+00) -21:...c...x...|...|...|...| -22:...|...|...c...|...|...x -23:...|...|..ry...|...|...| p: (1.0626e+00) -24:...c...|...x...|...|...| -25:...|...c...x...|...|...| -26:...|...|...|...c...|...x -27:...|...|...|..ry...|...| p: (5.5506e-01) -28:...c...|...|...x...|...| -29:...|...c...|...x...|...| -30:...|...|...c...x...|...| -31:...|...|...|...|...c...x -32:...|...|...|...|..ry...| p: (4.3062e+00) -33:...c...|...|...|...x...| -34:...|...c...|...|...x...| -35:...|...|...c...|...x...| -36:...|...|...|...c...x...| -37:...|...|...|...|...|..ry p: (5.9903e+00) -38:...c...|...|...|...|...x -39:..ry...|...|...|...|...| p: (2.4808e-02) -40:...|...c...|...|...|...x -41:...|..ry...|...|...|...| p: (3.2182e+00) -42:...c...x...|...|...|...| -43:...|...|...c...|...|...x -44:...|...|..ry...|...|...| p: (5.1058e+00) -45:...c...|...x...|...|...| -46:...|...c...x...|...|...| -47:...|...|...|...c...|...x -48:...|...|...|..ry...|...| p: (3.8486e+00) -49:...c...|...|...x...|...| -50:...|...c...|...x...|...| -51:...|...|...c...x...|...| -52:...|...|...|...|...c...x -53:...|...|...|...|..ry...| p: (4.5349e+00) -54:...c...|...|...|...x...| -55:...|...c...|...|...x...| -56:...|...|...c...|...x...| -57:...|...|...|...c...x...| -58:...|...|...|...|...|..ry p: (1.8339e+00) -59:...c...|...|...|...|...x -60:..ry...|...|...|...|...| p: (5.7665e+00) -61:...|...c...|...|...|...x -62:...|..ry...|...|...|...| p: (4.4898e+00) -63:...|...|...c...|...|...x -64:...|...|..ry...|...|...| p: (3.4089e+00) -65:...|...|...|...c...|...x -66:...|...|...|..ry...|...| p: (8.9328e-01) -67:...|...|...|...|...c...x -68:...|...|...|...|..ry...| p: (2.3458e+00) -69:...|...|...|...|...|..ry p: (4.2357e+00) -70:======================== -71:...0...|...|...|...|...| -72:...|...1...|...|...|...| -73:...|...|...2...|...|...| -74:...|...|...|...3...|...| -75:...|...|...|...|...4...| -76:...|...|...|...|...|...5 -.o:...0...1...2...3...4...5 -Total Permutations: 720 -Min time: 6.7731e-04s................. Permutation 719: 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Max time: 1.5251e-03s................. Permutation 93 : 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Min active nodes: 63 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Min max nodes: 126 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Max active nodes: 63 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Max max nodes: 126 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -________________________________________________________________________________________________ - -720 permutations have 63 active nodes. -Index: 719 | Max_nodes: 126 | Time: 6.7731e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 599 | Max_nodes: 126 | Time: 6.8171e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 718 | Max_nodes: 126 | Time: 6.8532e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 717 | Max_nodes: 126 | Time: 6.8541e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 695 | Max_nodes: 126 | Time: 6.8574e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 597 | Max_nodes: 126 | Time: 6.8998e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 713 | Max_nodes: 126 | Time: 6.9094e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 593 | Max_nodes: 126 | Time: 6.9118e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 575 | Max_nodes: 126 | Time: 6.9182e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 694 | Max_nodes: 126 | Time: 6.9367e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 479 | Max_nodes: 126 | Time: 6.9485e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 716 | Max_nodes: 126 | Time: 6.9496e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 712 | Max_nodes: 126 | Time: 6.9766e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 598 | Max_nodes: 126 | Time: 6.9805e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 478 | Max_nodes: 126 | Time: 6.9937e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 689 | Max_nodes: 126 | Time: 6.9970e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 711 | Max_nodes: 126 | Time: 7.0102e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 574 | Max_nodes: 126 | Time: 7.0195e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 455 | Max_nodes: 126 | Time: 7.0209e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 596 | Max_nodes: 126 | Time: 7.0308e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 715 | Max_nodes: 126 | Time: 7.0343e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 693 | Max_nodes: 126 | Time: 7.0396e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 707 | Max_nodes: 126 | Time: 7.0509e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 473 | Max_nodes: 126 | Time: 7.0610e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 591 | Max_nodes: 126 | Time: 7.0666e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 569 | Max_nodes: 126 | Time: 7.0670e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 592 | Max_nodes: 126 | Time: 7.0674e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 692 | Max_nodes: 126 | Time: 7.0779e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 477 | Max_nodes: 126 | Time: 7.0814e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 688 | Max_nodes: 126 | Time: 7.0824e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 454 | Max_nodes: 126 | Time: 7.0911e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 671 | Max_nodes: 126 | Time: 7.0913e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 714 | Max_nodes: 126 | Time: 7.1048e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 706 | Max_nodes: 126 | Time: 7.1102e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 449 | Max_nodes: 126 | Time: 7.1208e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 710 | Max_nodes: 126 | Time: 7.1237e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 472 | Max_nodes: 126 | Time: 7.1255e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 670 | Max_nodes: 126 | Time: 7.1391e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 587 | Max_nodes: 126 | Time: 7.1427e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 595 | Max_nodes: 126 | Time: 7.1430e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 687 | Max_nodes: 126 | Time: 7.1478e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 572 | Max_nodes: 126 | Time: 7.1479e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 573 | Max_nodes: 126 | Time: 7.1485e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 691 | Max_nodes: 126 | Time: 7.1552e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 476 | Max_nodes: 126 | Time: 7.1604e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 590 | Max_nodes: 126 | Time: 7.1609e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 705 | Max_nodes: 126 | Time: 7.1627e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 453 | Max_nodes: 126 | Time: 7.1684e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 359 | Max_nodes: 126 | Time: 7.1688e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 683 | Max_nodes: 126 | Time: 7.1736e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 551 | Max_nodes: 126 | Time: 7.1796e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 448 | Max_nodes: 126 | Time: 7.1916e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 568 | Max_nodes: 126 | Time: 7.1942e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 452 | Max_nodes: 126 | Time: 7.1965e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 594 | Max_nodes: 126 | Time: 7.1970e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 664 | Max_nodes: 126 | Time: 7.1982e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 589 | Max_nodes: 126 | Time: 7.1999e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 665 | Max_nodes: 126 | Time: 7.2005e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 686 | Max_nodes: 126 | Time: 7.2005e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 550 | Max_nodes: 126 | Time: 7.2046e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 709 | Max_nodes: 126 | Time: 7.2056e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 545 | Max_nodes: 126 | Time: 7.2088e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 563 | Max_nodes: 126 | Time: 7.2092e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 471 | Max_nodes: 126 | Time: 7.2124e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 690 | Max_nodes: 126 | Time: 7.2161e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 431 | Max_nodes: 126 | Time: 7.2186e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 567 | Max_nodes: 126 | Time: 7.2252e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 584 | Max_nodes: 126 | Time: 7.2318e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 708 | Max_nodes: 126 | Time: 7.2337e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 586 | Max_nodes: 126 | Time: 7.2367e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 467 | Max_nodes: 126 | Time: 7.2369e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 335 | Max_nodes: 126 | Time: 7.2378e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 571 | Max_nodes: 126 | Time: 7.2411e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 425 | Max_nodes: 126 | Time: 7.2423e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 704 | Max_nodes: 126 | Time: 7.2469e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 685 | Max_nodes: 126 | Time: 7.2619e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 358 | Max_nodes: 126 | Time: 7.2634e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 334 | Max_nodes: 126 | Time: 7.2655e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 682 | Max_nodes: 126 | Time: 7.2727e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 549 | Max_nodes: 126 | Time: 7.2740e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 681 | Max_nodes: 126 | Time: 7.2766e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 311 | Max_nodes: 126 | Time: 7.2773e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 357 | Max_nodes: 126 | Time: 7.2790e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 570 | Max_nodes: 126 | Time: 7.2794e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 566 | Max_nodes: 126 | Time: 7.2825e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 353 | Max_nodes: 126 | Time: 7.2847e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 352 | Max_nodes: 126 | Time: 7.2857e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 447 | Max_nodes: 126 | Time: 7.2898e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 430 | Max_nodes: 126 | Time: 7.2902e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 669 | Max_nodes: 126 | Time: 7.2923e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 329 | Max_nodes: 126 | Time: 7.2946e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 470 | Max_nodes: 126 | Time: 7.2950e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 429 | Max_nodes: 126 | Time: 7.2992e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 443 | Max_nodes: 126 | Time: 7.2998e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 562 | Max_nodes: 126 | Time: 7.3013e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 475 | Max_nodes: 126 | Time: 7.3028e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 474 | Max_nodes: 126 | Time: 7.3074e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 701 | Max_nodes: 126 | Time: 7.3095e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 451 | Max_nodes: 126 | Time: 7.3117e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 703 | Max_nodes: 126 | Time: 7.3231e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 659 | Max_nodes: 126 | Time: 7.3241e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 310 | Max_nodes: 126 | Time: 7.3294e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 424 | Max_nodes: 126 | Time: 7.3374e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 356 | Max_nodes: 126 | Time: 7.3377e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 668 | Max_nodes: 126 | Time: 7.3392e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 469 | Max_nodes: 126 | Time: 7.3406e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 565 | Max_nodes: 126 | Time: 7.3447e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 585 | Max_nodes: 126 | Time: 7.3513e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 465 | Max_nodes: 126 | Time: 7.3531e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 305 | Max_nodes: 126 | Time: 7.3545e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 663 | Max_nodes: 126 | Time: 7.3558e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 561 | Max_nodes: 126 | Time: 7.3601e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 351 | Max_nodes: 126 | Time: 7.3642e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 544 | Max_nodes: 126 | Time: 7.3642e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 464 | Max_nodes: 126 | Time: 7.3733e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 327 | Max_nodes: 126 | Time: 7.3799e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 680 | Max_nodes: 126 | Time: 7.3802e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 328 | Max_nodes: 126 | Time: 7.3838e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 662 | Max_nodes: 126 | Time: 7.3864e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 543 | Max_nodes: 126 | Time: 7.3867e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 441 | Max_nodes: 126 | Time: 7.3893e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 581 | Max_nodes: 126 | Time: 7.3926e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 699 | Max_nodes: 126 | Time: 7.3983e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 304 | Max_nodes: 126 | Time: 7.3995e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 667 | Max_nodes: 126 | Time: 7.4005e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 588 | Max_nodes: 126 | Time: 7.4017e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 548 | Max_nodes: 126 | Time: 7.4018e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 583 | Max_nodes: 126 | Time: 7.4035e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 539 | Max_nodes: 126 | Time: 7.4056e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 445 | Max_nodes: 126 | Time: 7.4068e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 442 | Max_nodes: 126 | Time: 7.4106e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 661 | Max_nodes: 126 | Time: 7.4127e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 428 | Max_nodes: 126 | Time: 7.4145e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 679 | Max_nodes: 126 | Time: 7.4164e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 446 | Max_nodes: 126 | Time: 7.4167e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 702 | Max_nodes: 126 | Time: 7.4183e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 466 | Max_nodes: 126 | Time: 7.4200e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 564 | Max_nodes: 126 | Time: 7.4234e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 658 | Max_nodes: 126 | Time: 7.4236e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 303 | Max_nodes: 126 | Time: 7.4267e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 657 | Max_nodes: 126 | Time: 7.4293e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 684 | Max_nodes: 126 | Time: 7.4319e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 641 | Max_nodes: 126 | Time: 7.4351e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 666 | Max_nodes: 126 | Time: 7.4386e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 333 | Max_nodes: 126 | Time: 7.4388e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 468 | Max_nodes: 126 | Time: 7.4394e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 347 | Max_nodes: 126 | Time: 7.4414e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 350 | Max_nodes: 126 | Time: 7.4416e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 547 | Max_nodes: 126 | Time: 7.4427e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 560 | Max_nodes: 126 | Time: 7.4430e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 332 | Max_nodes: 126 | Time: 7.4467e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 582 | Max_nodes: 126 | Time: 7.4519e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 440 | Max_nodes: 126 | Time: 7.4538e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 423 | Max_nodes: 126 | Time: 7.4555e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 537 | Max_nodes: 126 | Time: 7.4571e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 444 | Max_nodes: 126 | Time: 7.4584e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 698 | Max_nodes: 126 | Time: 7.4635e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 309 | Max_nodes: 126 | Time: 7.4654e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 677 | Max_nodes: 126 | Time: 7.4664e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 660 | Max_nodes: 126 | Time: 7.4704e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 355 | Max_nodes: 126 | Time: 7.4722e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 538 | Max_nodes: 126 | Time: 7.4727e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 354 | Max_nodes: 126 | Time: 7.4766e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 656 | Max_nodes: 126 | Time: 7.4792e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 326 | Max_nodes: 126 | Time: 7.4797e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 635 | Max_nodes: 126 | Time: 7.4827e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 700 | Max_nodes: 126 | Time: 7.4850e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 525 | Max_nodes: 126 | Time: 7.4855e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 323 | Max_nodes: 126 | Time: 7.4855e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 527 | Max_nodes: 126 | Time: 7.4868e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 308 | Max_nodes: 126 | Time: 7.4881e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 646 | Max_nodes: 126 | Time: 7.4892e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 580 | Max_nodes: 126 | Time: 7.4907e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 239 | Max_nodes: 126 | Time: 7.4943e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 557 | Max_nodes: 126 | Time: 7.4967e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 676 | Max_nodes: 126 | Time: 7.4973e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 422 | Max_nodes: 126 | Time: 7.4981e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 463 | Max_nodes: 126 | Time: 7.5002e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 331 | Max_nodes: 126 | Time: 7.5019e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 521 | Max_nodes: 126 | Time: 7.5032e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 427 | Max_nodes: 126 | Time: 7.5034e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 675 | Max_nodes: 126 | Time: 7.5055e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 526 | Max_nodes: 126 | Time: 7.5094e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 349 | Max_nodes: 126 | Time: 7.5103e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 678 | Max_nodes: 126 | Time: 7.5113e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 461 | Max_nodes: 126 | Time: 7.5119e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 542 | Max_nodes: 126 | Time: 7.5123e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 579 | Max_nodes: 126 | Time: 7.5180e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 640 | Max_nodes: 126 | Time: 7.5205e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 437 | Max_nodes: 126 | Time: 7.5222e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 330 | Max_nodes: 126 | Time: 7.5270e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 418 | Max_nodes: 126 | Time: 7.5327e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 417 | Max_nodes: 126 | Time: 7.5329e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 426 | Max_nodes: 126 | Time: 7.5348e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 644 | Max_nodes: 126 | Time: 7.5385e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 546 | Max_nodes: 126 | Time: 7.5386e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 520 | Max_nodes: 126 | Time: 7.5390e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 639 | Max_nodes: 126 | Time: 7.5395e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 645 | Max_nodes: 126 | Time: 7.5411e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 697 | Max_nodes: 126 | Time: 7.5416e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 540 | Max_nodes: 126 | Time: 7.5430e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 237 | Max_nodes: 126 | Time: 7.5444e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 556 | Max_nodes: 126 | Time: 7.5447e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 405 | Max_nodes: 126 | Time: 7.5472e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 460 | Max_nodes: 126 | Time: 7.5485e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 559 | Max_nodes: 126 | Time: 7.5487e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 536 | Max_nodes: 126 | Time: 7.5517e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 299 | Max_nodes: 126 | Time: 7.5523e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 302 | Max_nodes: 126 | Time: 7.5594e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 577 | Max_nodes: 126 | Time: 7.5602e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 524 | Max_nodes: 126 | Time: 7.5606e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 321 | Max_nodes: 126 | Time: 7.5609e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 407 | Max_nodes: 126 | Time: 7.5647e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 515 | Max_nodes: 126 | Time: 7.5651e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 346 | Max_nodes: 126 | Time: 7.5675e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 633 | Max_nodes: 126 | Time: 7.5719e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 578 | Max_nodes: 126 | Time: 7.5721e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 632 | Max_nodes: 126 | Time: 7.5775e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 638 | Max_nodes: 126 | Time: 7.5789e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 348 | Max_nodes: 126 | Time: 7.5795e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 696 | Max_nodes: 126 | Time: 7.5810e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 401 | Max_nodes: 126 | Time: 7.5828e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 345 | Max_nodes: 126 | Time: 7.5832e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 215 | Max_nodes: 126 | Time: 7.5854e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 233 | Max_nodes: 126 | Time: 7.5867e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 653 | Max_nodes: 126 | Time: 7.5883e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 674 | Max_nodes: 126 | Time: 7.5913e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 655 | Max_nodes: 126 | Time: 7.5928e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 238 | Max_nodes: 126 | Time: 7.5941e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 322 | Max_nodes: 126 | Time: 7.5946e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 232 | Max_nodes: 126 | Time: 7.5983e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 287 | Max_nodes: 126 | Time: 7.5987e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 439 | Max_nodes: 126 | Time: 7.6000e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 213 | Max_nodes: 126 | Time: 7.6001e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 301 | Max_nodes: 126 | Time: 7.6020e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 673 | Max_nodes: 126 | Time: 7.6038e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 416 | Max_nodes: 126 | Time: 7.6090e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 634 | Max_nodes: 126 | Time: 7.6092e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 400 | Max_nodes: 126 | Time: 7.6105e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 399 | Max_nodes: 126 | Time: 7.6134e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 297 | Max_nodes: 126 | Time: 7.6179e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 344 | Max_nodes: 126 | Time: 7.6180e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 513 | Max_nodes: 126 | Time: 7.6183e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 643 | Max_nodes: 126 | Time: 7.6186e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 514 | Max_nodes: 126 | Time: 7.6187e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 395 | Max_nodes: 126 | Time: 7.6206e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 558 | Max_nodes: 126 | Time: 7.6207e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 307 | Max_nodes: 126 | Time: 7.6241e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 419 | Max_nodes: 126 | Time: 7.6257e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 298 | Max_nodes: 126 | Time: 7.6258e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 458 | Max_nodes: 126 | Time: 7.6294e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 420 | Max_nodes: 126 | Time: 7.6317e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 209 | Max_nodes: 126 | Time: 7.6323e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 459 | Max_nodes: 126 | Time: 7.6346e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 320 | Max_nodes: 126 | Time: 7.6369e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 227 | Max_nodes: 126 | Time: 7.6376e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 651 | Max_nodes: 126 | Time: 7.6420e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 652 | Max_nodes: 126 | Time: 7.6422e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 207 | Max_nodes: 126 | Time: 7.6484e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 285 | Max_nodes: 126 | Time: 7.6489e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 555 | Max_nodes: 126 | Time: 7.6512e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 436 | Max_nodes: 126 | Time: 7.6525e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 462 | Max_nodes: 126 | Time: 7.6536e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 191 | Max_nodes: 126 | Time: 7.6549e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 296 | Max_nodes: 126 | Time: 7.6595e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 300 | Max_nodes: 126 | Time: 7.6600e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 421 | Max_nodes: 126 | Time: 7.6603e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 325 | Max_nodes: 126 | Time: 7.6604e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 306 | Max_nodes: 126 | Time: 7.6625e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 203 | Max_nodes: 126 | Time: 7.6653e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 324 | Max_nodes: 126 | Time: 7.6666e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 637 | Max_nodes: 126 | Time: 7.6667e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 672 | Max_nodes: 126 | Time: 7.6677e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 647 | Max_nodes: 126 | Time: 7.6703e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 523 | Max_nodes: 126 | Time: 7.6705e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 214 | Max_nodes: 126 | Time: 7.6712e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 541 | Max_nodes: 126 | Time: 7.6714e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 438 | Max_nodes: 126 | Time: 7.6737e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 226 | Max_nodes: 126 | Time: 7.6748e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 406 | Max_nodes: 126 | Time: 7.6753e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 185 | Max_nodes: 126 | Time: 7.6797e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 435 | Max_nodes: 126 | Time: 7.6800e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 642 | Max_nodes: 126 | Time: 7.6811e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 533 | Max_nodes: 126 | Time: 7.6827e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 236 | Max_nodes: 126 | Time: 7.6838e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 190 | Max_nodes: 126 | Time: 7.6843e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 230 | Max_nodes: 126 | Time: 7.6884e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 404 | Max_nodes: 126 | Time: 7.6917e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 519 | Max_nodes: 126 | Time: 7.6949e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 576 | Max_nodes: 126 | Time: 7.6954e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 554 | Max_nodes: 126 | Time: 7.6958e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 231 | Max_nodes: 126 | Time: 7.6963e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 531 | Max_nodes: 126 | Time: 7.6963e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 286 | Max_nodes: 126 | Time: 7.6983e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 343 | Max_nodes: 126 | Time: 7.6987e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 398 | Max_nodes: 126 | Time: 7.6993e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 532 | Max_nodes: 126 | Time: 7.7025e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 189 | Max_nodes: 126 | Time: 7.7025e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 281 | Max_nodes: 126 | Time: 7.7039e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 394 | Max_nodes: 126 | Time: 7.7068e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 212 | Max_nodes: 126 | Time: 7.7096e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 275 | Max_nodes: 126 | Time: 7.7104e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 512 | Max_nodes: 126 | Time: 7.7126e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 225 | Max_nodes: 126 | Time: 7.7153e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 535 | Max_nodes: 126 | Time: 7.7219e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 393 | Max_nodes: 126 | Time: 7.7232e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 522 | Max_nodes: 126 | Time: 7.7273e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 279 | Max_nodes: 126 | Time: 7.7284e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 553 | Max_nodes: 126 | Time: 7.7285e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 413 | Max_nodes: 126 | Time: 7.7291e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 654 | Max_nodes: 126 | Time: 7.7315e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 224 | Max_nodes: 126 | Time: 7.7329e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 208 | Max_nodes: 126 | Time: 7.7359e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 552 | Max_nodes: 126 | Time: 7.7379e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 206 | Max_nodes: 126 | Time: 7.7391e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 403 | Max_nodes: 126 | Time: 7.7398e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 415 | Max_nodes: 126 | Time: 7.7453e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 650 | Max_nodes: 126 | Time: 7.7471e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 534 | Max_nodes: 126 | Time: 7.7492e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 167 | Max_nodes: 126 | Time: 7.7503e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 503 | Max_nodes: 126 | Time: 7.7550e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 433 | Max_nodes: 126 | Time: 7.7559e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 342 | Max_nodes: 126 | Time: 7.7583e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 631 | Max_nodes: 126 | Time: 7.7584e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 530 | Max_nodes: 126 | Time: 7.7657e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 317 | Max_nodes: 126 | Time: 7.7658e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 280 | Max_nodes: 126 | Time: 7.7687e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 165 | Max_nodes: 126 | Time: 7.7693e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 617 | Max_nodes: 126 | Time: 7.7696e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 649 | Max_nodes: 126 | Time: 7.7714e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 166 | Max_nodes: 126 | Time: 7.7737e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 623 | Max_nodes: 126 | Time: 7.7750e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 319 | Max_nodes: 126 | Time: 7.7751e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 179 | Max_nodes: 126 | Time: 7.7756e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 293 | Max_nodes: 126 | Time: 7.7794e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 616 | Max_nodes: 126 | Time: 7.7807e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 636 | Max_nodes: 126 | Time: 7.7830e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 184 | Max_nodes: 126 | Time: 7.7855e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 229 | Max_nodes: 126 | Time: 7.7868e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 211 | Max_nodes: 126 | Time: 7.7876e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 202 | Max_nodes: 126 | Time: 7.7889e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 630 | Max_nodes: 126 | Time: 7.7904e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 178 | Max_nodes: 126 | Time: 7.7925e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 315 | Max_nodes: 126 | Time: 7.7931e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 183 | Max_nodes: 126 | Time: 7.7966e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 457 | Max_nodes: 126 | Time: 7.7986e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 516 | Max_nodes: 126 | Time: 7.8019e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 497 | Max_nodes: 126 | Time: 7.8022e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 402 | Max_nodes: 126 | Time: 7.8023e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 629 | Max_nodes: 126 | Time: 7.8045e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 392 | Max_nodes: 126 | Time: 7.8057e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 177 | Max_nodes: 126 | Time: 7.8079e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 339 | Max_nodes: 126 | Time: 7.8109e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 318 | Max_nodes: 126 | Time: 7.8112e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 274 | Max_nodes: 126 | Time: 7.8116e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 159 | Max_nodes: 126 | Time: 7.8128e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 341 | Max_nodes: 126 | Time: 7.8158e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 182 | Max_nodes: 126 | Time: 7.8165e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 316 | Max_nodes: 126 | Time: 7.8181e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 278 | Max_nodes: 126 | Time: 7.8193e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 411 | Max_nodes: 126 | Time: 7.8207e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 648 | Max_nodes: 126 | Time: 7.8214e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 340 | Max_nodes: 126 | Time: 7.8216e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 434 | Max_nodes: 126 | Time: 7.8239e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 161 | Max_nodes: 126 | Time: 7.8306e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 456 | Max_nodes: 126 | Time: 7.8312e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 621 | Max_nodes: 126 | Time: 7.8326e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 517 | Max_nodes: 126 | Time: 7.8340e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 611 | Max_nodes: 126 | Time: 7.8364e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 164 | Max_nodes: 126 | Time: 7.8397e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 210 | Max_nodes: 126 | Time: 7.8424e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 383 | Max_nodes: 126 | Time: 7.8426e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 622 | Max_nodes: 126 | Time: 7.8431e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 511 | Max_nodes: 126 | Time: 7.8450e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 518 | Max_nodes: 126 | Time: 7.8453e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 410 | Max_nodes: 126 | Time: 7.8461e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 273 | Max_nodes: 126 | Time: 7.8470e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 292 | Max_nodes: 126 | Time: 7.8483e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 502 | Max_nodes: 126 | Time: 7.8533e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 223 | Max_nodes: 126 | Time: 7.8537e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 509 | Max_nodes: 126 | Time: 7.8542e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 187 | Max_nodes: 126 | Time: 7.8569e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 200 | Max_nodes: 126 | Time: 7.8571e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 160 | Max_nodes: 126 | Time: 7.8572e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 628 | Max_nodes: 126 | Time: 7.8581e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 314 | Max_nodes: 126 | Time: 7.8602e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 234 | Max_nodes: 126 | Time: 7.8613e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 396 | Max_nodes: 126 | Time: 7.8656e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 205 | Max_nodes: 126 | Time: 7.8681e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 432 | Max_nodes: 126 | Time: 7.8682e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 188 | Max_nodes: 126 | Time: 7.8688e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 337 | Max_nodes: 126 | Time: 7.8752e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 528 | Max_nodes: 126 | Time: 7.8758e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 228 | Max_nodes: 126 | Time: 7.8766e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 158 | Max_nodes: 126 | Time: 7.8773e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 155 | Max_nodes: 126 | Time: 7.8779e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 338 | Max_nodes: 126 | Time: 7.8798e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 235 | Max_nodes: 126 | Time: 7.8850e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 397 | Max_nodes: 126 | Time: 7.8862e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 291 | Max_nodes: 126 | Time: 7.8873e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 615 | Max_nodes: 126 | Time: 7.8891e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 154 | Max_nodes: 126 | Time: 7.8956e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 283 | Max_nodes: 126 | Time: 7.8965e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 186 | Max_nodes: 126 | Time: 7.8967e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 619 | Max_nodes: 126 | Time: 7.9098e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 272 | Max_nodes: 126 | Time: 7.9101e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 508 | Max_nodes: 126 | Time: 7.9114e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 610 | Max_nodes: 126 | Time: 7.9140e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 313 | Max_nodes: 126 | Time: 7.9146e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 277 | Max_nodes: 126 | Time: 7.9154e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 382 | Max_nodes: 126 | Time: 7.9176e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 529 | Max_nodes: 126 | Time: 7.9178e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 414 | Max_nodes: 126 | Time: 7.9181e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 290 | Max_nodes: 126 | Time: 7.9192e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 496 | Max_nodes: 126 | Time: 7.9246e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 119 | Max_nodes: 126 | Time: 7.9260e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 510 | Max_nodes: 126 | Time: 7.9282e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 500 | Max_nodes: 126 | Time: 7.9288e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 153 | Max_nodes: 126 | Time: 7.9290e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 221 | Max_nodes: 126 | Time: 7.9301e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 204 | Max_nodes: 126 | Time: 7.9303e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 626 | Max_nodes: 126 | Time: 7.9311e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 152 | Max_nodes: 126 | Time: 7.9318e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 495 | Max_nodes: 126 | Time: 7.9386e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 222 | Max_nodes: 126 | Time: 7.9388e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 294 | Max_nodes: 126 | Time: 7.9408e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 499 | Max_nodes: 126 | Time: 7.9438e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 381 | Max_nodes: 126 | Time: 7.9513e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 180 | Max_nodes: 126 | Time: 7.9515e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 220 | Max_nodes: 126 | Time: 7.9563e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 389 | Max_nodes: 126 | Time: 7.9574e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 263 | Max_nodes: 126 | Time: 7.9581e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 176 | Max_nodes: 126 | Time: 7.9582e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 282 | Max_nodes: 126 | Time: 7.9583e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 295 | Max_nodes: 126 | Time: 7.9584e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 175 | Max_nodes: 126 | Time: 7.9594e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 506 | Max_nodes: 126 | Time: 7.9605e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 219 | Max_nodes: 126 | Time: 7.9632e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 390 | Max_nodes: 126 | Time: 7.9645e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 276 | Max_nodes: 126 | Time: 7.9692e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 163 | Max_nodes: 126 | Time: 7.9701e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 489 | Max_nodes: 126 | Time: 7.9720e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 609 | Max_nodes: 126 | Time: 7.9725e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 505 | Max_nodes: 126 | Time: 7.9735e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 625 | Max_nodes: 126 | Time: 7.9736e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 336 | Max_nodes: 126 | Time: 7.9743e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 620 | Max_nodes: 126 | Time: 7.9749e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 371 | Max_nodes: 126 | Time: 7.9759e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 271 | Max_nodes: 126 | Time: 7.9775e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 391 | Max_nodes: 126 | Time: 7.9802e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 409 | Max_nodes: 126 | Time: 7.9824e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 113 | Max_nodes: 126 | Time: 7.9836e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 627 | Max_nodes: 126 | Time: 7.9857e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 613 | Max_nodes: 126 | Time: 7.9870e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 608 | Max_nodes: 126 | Time: 7.9884e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 490 | Max_nodes: 126 | Time: 7.9889e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 408 | Max_nodes: 126 | Time: 7.9899e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 605 | Max_nodes: 126 | Time: 7.9909e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 614 | Max_nodes: 126 | Time: 7.9945e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 118 | Max_nodes: 126 | Time: 7.9947e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 289 | Max_nodes: 126 | Time: 8.0005e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 181 | Max_nodes: 126 | Time: 8.0097e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 376 | Max_nodes: 126 | Time: 8.0142e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 95 | Max_nodes: 126 | Time: 8.0149e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 624 | Max_nodes: 126 | Time: 8.0150e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 607 | Max_nodes: 126 | Time: 8.0181e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 493 | Max_nodes: 126 | Time: 8.0211e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 257 | Max_nodes: 126 | Time: 8.0234e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 198 | Max_nodes: 126 | Time: 8.0240e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 117 | Max_nodes: 126 | Time: 8.0244e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 507 | Max_nodes: 126 | Time: 8.0259e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 157 | Max_nodes: 126 | Time: 8.0267e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 494 | Max_nodes: 126 | Time: 8.0269e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 387 | Max_nodes: 126 | Time: 8.0280e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 375 | Max_nodes: 126 | Time: 8.0321e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 111 | Max_nodes: 126 | Time: 8.0321e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 288 | Max_nodes: 126 | Time: 8.0339e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 262 | Max_nodes: 126 | Time: 8.0344e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 369 | Max_nodes: 126 | Time: 8.0379e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 312 | Max_nodes: 126 | Time: 8.0383e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 162 | Max_nodes: 126 | Time: 8.0388e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 603 | Max_nodes: 126 | Time: 8.0407e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 388 | Max_nodes: 126 | Time: 8.0426e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 199 | Max_nodes: 126 | Time: 8.0440e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 488 | Max_nodes: 126 | Time: 8.0444e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 491 | Max_nodes: 126 | Time: 8.0462e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 255 | Max_nodes: 126 | Time: 8.0485e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 604 | Max_nodes: 126 | Time: 8.0497e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 379 | Max_nodes: 126 | Time: 8.0510e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 498 | Max_nodes: 126 | Time: 8.0541e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 151 | Max_nodes: 126 | Time: 8.0638e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 201 | Max_nodes: 126 | Time: 8.0653e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 504 | Max_nodes: 126 | Time: 8.0664e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 89 | Max_nodes: 126 | Time: 8.0700e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 612 | Max_nodes: 126 | Time: 8.0715e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 373 | Max_nodes: 126 | Time: 8.0741e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 94 | Max_nodes: 126 | Time: 8.0745e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 197 | Max_nodes: 126 | Time: 8.0783e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 606 | Max_nodes: 126 | Time: 8.0794e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 260 | Max_nodes: 126 | Time: 8.0803e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 256 | Max_nodes: 126 | Time: 8.0806e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 602 | Max_nodes: 126 | Time: 8.0822e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 386 | Max_nodes: 126 | Time: 8.0825e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 116 | Max_nodes: 126 | Time: 8.0828e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 196 | Max_nodes: 126 | Time: 8.0835e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 370 | Max_nodes: 126 | Time: 8.0850e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 501 | Max_nodes: 126 | Time: 8.0863e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 88 | Max_nodes: 126 | Time: 8.0886e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 150 | Max_nodes: 126 | Time: 8.0897e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 217 | Max_nodes: 126 | Time: 8.0899e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 156 | Max_nodes: 126 | Time: 8.0921e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 481 | Max_nodes: 126 | Time: 8.0952e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 195 | Max_nodes: 126 | Time: 8.0967e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 112 | Max_nodes: 126 | Time: 8.0968e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 251 | Max_nodes: 126 | Time: 8.0971e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 174 | Max_nodes: 126 | Time: 8.0974e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 173 | Max_nodes: 126 | Time: 8.1041e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 483 | Max_nodes: 126 | Time: 8.1044e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 374 | Max_nodes: 126 | Time: 8.1046e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 193 | Max_nodes: 126 | Time: 8.1128e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 269 | Max_nodes: 126 | Time: 8.1129e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 216 | Max_nodes: 126 | Time: 8.1136e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 71 | Max_nodes: 126 | Time: 8.1137e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 65 | Max_nodes: 126 | Time: 8.1150e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 267 | Max_nodes: 126 | Time: 8.1155e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 218 | Max_nodes: 126 | Time: 8.1158e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 171 | Max_nodes: 126 | Time: 8.1209e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 47 | Max_nodes: 126 | Time: 8.1219e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 109 | Max_nodes: 126 | Time: 8.1221e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 172 | Max_nodes: 126 | Time: 8.1232e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 368 | Max_nodes: 126 | Time: 8.1241e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 618 | Max_nodes: 126 | Time: 8.1268e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 487 | Max_nodes: 126 | Time: 8.1279e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 492 | Max_nodes: 126 | Time: 8.1373e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 380 | Max_nodes: 126 | Time: 8.1389e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 92 | Max_nodes: 126 | Time: 8.1413e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 149 | Max_nodes: 126 | Time: 8.1446e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 265 | Max_nodes: 126 | Time: 8.1449e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 384 | Max_nodes: 126 | Time: 8.1461e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 600 | Max_nodes: 126 | Time: 8.1503e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 107 | Max_nodes: 126 | Time: 8.1513e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 143 | Max_nodes: 126 | Time: 8.1544e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 91 | Max_nodes: 126 | Time: 8.1579e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 253 | Max_nodes: 126 | Time: 8.1610e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 485 | Max_nodes: 126 | Time: 8.1614e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 261 | Max_nodes: 126 | Time: 8.1622e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 365 | Max_nodes: 126 | Time: 8.1632e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 249 | Max_nodes: 126 | Time: 8.1641e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 194 | Max_nodes: 126 | Time: 8.1667e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 250 | Max_nodes: 126 | Time: 8.1675e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 106 | Max_nodes: 126 | Time: 8.1706e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 378 | Max_nodes: 126 | Time: 8.1724e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 259 | Max_nodes: 126 | Time: 8.1746e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 367 | Max_nodes: 126 | Time: 8.1795e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 258 | Max_nodes: 126 | Time: 8.1835e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 59 | Max_nodes: 126 | Time: 8.1863e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 137 | Max_nodes: 126 | Time: 8.1867e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 364 | Max_nodes: 126 | Time: 8.1887e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 170 | Max_nodes: 126 | Time: 8.1894e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 81 | Max_nodes: 126 | Time: 8.1910e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 110 | Max_nodes: 126 | Time: 8.1911e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 482 | Max_nodes: 126 | Time: 8.1916e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 266 | Max_nodes: 126 | Time: 8.1925e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 114 | Max_nodes: 126 | Time: 8.1927e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 105 | Max_nodes: 126 | Time: 8.1946e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 64 | Max_nodes: 126 | Time: 8.1973e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 104 | Max_nodes: 126 | Time: 8.1989e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 115 | Max_nodes: 126 | Time: 8.2009e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 268 | Max_nodes: 126 | Time: 8.2031e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 68 | Max_nodes: 126 | Time: 8.2035e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 147 | Max_nodes: 126 | Time: 8.2057e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 412 | Max_nodes: 126 | Time: 8.2071e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 362 | Max_nodes: 126 | Time: 8.2089e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 254 | Max_nodes: 126 | Time: 8.2095e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 601 | Max_nodes: 126 | Time: 8.2097e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 101 | Max_nodes: 126 | Time: 8.2099e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 248 | Max_nodes: 126 | Time: 8.2102e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 41 | Max_nodes: 126 | Time: 8.2115e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 83 | Max_nodes: 126 | Time: 8.2150e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 46 | Max_nodes: 126 | Time: 8.2170e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 108 | Max_nodes: 126 | Time: 8.2178e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 385 | Max_nodes: 126 | Time: 8.2216e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 90 | Max_nodes: 126 | Time: 8.2234e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 148 | Max_nodes: 126 | Time: 8.2256e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 58 | Max_nodes: 126 | Time: 8.2257e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 99 | Max_nodes: 126 | Time: 8.2280e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 366 | Max_nodes: 126 | Time: 8.2294e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 61 | Max_nodes: 126 | Time: 8.2300e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 245 | Max_nodes: 126 | Time: 8.2303e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 169 | Max_nodes: 126 | Time: 8.2355e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 480 | Max_nodes: 126 | Time: 8.2359e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 363 | Max_nodes: 126 | Time: 8.2369e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 70 | Max_nodes: 126 | Time: 8.2374e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 192 | Max_nodes: 126 | Time: 8.2397e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 77 | Max_nodes: 126 | Time: 8.2426e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 82 | Max_nodes: 126 | Time: 8.2457e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 86 | Max_nodes: 126 | Time: 8.2472e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 63 | Max_nodes: 126 | Time: 8.2472e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 44 | Max_nodes: 126 | Time: 8.2480e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 361 | Max_nodes: 126 | Time: 8.2498e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 40 | Max_nodes: 126 | Time: 8.2503e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 85 | Max_nodes: 126 | Time: 8.2620e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 372 | Max_nodes: 126 | Time: 8.2635e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 45 | Max_nodes: 126 | Time: 8.2638e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 136 | Max_nodes: 126 | Time: 8.2654e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 102 | Max_nodes: 126 | Time: 8.2746e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 168 | Max_nodes: 126 | Time: 8.2746e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 100 | Max_nodes: 126 | Time: 8.2780e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 141 | Max_nodes: 126 | Time: 8.2786e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 264 | Max_nodes: 126 | Time: 8.2789e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 35 | Max_nodes: 126 | Time: 8.2797e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 57 | Max_nodes: 126 | Time: 8.2799e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 67 | Max_nodes: 126 | Time: 8.2814e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 146 | Max_nodes: 126 | Time: 8.2836e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 243 | Max_nodes: 126 | Time: 8.2862e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 246 | Max_nodes: 126 | Time: 8.2907e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 60 | Max_nodes: 126 | Time: 8.2937e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 135 | Max_nodes: 126 | Time: 8.2940e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 145 | Max_nodes: 126 | Time: 8.2941e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 39 | Max_nodes: 126 | Time: 8.2957e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 252 | Max_nodes: 126 | Time: 8.2970e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 244 | Max_nodes: 126 | Time: 8.2982e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 129 | Max_nodes: 126 | Time: 8.2989e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 103 | Max_nodes: 126 | Time: 8.2997e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 23 | Max_nodes: 126 | Time: 8.3071e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 139 | Max_nodes: 126 | Time: 8.3117e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 247 | Max_nodes: 126 | Time: 8.3154e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 34 | Max_nodes: 126 | Time: 8.3171e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 53 | Max_nodes: 126 | Time: 8.3182e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 43 | Max_nodes: 126 | Time: 8.3198e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 98 | Max_nodes: 126 | Time: 8.3204e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 140 | Max_nodes: 126 | Time: 8.3216e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 97 | Max_nodes: 126 | Time: 8.3230e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 142 | Max_nodes: 126 | Time: 8.3238e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 241 | Max_nodes: 126 | Time: 8.3268e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 22 | Max_nodes: 126 | Time: 8.3274e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 74 | Max_nodes: 126 | Time: 8.3291e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 62 | Max_nodes: 126 | Time: 8.3323e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 84 | Max_nodes: 126 | Time: 8.3334e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 55 | Max_nodes: 126 | Time: 8.3378e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 37 | Max_nodes: 126 | Time: 8.3408e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 242 | Max_nodes: 126 | Time: 8.3420e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 131 | Max_nodes: 126 | Time: 8.3429e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 21 | Max_nodes: 126 | Time: 8.3431e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 79 | Max_nodes: 126 | Time: 8.3432e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 56 | Max_nodes: 126 | Time: 8.3443e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 133 | Max_nodes: 126 | Time: 8.3450e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 76 | Max_nodes: 126 | Time: 8.3482e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 33 | Max_nodes: 126 | Time: 8.3555e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 38 | Max_nodes: 126 | Time: 8.3581e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 51 | Max_nodes: 126 | Time: 8.3585e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 360 | Max_nodes: 126 | Time: 8.3609e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 54 | Max_nodes: 126 | Time: 8.3620e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 130 | Max_nodes: 126 | Time: 8.3649e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 75 | Max_nodes: 126 | Time: 8.3677e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 66 | Max_nodes: 126 | Time: 8.3710e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 124 | Max_nodes: 126 | Time: 8.3723e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 125 | Max_nodes: 126 | Time: 8.3743e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 144 | Max_nodes: 126 | Time: 8.3791e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 96 | Max_nodes: 126 | Time: 8.3792e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 123 | Max_nodes: 126 | Time: 8.3799e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 52 | Max_nodes: 126 | Time: 8.3832e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 486 | Max_nodes: 126 | Time: 8.3845e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 128 | Max_nodes: 126 | Time: 8.3848e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 42 | Max_nodes: 126 | Time: 8.3875e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 240 | Max_nodes: 126 | Time: 8.3876e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 20 | Max_nodes: 126 | Time: 8.3914e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 134 | Max_nodes: 126 | Time: 8.3919e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 132 | Max_nodes: 126 | Time: 8.3946e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 29 | Max_nodes: 126 | Time: 8.3957e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 15 | Max_nodes: 126 | Time: 8.3977e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 50 | Max_nodes: 126 | Time: 8.4000e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 19 | Max_nodes: 126 | Time: 8.4019e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 73 | Max_nodes: 126 | Time: 8.4019e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 31 | Max_nodes: 126 | Time: 8.4219e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 270 | Max_nodes: 126 | Time: 8.4262e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 36 | Max_nodes: 126 | Time: 8.4280e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 138 | Max_nodes: 126 | Time: 8.4377e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 27 | Max_nodes: 126 | Time: 8.4379e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 126 | Max_nodes: 126 | Time: 8.4414e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 16 | Max_nodes: 126 | Time: 8.4417e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 78 | Max_nodes: 126 | Time: 8.4430e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 11 | Max_nodes: 126 | Time: 8.4434e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 122 | Max_nodes: 126 | Time: 8.4459e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 17 | Max_nodes: 126 | Time: 8.4486e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 284 | Max_nodes: 126 | Time: 8.4514e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 48 | Max_nodes: 126 | Time: 8.4704e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 127 | Max_nodes: 126 | Time: 8.4782e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 72 | Max_nodes: 126 | Time: 8.4785e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 13 | Max_nodes: 126 | Time: 8.4841e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 49 | Max_nodes: 126 | Time: 8.4931e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 5 | Max_nodes: 126 | Time: 8.4943e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 8 | Max_nodes: 126 | Time: 8.4984e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 12 | Max_nodes: 126 | Time: 8.4999e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 32 | Max_nodes: 126 | Time: 8.5075e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 121 | Max_nodes: 126 | Time: 8.5153e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 120 | Max_nodes: 126 | Time: 8.5176e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 69 | Max_nodes: 126 | Time: 8.5226e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 28 | Max_nodes: 126 | Time: 8.5230e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 9 | Max_nodes: 126 | Time: 8.5357e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 30 | Max_nodes: 126 | Time: 8.5365e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 7 | Max_nodes: 126 | Time: 8.5497e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 24 | Max_nodes: 126 | Time: 8.5543e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 14 | Max_nodes: 126 | Time: 8.5550e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 80 | Max_nodes: 126 | Time: 8.5579e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 10 | Max_nodes: 126 | Time: 8.5670e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 2 | Max_nodes: 126 | Time: 8.5720e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 25 | Max_nodes: 126 | Time: 8.5877e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 4 | Max_nodes: 126 | Time: 8.6103e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 3 | Max_nodes: 126 | Time: 8.6113e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 87 | Max_nodes: 126 | Time: 8.6252e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 18 | Max_nodes: 126 | Time: 8.6275e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 6 | Max_nodes: 126 | Time: 8.6346e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 1 | Max_nodes: 126 | Time: 8.6436e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 26 | Max_nodes: 126 | Time: 8.6474e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 377 | Max_nodes: 126 | Time: 8.7299e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 0 | Max_nodes: 126 | Time: 8.7491e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 484 | Max_nodes: 126 | Time: 8.8835e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 450 | Max_nodes: 126 | Time: 1.4682e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 93 | Max_nodes: 126 | Time: 1.5251e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| - -........................... -Average time: 7.8328e-04s - -________________________________________________________________________________________________ - -720 permutations have 126 max nodes. -Index: 719 | Active_nodes: 63 | Time: 6.7731e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 599 | Active_nodes: 63 | Time: 6.8171e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 718 | Active_nodes: 63 | Time: 6.8532e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 717 | Active_nodes: 63 | Time: 6.8541e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 695 | Active_nodes: 63 | Time: 6.8574e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 597 | Active_nodes: 63 | Time: 6.8998e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 713 | Active_nodes: 63 | Time: 6.9094e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 593 | Active_nodes: 63 | Time: 6.9118e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 575 | Active_nodes: 63 | Time: 6.9182e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 694 | Active_nodes: 63 | Time: 6.9367e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 479 | Active_nodes: 63 | Time: 6.9485e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 716 | Active_nodes: 63 | Time: 6.9496e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 712 | Active_nodes: 63 | Time: 6.9766e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 598 | Active_nodes: 63 | Time: 6.9805e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 478 | Active_nodes: 63 | Time: 6.9937e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 689 | Active_nodes: 63 | Time: 6.9970e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 711 | Active_nodes: 63 | Time: 7.0102e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 574 | Active_nodes: 63 | Time: 7.0195e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 455 | Active_nodes: 63 | Time: 7.0209e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 596 | Active_nodes: 63 | Time: 7.0308e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 715 | Active_nodes: 63 | Time: 7.0343e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 693 | Active_nodes: 63 | Time: 7.0396e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 707 | Active_nodes: 63 | Time: 7.0509e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 473 | Active_nodes: 63 | Time: 7.0610e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 591 | Active_nodes: 63 | Time: 7.0666e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 569 | Active_nodes: 63 | Time: 7.0670e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 592 | Active_nodes: 63 | Time: 7.0674e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 692 | Active_nodes: 63 | Time: 7.0779e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 477 | Active_nodes: 63 | Time: 7.0814e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 688 | Active_nodes: 63 | Time: 7.0824e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 454 | Active_nodes: 63 | Time: 7.0911e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 671 | Active_nodes: 63 | Time: 7.0913e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 714 | Active_nodes: 63 | Time: 7.1048e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 706 | Active_nodes: 63 | Time: 7.1102e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 449 | Active_nodes: 63 | Time: 7.1208e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 710 | Active_nodes: 63 | Time: 7.1237e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 472 | Active_nodes: 63 | Time: 7.1255e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 670 | Active_nodes: 63 | Time: 7.1391e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 587 | Active_nodes: 63 | Time: 7.1427e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 595 | Active_nodes: 63 | Time: 7.1430e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 687 | Active_nodes: 63 | Time: 7.1478e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 572 | Active_nodes: 63 | Time: 7.1479e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 573 | Active_nodes: 63 | Time: 7.1485e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 691 | Active_nodes: 63 | Time: 7.1552e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 476 | Active_nodes: 63 | Time: 7.1604e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 590 | Active_nodes: 63 | Time: 7.1609e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 705 | Active_nodes: 63 | Time: 7.1627e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 453 | Active_nodes: 63 | Time: 7.1684e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 359 | Active_nodes: 63 | Time: 7.1688e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 683 | Active_nodes: 63 | Time: 7.1736e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 551 | Active_nodes: 63 | Time: 7.1796e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 448 | Active_nodes: 63 | Time: 7.1916e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 568 | Active_nodes: 63 | Time: 7.1942e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 452 | Active_nodes: 63 | Time: 7.1965e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 594 | Active_nodes: 63 | Time: 7.1970e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 664 | Active_nodes: 63 | Time: 7.1982e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 589 | Active_nodes: 63 | Time: 7.1999e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 665 | Active_nodes: 63 | Time: 7.2005e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 686 | Active_nodes: 63 | Time: 7.2005e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 550 | Active_nodes: 63 | Time: 7.2046e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 709 | Active_nodes: 63 | Time: 7.2056e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 545 | Active_nodes: 63 | Time: 7.2088e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 563 | Active_nodes: 63 | Time: 7.2092e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 471 | Active_nodes: 63 | Time: 7.2124e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 690 | Active_nodes: 63 | Time: 7.2161e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 431 | Active_nodes: 63 | Time: 7.2186e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 567 | Active_nodes: 63 | Time: 7.2252e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 584 | Active_nodes: 63 | Time: 7.2318e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 708 | Active_nodes: 63 | Time: 7.2337e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 586 | Active_nodes: 63 | Time: 7.2367e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 467 | Active_nodes: 63 | Time: 7.2369e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 335 | Active_nodes: 63 | Time: 7.2378e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 571 | Active_nodes: 63 | Time: 7.2411e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 425 | Active_nodes: 63 | Time: 7.2423e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 704 | Active_nodes: 63 | Time: 7.2469e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 685 | Active_nodes: 63 | Time: 7.2619e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 358 | Active_nodes: 63 | Time: 7.2634e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 334 | Active_nodes: 63 | Time: 7.2655e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 682 | Active_nodes: 63 | Time: 7.2727e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 549 | Active_nodes: 63 | Time: 7.2740e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 681 | Active_nodes: 63 | Time: 7.2766e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 311 | Active_nodes: 63 | Time: 7.2773e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 357 | Active_nodes: 63 | Time: 7.2790e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 570 | Active_nodes: 63 | Time: 7.2794e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 566 | Active_nodes: 63 | Time: 7.2825e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 353 | Active_nodes: 63 | Time: 7.2847e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 352 | Active_nodes: 63 | Time: 7.2857e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 447 | Active_nodes: 63 | Time: 7.2898e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 430 | Active_nodes: 63 | Time: 7.2902e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 669 | Active_nodes: 63 | Time: 7.2923e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 329 | Active_nodes: 63 | Time: 7.2946e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 470 | Active_nodes: 63 | Time: 7.2950e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 429 | Active_nodes: 63 | Time: 7.2992e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 443 | Active_nodes: 63 | Time: 7.2998e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 562 | Active_nodes: 63 | Time: 7.3013e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 475 | Active_nodes: 63 | Time: 7.3028e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 474 | Active_nodes: 63 | Time: 7.3074e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 701 | Active_nodes: 63 | Time: 7.3095e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 451 | Active_nodes: 63 | Time: 7.3117e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 703 | Active_nodes: 63 | Time: 7.3231e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 659 | Active_nodes: 63 | Time: 7.3241e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 310 | Active_nodes: 63 | Time: 7.3294e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 424 | Active_nodes: 63 | Time: 7.3374e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 356 | Active_nodes: 63 | Time: 7.3377e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 668 | Active_nodes: 63 | Time: 7.3392e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 469 | Active_nodes: 63 | Time: 7.3406e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 565 | Active_nodes: 63 | Time: 7.3447e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 585 | Active_nodes: 63 | Time: 7.3513e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 465 | Active_nodes: 63 | Time: 7.3531e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 305 | Active_nodes: 63 | Time: 7.3545e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 663 | Active_nodes: 63 | Time: 7.3558e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 561 | Active_nodes: 63 | Time: 7.3601e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 351 | Active_nodes: 63 | Time: 7.3642e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 544 | Active_nodes: 63 | Time: 7.3642e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 464 | Active_nodes: 63 | Time: 7.3733e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 327 | Active_nodes: 63 | Time: 7.3799e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 680 | Active_nodes: 63 | Time: 7.3802e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 328 | Active_nodes: 63 | Time: 7.3838e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 662 | Active_nodes: 63 | Time: 7.3864e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 543 | Active_nodes: 63 | Time: 7.3867e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 441 | Active_nodes: 63 | Time: 7.3893e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 581 | Active_nodes: 63 | Time: 7.3926e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 699 | Active_nodes: 63 | Time: 7.3983e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 304 | Active_nodes: 63 | Time: 7.3995e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 667 | Active_nodes: 63 | Time: 7.4005e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 588 | Active_nodes: 63 | Time: 7.4017e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 548 | Active_nodes: 63 | Time: 7.4018e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 583 | Active_nodes: 63 | Time: 7.4035e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 539 | Active_nodes: 63 | Time: 7.4056e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 445 | Active_nodes: 63 | Time: 7.4068e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 442 | Active_nodes: 63 | Time: 7.4106e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 661 | Active_nodes: 63 | Time: 7.4127e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 428 | Active_nodes: 63 | Time: 7.4145e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 679 | Active_nodes: 63 | Time: 7.4164e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 446 | Active_nodes: 63 | Time: 7.4167e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 702 | Active_nodes: 63 | Time: 7.4183e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 466 | Active_nodes: 63 | Time: 7.4200e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 564 | Active_nodes: 63 | Time: 7.4234e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 658 | Active_nodes: 63 | Time: 7.4236e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 303 | Active_nodes: 63 | Time: 7.4267e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 657 | Active_nodes: 63 | Time: 7.4293e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 684 | Active_nodes: 63 | Time: 7.4319e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 641 | Active_nodes: 63 | Time: 7.4351e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 666 | Active_nodes: 63 | Time: 7.4386e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 333 | Active_nodes: 63 | Time: 7.4388e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 468 | Active_nodes: 63 | Time: 7.4394e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 347 | Active_nodes: 63 | Time: 7.4414e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 350 | Active_nodes: 63 | Time: 7.4416e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 547 | Active_nodes: 63 | Time: 7.4427e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 560 | Active_nodes: 63 | Time: 7.4430e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 332 | Active_nodes: 63 | Time: 7.4467e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 582 | Active_nodes: 63 | Time: 7.4519e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 440 | Active_nodes: 63 | Time: 7.4538e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 423 | Active_nodes: 63 | Time: 7.4555e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 537 | Active_nodes: 63 | Time: 7.4571e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 444 | Active_nodes: 63 | Time: 7.4584e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 698 | Active_nodes: 63 | Time: 7.4635e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 309 | Active_nodes: 63 | Time: 7.4654e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 677 | Active_nodes: 63 | Time: 7.4664e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 660 | Active_nodes: 63 | Time: 7.4704e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 355 | Active_nodes: 63 | Time: 7.4722e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 538 | Active_nodes: 63 | Time: 7.4727e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 354 | Active_nodes: 63 | Time: 7.4766e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 656 | Active_nodes: 63 | Time: 7.4792e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 326 | Active_nodes: 63 | Time: 7.4797e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 635 | Active_nodes: 63 | Time: 7.4827e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 700 | Active_nodes: 63 | Time: 7.4850e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 525 | Active_nodes: 63 | Time: 7.4855e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 323 | Active_nodes: 63 | Time: 7.4855e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 527 | Active_nodes: 63 | Time: 7.4868e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 308 | Active_nodes: 63 | Time: 7.4881e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 646 | Active_nodes: 63 | Time: 7.4892e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 580 | Active_nodes: 63 | Time: 7.4907e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 239 | Active_nodes: 63 | Time: 7.4943e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 557 | Active_nodes: 63 | Time: 7.4967e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 676 | Active_nodes: 63 | Time: 7.4973e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 422 | Active_nodes: 63 | Time: 7.4981e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 463 | Active_nodes: 63 | Time: 7.5002e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 331 | Active_nodes: 63 | Time: 7.5019e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 521 | Active_nodes: 63 | Time: 7.5032e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 427 | Active_nodes: 63 | Time: 7.5034e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 675 | Active_nodes: 63 | Time: 7.5055e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 526 | Active_nodes: 63 | Time: 7.5094e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 349 | Active_nodes: 63 | Time: 7.5103e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 678 | Active_nodes: 63 | Time: 7.5113e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 461 | Active_nodes: 63 | Time: 7.5119e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 542 | Active_nodes: 63 | Time: 7.5123e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 579 | Active_nodes: 63 | Time: 7.5180e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 640 | Active_nodes: 63 | Time: 7.5205e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 437 | Active_nodes: 63 | Time: 7.5222e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 330 | Active_nodes: 63 | Time: 7.5270e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 418 | Active_nodes: 63 | Time: 7.5327e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 417 | Active_nodes: 63 | Time: 7.5329e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 426 | Active_nodes: 63 | Time: 7.5348e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 644 | Active_nodes: 63 | Time: 7.5385e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 546 | Active_nodes: 63 | Time: 7.5386e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 520 | Active_nodes: 63 | Time: 7.5390e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 639 | Active_nodes: 63 | Time: 7.5395e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 645 | Active_nodes: 63 | Time: 7.5411e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 697 | Active_nodes: 63 | Time: 7.5416e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 540 | Active_nodes: 63 | Time: 7.5430e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 237 | Active_nodes: 63 | Time: 7.5444e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 556 | Active_nodes: 63 | Time: 7.5447e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 405 | Active_nodes: 63 | Time: 7.5472e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 460 | Active_nodes: 63 | Time: 7.5485e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 559 | Active_nodes: 63 | Time: 7.5487e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 536 | Active_nodes: 63 | Time: 7.5517e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 299 | Active_nodes: 63 | Time: 7.5523e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 302 | Active_nodes: 63 | Time: 7.5594e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 577 | Active_nodes: 63 | Time: 7.5602e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 524 | Active_nodes: 63 | Time: 7.5606e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 321 | Active_nodes: 63 | Time: 7.5609e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 407 | Active_nodes: 63 | Time: 7.5647e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 515 | Active_nodes: 63 | Time: 7.5651e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 346 | Active_nodes: 63 | Time: 7.5675e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 633 | Active_nodes: 63 | Time: 7.5719e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 578 | Active_nodes: 63 | Time: 7.5721e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 632 | Active_nodes: 63 | Time: 7.5775e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 638 | Active_nodes: 63 | Time: 7.5789e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 348 | Active_nodes: 63 | Time: 7.5795e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 696 | Active_nodes: 63 | Time: 7.5810e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 401 | Active_nodes: 63 | Time: 7.5828e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 345 | Active_nodes: 63 | Time: 7.5832e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 215 | Active_nodes: 63 | Time: 7.5854e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 233 | Active_nodes: 63 | Time: 7.5867e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 653 | Active_nodes: 63 | Time: 7.5883e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 674 | Active_nodes: 63 | Time: 7.5913e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 655 | Active_nodes: 63 | Time: 7.5928e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 238 | Active_nodes: 63 | Time: 7.5941e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 322 | Active_nodes: 63 | Time: 7.5946e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 232 | Active_nodes: 63 | Time: 7.5983e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 287 | Active_nodes: 63 | Time: 7.5987e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 439 | Active_nodes: 63 | Time: 7.6000e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 213 | Active_nodes: 63 | Time: 7.6001e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 301 | Active_nodes: 63 | Time: 7.6020e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 673 | Active_nodes: 63 | Time: 7.6038e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 416 | Active_nodes: 63 | Time: 7.6090e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 634 | Active_nodes: 63 | Time: 7.6092e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 400 | Active_nodes: 63 | Time: 7.6105e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 399 | Active_nodes: 63 | Time: 7.6134e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 297 | Active_nodes: 63 | Time: 7.6179e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 344 | Active_nodes: 63 | Time: 7.6180e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 513 | Active_nodes: 63 | Time: 7.6183e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 643 | Active_nodes: 63 | Time: 7.6186e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 514 | Active_nodes: 63 | Time: 7.6187e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 395 | Active_nodes: 63 | Time: 7.6206e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 558 | Active_nodes: 63 | Time: 7.6207e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 307 | Active_nodes: 63 | Time: 7.6241e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 419 | Active_nodes: 63 | Time: 7.6257e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 298 | Active_nodes: 63 | Time: 7.6258e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 458 | Active_nodes: 63 | Time: 7.6294e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 420 | Active_nodes: 63 | Time: 7.6317e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 209 | Active_nodes: 63 | Time: 7.6323e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 459 | Active_nodes: 63 | Time: 7.6346e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 320 | Active_nodes: 63 | Time: 7.6369e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 227 | Active_nodes: 63 | Time: 7.6376e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 651 | Active_nodes: 63 | Time: 7.6420e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 652 | Active_nodes: 63 | Time: 7.6422e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 207 | Active_nodes: 63 | Time: 7.6484e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 285 | Active_nodes: 63 | Time: 7.6489e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 555 | Active_nodes: 63 | Time: 7.6512e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 436 | Active_nodes: 63 | Time: 7.6525e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 462 | Active_nodes: 63 | Time: 7.6536e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 191 | Active_nodes: 63 | Time: 7.6549e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 296 | Active_nodes: 63 | Time: 7.6595e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 300 | Active_nodes: 63 | Time: 7.6600e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 421 | Active_nodes: 63 | Time: 7.6603e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 325 | Active_nodes: 63 | Time: 7.6604e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 306 | Active_nodes: 63 | Time: 7.6625e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 203 | Active_nodes: 63 | Time: 7.6653e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 324 | Active_nodes: 63 | Time: 7.6666e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 637 | Active_nodes: 63 | Time: 7.6667e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 672 | Active_nodes: 63 | Time: 7.6677e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 647 | Active_nodes: 63 | Time: 7.6703e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 523 | Active_nodes: 63 | Time: 7.6705e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 214 | Active_nodes: 63 | Time: 7.6712e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 541 | Active_nodes: 63 | Time: 7.6714e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 438 | Active_nodes: 63 | Time: 7.6737e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 226 | Active_nodes: 63 | Time: 7.6748e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 406 | Active_nodes: 63 | Time: 7.6753e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 185 | Active_nodes: 63 | Time: 7.6797e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 435 | Active_nodes: 63 | Time: 7.6800e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 642 | Active_nodes: 63 | Time: 7.6811e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 533 | Active_nodes: 63 | Time: 7.6827e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 236 | Active_nodes: 63 | Time: 7.6838e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 190 | Active_nodes: 63 | Time: 7.6843e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 230 | Active_nodes: 63 | Time: 7.6884e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 404 | Active_nodes: 63 | Time: 7.6917e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 519 | Active_nodes: 63 | Time: 7.6949e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 576 | Active_nodes: 63 | Time: 7.6954e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 554 | Active_nodes: 63 | Time: 7.6958e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 231 | Active_nodes: 63 | Time: 7.6963e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 531 | Active_nodes: 63 | Time: 7.6963e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 286 | Active_nodes: 63 | Time: 7.6983e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 343 | Active_nodes: 63 | Time: 7.6987e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 398 | Active_nodes: 63 | Time: 7.6993e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 532 | Active_nodes: 63 | Time: 7.7025e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 189 | Active_nodes: 63 | Time: 7.7025e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 281 | Active_nodes: 63 | Time: 7.7039e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 394 | Active_nodes: 63 | Time: 7.7068e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 212 | Active_nodes: 63 | Time: 7.7096e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 275 | Active_nodes: 63 | Time: 7.7104e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 512 | Active_nodes: 63 | Time: 7.7126e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 225 | Active_nodes: 63 | Time: 7.7153e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 535 | Active_nodes: 63 | Time: 7.7219e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 393 | Active_nodes: 63 | Time: 7.7232e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 522 | Active_nodes: 63 | Time: 7.7273e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 279 | Active_nodes: 63 | Time: 7.7284e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 553 | Active_nodes: 63 | Time: 7.7285e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 413 | Active_nodes: 63 | Time: 7.7291e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 654 | Active_nodes: 63 | Time: 7.7315e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 224 | Active_nodes: 63 | Time: 7.7329e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 208 | Active_nodes: 63 | Time: 7.7359e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 552 | Active_nodes: 63 | Time: 7.7379e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 206 | Active_nodes: 63 | Time: 7.7391e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 403 | Active_nodes: 63 | Time: 7.7398e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 415 | Active_nodes: 63 | Time: 7.7453e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 650 | Active_nodes: 63 | Time: 7.7471e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 534 | Active_nodes: 63 | Time: 7.7492e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 167 | Active_nodes: 63 | Time: 7.7503e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 503 | Active_nodes: 63 | Time: 7.7550e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 433 | Active_nodes: 63 | Time: 7.7559e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 342 | Active_nodes: 63 | Time: 7.7583e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 631 | Active_nodes: 63 | Time: 7.7584e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 530 | Active_nodes: 63 | Time: 7.7657e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 317 | Active_nodes: 63 | Time: 7.7658e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 280 | Active_nodes: 63 | Time: 7.7687e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 165 | Active_nodes: 63 | Time: 7.7693e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 617 | Active_nodes: 63 | Time: 7.7696e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 649 | Active_nodes: 63 | Time: 7.7714e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 166 | Active_nodes: 63 | Time: 7.7737e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 623 | Active_nodes: 63 | Time: 7.7750e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 319 | Active_nodes: 63 | Time: 7.7751e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 179 | Active_nodes: 63 | Time: 7.7756e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 293 | Active_nodes: 63 | Time: 7.7794e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 616 | Active_nodes: 63 | Time: 7.7807e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 636 | Active_nodes: 63 | Time: 7.7830e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 184 | Active_nodes: 63 | Time: 7.7855e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 229 | Active_nodes: 63 | Time: 7.7868e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 211 | Active_nodes: 63 | Time: 7.7876e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 202 | Active_nodes: 63 | Time: 7.7889e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 630 | Active_nodes: 63 | Time: 7.7904e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 178 | Active_nodes: 63 | Time: 7.7925e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 315 | Active_nodes: 63 | Time: 7.7931e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 183 | Active_nodes: 63 | Time: 7.7966e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 457 | Active_nodes: 63 | Time: 7.7986e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 516 | Active_nodes: 63 | Time: 7.8019e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 497 | Active_nodes: 63 | Time: 7.8022e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 402 | Active_nodes: 63 | Time: 7.8023e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 629 | Active_nodes: 63 | Time: 7.8045e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 392 | Active_nodes: 63 | Time: 7.8057e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 177 | Active_nodes: 63 | Time: 7.8079e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 339 | Active_nodes: 63 | Time: 7.8109e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 318 | Active_nodes: 63 | Time: 7.8112e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 274 | Active_nodes: 63 | Time: 7.8116e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 159 | Active_nodes: 63 | Time: 7.8128e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 341 | Active_nodes: 63 | Time: 7.8158e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 182 | Active_nodes: 63 | Time: 7.8165e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 316 | Active_nodes: 63 | Time: 7.8181e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 278 | Active_nodes: 63 | Time: 7.8193e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 411 | Active_nodes: 63 | Time: 7.8207e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 648 | Active_nodes: 63 | Time: 7.8214e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 340 | Active_nodes: 63 | Time: 7.8216e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 434 | Active_nodes: 63 | Time: 7.8239e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 161 | Active_nodes: 63 | Time: 7.8306e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 456 | Active_nodes: 63 | Time: 7.8312e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 621 | Active_nodes: 63 | Time: 7.8326e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 517 | Active_nodes: 63 | Time: 7.8340e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 611 | Active_nodes: 63 | Time: 7.8364e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 164 | Active_nodes: 63 | Time: 7.8397e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 210 | Active_nodes: 63 | Time: 7.8424e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 383 | Active_nodes: 63 | Time: 7.8426e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 622 | Active_nodes: 63 | Time: 7.8431e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 511 | Active_nodes: 63 | Time: 7.8450e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 518 | Active_nodes: 63 | Time: 7.8453e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 410 | Active_nodes: 63 | Time: 7.8461e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 273 | Active_nodes: 63 | Time: 7.8470e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 292 | Active_nodes: 63 | Time: 7.8483e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 502 | Active_nodes: 63 | Time: 7.8533e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 223 | Active_nodes: 63 | Time: 7.8537e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 509 | Active_nodes: 63 | Time: 7.8542e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 187 | Active_nodes: 63 | Time: 7.8569e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 200 | Active_nodes: 63 | Time: 7.8571e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 160 | Active_nodes: 63 | Time: 7.8572e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 628 | Active_nodes: 63 | Time: 7.8581e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 314 | Active_nodes: 63 | Time: 7.8602e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 234 | Active_nodes: 63 | Time: 7.8613e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 396 | Active_nodes: 63 | Time: 7.8656e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 205 | Active_nodes: 63 | Time: 7.8681e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 432 | Active_nodes: 63 | Time: 7.8682e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 188 | Active_nodes: 63 | Time: 7.8688e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 337 | Active_nodes: 63 | Time: 7.8752e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 528 | Active_nodes: 63 | Time: 7.8758e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 228 | Active_nodes: 63 | Time: 7.8766e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 158 | Active_nodes: 63 | Time: 7.8773e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 155 | Active_nodes: 63 | Time: 7.8779e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 338 | Active_nodes: 63 | Time: 7.8798e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 235 | Active_nodes: 63 | Time: 7.8850e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 397 | Active_nodes: 63 | Time: 7.8862e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 291 | Active_nodes: 63 | Time: 7.8873e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 615 | Active_nodes: 63 | Time: 7.8891e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 154 | Active_nodes: 63 | Time: 7.8956e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 283 | Active_nodes: 63 | Time: 7.8965e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 186 | Active_nodes: 63 | Time: 7.8967e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 619 | Active_nodes: 63 | Time: 7.9098e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 272 | Active_nodes: 63 | Time: 7.9101e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 508 | Active_nodes: 63 | Time: 7.9114e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 610 | Active_nodes: 63 | Time: 7.9140e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 313 | Active_nodes: 63 | Time: 7.9146e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 277 | Active_nodes: 63 | Time: 7.9154e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 382 | Active_nodes: 63 | Time: 7.9176e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 529 | Active_nodes: 63 | Time: 7.9178e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 414 | Active_nodes: 63 | Time: 7.9181e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 290 | Active_nodes: 63 | Time: 7.9192e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 496 | Active_nodes: 63 | Time: 7.9246e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 119 | Active_nodes: 63 | Time: 7.9260e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 510 | Active_nodes: 63 | Time: 7.9282e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 500 | Active_nodes: 63 | Time: 7.9288e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 153 | Active_nodes: 63 | Time: 7.9290e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 221 | Active_nodes: 63 | Time: 7.9301e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 204 | Active_nodes: 63 | Time: 7.9303e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 626 | Active_nodes: 63 | Time: 7.9311e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 152 | Active_nodes: 63 | Time: 7.9318e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 495 | Active_nodes: 63 | Time: 7.9386e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 222 | Active_nodes: 63 | Time: 7.9388e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 294 | Active_nodes: 63 | Time: 7.9408e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 499 | Active_nodes: 63 | Time: 7.9438e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 381 | Active_nodes: 63 | Time: 7.9513e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 180 | Active_nodes: 63 | Time: 7.9515e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 220 | Active_nodes: 63 | Time: 7.9563e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 389 | Active_nodes: 63 | Time: 7.9574e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 263 | Active_nodes: 63 | Time: 7.9581e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 176 | Active_nodes: 63 | Time: 7.9582e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 282 | Active_nodes: 63 | Time: 7.9583e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 295 | Active_nodes: 63 | Time: 7.9584e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 175 | Active_nodes: 63 | Time: 7.9594e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 506 | Active_nodes: 63 | Time: 7.9605e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 219 | Active_nodes: 63 | Time: 7.9632e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 390 | Active_nodes: 63 | Time: 7.9645e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 276 | Active_nodes: 63 | Time: 7.9692e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 163 | Active_nodes: 63 | Time: 7.9701e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 489 | Active_nodes: 63 | Time: 7.9720e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 609 | Active_nodes: 63 | Time: 7.9725e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 505 | Active_nodes: 63 | Time: 7.9735e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 625 | Active_nodes: 63 | Time: 7.9736e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 336 | Active_nodes: 63 | Time: 7.9743e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 620 | Active_nodes: 63 | Time: 7.9749e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 371 | Active_nodes: 63 | Time: 7.9759e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 271 | Active_nodes: 63 | Time: 7.9775e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 391 | Active_nodes: 63 | Time: 7.9802e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 409 | Active_nodes: 63 | Time: 7.9824e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 113 | Active_nodes: 63 | Time: 7.9836e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 627 | Active_nodes: 63 | Time: 7.9857e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 613 | Active_nodes: 63 | Time: 7.9870e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 608 | Active_nodes: 63 | Time: 7.9884e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 490 | Active_nodes: 63 | Time: 7.9889e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 408 | Active_nodes: 63 | Time: 7.9899e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 605 | Active_nodes: 63 | Time: 7.9909e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 614 | Active_nodes: 63 | Time: 7.9945e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 118 | Active_nodes: 63 | Time: 7.9947e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 289 | Active_nodes: 63 | Time: 8.0005e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 181 | Active_nodes: 63 | Time: 8.0097e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 376 | Active_nodes: 63 | Time: 8.0142e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 95 | Active_nodes: 63 | Time: 8.0149e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 624 | Active_nodes: 63 | Time: 8.0150e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 607 | Active_nodes: 63 | Time: 8.0181e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 493 | Active_nodes: 63 | Time: 8.0211e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 257 | Active_nodes: 63 | Time: 8.0234e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 198 | Active_nodes: 63 | Time: 8.0240e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 117 | Active_nodes: 63 | Time: 8.0244e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 507 | Active_nodes: 63 | Time: 8.0259e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 157 | Active_nodes: 63 | Time: 8.0267e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 494 | Active_nodes: 63 | Time: 8.0269e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 387 | Active_nodes: 63 | Time: 8.0280e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 375 | Active_nodes: 63 | Time: 8.0321e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 111 | Active_nodes: 63 | Time: 8.0321e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 288 | Active_nodes: 63 | Time: 8.0339e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 262 | Active_nodes: 63 | Time: 8.0344e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 369 | Active_nodes: 63 | Time: 8.0379e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 312 | Active_nodes: 63 | Time: 8.0383e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 162 | Active_nodes: 63 | Time: 8.0388e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 603 | Active_nodes: 63 | Time: 8.0407e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 388 | Active_nodes: 63 | Time: 8.0426e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 199 | Active_nodes: 63 | Time: 8.0440e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 488 | Active_nodes: 63 | Time: 8.0444e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 491 | Active_nodes: 63 | Time: 8.0462e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 255 | Active_nodes: 63 | Time: 8.0485e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 604 | Active_nodes: 63 | Time: 8.0497e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 379 | Active_nodes: 63 | Time: 8.0510e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 498 | Active_nodes: 63 | Time: 8.0541e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 151 | Active_nodes: 63 | Time: 8.0638e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 201 | Active_nodes: 63 | Time: 8.0653e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 504 | Active_nodes: 63 | Time: 8.0664e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 89 | Active_nodes: 63 | Time: 8.0700e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 612 | Active_nodes: 63 | Time: 8.0715e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 373 | Active_nodes: 63 | Time: 8.0741e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 94 | Active_nodes: 63 | Time: 8.0745e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 197 | Active_nodes: 63 | Time: 8.0783e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 606 | Active_nodes: 63 | Time: 8.0794e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 260 | Active_nodes: 63 | Time: 8.0803e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 256 | Active_nodes: 63 | Time: 8.0806e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 602 | Active_nodes: 63 | Time: 8.0822e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 386 | Active_nodes: 63 | Time: 8.0825e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 116 | Active_nodes: 63 | Time: 8.0828e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 196 | Active_nodes: 63 | Time: 8.0835e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 370 | Active_nodes: 63 | Time: 8.0850e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 501 | Active_nodes: 63 | Time: 8.0863e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 88 | Active_nodes: 63 | Time: 8.0886e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 150 | Active_nodes: 63 | Time: 8.0897e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 217 | Active_nodes: 63 | Time: 8.0899e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 156 | Active_nodes: 63 | Time: 8.0921e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 481 | Active_nodes: 63 | Time: 8.0952e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 195 | Active_nodes: 63 | Time: 8.0967e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 112 | Active_nodes: 63 | Time: 8.0968e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 251 | Active_nodes: 63 | Time: 8.0971e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 174 | Active_nodes: 63 | Time: 8.0974e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 173 | Active_nodes: 63 | Time: 8.1041e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 483 | Active_nodes: 63 | Time: 8.1044e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 374 | Active_nodes: 63 | Time: 8.1046e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 193 | Active_nodes: 63 | Time: 8.1128e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 269 | Active_nodes: 63 | Time: 8.1129e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 216 | Active_nodes: 63 | Time: 8.1136e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 71 | Active_nodes: 63 | Time: 8.1137e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 65 | Active_nodes: 63 | Time: 8.1150e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 267 | Active_nodes: 63 | Time: 8.1155e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 218 | Active_nodes: 63 | Time: 8.1158e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 171 | Active_nodes: 63 | Time: 8.1209e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 47 | Active_nodes: 63 | Time: 8.1219e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 109 | Active_nodes: 63 | Time: 8.1221e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 172 | Active_nodes: 63 | Time: 8.1232e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 368 | Active_nodes: 63 | Time: 8.1241e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 618 | Active_nodes: 63 | Time: 8.1268e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 487 | Active_nodes: 63 | Time: 8.1279e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 492 | Active_nodes: 63 | Time: 8.1373e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 380 | Active_nodes: 63 | Time: 8.1389e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 92 | Active_nodes: 63 | Time: 8.1413e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 149 | Active_nodes: 63 | Time: 8.1446e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 265 | Active_nodes: 63 | Time: 8.1449e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 384 | Active_nodes: 63 | Time: 8.1461e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 600 | Active_nodes: 63 | Time: 8.1503e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 107 | Active_nodes: 63 | Time: 8.1513e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 143 | Active_nodes: 63 | Time: 8.1544e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 91 | Active_nodes: 63 | Time: 8.1579e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 253 | Active_nodes: 63 | Time: 8.1610e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 485 | Active_nodes: 63 | Time: 8.1614e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 261 | Active_nodes: 63 | Time: 8.1622e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 365 | Active_nodes: 63 | Time: 8.1632e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 249 | Active_nodes: 63 | Time: 8.1641e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 194 | Active_nodes: 63 | Time: 8.1667e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 250 | Active_nodes: 63 | Time: 8.1675e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 106 | Active_nodes: 63 | Time: 8.1706e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 378 | Active_nodes: 63 | Time: 8.1724e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 259 | Active_nodes: 63 | Time: 8.1746e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 367 | Active_nodes: 63 | Time: 8.1795e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 258 | Active_nodes: 63 | Time: 8.1835e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 59 | Active_nodes: 63 | Time: 8.1863e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 137 | Active_nodes: 63 | Time: 8.1867e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 364 | Active_nodes: 63 | Time: 8.1887e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 170 | Active_nodes: 63 | Time: 8.1894e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 81 | Active_nodes: 63 | Time: 8.1910e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 110 | Active_nodes: 63 | Time: 8.1911e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 482 | Active_nodes: 63 | Time: 8.1916e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 266 | Active_nodes: 63 | Time: 8.1925e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 114 | Active_nodes: 63 | Time: 8.1927e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 105 | Active_nodes: 63 | Time: 8.1946e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 64 | Active_nodes: 63 | Time: 8.1973e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 104 | Active_nodes: 63 | Time: 8.1989e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 115 | Active_nodes: 63 | Time: 8.2009e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 268 | Active_nodes: 63 | Time: 8.2031e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 68 | Active_nodes: 63 | Time: 8.2035e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 147 | Active_nodes: 63 | Time: 8.2057e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 412 | Active_nodes: 63 | Time: 8.2071e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 362 | Active_nodes: 63 | Time: 8.2089e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 254 | Active_nodes: 63 | Time: 8.2095e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 601 | Active_nodes: 63 | Time: 8.2097e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 101 | Active_nodes: 63 | Time: 8.2099e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 248 | Active_nodes: 63 | Time: 8.2102e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 41 | Active_nodes: 63 | Time: 8.2115e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 83 | Active_nodes: 63 | Time: 8.2150e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 46 | Active_nodes: 63 | Time: 8.2170e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 108 | Active_nodes: 63 | Time: 8.2178e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 385 | Active_nodes: 63 | Time: 8.2216e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 90 | Active_nodes: 63 | Time: 8.2234e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 148 | Active_nodes: 63 | Time: 8.2256e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 58 | Active_nodes: 63 | Time: 8.2257e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 99 | Active_nodes: 63 | Time: 8.2280e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 366 | Active_nodes: 63 | Time: 8.2294e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 61 | Active_nodes: 63 | Time: 8.2300e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 245 | Active_nodes: 63 | Time: 8.2303e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 169 | Active_nodes: 63 | Time: 8.2355e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 480 | Active_nodes: 63 | Time: 8.2359e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 363 | Active_nodes: 63 | Time: 8.2369e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 70 | Active_nodes: 63 | Time: 8.2374e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 192 | Active_nodes: 63 | Time: 8.2397e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 77 | Active_nodes: 63 | Time: 8.2426e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 82 | Active_nodes: 63 | Time: 8.2457e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 86 | Active_nodes: 63 | Time: 8.2472e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 63 | Active_nodes: 63 | Time: 8.2472e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 44 | Active_nodes: 63 | Time: 8.2480e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 361 | Active_nodes: 63 | Time: 8.2498e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 40 | Active_nodes: 63 | Time: 8.2503e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 85 | Active_nodes: 63 | Time: 8.2620e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 372 | Active_nodes: 63 | Time: 8.2635e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 45 | Active_nodes: 63 | Time: 8.2638e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 136 | Active_nodes: 63 | Time: 8.2654e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 102 | Active_nodes: 63 | Time: 8.2746e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 168 | Active_nodes: 63 | Time: 8.2746e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 100 | Active_nodes: 63 | Time: 8.2780e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 141 | Active_nodes: 63 | Time: 8.2786e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 264 | Active_nodes: 63 | Time: 8.2789e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 35 | Active_nodes: 63 | Time: 8.2797e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 57 | Active_nodes: 63 | Time: 8.2799e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 67 | Active_nodes: 63 | Time: 8.2814e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 146 | Active_nodes: 63 | Time: 8.2836e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 243 | Active_nodes: 63 | Time: 8.2862e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 246 | Active_nodes: 63 | Time: 8.2907e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 60 | Active_nodes: 63 | Time: 8.2937e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 135 | Active_nodes: 63 | Time: 8.2940e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 145 | Active_nodes: 63 | Time: 8.2941e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 39 | Active_nodes: 63 | Time: 8.2957e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 252 | Active_nodes: 63 | Time: 8.2970e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 244 | Active_nodes: 63 | Time: 8.2982e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 129 | Active_nodes: 63 | Time: 8.2989e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 103 | Active_nodes: 63 | Time: 8.2997e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 23 | Active_nodes: 63 | Time: 8.3071e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 139 | Active_nodes: 63 | Time: 8.3117e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 247 | Active_nodes: 63 | Time: 8.3154e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 34 | Active_nodes: 63 | Time: 8.3171e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 53 | Active_nodes: 63 | Time: 8.3182e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 43 | Active_nodes: 63 | Time: 8.3198e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 98 | Active_nodes: 63 | Time: 8.3204e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 140 | Active_nodes: 63 | Time: 8.3216e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 97 | Active_nodes: 63 | Time: 8.3230e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 142 | Active_nodes: 63 | Time: 8.3238e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 241 | Active_nodes: 63 | Time: 8.3268e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 22 | Active_nodes: 63 | Time: 8.3274e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 74 | Active_nodes: 63 | Time: 8.3291e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 62 | Active_nodes: 63 | Time: 8.3323e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 84 | Active_nodes: 63 | Time: 8.3334e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 55 | Active_nodes: 63 | Time: 8.3378e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 37 | Active_nodes: 63 | Time: 8.3408e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 242 | Active_nodes: 63 | Time: 8.3420e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 131 | Active_nodes: 63 | Time: 8.3429e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 21 | Active_nodes: 63 | Time: 8.3431e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 79 | Active_nodes: 63 | Time: 8.3432e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 56 | Active_nodes: 63 | Time: 8.3443e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 133 | Active_nodes: 63 | Time: 8.3450e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 76 | Active_nodes: 63 | Time: 8.3482e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 33 | Active_nodes: 63 | Time: 8.3555e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 38 | Active_nodes: 63 | Time: 8.3581e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 51 | Active_nodes: 63 | Time: 8.3585e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 360 | Active_nodes: 63 | Time: 8.3609e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 54 | Active_nodes: 63 | Time: 8.3620e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 130 | Active_nodes: 63 | Time: 8.3649e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 75 | Active_nodes: 63 | Time: 8.3677e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 66 | Active_nodes: 63 | Time: 8.3710e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 124 | Active_nodes: 63 | Time: 8.3723e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 125 | Active_nodes: 63 | Time: 8.3743e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 144 | Active_nodes: 63 | Time: 8.3791e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 96 | Active_nodes: 63 | Time: 8.3792e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 123 | Active_nodes: 63 | Time: 8.3799e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 52 | Active_nodes: 63 | Time: 8.3832e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 486 | Active_nodes: 63 | Time: 8.3845e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 128 | Active_nodes: 63 | Time: 8.3848e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 42 | Active_nodes: 63 | Time: 8.3875e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 240 | Active_nodes: 63 | Time: 8.3876e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 20 | Active_nodes: 63 | Time: 8.3914e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 134 | Active_nodes: 63 | Time: 8.3919e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 132 | Active_nodes: 63 | Time: 8.3946e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 29 | Active_nodes: 63 | Time: 8.3957e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 15 | Active_nodes: 63 | Time: 8.3977e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 50 | Active_nodes: 63 | Time: 8.4000e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 19 | Active_nodes: 63 | Time: 8.4019e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 73 | Active_nodes: 63 | Time: 8.4019e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 31 | Active_nodes: 63 | Time: 8.4219e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 270 | Active_nodes: 63 | Time: 8.4262e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 36 | Active_nodes: 63 | Time: 8.4280e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 138 | Active_nodes: 63 | Time: 8.4377e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 27 | Active_nodes: 63 | Time: 8.4379e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 126 | Active_nodes: 63 | Time: 8.4414e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 16 | Active_nodes: 63 | Time: 8.4417e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 78 | Active_nodes: 63 | Time: 8.4430e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 11 | Active_nodes: 63 | Time: 8.4434e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 122 | Active_nodes: 63 | Time: 8.4459e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 17 | Active_nodes: 63 | Time: 8.4486e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 284 | Active_nodes: 63 | Time: 8.4514e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 48 | Active_nodes: 63 | Time: 8.4704e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 127 | Active_nodes: 63 | Time: 8.4782e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 72 | Active_nodes: 63 | Time: 8.4785e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 13 | Active_nodes: 63 | Time: 8.4841e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 49 | Active_nodes: 63 | Time: 8.4931e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 5 | Active_nodes: 63 | Time: 8.4943e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 8 | Active_nodes: 63 | Time: 8.4984e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 12 | Active_nodes: 63 | Time: 8.4999e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 32 | Active_nodes: 63 | Time: 8.5075e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 121 | Active_nodes: 63 | Time: 8.5153e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 120 | Active_nodes: 63 | Time: 8.5176e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 69 | Active_nodes: 63 | Time: 8.5226e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 28 | Active_nodes: 63 | Time: 8.5230e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 9 | Active_nodes: 63 | Time: 8.5357e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 30 | Active_nodes: 63 | Time: 8.5365e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 7 | Active_nodes: 63 | Time: 8.5497e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 24 | Active_nodes: 63 | Time: 8.5543e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 14 | Active_nodes: 63 | Time: 8.5550e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 80 | Active_nodes: 63 | Time: 8.5579e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 10 | Active_nodes: 63 | Time: 8.5670e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 2 | Active_nodes: 63 | Time: 8.5720e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 25 | Active_nodes: 63 | Time: 8.5877e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 4 | Active_nodes: 63 | Time: 8.6103e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 3 | Active_nodes: 63 | Time: 8.6113e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 87 | Active_nodes: 63 | Time: 8.6252e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 18 | Active_nodes: 63 | Time: 8.6275e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 6 | Active_nodes: 63 | Time: 8.6346e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 1 | Active_nodes: 63 | Time: 8.6436e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 26 | Active_nodes: 63 | Time: 8.6474e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 377 | Active_nodes: 63 | Time: 8.7299e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 0 | Active_nodes: 63 | Time: 8.7491e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 484 | Active_nodes: 63 | Time: 8.8835e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 450 | Active_nodes: 63 | Time: 1.4682e-03s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 93 | Active_nodes: 63 | Time: 1.5251e-03s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| - -........................... -Average time: 7.8328e-04s - -________________________________________________________________________________________________ - -execution time of: 6.7731e-04s: Index: 719 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| - -execution time of: 6.8171e-04s: Index: 599 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| - -execution time of: 6.8532e-04s: Index: 718 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| - -execution time of: 6.8541e-04s: Index: 717 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| - -execution time of: 6.8574e-04s: Index: 695 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| - -execution time of: 6.8998e-04s: Index: 597 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| - -execution time of: 6.9094e-04s: Index: 713 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| - -execution time of: 6.9118e-04s: Index: 593 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| - -execution time of: 6.9182e-04s: Index: 575 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| - -execution time of: 6.9367e-04s: Index: 694 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| - -execution time of: 6.9485e-04s: Index: 479 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| - -execution time of: 6.9496e-04s: Index: 716 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| - -execution time of: 6.9766e-04s: Index: 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-execution time of: 7.0814e-04s: Index: 477 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| - -execution time of: 7.0824e-04s: Index: 688 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| - -execution time of: 7.0911e-04s: Index: 454 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| - -execution time of: 7.0913e-04s: Index: 671 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| - -execution time of: 7.1048e-04s: Index: 714 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| - -execution time of: 7.1102e-04s: Index: 706 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| - -execution time of: 7.1208e-04s: Index: 449 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| - -execution time of: 7.1237e-04s: Index: 710 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| - -execution time of: 7.1255e-04s: Index: 472 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| - -execution time of: 7.1391e-04s: Index: 670 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| - -execution time of: 7.1427e-04s: Index: 587 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| - -execution time of: 7.1430e-04s: Index: 595 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| - -execution time of: 7.1478e-04s: Index: 687 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| - -execution time of: 7.1479e-04s: Index: 572 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| - -execution time of: 7.1485e-04s: Index: 573 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| - -execution time of: 7.1552e-04s: Index: 691 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| - -execution time of: 7.1604e-04s: Index: 476 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| - -execution time of: 7.1609e-04s: Index: 590 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| - -execution time of: 7.1627e-04s: Index: 705 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| - -execution time of: 7.1684e-04s: Index: 453 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| - -execution time of: 7.1688e-04s: Index: 359 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| - -execution time of: 7.1736e-04s: Index: 683 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| - -execution time of: 7.1796e-04s: Index: 551 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| - -execution time of: 7.1916e-04s: Index: 448 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| - -execution time of: 7.1942e-04s: Index: 568 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| - -execution time of: 7.1965e-04s: Index: 452 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| - -execution time of: 7.1970e-04s: Index: 594 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| - -execution time of: 7.1982e-04s: Index: 664 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| - -execution time of: 7.1999e-04s: Index: 589 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| - -execution time of: 7.2005e-04s: Index: 665 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| - -execution time of: 7.2005e-04s: Index: 686 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| - -execution time of: 7.2046e-04s: Index: 550 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| - -execution time of: 7.2056e-04s: Index: 709 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| - -execution time of: 7.2088e-04s: Index: 545 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| - -execution time of: 7.2092e-04s: Index: 563 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| - -execution time of: 7.2124e-04s: Index: 471 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| - -execution time of: 7.2161e-04s: Index: 690 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| - -execution time of: 7.2186e-04s: Index: 431 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| - -execution time of: 7.2252e-04s: Index: 567 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| - -execution time of: 7.2318e-04s: Index: 584 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| - -execution time of: 7.2337e-04s: Index: 708 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| - -execution time of: 7.2367e-04s: Index: 586 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| - -execution time of: 7.2369e-04s: Index: 467 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| - -execution time of: 7.2378e-04s: Index: 335 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| - -execution time of: 7.2411e-04s: Index: 571 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| - -execution time of: 7.2423e-04s: Index: 425 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| - -execution time of: 7.2469e-04s: Index: 704 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| - -execution time of: 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| Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| - -execution time of: 7.5883e-04s: Index: 653 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| - -execution time of: 7.5913e-04s: Index: 674 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| - -execution time of: 7.5928e-04s: Index: 655 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 3| - -execution time of: 7.5941e-04s: Index: 238 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 2| - -execution time of: 7.5946e-04s: Index: 322 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| - -execution time of: 7.5983e-04s: Index: 232 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| - -execution time of: 7.5987e-04s: Index: 287 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| - -execution time of: 7.6000e-04s: Index: 439 | 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-execution time of: 7.6257e-04s: Index: 419 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| - -execution time of: 7.6258e-04s: Index: 298 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| - -execution time of: 7.6294e-04s: Index: 458 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| - -execution time of: 7.6317e-04s: Index: 420 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| - -execution time of: 7.6323e-04s: Index: 209 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| - -execution time of: 7.6346e-04s: Index: 459 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 1| - -execution time of: 7.6369e-04s: Index: 320 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| - -execution time of: 7.6376e-04s: Index: 227 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| - -execution time of: 7.6420e-04s: Index: 651 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| - -execution time of: 7.6422e-04s: Index: 652 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3| - -execution time of: 7.6484e-04s: Index: 207 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| - -execution time of: 7.6489e-04s: Index: 285 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| - -execution time of: 7.6512e-04s: Index: 555 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| - -execution time of: 7.6525e-04s: Index: 436 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 2| - -execution time of: 7.6536e-04s: Index: 462 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 4| - -execution time of: 7.6549e-04s: Index: 191 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 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| Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| - -execution time of: 7.6797e-04s: Index: 185 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| - -execution time of: 7.6800e-04s: Index: 435 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| - -execution time of: 7.6811e-04s: Index: 642 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| - -execution time of: 7.6827e-04s: Index: 533 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 1| - -execution time of: 7.6838e-04s: Index: 236 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| - -execution time of: 7.6843e-04s: Index: 190 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 2| - -execution time of: 7.6884e-04s: Index: 230 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| - -execution time of: 7.6917e-04s: Index: 404 | 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-> 3|5 -> 4| - -execution time of: 7.7329e-04s: Index: 224 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| - -execution time of: 7.7359e-04s: Index: 208 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 2| - -execution time of: 7.7379e-04s: Index: 552 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| - -execution time of: 7.7391e-04s: Index: 206 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| - -execution time of: 7.7398e-04s: Index: 403 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2| - -execution time of: 7.7453e-04s: Index: 415 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| - -execution time of: 7.7471e-04s: Index: 650 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| - -execution time of: 7.7492e-04s: Index: 534 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 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| Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 1| - -execution time of: 7.7807e-04s: Index: 616 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| - -execution time of: 7.7830e-04s: Index: 636 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| - -execution time of: 7.7855e-04s: Index: 184 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| - -execution time of: 7.7868e-04s: Index: 229 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2| - -execution time of: 7.7876e-04s: Index: 211 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 2| - -execution time of: 7.7889e-04s: Index: 202 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| - -execution time of: 7.7904e-04s: Index: 630 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| - -execution time of: 7.7925e-04s: Index: 178 | 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-> 2|5 -> 4| - -execution time of: 7.8326e-04s: Index: 621 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| - -execution time of: 7.8340e-04s: Index: 517 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| - -execution time of: 7.8364e-04s: Index: 611 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 1| - -execution time of: 7.8397e-04s: Index: 164 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| - -execution time of: 7.8424e-04s: Index: 210 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| - -execution time of: 7.8426e-04s: Index: 383 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| - -execution time of: 7.8431e-04s: Index: 622 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| - -execution time of: 7.8450e-04s: Index: 511 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 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-> 2|5 -> 5| - -execution time of: 7.9311e-04s: Index: 626 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| - -execution time of: 7.9318e-04s: Index: 152 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| - -execution time of: 7.9386e-04s: Index: 495 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 1| - -execution time of: 7.9388e-04s: Index: 222 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| - -execution time of: 7.9408e-04s: Index: 294 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| - -execution time of: 7.9438e-04s: Index: 499 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| - -execution time of: 7.9513e-04s: Index: 381 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1| - -execution time of: 7.9515e-04s: Index: 180 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 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-> 4|5 -> 1| - -execution time of: 8.0339e-04s: Index: 288 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| - -execution time of: 8.0344e-04s: Index: 262 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| - -execution time of: 8.0379e-04s: Index: 369 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 1| - -execution time of: 8.0383e-04s: Index: 312 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| - -execution time of: 8.0388e-04s: Index: 162 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| - -execution time of: 8.0407e-04s: Index: 603 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2| - -execution time of: 8.0426e-04s: Index: 388 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| - -execution time of: 8.0440e-04s: Index: 199 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 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-> 3|5 -> 5| - -execution time of: 8.2426e-04s: Index: 77 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| - -execution time of: 8.2457e-04s: Index: 82 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| - -execution time of: 8.2472e-04s: Index: 86 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| - -execution time of: 8.2472e-04s: Index: 63 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| - -execution time of: 8.2480e-04s: Index: 44 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| - -execution time of: 8.2498e-04s: Index: 361 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| - -execution time of: 8.2503e-04s: Index: 40 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| - -execution time of: 8.2620e-04s: Index: 85 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 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Index: 142 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| - -execution time of: 8.3268e-04s: Index: 241 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| - -execution time of: 8.3274e-04s: Index: 22 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| - -execution time of: 8.3291e-04s: Index: 74 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| - -execution time of: 8.3323e-04s: Index: 62 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| - -execution time of: 8.3334e-04s: Index: 84 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| - -execution time of: 8.3378e-04s: Index: 55 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| - -execution time of: 8.3408e-04s: Index: 37 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| - -execution time of: 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-> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| - -execution time of: 8.4019e-04s: Index: 73 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| - -execution time of: 8.4219e-04s: Index: 31 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| - -execution time of: 8.4262e-04s: Index: 270 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| - -execution time of: 8.4280e-04s: Index: 36 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| - -execution time of: 8.4377e-04s: Index: 138 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| - -execution time of: 8.4379e-04s: Index: 27 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| - -execution time of: 8.4414e-04s: Index: 126 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| - -execution time of: 8.4417e-04s: Index: 16 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| - -execution time of: 8.4430e-04s: Index: 78 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| - -execution time of: 8.4434e-04s: Index: 11 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| - -execution time of: 8.4459e-04s: Index: 122 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| - -execution time of: 8.4486e-04s: Index: 17 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| - -execution time of: 8.4514e-04s: Index: 284 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| - -execution time of: 8.4704e-04s: Index: 48 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| - -execution time of: 8.4782e-04s: Index: 127 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| - -execution time of: 8.4785e-04s: Index: 72 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| - -execution time of: 8.4841e-04s: Index: 13 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| - -execution time of: 8.4931e-04s: Index: 49 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| - -execution time of: 8.4943e-04s: Index: 5 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| - -execution time of: 8.4984e-04s: Index: 8 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| - -execution time of: 8.4999e-04s: Index: 12 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| - -execution time of: 8.5075e-04s: Index: 32 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| - -execution time of: 8.5153e-04s: Index: 121 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| - -execution time of: 8.5176e-04s: Index: 120 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| - -execution time of: 8.5226e-04s: Index: 69 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| - -execution time of: 8.5230e-04s: Index: 28 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| - -execution time of: 8.5357e-04s: Index: 9 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| - -execution time of: 8.5365e-04s: Index: 30 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| - -execution time of: 8.5497e-04s: Index: 7 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| - -execution time of: 8.5543e-04s: Index: 24 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| - -execution time of: 8.5550e-04s: Index: 14 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| - -execution time of: 8.5579e-04s: Index: 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Index: 6 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| - -execution time of: 8.6436e-04s: Index: 1 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| - -execution time of: 8.6474e-04s: Index: 26 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| - -execution time of: 8.7299e-04s: Index: 377 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 1| - -execution time of: 8.7491e-04s: Index: 0 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| - -execution time of: 8.8835e-04s: Index: 484 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| - -execution time of: 1.4682e-03s: Index: 450 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| - -execution time of: 1.5251e-03s: Index: 93 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| - -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/twolocalrandom_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/twolocalrandom_indep_qiskit_controls.txt deleted file mode 100644 index 472954f1..00000000 --- a/test/BenchmarkQuasm/results/twolocalrandom_indep_qiskit_controls.txt +++ /dev/null @@ -1,280 +0,0 @@ -Start Simulation of twolocalrandom_indep_qiskit_2__________________________________________________ - - i: 0 1 - 1: ry | p: (4.84635) - 2: | ry p: (0.130388) - 3: c x - 4: ry | p: (3.98133) - 5: | ry p: (4.70487) - 6: c x - 7: ry | p: (3.13221) - 8: | ry p: (1.41244) - 9: c x -10: ry | p: (1.24447) -11: | ry p: (4.77856) -12:======== -13: 0 | -14: | 1 - o: 0 1 -Computed Permutation: ................0 -> 1|1 -> 0| -Original Permutation: ................0 -> 0|1 -> 1| -Identity Duration: 4.6468e-05s............................. -Permuted Duration: 4.0130e-05s............................. -Identity active_nodes: 3 ...................................... -Permuted active_nodes: 3 ...................................... -Identity max_nodes: 6 ...................................... -Permuted max_nodes: 6 ...................................... -________________________________________________________________________________________________ - -Start Simulation of twolocalrandom_indep_qiskit_3__________________________________________________ - -.i:...0...1...2 -.1:..ry...|...| p: (4.8464e+00) -.2:...|..ry...| p: (1.3039e-01) -.3:...c...x...| -.4:...|...|..ry p: (3.9813e+00) -.5:...c...|...x -.6:..ry...|...| p: (4.7049e+00) -.7:...|...c...x -.8:...|..ry...| p: (3.1322e+00) -.9:...c...x...| -10:...|...|..ry p: (1.4124e+00) -11:...c...|...x -12:..ry...|...| p: (1.2445e+00) -13:...|...c...x -14:...|..ry...| p: (4.7786e+00) -15:...c...x...| -16:...|...|..ry p: (1.0626e+00) -17:...c...|...x -18:..ry...|...| p: (5.5506e-01) -19:...|...c...x -20:...|..ry...| p: (4.3062e+00) -21:...|...|..ry p: (5.9903e+00) -22:============ -23:...0...|...| -24:...|...1...| -25:...|...|...2 -.o:...0...1...2 -Computed Permutation: .........0 -> 2|1 -> 1|2 -> 0| -Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 1.0924e-04s............................. -Permuted Duration: 8.8093e-05s............................. -Identity active_nodes: 7 ...................................... -Permuted active_nodes: 7 ...................................... -Identity max_nodes: 14 ...................................... -Permuted max_nodes: 14 ...................................... -________________________________________________________________________________________________ - -Start Simulation of twolocalrandom_indep_qiskit_4__________________________________________________ - -.i:...0...1...2...3 -.1:..ry...|...|...| p: (4.8464e+00) -.2:...|..ry...|...| p: (1.3039e-01) -.3:...c...x...|...| -.4:...|...|..ry...| p: (3.9813e+00) -.5:...c...|...x...| -.6:...|...c...x...| -.7:...|...|...|..ry p: (4.7049e+00) -.8:...c...|...|...x -.9:..ry...|...|...| p: (3.1322e+00) -10:...|...c...|...x -11:...|..ry...|...| p: (1.4124e+00) -12:...c...x...|...| -13:...|...|...c...x -14:...|...|..ry...| p: (1.2445e+00) -15:...c...|...x...| -16:...|...c...x...| -17:...|...|...|..ry p: (4.7786e+00) -18:...c...|...|...x -19:..ry...|...|...| p: (1.0626e+00) -20:...|...c...|...x -21:...|..ry...|...| p: (5.5506e-01) -22:...c...x...|...| -23:...|...|...c...x -24:...|...|..ry...| p: (4.3062e+00) -25:...c...|...x...| -26:...|...c...x...| -27:...|...|...|..ry p: (5.9903e+00) -28:...c...|...|...x -29:..ry...|...|...| p: (2.4808e-02) -30:...|...c...|...x -31:...|..ry...|...| p: (3.2182e+00) -32:...|...|...c...x -33:...|...|..ry...| p: (5.1058e+00) -34:...|...|...|..ry p: (3.8486e+00) -35:================ -36:...0...|...|...| -37:...|...1...|...| -38:...|...|...2...| -39:...|...|...|...3 -.o:...0...1...2...3 -Computed Permutation: ..0 -> 3|1 -> 2|2 -> 1|3 -> 0| -Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Identity Duration: 2.3088e-04s............................. -Permuted Duration: 1.8479e-04s............................. -Identity active_nodes: 15 ...................................... -Permuted active_nodes: 15 ...................................... -Identity max_nodes: 30 ...................................... -Permuted max_nodes: 30 ...................................... -________________________________________________________________________________________________ - -Start Simulation of twolocalrandom_indep_qiskit_5__________________________________________________ - -.i:...0...1...2...3...4 -.1:..ry...|...|...|...| p: (4.8464e+00) -.2:...|..ry...|...|...| p: (1.3039e-01) -.3:...c...x...|...|...| -.4:...|...|..ry...|...| p: (3.9813e+00) -.5:...c...|...x...|...| -.6:...|...c...x...|...| -.7:...|...|...|..ry...| p: (4.7049e+00) -.8:...c...|...|...x...| -.9:...|...c...|...x...| -10:...|...|...c...x...| -11:...|...|...|...|..ry p: (3.1322e+00) -12:...c...|...|...|...x -13:..ry...|...|...|...| p: (1.4124e+00) -14:...|...c...|...|...x -15:...|..ry...|...|...| p: (1.2445e+00) -16:...c...x...|...|...| -17:...|...|...c...|...x -18:...|...|..ry...|...| p: (4.7786e+00) -19:...c...|...x...|...| -20:...|...c...x...|...| -21:...|...|...|...c...x -22:...|...|...|..ry...| p: (1.0626e+00) -23:...c...|...|...x...| -24:...|...c...|...x...| -25:...|...|...c...x...| -26:...|...|...|...|..ry p: (5.5506e-01) -27:...c...|...|...|...x -28:..ry...|...|...|...| p: (4.3062e+00) -29:...|...c...|...|...x -30:...|..ry...|...|...| p: (5.9903e+00) -31:...c...x...|...|...| -32:...|...|...c...|...x -33:...|...|..ry...|...| p: (2.4808e-02) -34:...c...|...x...|...| -35:...|...c...x...|...| -36:...|...|...|...c...x -37:...|...|...|..ry...| p: (3.2182e+00) -38:...c...|...|...x...| -39:...|...c...|...x...| -40:...|...|...c...x...| -41:...|...|...|...|..ry p: (5.1058e+00) -42:...c...|...|...|...x -43:..ry...|...|...|...| p: (3.8486e+00) -44:...|...c...|...|...x -45:...|..ry...|...|...| p: (4.5349e+00) -46:...|...|...c...|...x -47:...|...|..ry...|...| p: (1.8339e+00) -48:...|...|...|...c...x -49:...|...|...|..ry...| p: (5.7665e+00) -50:...|...|...|...|..ry p: (4.4898e+00) -51:==================== -52:...0...|...|...|...| -53:...|...1...|...|...| -54:...|...|...2...|...| -55:...|...|...|...3...| -56:...|...|...|...|...4 -.o:...0...1...2...3...4 -Computed Permutation: 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: 4.4907e-04s............................. -Permuted Duration: 3.5480e-04s............................. -Identity active_nodes: 31 ...................................... -Permuted active_nodes: 31 ...................................... -Identity max_nodes: 62 ...................................... -Permuted max_nodes: 62 ...................................... -________________________________________________________________________________________________ - -Start Simulation of twolocalrandom_indep_qiskit_6__________________________________________________ - -.i:...0...1...2...3...4...5 -.1:..ry...|...|...|...|...| p: (4.8464e+00) -.2:...|..ry...|...|...|...| p: (1.3039e-01) -.3:...c...x...|...|...|...| -.4:...|...|..ry...|...|...| p: (3.9813e+00) -.5:...c...|...x...|...|...| -.6:...|...c...x...|...|...| -.7:...|...|...|..ry...|...| p: (4.7049e+00) -.8:...c...|...|...x...|...| -.9:...|...c...|...x...|...| -10:...|...|...c...x...|...| -11:...|...|...|...|..ry...| p: (3.1322e+00) -12:...c...|...|...|...x...| -13:...|...c...|...|...x...| -14:...|...|...c...|...x...| -15:...|...|...|...c...x...| -16:...|...|...|...|...|..ry p: (1.4124e+00) -17:...c...|...|...|...|...x -18:..ry...|...|...|...|...| p: (1.2445e+00) -19:...|...c...|...|...|...x -20:...|..ry...|...|...|...| p: (4.7786e+00) -21:...c...x...|...|...|...| -22:...|...|...c...|...|...x -23:...|...|..ry...|...|...| p: (1.0626e+00) -24:...c...|...x...|...|...| -25:...|...c...x...|...|...| -26:...|...|...|...c...|...x -27:...|...|...|..ry...|...| p: (5.5506e-01) -28:...c...|...|...x...|...| -29:...|...c...|...x...|...| -30:...|...|...c...x...|...| -31:...|...|...|...|...c...x -32:...|...|...|...|..ry...| p: (4.3062e+00) -33:...c...|...|...|...x...| -34:...|...c...|...|...x...| -35:...|...|...c...|...x...| -36:...|...|...|...c...x...| -37:...|...|...|...|...|..ry p: (5.9903e+00) -38:...c...|...|...|...|...x -39:..ry...|...|...|...|...| p: (2.4808e-02) -40:...|...c...|...|...|...x -41:...|..ry...|...|...|...| p: (3.2182e+00) -42:...c...x...|...|...|...| -43:...|...|...c...|...|...x -44:...|...|..ry...|...|...| p: (5.1058e+00) -45:...c...|...x...|...|...| -46:...|...c...x...|...|...| -47:...|...|...|...c...|...x -48:...|...|...|..ry...|...| p: (3.8486e+00) -49:...c...|...|...x...|...| -50:...|...c...|...x...|...| -51:...|...|...c...x...|...| -52:...|...|...|...|...c...x -53:...|...|...|...|..ry...| p: (4.5349e+00) -54:...c...|...|...|...x...| -55:...|...c...|...|...x...| -56:...|...|...c...|...x...| -57:...|...|...|...c...x...| -58:...|...|...|...|...|..ry p: (1.8339e+00) -59:...c...|...|...|...|...x -60:..ry...|...|...|...|...| p: (5.7665e+00) -61:...|...c...|...|...|...x -62:...|..ry...|...|...|...| p: (4.4898e+00) -63:...|...|...c...|...|...x -64:...|...|..ry...|...|...| p: (3.4089e+00) -65:...|...|...|...c...|...x -66:...|...|...|..ry...|...| p: (8.9328e-01) -67:...|...|...|...|...c...x -68:...|...|...|...|..ry...| p: (2.3458e+00) -69:...|...|...|...|...|..ry p: (4.2357e+00) -70:======================== -71:...0...|...|...|...|...| -72:...|...1...|...|...|...| -73:...|...|...2...|...|...| -74:...|...|...|...3...|...| -75:...|...|...|...|...4...| -76:...|...|...|...|...|...5 -.o:...0...1...2...3...4...5 -Computed Permutation: 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Identity Duration: 8.7491e-04s............................. -Permuted Duration: 7.1835e-04s............................. -Identity active_nodes: 63 ...................................... -Permuted active_nodes: 63 ...................................... -Identity max_nodes: 126...................................... -Permuted max_nodes: 126...................................... -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/vqe_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/vqe_indep_qiskit_all.txt deleted file mode 100644 index 7f0273ca..00000000 --- a/test/BenchmarkQuasm/results/vqe_indep_qiskit_all.txt +++ /dev/null @@ -1,3710 +0,0 @@ -Start Simulation of vqe_indep_qiskit_3__________________________________________________ - - i: 0 1 2 - 1: ry | | p: (-0.941325) - 2: | ry | p: (-0.126413) - 3: | | ry p: (-3.14159) - 4: | c x - 5: c x | - 6: ry | | p: (-2.20656) - 7: | ry | p: (-3.14159) - 8: | | ry p: (1.74903) - 9: | c x -10: c x | -11: ry | | p: (0.690101) -12: | ry | p: (-0.402456) -13: | | ry p: (2.71744) -14:============ -15: 0 | | -16: | 1 | -17: | | 2 - o: 0 1 2 -Total Permutations: 6 -Min time: 5.2100e-05s................. Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| -Max time: 6.1149e-05s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Min active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Min max nodes: 14 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max max nodes: 14 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -________________________________________________________________________________________________ - -6 permutations have 7 active nodes. -Index: 5 | Max_nodes: 14 | Time: 5.2100e-05s | 0 -> 2|1 -> 1|2 -> 0| -Index: 3 | Max_nodes: 14 | Time: 5.5563e-05s | 0 -> 1|1 -> 2|2 -> 0| -Index: 1 | Max_nodes: 14 | Time: 5.5739e-05s | 0 -> 0|1 -> 2|2 -> 1| -Index: 4 | Max_nodes: 14 | Time: 5.7911e-05s | 0 -> 2|1 -> 0|2 -> 1| -Index: 2 | Max_nodes: 14 | Time: 5.9109e-05s | 0 -> 1|1 -> 0|2 -> 2| -Index: 0 | Max_nodes: 14 | Time: 6.1149e-05s | 0 -> 0|1 -> 1|2 -> 2| - -........................... -Average time: 5.6928e-05s - -________________________________________________________________________________________________ - -6 permutations have 14 max nodes. -Index: 5 | Active_nodes: 7 | Time: 5.2100e-05s | 0 -> 2|1 -> 1|2 -> 0| -Index: 3 | Active_nodes: 7 | Time: 5.5563e-05s | 0 -> 1|1 -> 2|2 -> 0| -Index: 1 | Active_nodes: 7 | Time: 5.5739e-05s | 0 -> 0|1 -> 2|2 -> 1| -Index: 4 | Active_nodes: 7 | Time: 5.7911e-05s | 0 -> 2|1 -> 0|2 -> 1| -Index: 2 | Active_nodes: 7 | Time: 5.9109e-05s | 0 -> 1|1 -> 0|2 -> 2| -Index: 0 | Active_nodes: 7 | Time: 6.1149e-05s | 0 -> 0|1 -> 1|2 -> 2| - -........................... -Average time: 5.6928e-05s - -________________________________________________________________________________________________ - -execution time of: 5.2100e-05s: Index: 5 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 0| - -execution time of: 5.5563e-05s: Index: 3 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 0| - -execution time of: 5.5739e-05s: Index: 1 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 1| - -execution time of: 5.7911e-05s: Index: 4 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 1| - -execution time of: 5.9109e-05s: Index: 2 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 2| - -execution time of: 6.1149e-05s: Index: 0 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 2| - -________________________________________________________________________________________________ - -Start Simulation of vqe_indep_qiskit_4__________________________________________________ - -.i:...0...1...2...3 -.1:..ry...|...|...| p: (2.2551e+00) -.2:...|..ry...|...| p: (-2.4212e-04) -.3:...|...|..ry...| p: (1.6710e+00) -.4:...|...|...|..ry p: (-2.4684e+00) -.5:...|...|...c...x -.6:...|...c...x...| -.7:...c...x...|...| -.8:..ry...|...|...| p: (5.2421e-02) -.9:...|..ry...|...| p: (6.7252e-02) -10:...|...|..ry...| p: (1.5986e-01) -11:...|...|...|..ry p: (-1.2428e-01) -12:...|...|...c...x -13:...|...c...x...| -14:...c...x...|...| -15:..ry...|...|...| p: (-2.2535e+00) -16:...|..ry...|...| p: (-3.0990e+00) -17:...|...|..ry...| p: (1.5706e+00) -18:...|...|...|..ry p: (2.4622e+00) -19:================ -20:...0...|...|...| -21:...|...1...|...| -22:...|...|...2...| -23:...|...|...|...3 -.o:...0...1...2...3 -Total Permutations: 24 -Min time: 8.9339e-05s................. Permutation 23 : 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -Max time: 1.1203e-04s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Min active nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Min max nodes: 30 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Max active nodes: 15 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Max max nodes: 30 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -________________________________________________________________________________________________ - -24 permutations have 15 active nodes. -Index: 23 | Max_nodes: 30 | Time: 8.9339e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -Index: 17 | Max_nodes: 30 | Time: 9.3433e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -Index: 11 | Max_nodes: 30 | Time: 9.4710e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -Index: 21 | Max_nodes: 30 | Time: 9.4803e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| -Index: 15 | Max_nodes: 30 | Time: 9.5499e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -Index: 22 | Max_nodes: 30 | Time: 9.6382e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| -Index: 20 | Max_nodes: 30 | Time: 9.8407e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -Index: 19 | Max_nodes: 30 | Time: 9.8691e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| -Index: 9 | Max_nodes: 30 | Time: 9.8701e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -Index: 13 | Max_nodes: 30 | Time: 9.8945e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| -Index: 7 | Max_nodes: 30 | Time: 9.9200e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -Index: 14 | Max_nodes: 30 | Time: 9.9478e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -Index: 5 | Max_nodes: 30 | Time: 9.9524e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| -Index: 16 | Max_nodes: 30 | Time: 1.0010e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| -Index: 10 | Max_nodes: 30 | Time: 1.0266e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| -Index: 18 | Max_nodes: 30 | Time: 1.0277e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| -Index: 8 | Max_nodes: 30 | Time: 1.0317e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| -Index: 3 | Max_nodes: 30 | Time: 1.0385e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -Index: 12 | Max_nodes: 30 | Time: 1.0393e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -Index: 4 | Max_nodes: 30 | Time: 1.0449e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -Index: 6 | Max_nodes: 30 | Time: 1.0631e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -Index: 2 | Max_nodes: 30 | Time: 1.0656e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -Index: 1 | Max_nodes: 30 | Time: 1.0659e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -Index: 0 | Max_nodes: 30 | Time: 1.1203e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| - -........................... -Average time: 1.0040e-04s - -________________________________________________________________________________________________ - -24 permutations have 30 max nodes. -Index: 23 | Active_nodes: 15 | Time: 8.9339e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -Index: 17 | Active_nodes: 15 | Time: 9.3433e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -Index: 11 | Active_nodes: 15 | Time: 9.4710e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -Index: 21 | Active_nodes: 15 | Time: 9.4803e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| -Index: 15 | Active_nodes: 15 | Time: 9.5499e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -Index: 22 | Active_nodes: 15 | Time: 9.6382e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| -Index: 20 | Active_nodes: 15 | Time: 9.8407e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -Index: 19 | Active_nodes: 15 | Time: 9.8691e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| -Index: 9 | Active_nodes: 15 | Time: 9.8701e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -Index: 13 | Active_nodes: 15 | Time: 9.8945e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| -Index: 7 | Active_nodes: 15 | Time: 9.9200e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -Index: 14 | Active_nodes: 15 | Time: 9.9478e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -Index: 5 | Active_nodes: 15 | Time: 9.9524e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| -Index: 16 | Active_nodes: 15 | Time: 1.0010e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| -Index: 10 | Active_nodes: 15 | Time: 1.0266e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| -Index: 18 | Active_nodes: 15 | Time: 1.0277e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| -Index: 8 | Active_nodes: 15 | Time: 1.0317e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| -Index: 3 | Active_nodes: 15 | Time: 1.0385e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -Index: 12 | Active_nodes: 15 | Time: 1.0393e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -Index: 4 | Active_nodes: 15 | Time: 1.0449e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -Index: 6 | Active_nodes: 15 | Time: 1.0631e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -Index: 2 | Active_nodes: 15 | Time: 1.0656e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -Index: 1 | Active_nodes: 15 | Time: 1.0659e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -Index: 0 | Active_nodes: 15 | Time: 1.1203e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| - -........................... -Average time: 1.0040e-04s - -________________________________________________________________________________________________ - -execution time of: 8.9339e-05s: Index: 23 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| - -execution time of: 9.3433e-05s: Index: 17 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| - -execution time of: 9.4710e-05s: Index: 11 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| - -execution time of: 9.4803e-05s: Index: 21 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| - -execution time of: 9.5499e-05s: Index: 15 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| - -execution time of: 9.6382e-05s: Index: 22 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| - -execution time of: 9.8407e-05s: Index: 20 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| - -execution time of: 9.8691e-05s: Index: 19 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| - -execution time of: 9.8701e-05s: Index: 9 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| - -execution time of: 9.8945e-05s: Index: 13 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| - -execution time of: 9.9200e-05s: Index: 7 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| - -execution time of: 9.9478e-05s: Index: 14 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| - -execution time of: 9.9524e-05s: Index: 5 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| - -execution time of: 1.0010e-04s: Index: 16 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| - -execution time of: 1.0266e-04s: Index: 10 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| - -execution time of: 1.0277e-04s: Index: 18 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| - -execution time of: 1.0317e-04s: Index: 8 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| - -execution time of: 1.0385e-04s: Index: 3 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| - -execution time of: 1.0393e-04s: Index: 12 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| - -execution time of: 1.0449e-04s: Index: 4 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| - -execution time of: 1.0631e-04s: Index: 6 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| - -execution time of: 1.0656e-04s: Index: 2 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| - -execution time of: 1.0659e-04s: Index: 1 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| - -execution time of: 1.1203e-04s: Index: 0 | Max_nodes: 30 | Active_nodes: 15 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| - -________________________________________________________________________________________________ - -Start Simulation of vqe_indep_qiskit_5__________________________________________________ - -.i:...0...1...2...3...4 -.1:..ry...|...|...|...| p: (-2.4000e+00) -.2:...|..ry...|...|...| p: (-3.5969e-03) -.3:...|...|..ry...|...| p: (2.3140e+00) -.4:...|...|...|..ry...| p: (-1.0853e-01) -.5:...|...|...|...|..ry p: (2.3450e+00) -.6:...|...|...|...c...x -.7:...|...|...c...x...| -.8:...|...c...x...|...| -.9:...c...x...|...|...| -10:..ry...|...|...|...| p: (9.2408e-01) -11:...|..ry...|...|...| p: (-1.0994e+00) -12:...|...|..ry...|...| p: (-1.6558e+00) -13:...|...|...|..ry...| p: (-1.6857e+00) -14:...|...|...|...|..ry p: (-7.7257e-01) -15:...|...|...|...c...x -16:...|...|...c...x...| -17:...|...c...x...|...| -18:...c...x...|...|...| -19:..ry...|...|...|...| p: (2.0311e+00) -20:...|..ry...|...|...| p: (2.4246e+00) -21:...|...|..ry...|...| p: (1.5674e+00) -22:...|...|...|..ry...| p: (-2.8077e+00) -23:...|...|...|...|..ry p: (-1.6463e+00) -24:==================== -25:...0...|...|...|...| -26:...|...1...|...|...| -27:...|...|...2...|...| -28:...|...|...|...3...| -29:...|...|...|...|...4 -.o:...0...1...2...3...4 -Total Permutations: 120 -Min time: 1.5520e-04s................. Permutation 119: 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -Max time: 2.0030e-04s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Min active nodes: 31 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Min max nodes: 62 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Max active nodes: 31 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Max max nodes: 62 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -________________________________________________________________________________________________ - -120 permutations have 31 active nodes. -Index: 119 | Max_nodes: 62 | Time: 1.5520e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -Index: 95 | Max_nodes: 62 | Time: 1.5776e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -Index: 71 | Max_nodes: 62 | Time: 1.5899e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -Index: 113 | Max_nodes: 62 | Time: 1.5931e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -Index: 89 | Max_nodes: 62 | Time: 1.6057e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -Index: 117 | Max_nodes: 62 | Time: 1.6132e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -Index: 111 | Max_nodes: 62 | Time: 1.6140e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -Index: 107 | Max_nodes: 62 | Time: 1.6183e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -Index: 118 | Max_nodes: 62 | Time: 1.6239e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -Index: 83 | Max_nodes: 62 | Time: 1.6257e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -Index: 47 | Max_nodes: 62 | Time: 1.6262e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -Index: 59 | Max_nodes: 62 | Time: 1.6279e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -Index: 65 | Max_nodes: 62 | Time: 1.6302e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -Index: 87 | Max_nodes: 62 | Time: 1.6316e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -Index: 93 | Max_nodes: 62 | Time: 1.6402e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -Index: 115 | Max_nodes: 62 | Time: 1.6512e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -Index: 41 | Max_nodes: 62 | Time: 1.6519e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -Index: 116 | Max_nodes: 62 | Time: 1.6521e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -Index: 35 | Max_nodes: 62 | Time: 1.6576e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -Index: 63 | Max_nodes: 62 | Time: 1.6619e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -Index: 94 | Max_nodes: 62 | Time: 1.6640e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -Index: 105 | Max_nodes: 62 | Time: 1.6641e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -Index: 57 | Max_nodes: 62 | Time: 1.6665e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -Index: 39 | Max_nodes: 62 | Time: 1.6684e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -Index: 69 | Max_nodes: 62 | Time: 1.6691e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -Index: 81 | Max_nodes: 62 | Time: 1.6718e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -Index: 23 | Max_nodes: 62 | Time: 1.6741e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -Index: 45 | Max_nodes: 62 | Time: 1.6785e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -Index: 70 | Max_nodes: 62 | Time: 1.6793e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -Index: 112 | Max_nodes: 62 | Time: 1.6853e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -Index: 109 | Max_nodes: 62 | Time: 1.6866e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -Index: 88 | Max_nodes: 62 | Time: 1.6876e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -Index: 85 | Max_nodes: 62 | Time: 1.6885e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -Index: 86 | Max_nodes: 62 | Time: 1.6895e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -Index: 110 | Max_nodes: 62 | Time: 1.6909e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -Index: 91 | Max_nodes: 62 | Time: 1.6978e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -Index: 92 | Max_nodes: 62 | Time: 1.7007e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -Index: 33 | Max_nodes: 62 | Time: 1.7015e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -Index: 101 | Max_nodes: 62 | Time: 1.7019e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -Index: 114 | Max_nodes: 62 | Time: 1.7047e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -Index: 77 | Max_nodes: 62 | Time: 1.7065e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -Index: 53 | Max_nodes: 62 | Time: 1.7097e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -Index: 103 | Max_nodes: 62 | Time: 1.7122e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -Index: 17 | Max_nodes: 62 | Time: 1.7128e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -Index: 79 | Max_nodes: 62 | Time: 1.7129e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -Index: 64 | Max_nodes: 62 | Time: 1.7155e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -Index: 29 | Max_nodes: 62 | Time: 1.7195e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -Index: 55 | Max_nodes: 62 | Time: 1.7235e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -Index: 67 | Max_nodes: 62 | Time: 1.7237e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -Index: 11 | Max_nodes: 62 | Time: 1.7294e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -Index: 68 | Max_nodes: 62 | Time: 1.7308e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -Index: 106 | Max_nodes: 62 | Time: 1.7324e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -Index: 46 | Max_nodes: 62 | Time: 1.7351e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -Index: 99 | Max_nodes: 62 | Time: 1.7355e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -Index: 61 | Max_nodes: 62 | Time: 1.7362e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -Index: 108 | Max_nodes: 62 | Time: 1.7377e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -Index: 22 | Max_nodes: 62 | Time: 1.7404e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -Index: 21 | Max_nodes: 62 | Time: 1.7421e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -Index: 102 | Max_nodes: 62 | Time: 1.7424e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -Index: 84 | Max_nodes: 62 | Time: 1.7429e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -Index: 90 | Max_nodes: 62 | Time: 1.7454e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -Index: 82 | Max_nodes: 62 | Time: 1.7466e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -Index: 104 | Max_nodes: 62 | Time: 1.7469e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -Index: 62 | Max_nodes: 62 | Time: 1.7469e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -Index: 51 | Max_nodes: 62 | Time: 1.7479e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -Index: 5 | Max_nodes: 62 | Time: 1.7487e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -Index: 97 | Max_nodes: 62 | Time: 1.7502e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -Index: 44 | Max_nodes: 62 | Time: 1.7540e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -Index: 27 | Max_nodes: 62 | Time: 1.7566e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -Index: 100 | Max_nodes: 62 | Time: 1.7569e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -Index: 75 | Max_nodes: 62 | Time: 1.7575e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -Index: 15 | Max_nodes: 62 | Time: 1.7581e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -Index: 58 | Max_nodes: 62 | Time: 1.7633e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -Index: 78 | Max_nodes: 62 | Time: 1.7634e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -Index: 38 | Max_nodes: 62 | Time: 1.7634e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -Index: 25 | Max_nodes: 62 | Time: 1.7644e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -Index: 9 | Max_nodes: 62 | Time: 1.7655e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -Index: 19 | Max_nodes: 62 | Time: 1.7657e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -Index: 80 | Max_nodes: 62 | Time: 1.7678e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -Index: 43 | Max_nodes: 62 | Time: 1.7678e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -Index: 73 | Max_nodes: 62 | Time: 1.7689e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -Index: 49 | Max_nodes: 62 | Time: 1.7711e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -Index: 76 | Max_nodes: 62 | Time: 1.7712e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -Index: 40 | Max_nodes: 62 | Time: 1.7713e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -Index: 31 | Max_nodes: 62 | Time: 1.7721e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -Index: 56 | Max_nodes: 62 | Time: 1.7750e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -Index: 98 | Max_nodes: 62 | Time: 1.7752e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -Index: 13 | Max_nodes: 62 | Time: 1.7761e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -Index: 66 | Max_nodes: 62 | Time: 1.7763e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -Index: 37 | Max_nodes: 62 | Time: 1.7764e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -Index: 26 | Max_nodes: 62 | Time: 1.7768e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -Index: 14 | Max_nodes: 62 | Time: 1.7791e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -Index: 74 | Max_nodes: 62 | Time: 1.7792e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -Index: 16 | Max_nodes: 62 | Time: 1.7820e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -Index: 60 | Max_nodes: 62 | Time: 1.7831e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -Index: 7 | Max_nodes: 62 | Time: 1.7832e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -Index: 54 | Max_nodes: 62 | Time: 1.7845e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -Index: 52 | Max_nodes: 62 | Time: 1.7873e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -Index: 34 | Max_nodes: 62 | Time: 1.7934e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -Index: 50 | Max_nodes: 62 | Time: 1.7979e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -Index: 96 | Max_nodes: 62 | Time: 1.7991e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -Index: 24 | Max_nodes: 62 | Time: 1.8012e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -Index: 48 | Max_nodes: 62 | Time: 1.8032e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -Index: 4 | Max_nodes: 62 | Time: 1.8044e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -Index: 32 | Max_nodes: 62 | Time: 1.8072e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -Index: 42 | Max_nodes: 62 | Time: 1.8118e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -Index: 72 | Max_nodes: 62 | Time: 1.8134e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -Index: 36 | Max_nodes: 62 | Time: 1.8142e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -Index: 6 | Max_nodes: 62 | Time: 1.8149e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -Index: 18 | Max_nodes: 62 | Time: 1.8179e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -Index: 30 | Max_nodes: 62 | Time: 1.8219e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -Index: 12 | Max_nodes: 62 | Time: 1.8220e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -Index: 10 | Max_nodes: 62 | Time: 1.8222e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -Index: 8 | Max_nodes: 62 | Time: 1.8308e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -Index: 20 | Max_nodes: 62 | Time: 1.8455e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -Index: 3 | Max_nodes: 62 | Time: 1.8625e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -Index: 28 | Max_nodes: 62 | Time: 1.8776e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -Index: 2 | Max_nodes: 62 | Time: 1.9115e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -Index: 1 | Max_nodes: 62 | Time: 1.9308e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -Index: 0 | Max_nodes: 62 | Time: 2.0030e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| - -........................... -Average time: 1.7349e-04s - -________________________________________________________________________________________________ - -120 permutations have 62 max nodes. -Index: 119 | Active_nodes: 31 | Time: 1.5520e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -Index: 95 | Active_nodes: 31 | Time: 1.5776e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -Index: 71 | Active_nodes: 31 | Time: 1.5899e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -Index: 113 | Active_nodes: 31 | Time: 1.5931e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -Index: 89 | Active_nodes: 31 | Time: 1.6057e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -Index: 117 | Active_nodes: 31 | Time: 1.6132e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -Index: 111 | Active_nodes: 31 | Time: 1.6140e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -Index: 107 | Active_nodes: 31 | Time: 1.6183e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -Index: 118 | Active_nodes: 31 | Time: 1.6239e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -Index: 83 | Active_nodes: 31 | Time: 1.6257e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -Index: 47 | Active_nodes: 31 | Time: 1.6262e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -Index: 59 | Active_nodes: 31 | Time: 1.6279e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -Index: 65 | Active_nodes: 31 | Time: 1.6302e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -Index: 87 | Active_nodes: 31 | Time: 1.6316e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -Index: 93 | Active_nodes: 31 | Time: 1.6402e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -Index: 115 | Active_nodes: 31 | Time: 1.6512e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -Index: 41 | Active_nodes: 31 | Time: 1.6519e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -Index: 116 | Active_nodes: 31 | Time: 1.6521e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -Index: 35 | Active_nodes: 31 | Time: 1.6576e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -Index: 63 | Active_nodes: 31 | Time: 1.6619e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -Index: 94 | Active_nodes: 31 | Time: 1.6640e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -Index: 105 | Active_nodes: 31 | Time: 1.6641e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -Index: 57 | Active_nodes: 31 | Time: 1.6665e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -Index: 39 | Active_nodes: 31 | Time: 1.6684e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -Index: 69 | Active_nodes: 31 | Time: 1.6691e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -Index: 81 | Active_nodes: 31 | Time: 1.6718e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -Index: 23 | Active_nodes: 31 | Time: 1.6741e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -Index: 45 | Active_nodes: 31 | Time: 1.6785e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -Index: 70 | Active_nodes: 31 | Time: 1.6793e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -Index: 112 | Active_nodes: 31 | Time: 1.6853e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -Index: 109 | Active_nodes: 31 | Time: 1.6866e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -Index: 88 | Active_nodes: 31 | Time: 1.6876e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -Index: 85 | Active_nodes: 31 | Time: 1.6885e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -Index: 86 | Active_nodes: 31 | Time: 1.6895e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -Index: 110 | Active_nodes: 31 | Time: 1.6909e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -Index: 91 | Active_nodes: 31 | Time: 1.6978e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -Index: 92 | Active_nodes: 31 | Time: 1.7007e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -Index: 33 | Active_nodes: 31 | Time: 1.7015e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -Index: 101 | Active_nodes: 31 | Time: 1.7019e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -Index: 114 | Active_nodes: 31 | Time: 1.7047e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -Index: 77 | Active_nodes: 31 | Time: 1.7065e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -Index: 53 | Active_nodes: 31 | Time: 1.7097e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -Index: 103 | Active_nodes: 31 | Time: 1.7122e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -Index: 17 | Active_nodes: 31 | Time: 1.7128e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -Index: 79 | Active_nodes: 31 | Time: 1.7129e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -Index: 64 | Active_nodes: 31 | Time: 1.7155e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -Index: 29 | Active_nodes: 31 | Time: 1.7195e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -Index: 55 | Active_nodes: 31 | Time: 1.7235e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -Index: 67 | Active_nodes: 31 | Time: 1.7237e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -Index: 11 | Active_nodes: 31 | Time: 1.7294e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -Index: 68 | Active_nodes: 31 | Time: 1.7308e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -Index: 106 | Active_nodes: 31 | Time: 1.7324e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -Index: 46 | Active_nodes: 31 | Time: 1.7351e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -Index: 99 | Active_nodes: 31 | Time: 1.7355e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -Index: 61 | Active_nodes: 31 | Time: 1.7362e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -Index: 108 | Active_nodes: 31 | Time: 1.7377e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -Index: 22 | Active_nodes: 31 | Time: 1.7404e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -Index: 21 | Active_nodes: 31 | Time: 1.7421e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -Index: 102 | Active_nodes: 31 | Time: 1.7424e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -Index: 84 | Active_nodes: 31 | Time: 1.7429e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -Index: 90 | Active_nodes: 31 | Time: 1.7454e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -Index: 82 | Active_nodes: 31 | Time: 1.7466e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -Index: 104 | Active_nodes: 31 | Time: 1.7469e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -Index: 62 | Active_nodes: 31 | Time: 1.7469e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -Index: 51 | Active_nodes: 31 | Time: 1.7479e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -Index: 5 | Active_nodes: 31 | Time: 1.7487e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -Index: 97 | Active_nodes: 31 | Time: 1.7502e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -Index: 44 | Active_nodes: 31 | Time: 1.7540e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -Index: 27 | Active_nodes: 31 | Time: 1.7566e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -Index: 100 | Active_nodes: 31 | Time: 1.7569e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -Index: 75 | Active_nodes: 31 | Time: 1.7575e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -Index: 15 | Active_nodes: 31 | Time: 1.7581e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -Index: 58 | Active_nodes: 31 | Time: 1.7633e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -Index: 78 | Active_nodes: 31 | Time: 1.7634e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -Index: 38 | Active_nodes: 31 | Time: 1.7634e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -Index: 25 | Active_nodes: 31 | Time: 1.7644e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -Index: 9 | Active_nodes: 31 | Time: 1.7655e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -Index: 19 | Active_nodes: 31 | Time: 1.7657e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -Index: 80 | Active_nodes: 31 | Time: 1.7678e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -Index: 43 | Active_nodes: 31 | Time: 1.7678e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -Index: 73 | Active_nodes: 31 | Time: 1.7689e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -Index: 49 | Active_nodes: 31 | Time: 1.7711e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -Index: 76 | Active_nodes: 31 | Time: 1.7712e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| -Index: 40 | Active_nodes: 31 | Time: 1.7713e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -Index: 31 | Active_nodes: 31 | Time: 1.7721e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -Index: 56 | Active_nodes: 31 | Time: 1.7750e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -Index: 98 | Active_nodes: 31 | Time: 1.7752e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -Index: 13 | Active_nodes: 31 | Time: 1.7761e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -Index: 66 | Active_nodes: 31 | Time: 1.7763e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -Index: 37 | Active_nodes: 31 | Time: 1.7764e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -Index: 26 | Active_nodes: 31 | Time: 1.7768e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -Index: 14 | Active_nodes: 31 | Time: 1.7791e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -Index: 74 | Active_nodes: 31 | Time: 1.7792e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -Index: 16 | Active_nodes: 31 | Time: 1.7820e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -Index: 60 | Active_nodes: 31 | Time: 1.7831e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -Index: 7 | Active_nodes: 31 | Time: 1.7832e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -Index: 54 | Active_nodes: 31 | Time: 1.7845e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -Index: 52 | Active_nodes: 31 | Time: 1.7873e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -Index: 34 | Active_nodes: 31 | Time: 1.7934e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -Index: 50 | Active_nodes: 31 | Time: 1.7979e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -Index: 96 | Active_nodes: 31 | Time: 1.7991e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -Index: 24 | Active_nodes: 31 | Time: 1.8012e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -Index: 48 | Active_nodes: 31 | Time: 1.8032e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -Index: 4 | Active_nodes: 31 | Time: 1.8044e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -Index: 32 | Active_nodes: 31 | Time: 1.8072e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -Index: 42 | Active_nodes: 31 | Time: 1.8118e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -Index: 72 | Active_nodes: 31 | Time: 1.8134e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -Index: 36 | Active_nodes: 31 | Time: 1.8142e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -Index: 6 | Active_nodes: 31 | Time: 1.8149e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -Index: 18 | Active_nodes: 31 | Time: 1.8179e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -Index: 30 | Active_nodes: 31 | Time: 1.8219e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -Index: 12 | Active_nodes: 31 | Time: 1.8220e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -Index: 10 | Active_nodes: 31 | Time: 1.8222e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -Index: 8 | Active_nodes: 31 | Time: 1.8308e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -Index: 20 | Active_nodes: 31 | Time: 1.8455e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -Index: 3 | Active_nodes: 31 | Time: 1.8625e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -Index: 28 | Active_nodes: 31 | Time: 1.8776e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -Index: 2 | Active_nodes: 31 | Time: 1.9115e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -Index: 1 | Active_nodes: 31 | Time: 1.9308e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -Index: 0 | Active_nodes: 31 | Time: 2.0030e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| - -........................... -Average time: 1.7349e-04s - -________________________________________________________________________________________________ - -execution time of: 1.5520e-04s: Index: 119 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| - -execution time of: 1.5776e-04s: Index: 95 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| - -execution time of: 1.5899e-04s: Index: 71 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| - -execution time of: 1.5931e-04s: Index: 113 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| - -execution time of: 1.6057e-04s: Index: 89 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| - -execution time of: 1.6132e-04s: Index: 117 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| - -execution time of: 1.6140e-04s: Index: 111 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| - -execution time of: 1.6183e-04s: Index: 107 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| - -execution time of: 1.6239e-04s: Index: 118 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| - -execution time of: 1.6257e-04s: Index: 83 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| - -execution time of: 1.6262e-04s: Index: 47 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| - -execution time of: 1.6279e-04s: Index: 59 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| - -execution time of: 1.6302e-04s: Index: 65 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| - -execution time of: 1.6316e-04s: Index: 87 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| - -execution time of: 1.6402e-04s: Index: 93 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| - -execution time of: 1.6512e-04s: Index: 115 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| - -execution time of: 1.6519e-04s: Index: 41 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| - -execution time of: 1.6521e-04s: Index: 116 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| - -execution time of: 1.6576e-04s: Index: 35 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| - -execution time of: 1.6619e-04s: Index: 63 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| - -execution time of: 1.6640e-04s: Index: 94 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| - -execution time of: 1.6641e-04s: Index: 105 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| - -execution time of: 1.6665e-04s: Index: 57 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| - -execution time of: 1.6684e-04s: Index: 39 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| - -execution time of: 1.6691e-04s: Index: 69 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| - -execution time of: 1.6718e-04s: Index: 81 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| - -execution time of: 1.6741e-04s: Index: 23 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| - -execution time of: 1.6785e-04s: Index: 45 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| - -execution time of: 1.6793e-04s: Index: 70 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| - -execution time of: 1.6853e-04s: Index: 112 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| - -execution time of: 1.6866e-04s: Index: 109 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| - -execution time of: 1.6876e-04s: Index: 88 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| - -execution time of: 1.6885e-04s: Index: 85 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| - -execution time of: 1.6895e-04s: Index: 86 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| - -execution time of: 1.6909e-04s: Index: 110 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| - -execution time of: 1.6978e-04s: Index: 91 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| - -execution time of: 1.7007e-04s: Index: 92 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| - -execution time of: 1.7015e-04s: Index: 33 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| - -execution time of: 1.7019e-04s: Index: 101 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| - -execution time of: 1.7047e-04s: Index: 114 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| - -execution time of: 1.7065e-04s: Index: 77 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| - -execution time of: 1.7097e-04s: Index: 53 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| - -execution time of: 1.7122e-04s: Index: 103 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| - -execution time of: 1.7128e-04s: Index: 17 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| - -execution time of: 1.7129e-04s: Index: 79 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| - -execution time of: 1.7155e-04s: Index: 64 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| - -execution time of: 1.7195e-04s: Index: 29 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| - -execution time of: 1.7235e-04s: Index: 55 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| - -execution time of: 1.7237e-04s: Index: 67 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| - -execution time of: 1.7294e-04s: Index: 11 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| - -execution time of: 1.7308e-04s: Index: 68 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| - -execution time of: 1.7324e-04s: Index: 106 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| - -execution time of: 1.7351e-04s: Index: 46 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| - -execution time of: 1.7355e-04s: Index: 99 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| - -execution time of: 1.7362e-04s: Index: 61 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| - -execution time of: 1.7377e-04s: Index: 108 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| - -execution time of: 1.7404e-04s: Index: 22 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| - -execution time of: 1.7421e-04s: Index: 21 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| - -execution time of: 1.7424e-04s: Index: 102 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| - -execution time of: 1.7429e-04s: Index: 84 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| - -execution time of: 1.7454e-04s: Index: 90 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| - -execution time of: 1.7466e-04s: Index: 82 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| - -execution time of: 1.7469e-04s: Index: 104 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| - -execution time of: 1.7469e-04s: Index: 62 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| - -execution time of: 1.7479e-04s: Index: 51 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| - -execution time of: 1.7487e-04s: Index: 5 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| - -execution time of: 1.7502e-04s: Index: 97 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| - -execution time of: 1.7540e-04s: Index: 44 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| - -execution time of: 1.7566e-04s: Index: 27 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| - -execution time of: 1.7569e-04s: Index: 100 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| - -execution time of: 1.7575e-04s: Index: 75 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| - -execution time of: 1.7581e-04s: Index: 15 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| - -execution time of: 1.7633e-04s: Index: 58 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| - -execution time of: 1.7634e-04s: Index: 78 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| - -execution time of: 1.7634e-04s: Index: 38 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| - -execution time of: 1.7644e-04s: Index: 25 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| - -execution time of: 1.7655e-04s: Index: 9 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| - -execution time of: 1.7657e-04s: Index: 19 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| - -execution time of: 1.7678e-04s: Index: 80 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| - -execution time of: 1.7678e-04s: Index: 43 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| - -execution time of: 1.7689e-04s: Index: 73 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| - -execution time of: 1.7711e-04s: Index: 49 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| - -execution time of: 1.7712e-04s: Index: 76 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| - -execution time of: 1.7713e-04s: Index: 40 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| - -execution time of: 1.7721e-04s: Index: 31 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| - -execution time of: 1.7750e-04s: Index: 56 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| - -execution time of: 1.7752e-04s: Index: 98 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| - -execution time of: 1.7761e-04s: Index: 13 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| - -execution time of: 1.7763e-04s: Index: 66 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| - -execution time of: 1.7764e-04s: Index: 37 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| - -execution time of: 1.7768e-04s: Index: 26 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| - -execution time of: 1.7791e-04s: Index: 14 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| - -execution time of: 1.7792e-04s: Index: 74 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| - -execution time of: 1.7820e-04s: Index: 16 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| - -execution time of: 1.7831e-04s: Index: 60 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| - -execution time of: 1.7832e-04s: Index: 7 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| - -execution time of: 1.7845e-04s: Index: 54 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| - -execution time of: 1.7873e-04s: Index: 52 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| - -execution time of: 1.7934e-04s: Index: 34 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| - -execution time of: 1.7979e-04s: Index: 50 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| - -execution time of: 1.7991e-04s: Index: 96 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| - -execution time of: 1.8012e-04s: Index: 24 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| - -execution time of: 1.8032e-04s: Index: 48 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| - -execution time of: 1.8044e-04s: Index: 4 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| - -execution time of: 1.8072e-04s: Index: 32 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| - -execution time of: 1.8118e-04s: Index: 42 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| - -execution time of: 1.8134e-04s: Index: 72 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| - -execution time of: 1.8142e-04s: Index: 36 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| - -execution time of: 1.8149e-04s: Index: 6 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| - -execution time of: 1.8179e-04s: Index: 18 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| - -execution time of: 1.8219e-04s: Index: 30 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| - -execution time of: 1.8220e-04s: Index: 12 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| - -execution time of: 1.8222e-04s: Index: 10 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| - -execution time of: 1.8308e-04s: Index: 8 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| - -execution time of: 1.8455e-04s: Index: 20 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| - -execution time of: 1.8625e-04s: Index: 3 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| - -execution time of: 1.8776e-04s: Index: 28 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| - -execution time of: 1.9115e-04s: Index: 2 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| - -execution time of: 1.9308e-04s: Index: 1 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| - -execution time of: 2.0030e-04s: Index: 0 | Max_nodes: 62 | Active_nodes: 31 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| - -________________________________________________________________________________________________ - -Start Simulation of vqe_indep_qiskit_6__________________________________________________ - -.i:...0...1...2...3...4...5 -.1:..ry...|...|...|...|...| p: (3.0620e+00) -.2:...|..ry...|...|...|...| p: (3.1415e+00) -.3:...|...|..ry...|...|...| p: (1.5713e+00) -.4:...|...|...|..ry...|...| p: (-1.4524e-04) -.5:...|...|...|...|..ry...| p: (-2.3197e+00) -.6:...|...|...|...|...|..ry p: (3.1416e+00) -.7:...|...|...|...|...c...x -.8:...|...|...|...c...x...| -.9:...|...|...c...x...|...| -10:...|...c...x...|...|...| -11:...c...x...|...|...|...| -12:..ry...|...|...|...|...| p: (1.5010e-01) -13:...|..ry...|...|...|...| p: (-1.0869e+00) -14:...|...|..ry...|...|...| p: (7.3746e-01) -15:...|...|...|..ry...|...| p: (-7.3751e-01) -16:...|...|...|...|..ry...| p: (-1.5708e+00) -17:...|...|...|...|...|..ry p: (1.5709e+00) -18:...|...|...|...|...c...x -19:...|...|...|...c...x...| -20:...|...|...c...x...|...| -21:...|...c...x...|...|...| -22:...c...x...|...|...|...| -23:..ry...|...|...|...|...| p: (-2.9719e+00) -24:...|..ry...|...|...|...| p: (-1.0809e+00) -25:...|...|..ry...|...|...| p: (1.5708e+00) -26:...|...|...|..ry...|...| p: (7.0198e-04) -27:...|...|...|...|..ry...| p: (-1.5705e+00) -28:...|...|...|...|...|..ry p: (-7.4905e-01) -29:======================== -30:...0...|...|...|...|...| -31:...|...1...|...|...|...| -32:...|...|...2...|...|...| -33:...|...|...|...3...|...| -34:...|...|...|...|...4...| -35:...|...|...|...|...|...5 -.o:...0...1...2...3...4...5 -Total Permutations: 720 -Min time: 2.5850e-04s................. Permutation 5 : 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Max time: 3.4852e-04s................. Permutation 320: 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Min active nodes: 61 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Min max nodes: 126 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Max active nodes: 63 nodes.................... Permutation 136: 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Max max nodes: 126 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -________________________________________________________________________________________________ - -54 permutations have 61 active nodes. -Index: 120 | Max_nodes: 126 | Time: 2.6182e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 122 | Max_nodes: 126 | Time: 2.6381e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 6 | Max_nodes: 126 | Time: 2.6409e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 24 | Max_nodes: 126 | Time: 2.6447e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 2 | Max_nodes: 126 | Time: 2.6457e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 26 | Max_nodes: 126 | Time: 2.6525e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 12 | Max_nodes: 126 | Time: 2.6556e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 18 | Max_nodes: 126 | Time: 2.6668e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 14 | Max_nodes: 126 | Time: 2.6711e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 20 | Max_nodes: 126 | Time: 2.6778e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 132 | Max_nodes: 126 | Time: 2.6802e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 0 | Max_nodes: 126 | Time: 2.6807e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 126 | Max_nodes: 126 | Time: 2.6864e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 48 | Max_nodes: 126 | Time: 2.6868e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 240 | Max_nodes: 126 | Time: 2.6892e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 134 | Max_nodes: 126 | Time: 2.6918e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 242 | Max_nodes: 126 | Time: 2.6983e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 8 | Max_nodes: 126 | Time: 2.7174e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 128 | Max_nodes: 126 | Time: 2.7212e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 360 | Max_nodes: 126 | Time: 2.7283e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 30 | Max_nodes: 126 | Time: 2.7299e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 54 | Max_nodes: 126 | Time: 2.7359e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 78 | Max_nodes: 126 | Time: 2.7369e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 72 | Max_nodes: 126 | Time: 2.7578e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 74 | Max_nodes: 126 | Time: 2.7695e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 246 | Max_nodes: 126 | Time: 2.7725e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 36 | Max_nodes: 126 | Time: 2.7738e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 366 | Max_nodes: 126 | Time: 2.7800e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 50 | Max_nodes: 126 | Time: 2.7848e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 480 | Max_nodes: 126 | Time: 2.7859e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 84 | Max_nodes: 126 | Time: 2.7866e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 66 | Max_nodes: 126 | Time: 2.8080e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 362 | Max_nodes: 126 | Time: 2.8153e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 60 | Max_nodes: 126 | Time: 2.8164e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 482 | Max_nodes: 126 | Time: 2.8298e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 42 | Max_nodes: 126 | Time: 2.8362e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 86 | Max_nodes: 126 | Time: 2.8385e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 252 | Max_nodes: 126 | Time: 2.8642e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 486 | Max_nodes: 126 | Time: 2.8643e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 372 | Max_nodes: 126 | Time: 2.8791e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 68 | Max_nodes: 126 | Time: 2.8868e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 492 | Max_nodes: 126 | Time: 2.8879e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 62 | Max_nodes: 126 | Time: 2.8911e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 38 | Max_nodes: 126 | Time: 2.9012e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 56 | Max_nodes: 126 | Time: 2.9057e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 80 | Max_nodes: 126 | Time: 2.9066e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 32 | Max_nodes: 126 | Time: 2.9254e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 494 | Max_nodes: 126 | Time: 2.9523e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 248 | Max_nodes: 126 | Time: 2.9580e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 488 | Max_nodes: 126 | Time: 2.9709e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 44 | Max_nodes: 126 | Time: 2.9730e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 254 | Max_nodes: 126 | Time: 2.9985e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 374 | Max_nodes: 126 | Time: 3.0814e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 368 | Max_nodes: 126 | Time: 3.1002e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| - -........................... -Average time: 2.7925e-04s - -264 permutations have 62 active nodes. -Index: 5 | Max_nodes: 126 | Time: 2.5850e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 125 | Max_nodes: 126 | Time: 2.5883e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 7 | Max_nodes: 126 | Time: 2.5893e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 127 | Max_nodes: 126 | Time: 2.5917e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 121 | Max_nodes: 126 | Time: 2.6027e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 29 | Max_nodes: 126 | Time: 2.6032e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 123 | Max_nodes: 126 | Time: 2.6062e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 19 | Max_nodes: 126 | Time: 2.6072e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 23 | Max_nodes: 126 | Time: 2.6148e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 3 | Max_nodes: 126 | Time: 2.6166e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 25 | Max_nodes: 126 | Time: 2.6203e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 13 | Max_nodes: 126 | Time: 2.6223e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 133 | Max_nodes: 126 | Time: 2.6269e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 1 | Max_nodes: 126 | Time: 2.6280e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 143 | Max_nodes: 126 | Time: 2.6316e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 124 | Max_nodes: 126 | Time: 2.6353e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 139 | Max_nodes: 126 | Time: 2.6368e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 27 | Max_nodes: 126 | Time: 2.6405e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 49 | Max_nodes: 126 | Time: 2.6423e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 17 | Max_nodes: 126 | Time: 2.6456e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 21 | Max_nodes: 126 | Time: 2.6463e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 28 | Max_nodes: 126 | Time: 2.6467e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 15 | Max_nodes: 126 | Time: 2.6490e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 137 | Max_nodes: 126 | Time: 2.6491e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 11 | Max_nodes: 126 | Time: 2.6539e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 22 | Max_nodes: 126 | Time: 2.6597e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 241 | Max_nodes: 126 | Time: 2.6648e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 135 | Max_nodes: 126 | Time: 2.6657e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 55 | Max_nodes: 126 | Time: 2.6692e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 131 | Max_nodes: 126 | Time: 2.6735e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 9 | Max_nodes: 126 | Time: 2.6736e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 245 | Max_nodes: 126 | Time: 2.6778e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 141 | Max_nodes: 126 | Time: 2.6816e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 101 | Max_nodes: 126 | Time: 2.6854e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 129 | Max_nodes: 126 | Time: 2.6858e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 31 | Max_nodes: 126 | Time: 2.6861e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 97 | Max_nodes: 126 | Time: 2.6867e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 77 | Max_nodes: 126 | Time: 2.6884e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 138 | Max_nodes: 126 | Time: 2.6897e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 361 | Max_nodes: 126 | Time: 2.6910e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 243 | Max_nodes: 126 | Time: 2.6948e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 16 | Max_nodes: 126 | Time: 2.6952e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 79 | Max_nodes: 126 | Time: 2.6959e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 53 | Max_nodes: 126 | Time: 2.6975e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 103 | Max_nodes: 126 | Time: 2.7020e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 115 | Max_nodes: 126 | Time: 2.7037e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 109 | Max_nodes: 126 | Time: 2.7046e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 73 | Max_nodes: 126 | Time: 2.7088e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 10 | Max_nodes: 126 | Time: 2.7095e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 140 | Max_nodes: 126 | Time: 2.7116e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 130 | Max_nodes: 126 | Time: 2.7193e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 247 | Max_nodes: 126 | Time: 2.7244e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 601 | Max_nodes: 126 | Time: 2.7253e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 85 | Max_nodes: 126 | Time: 2.7294e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 37 | Max_nodes: 126 | Time: 2.7294e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 102 | Max_nodes: 126 | Time: 2.7297e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 91 | Max_nodes: 126 | Time: 2.7318e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 244 | Max_nodes: 126 | Time: 2.7321e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 51 | Max_nodes: 126 | Time: 2.7342e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 119 | Max_nodes: 126 | Time: 2.7384e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 99 | Max_nodes: 126 | Time: 2.7397e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 367 | Max_nodes: 126 | Time: 2.7404e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 96 | Max_nodes: 126 | Time: 2.7434e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 75 | Max_nodes: 126 | Time: 2.7436e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 114 | Max_nodes: 126 | Time: 2.7532e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 607 | Max_nodes: 126 | Time: 2.7534e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 605 | Max_nodes: 126 | Time: 2.7535e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 67 | Max_nodes: 126 | Time: 2.7537e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 71 | Max_nodes: 126 | Time: 2.7587e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 100 | Max_nodes: 126 | Time: 2.7597e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 61 | Max_nodes: 126 | Time: 2.7612e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 95 | Max_nodes: 126 | Time: 2.7616e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 264 | Max_nodes: 126 | Time: 2.7622e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 113 | Max_nodes: 126 | Time: 2.7652e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 76 | Max_nodes: 126 | Time: 2.7660e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 89 | Max_nodes: 126 | Time: 2.7669e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 259 | Max_nodes: 126 | Time: 2.7716e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 98 | Max_nodes: 126 | Time: 2.7721e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 52 | Max_nodes: 126 | Time: 2.7724e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 600 | Max_nodes: 126 | Time: 2.7731e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 266 | Max_nodes: 126 | Time: 2.7761e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 108 | Max_nodes: 126 | Time: 2.7815e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 603 | Max_nodes: 126 | Time: 2.7839e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 65 | Max_nodes: 126 | Time: 2.7870e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 117 | Max_nodes: 126 | Time: 2.7874e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 4 | Max_nodes: 126 | Time: 2.7903e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 47 | Max_nodes: 126 | Time: 2.7910e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 111 | Max_nodes: 126 | Time: 2.7910e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 606 | Max_nodes: 126 | Time: 2.7915e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 90 | Max_nodes: 126 | Time: 2.7927e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 365 | Max_nodes: 126 | Time: 2.7928e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 43 | Max_nodes: 126 | Time: 2.7954e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 619 | Max_nodes: 126 | Time: 2.7959e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 118 | Max_nodes: 126 | Time: 2.7961e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 253 | Max_nodes: 126 | Time: 2.7962e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 87 | Max_nodes: 126 | Time: 2.8013e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 83 | Max_nodes: 126 | Time: 2.8052e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 481 | Max_nodes: 126 | Time: 2.8101e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 623 | Max_nodes: 126 | Time: 2.8122e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 604 | Max_nodes: 126 | Time: 2.8125e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 93 | Max_nodes: 126 | Time: 2.8135e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 59 | Max_nodes: 126 | Time: 2.8143e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 613 | Max_nodes: 126 | Time: 2.8147e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 94 | Max_nodes: 126 | Time: 2.8163e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 107 | Max_nodes: 126 | Time: 2.8163e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 602 | Max_nodes: 126 | Time: 2.8196e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 617 | Max_nodes: 126 | Time: 2.8208e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 69 | Max_nodes: 126 | Time: 2.8213e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 63 | Max_nodes: 126 | Time: 2.8229e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 485 | Max_nodes: 126 | Time: 2.8243e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 383 | Max_nodes: 126 | Time: 2.8258e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 35 | Max_nodes: 126 | Time: 2.8276e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 112 | Max_nodes: 126 | Time: 2.8278e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 258 | Max_nodes: 126 | Time: 2.8285e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 263 | Max_nodes: 126 | Time: 2.8296e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 364 | Max_nodes: 126 | Time: 2.8299e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 408 | Max_nodes: 126 | Time: 2.8318e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 116 | Max_nodes: 126 | Time: 2.8324e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 146 | Max_nodes: 126 | Time: 2.8358e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 504 | Max_nodes: 126 | Time: 2.8366e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 110 | Max_nodes: 126 | Time: 2.8384e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 499 | Max_nodes: 126 | Time: 2.8392e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 57 | Max_nodes: 126 | Time: 2.8394e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 70 | Max_nodes: 126 | Time: 2.8409e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 414 | Max_nodes: 126 | Time: 2.8411e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 487 | Max_nodes: 126 | Time: 2.8432e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 621 | Max_nodes: 126 | Time: 2.8466e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 384 | Max_nodes: 126 | Time: 2.8478e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 92 | Max_nodes: 126 | Time: 2.8484e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 503 | Max_nodes: 126 | Time: 2.8493e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 81 | Max_nodes: 126 | Time: 2.8500e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 615 | Max_nodes: 126 | Time: 2.8503e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 611 | Max_nodes: 126 | Time: 2.8505e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 105 | Max_nodes: 126 | Time: 2.8528e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 612 | Max_nodes: 126 | Time: 2.8544e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 497 | Max_nodes: 126 | Time: 2.8551e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 168 | Max_nodes: 126 | Time: 2.8557e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 528 | Max_nodes: 126 | Time: 2.8581e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 33 | Max_nodes: 126 | Time: 2.8584e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 144 | Max_nodes: 126 | Time: 2.8592e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 483 | Max_nodes: 126 | Time: 2.8592e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 288 | Max_nodes: 126 | Time: 2.8592e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 363 | Max_nodes: 126 | Time: 2.8595e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 88 | Max_nodes: 126 | Time: 2.8612e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 377 | Max_nodes: 126 | Time: 2.8621e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 534 | Max_nodes: 126 | Time: 2.8687e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 386 | Max_nodes: 126 | Time: 2.8711e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 506 | Max_nodes: 126 | Time: 2.8759e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 373 | Max_nodes: 126 | Time: 2.8790e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 609 | Max_nodes: 126 | Time: 2.8793e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 495 | Max_nodes: 126 | Time: 2.8794e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 192 | Max_nodes: 126 | Time: 2.8799e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 378 | Max_nodes: 126 | Time: 2.8801e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 371 | Max_nodes: 126 | Time: 2.8804e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 484 | Max_nodes: 126 | Time: 2.8806e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 379 | Max_nodes: 126 | Time: 2.8828e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 501 | Max_nodes: 126 | Time: 2.8850e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 64 | Max_nodes: 126 | Time: 2.8853e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 493 | Max_nodes: 126 | Time: 2.8872e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 491 | Max_nodes: 126 | Time: 2.8970e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 106 | Max_nodes: 126 | Time: 2.8981e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 381 | Max_nodes: 126 | Time: 2.9009e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 174 | Max_nodes: 126 | Time: 2.9013e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 312 | Max_nodes: 126 | Time: 2.9014e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 58 | Max_nodes: 126 | Time: 2.9042e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 41 | Max_nodes: 126 | Time: 2.9059e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 261 | Max_nodes: 126 | Time: 2.9063e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 620 | Max_nodes: 126 | Time: 2.9068e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 82 | Max_nodes: 126 | Time: 2.9100e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 257 | Max_nodes: 126 | Time: 2.9102e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 489 | Max_nodes: 126 | Time: 2.9125e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 270 | Max_nodes: 126 | Time: 2.9172e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 558 | Max_nodes: 126 | Time: 2.9172e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 39 | Max_nodes: 126 | Time: 2.9176e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 369 | Max_nodes: 126 | Time: 2.9194e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 34 | Max_nodes: 126 | Time: 2.9208e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 104 | Max_nodes: 126 | Time: 2.9215e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 45 | Max_nodes: 126 | Time: 2.9227e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 194 | Max_nodes: 126 | Time: 2.9240e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 249 | Max_nodes: 126 | Time: 2.9246e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 294 | Max_nodes: 126 | Time: 2.9271e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 614 | Max_nodes: 126 | Time: 2.9275e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 500 | Max_nodes: 126 | Time: 2.9277e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 170 | Max_nodes: 126 | Time: 2.9328e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 375 | Max_nodes: 126 | Time: 2.9355e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 552 | Max_nodes: 126 | Time: 2.9364e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 251 | Max_nodes: 126 | Time: 2.9373e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 432 | Max_nodes: 126 | Time: 2.9375e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 198 | Max_nodes: 126 | Time: 2.9404e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 260 | Max_nodes: 126 | Time: 2.9414e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 150 | Max_nodes: 126 | Time: 2.9428e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 380 | Max_nodes: 126 | Time: 2.9493e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 390 | Max_nodes: 126 | Time: 2.9496e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 250 | Max_nodes: 126 | Time: 2.9502e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 610 | Max_nodes: 126 | Time: 2.9507e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 255 | Max_nodes: 126 | Time: 2.9553e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 554 | Max_nodes: 126 | Time: 2.9561e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 46 | Max_nodes: 126 | Time: 2.9573e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 370 | Max_nodes: 126 | Time: 2.9622e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 490 | Max_nodes: 126 | Time: 2.9637e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 510 | Max_nodes: 126 | Time: 2.9661e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 282 | Max_nodes: 126 | Time: 2.9683e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 162 | Max_nodes: 126 | Time: 2.9695e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 438 | Max_nodes: 126 | Time: 2.9711e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 635 | Max_nodes: 126 | Time: 2.9764e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 608 | Max_nodes: 126 | Time: 2.9859e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 40 | Max_nodes: 126 | Time: 2.9884e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 276 | Max_nodes: 126 | Time: 2.9906e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 434 | Max_nodes: 126 | Time: 2.9980e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 564 | Max_nodes: 126 | Time: 3.0040e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 645 | Max_nodes: 126 | Time: 3.0053e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 201 | Max_nodes: 126 | Time: 3.0059e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 156 | Max_nodes: 126 | Time: 3.0089e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 177 | Max_nodes: 126 | Time: 3.0108e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 402 | Max_nodes: 126 | Time: 3.0158e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 186 | Max_nodes: 126 | Time: 3.0161e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 530 | Max_nodes: 126 | Time: 3.0194e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 410 | Max_nodes: 126 | Time: 3.0252e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 396 | Max_nodes: 126 | Time: 3.0288e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 393 | Max_nodes: 126 | Time: 3.0296e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 204 | Max_nodes: 126 | Time: 3.0330e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 314 | Max_nodes: 126 | Time: 3.0381e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 180 | Max_nodes: 126 | Time: 3.0400e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 290 | Max_nodes: 126 | Time: 3.0478e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 444 | Max_nodes: 126 | Time: 3.0505e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 324 | Max_nodes: 126 | Time: 3.0535e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 516 | Max_nodes: 126 | Time: 3.0615e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 426 | Max_nodes: 126 | Time: 3.0630e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 540 | Max_nodes: 126 | Time: 3.0801e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 420 | Max_nodes: 126 | Time: 3.0806e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 306 | Max_nodes: 126 | Time: 3.0808e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 318 | Max_nodes: 126 | Time: 3.0988e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 566 | Max_nodes: 126 | Time: 3.1155e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 300 | Max_nodes: 126 | Time: 3.1165e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 446 | Max_nodes: 126 | Time: 3.1426e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 326 | Max_nodes: 126 | Time: 3.1621e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 428 | Max_nodes: 126 | Time: 3.1686e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 560 | Max_nodes: 126 | Time: 3.1731e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 206 | Max_nodes: 126 | Time: 3.1805e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 422 | Max_nodes: 126 | Time: 3.1832e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 542 | Max_nodes: 126 | Time: 3.1906e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 302 | Max_nodes: 126 | Time: 3.1961e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 308 | Max_nodes: 126 | Time: 3.1977e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 188 | Max_nodes: 126 | Time: 3.2083e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 440 | Max_nodes: 126 | Time: 3.2091e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 536 | Max_nodes: 126 | Time: 3.2102e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 416 | Max_nodes: 126 | Time: 3.2117e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 404 | Max_nodes: 126 | Time: 3.2158e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 278 | Max_nodes: 126 | Time: 3.2214e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 321 | Max_nodes: 126 | Time: 3.2234e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 164 | Max_nodes: 126 | Time: 3.2282e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 182 | Max_nodes: 126 | Time: 3.2282e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 284 | Max_nodes: 126 | Time: 3.2312e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 158 | Max_nodes: 126 | Time: 3.2343e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 398 | Max_nodes: 126 | Time: 3.2352e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 176 | Max_nodes: 126 | Time: 3.2438e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 200 | Max_nodes: 126 | Time: 3.2446e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 518 | Max_nodes: 126 | Time: 3.2578e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 272 | Max_nodes: 126 | Time: 3.2652e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 392 | Max_nodes: 126 | Time: 3.2718e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 152 | Max_nodes: 126 | Time: 3.2722e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 296 | Max_nodes: 126 | Time: 3.2744e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 512 | Max_nodes: 126 | Time: 3.2948e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 320 | Max_nodes: 126 | Time: 3.4852e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| - -........................... -Average time: 2.8752e-04s - -402 permutations have 63 active nodes. -Index: 136 | Max_nodes: 126 | Time: 2.7078e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 265 | Max_nodes: 126 | Time: 2.7081e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 269 | Max_nodes: 126 | Time: 2.7314e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 142 | Max_nodes: 126 | Time: 2.7499e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 267 | Max_nodes: 126 | Time: 2.7546e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 145 | Max_nodes: 126 | Time: 2.7594e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 625 | Max_nodes: 126 | Time: 2.7628e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 385 | Max_nodes: 126 | Time: 2.7641e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 149 | Max_nodes: 126 | Time: 2.7664e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 268 | Max_nodes: 126 | Time: 2.7669e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 719 | Max_nodes: 126 | Time: 2.7792e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 629 | Max_nodes: 126 | Time: 2.7822e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 505 | Max_nodes: 126 | Time: 2.7838e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 147 | Max_nodes: 126 | Time: 2.7844e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 409 | Max_nodes: 126 | Time: 2.7915e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 389 | Max_nodes: 126 | Time: 2.8003e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 649 | Max_nodes: 126 | Time: 2.8017e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 169 | Max_nodes: 126 | Time: 2.8039e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 415 | Max_nodes: 126 | Time: 2.8071e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 697 | Max_nodes: 126 | Time: 2.8072e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 655 | Max_nodes: 126 | Time: 2.8087e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 148 | Max_nodes: 126 | Time: 2.8115e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 507 | Max_nodes: 126 | Time: 2.8120e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 599 | Max_nodes: 126 | Time: 2.8156e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 624 | Max_nodes: 126 | Time: 2.8176e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 627 | Max_nodes: 126 | Time: 2.8178e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 529 | Max_nodes: 126 | Time: 2.8200e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 695 | Max_nodes: 126 | Time: 2.8200e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 289 | Max_nodes: 126 | Time: 2.8246e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 193 | Max_nodes: 126 | Time: 2.8250e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 387 | Max_nodes: 126 | Time: 2.8250e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 553 | Max_nodes: 126 | Time: 2.8290e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 673 | Max_nodes: 126 | Time: 2.8302e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 703 | Max_nodes: 126 | Time: 2.8320e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 701 | Max_nodes: 126 | Time: 2.8327e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 197 | Max_nodes: 126 | Time: 2.8356e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 221 | Max_nodes: 126 | Time: 2.8358e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 715 | Max_nodes: 126 | Time: 2.8360e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 677 | Max_nodes: 126 | Time: 2.8366e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 359 | Max_nodes: 126 | Time: 2.8373e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 696 | Max_nodes: 126 | Time: 2.8392e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 535 | Max_nodes: 126 | Time: 2.8402e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 575 | Max_nodes: 126 | Time: 2.8403e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 628 | Max_nodes: 126 | Time: 2.8407e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 217 | Max_nodes: 126 | Time: 2.8412e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 577 | Max_nodes: 126 | Time: 2.8415e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 337 | Max_nodes: 126 | Time: 2.8463e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 618 | Max_nodes: 126 | Time: 2.8464e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 173 | Max_nodes: 126 | Time: 2.8465e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 479 | Max_nodes: 126 | Time: 2.8476e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 679 | Max_nodes: 126 | Time: 2.8498e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 457 | Max_nodes: 126 | Time: 2.8499e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 508 | Max_nodes: 126 | Time: 2.8542e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 648 | Max_nodes: 126 | Time: 2.8547e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 175 | Max_nodes: 126 | Time: 2.8571e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 626 | Max_nodes: 126 | Time: 2.8577e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 295 | Max_nodes: 126 | Time: 2.8582e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 498 | Max_nodes: 126 | Time: 2.8589e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 713 | Max_nodes: 126 | Time: 2.8597e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 557 | Max_nodes: 126 | Time: 2.8601e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 654 | Max_nodes: 126 | Time: 2.8613e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 699 | Max_nodes: 126 | Time: 2.8614e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 581 | Max_nodes: 126 | Time: 2.8631e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 433 | Max_nodes: 126 | Time: 2.8632e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 216 | Max_nodes: 126 | Time: 2.8652e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 551 | Max_nodes: 126 | Time: 2.8653e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 689 | Max_nodes: 126 | Time: 2.8664e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 239 | Max_nodes: 126 | Time: 2.8683e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 388 | Max_nodes: 126 | Time: 2.8693e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 343 | Max_nodes: 126 | Time: 2.8693e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 675 | Max_nodes: 126 | Time: 2.8703e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 583 | Max_nodes: 126 | Time: 2.8728e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 717 | Max_nodes: 126 | Time: 2.8748e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 313 | Max_nodes: 126 | Time: 2.8750e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 455 | Max_nodes: 126 | Time: 2.8751e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 709 | Max_nodes: 126 | Time: 2.8756e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 219 | Max_nodes: 126 | Time: 2.8759e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 671 | Max_nodes: 126 | Time: 2.8763e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 711 | Max_nodes: 126 | Time: 2.8764e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 559 | Max_nodes: 126 | Time: 2.8786e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 195 | Max_nodes: 126 | Time: 2.8803e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 437 | Max_nodes: 126 | Time: 2.8804e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 353 | Max_nodes: 126 | Time: 2.8807e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 702 | Max_nodes: 126 | Time: 2.8809e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 171 | Max_nodes: 126 | Time: 2.8813e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 569 | Max_nodes: 126 | Time: 2.8817e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 461 | Max_nodes: 126 | Time: 2.8820e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 391 | Max_nodes: 126 | Time: 2.8829e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 336 | Max_nodes: 126 | Time: 2.8832e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 593 | Max_nodes: 126 | Time: 2.8833e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 271 | Max_nodes: 126 | Time: 2.8842e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 622 | Max_nodes: 126 | Time: 2.8848e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 576 | Max_nodes: 126 | Time: 2.8849e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 413 | Max_nodes: 126 | Time: 2.8856e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 151 | Max_nodes: 126 | Time: 2.8875e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 463 | Max_nodes: 126 | Time: 2.8877e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 431 | Max_nodes: 126 | Time: 2.8880e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 707 | Max_nodes: 126 | Time: 2.8883e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 555 | Max_nodes: 126 | Time: 2.8885e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 223 | Max_nodes: 126 | Time: 2.8892e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 220 | Max_nodes: 126 | Time: 2.8902e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 533 | Max_nodes: 126 | Time: 2.8921e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 199 | Max_nodes: 126 | Time: 2.8923e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 672 | Max_nodes: 126 | Time: 2.8931e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 687 | Max_nodes: 126 | Time: 2.8945e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 653 | Max_nodes: 126 | Time: 2.8957e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 691 | Max_nodes: 126 | Time: 2.8959e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 616 | Max_nodes: 126 | Time: 2.8965e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 335 | Max_nodes: 126 | Time: 2.8967e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 579 | Max_nodes: 126 | Time: 2.8975e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 439 | Max_nodes: 126 | Time: 2.8985e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 567 | Max_nodes: 126 | Time: 2.8999e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 678 | Max_nodes: 126 | Time: 2.9016e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 382 | Max_nodes: 126 | Time: 2.9022e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 329 | Max_nodes: 126 | Time: 2.9032e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 571 | Max_nodes: 126 | Time: 2.9039e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 531 | Max_nodes: 126 | Time: 2.9043e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 475 | Max_nodes: 126 | Time: 2.9068e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 665 | Max_nodes: 126 | Time: 2.9071e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 651 | Max_nodes: 126 | Time: 2.9083e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 477 | Max_nodes: 126 | Time: 2.9086e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 573 | Max_nodes: 126 | Time: 2.9091e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 311 | Max_nodes: 126 | Time: 2.9091e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 589 | Max_nodes: 126 | Time: 2.9092e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 582 | Max_nodes: 126 | Time: 2.9103e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 342 | Max_nodes: 126 | Time: 2.9107e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 595 | Max_nodes: 126 | Time: 2.9111e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 277 | Max_nodes: 126 | Time: 2.9114e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 685 | Max_nodes: 126 | Time: 2.9115e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 449 | Max_nodes: 126 | Time: 2.9117e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 511 | Max_nodes: 126 | Time: 2.9120e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 262 | Max_nodes: 126 | Time: 2.9143e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 631 | Max_nodes: 126 | Time: 2.9164e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 435 | Max_nodes: 126 | Time: 2.9170e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 502 | Max_nodes: 126 | Time: 2.9171e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 218 | Max_nodes: 126 | Time: 2.9176e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 215 | Max_nodes: 126 | Time: 2.9179e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 700 | Max_nodes: 126 | Time: 2.9180e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 283 | Max_nodes: 126 | Time: 2.9180e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 473 | Max_nodes: 126 | Time: 2.9181e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 235 | Max_nodes: 126 | Time: 2.9184e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 172 | Max_nodes: 126 | Time: 2.9184e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 456 | Max_nodes: 126 | Time: 2.9189e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 683 | Max_nodes: 126 | Time: 2.9198e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 676 | Max_nodes: 126 | Time: 2.9199e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 591 | Max_nodes: 126 | Time: 2.9209e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 565 | Max_nodes: 126 | Time: 2.9230e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 163 | Max_nodes: 126 | Time: 2.9236e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 229 | Max_nodes: 126 | Time: 2.9236e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 341 | Max_nodes: 126 | Time: 2.9246e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 191 | Max_nodes: 126 | Time: 2.9265e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 714 | Max_nodes: 126 | Time: 2.9265e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 693 | Max_nodes: 126 | Time: 2.9278e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 556 | Max_nodes: 126 | Time: 2.9284e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 205 | Max_nodes: 126 | Time: 2.9290e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 157 | Max_nodes: 126 | Time: 2.9299e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 425 | Max_nodes: 126 | Time: 2.9310e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 587 | Max_nodes: 126 | Time: 2.9315e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 469 | Max_nodes: 126 | Time: 2.9318e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 196 | Max_nodes: 126 | Time: 2.9321e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 545 | Max_nodes: 126 | Time: 2.9331e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 233 | Max_nodes: 126 | Time: 2.9334e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 659 | Max_nodes: 126 | Time: 2.9335e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 698 | Max_nodes: 126 | Time: 2.9336e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 705 | Max_nodes: 126 | Time: 2.9337e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 293 | Max_nodes: 126 | Time: 2.9349e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 305 | Max_nodes: 126 | Time: 2.9351e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 411 | Max_nodes: 126 | Time: 2.9366e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 523 | Max_nodes: 126 | Time: 2.9369e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 453 | Max_nodes: 126 | Time: 2.9371e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 222 | Max_nodes: 126 | Time: 2.9402e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 471 | Max_nodes: 126 | Time: 2.9402e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 509 | Max_nodes: 126 | Time: 2.9410e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 211 | Max_nodes: 126 | Time: 2.9419e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 637 | Max_nodes: 126 | Time: 2.9423e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 403 | Max_nodes: 126 | Time: 2.9453e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 580 | Max_nodes: 126 | Time: 2.9453e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 447 | Max_nodes: 126 | Time: 2.9454e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 451 | Max_nodes: 126 | Time: 2.9471e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 209 | Max_nodes: 126 | Time: 2.9475e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 674 | Max_nodes: 126 | Time: 2.9484e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 561 | Max_nodes: 126 | Time: 2.9488e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 339 | Max_nodes: 126 | Time: 2.9489e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 643 | Max_nodes: 126 | Time: 2.9492e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 630 | Max_nodes: 126 | Time: 2.9519e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 234 | Max_nodes: 126 | Time: 2.9520e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 496 | Max_nodes: 126 | Time: 2.9525e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 462 | Max_nodes: 126 | Time: 2.9528e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 407 | Max_nodes: 126 | Time: 2.9528e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 708 | Max_nodes: 126 | Time: 2.9537e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 445 | Max_nodes: 126 | Time: 2.9558e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 669 | Max_nodes: 126 | Time: 2.9559e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 718 | Max_nodes: 126 | Time: 2.9566e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 355 | Max_nodes: 126 | Time: 2.9582e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 419 | Max_nodes: 126 | Time: 2.9588e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 547 | Max_nodes: 126 | Time: 2.9592e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 315 | Max_nodes: 126 | Time: 2.9599e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 397 | Max_nodes: 126 | Time: 2.9600e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 227 | Max_nodes: 126 | Time: 2.9611e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 597 | Max_nodes: 126 | Time: 2.9611e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 467 | Max_nodes: 126 | Time: 2.9614e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 563 | Max_nodes: 126 | Time: 2.9615e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 460 | Max_nodes: 126 | Time: 2.9621e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 376 | Max_nodes: 126 | Time: 2.9623e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 291 | Max_nodes: 126 | Time: 2.9632e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 681 | Max_nodes: 126 | Time: 2.9635e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 185 | Max_nodes: 126 | Time: 2.9639e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 351 | Max_nodes: 126 | Time: 2.9671e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 181 | Max_nodes: 126 | Time: 2.9674e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 474 | Max_nodes: 126 | Time: 2.9676e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 237 | Max_nodes: 126 | Time: 2.9676e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 231 | Max_nodes: 126 | Time: 2.9677e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 167 | Max_nodes: 126 | Time: 2.9677e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 578 | Max_nodes: 126 | Time: 2.9687e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 213 | Max_nodes: 126 | Time: 2.9689e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 357 | Max_nodes: 126 | Time: 2.9690e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 663 | Max_nodes: 126 | Time: 2.9692e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 459 | Max_nodes: 126 | Time: 2.9711e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 690 | Max_nodes: 126 | Time: 2.9715e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 187 | Max_nodes: 126 | Time: 2.9737e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 287 | Max_nodes: 126 | Time: 2.9738e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 641 | Max_nodes: 126 | Time: 2.9740e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 537 | Max_nodes: 126 | Time: 2.9741e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 436 | Max_nodes: 126 | Time: 2.9747e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 207 | Max_nodes: 126 | Time: 2.9751e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 327 | Max_nodes: 126 | Time: 2.9753e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 549 | Max_nodes: 126 | Time: 2.9766e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 594 | Max_nodes: 126 | Time: 2.9793e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 657 | Max_nodes: 126 | Time: 2.9812e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 652 | Max_nodes: 126 | Time: 2.9822e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 203 | Max_nodes: 126 | Time: 2.9827e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 179 | Max_nodes: 126 | Time: 2.9838e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 429 | Max_nodes: 126 | Time: 2.9850e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 532 | Max_nodes: 126 | Time: 2.9865e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 570 | Max_nodes: 126 | Time: 2.9871e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 161 | Max_nodes: 126 | Time: 2.9873e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 401 | Max_nodes: 126 | Time: 2.9875e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 541 | Max_nodes: 126 | Time: 2.9881e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 417 | Max_nodes: 126 | Time: 2.9884e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 543 | Max_nodes: 126 | Time: 2.9887e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 650 | Max_nodes: 126 | Time: 2.9896e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 423 | Max_nodes: 126 | Time: 2.9904e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 256 | Max_nodes: 126 | Time: 2.9905e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 647 | Max_nodes: 126 | Time: 2.9913e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 639 | Max_nodes: 126 | Time: 2.9924e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 517 | Max_nodes: 126 | Time: 2.9929e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 395 | Max_nodes: 126 | Time: 2.9929e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 228 | Max_nodes: 126 | Time: 2.9942e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 458 | Max_nodes: 126 | Time: 2.9944e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 642 | Max_nodes: 126 | Time: 2.9950e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 588 | Max_nodes: 126 | Time: 2.9951e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 585 | Max_nodes: 126 | Time: 2.9964e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 279 | Max_nodes: 126 | Time: 2.9968e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 521 | Max_nodes: 126 | Time: 2.9968e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 331 | Max_nodes: 126 | Time: 2.9974e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 519 | Max_nodes: 126 | Time: 2.9979e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 684 | Max_nodes: 126 | Time: 2.9979e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 465 | Max_nodes: 126 | Time: 2.9982e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 159 | Max_nodes: 126 | Time: 2.9992e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 285 | Max_nodes: 126 | Time: 3.0001e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 210 | Max_nodes: 126 | Time: 3.0007e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 275 | Max_nodes: 126 | Time: 3.0022e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 333 | Max_nodes: 126 | Time: 3.0022e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 441 | Max_nodes: 126 | Time: 3.0026e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 155 | Max_nodes: 126 | Time: 3.0027e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 165 | Max_nodes: 126 | Time: 3.0029e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 347 | Max_nodes: 126 | Time: 3.0034e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 189 | Max_nodes: 126 | Time: 3.0035e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 323 | Max_nodes: 126 | Time: 3.0074e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 525 | Max_nodes: 126 | Time: 3.0075e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 225 | Max_nodes: 126 | Time: 3.0082e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 636 | Max_nodes: 126 | Time: 3.0100e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 522 | Max_nodes: 126 | Time: 3.0119e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 303 | Max_nodes: 126 | Time: 3.0121e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 450 | Max_nodes: 126 | Time: 3.0125e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 183 | Max_nodes: 126 | Time: 3.0136e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 443 | Max_nodes: 126 | Time: 3.0139e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 309 | Max_nodes: 126 | Time: 3.0159e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 527 | Max_nodes: 126 | Time: 3.0174e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 539 | Max_nodes: 126 | Time: 3.0188e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 299 | Max_nodes: 126 | Time: 3.0200e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 478 | Max_nodes: 126 | Time: 3.0203e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 574 | Max_nodes: 126 | Time: 3.0220e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 598 | Max_nodes: 126 | Time: 3.0226e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 694 | Max_nodes: 126 | Time: 3.0227e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 633 | Max_nodes: 126 | Time: 3.0238e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 716 | Max_nodes: 126 | Time: 3.0252e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 468 | Max_nodes: 126 | Time: 3.0271e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 273 | Max_nodes: 126 | Time: 3.0272e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 399 | Max_nodes: 126 | Time: 3.0299e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 412 | Max_nodes: 126 | Time: 3.0302e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 281 | Max_nodes: 126 | Time: 3.0308e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 153 | Max_nodes: 126 | Time: 3.0316e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 688 | Max_nodes: 126 | Time: 3.0338e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 405 | Max_nodes: 126 | Time: 3.0348e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 430 | Max_nodes: 126 | Time: 3.0352e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 358 | Max_nodes: 126 | Time: 3.0367e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 338 | Max_nodes: 126 | Time: 3.0374e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 666 | Max_nodes: 126 | Time: 3.0376e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 340 | Max_nodes: 126 | Time: 3.0380e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 546 | Max_nodes: 126 | Time: 3.0396e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 319 | Max_nodes: 126 | Time: 3.0411e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 454 | Max_nodes: 126 | Time: 3.0420e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 513 | Max_nodes: 126 | Time: 3.0428e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 670 | Max_nodes: 126 | Time: 3.0444e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 568 | Max_nodes: 126 | Time: 3.0453e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 316 | Max_nodes: 126 | Time: 3.0457e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 297 | Max_nodes: 126 | Time: 3.0464e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 354 | Max_nodes: 126 | Time: 3.0470e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 292 | Max_nodes: 126 | Time: 3.0491e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 348 | Max_nodes: 126 | Time: 3.0505e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 515 | Max_nodes: 126 | Time: 3.0541e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 345 | Max_nodes: 126 | Time: 3.0562e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 334 | Max_nodes: 126 | Time: 3.0579e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 550 | Max_nodes: 126 | Time: 3.0582e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 710 | Max_nodes: 126 | Time: 3.0592e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 310 | Max_nodes: 126 | Time: 3.0659e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 712 | Max_nodes: 126 | Time: 3.0689e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 664 | Max_nodes: 126 | Time: 3.0709e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 596 | Max_nodes: 126 | Time: 3.0731e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 660 | Max_nodes: 126 | Time: 3.0739e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 352 | Max_nodes: 126 | Time: 3.0752e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 472 | Max_nodes: 126 | Time: 3.0757e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 330 | Max_nodes: 126 | Time: 3.0762e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 328 | Max_nodes: 126 | Time: 3.0780e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 476 | Max_nodes: 126 | Time: 3.0809e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 592 | Max_nodes: 126 | Time: 3.0853e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 590 | Max_nodes: 126 | Time: 3.0878e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 686 | Max_nodes: 126 | Time: 3.0881e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 317 | Max_nodes: 126 | Time: 3.0892e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 424 | Max_nodes: 126 | Time: 3.0966e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 544 | Max_nodes: 126 | Time: 3.0973e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 421 | Max_nodes: 126 | Time: 3.0991e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 572 | Max_nodes: 126 | Time: 3.1014e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 692 | Max_nodes: 126 | Time: 3.1021e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 448 | Max_nodes: 126 | Time: 3.1122e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 238 | Max_nodes: 126 | Time: 3.1123e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 427 | Max_nodes: 126 | Time: 3.1157e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 706 | Max_nodes: 126 | Time: 3.1234e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 470 | Max_nodes: 126 | Time: 3.1245e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 304 | Max_nodes: 126 | Time: 3.1274e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 452 | Max_nodes: 126 | Time: 3.1316e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 667 | Max_nodes: 126 | Time: 3.1327e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 356 | Max_nodes: 126 | Time: 3.1335e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 236 | Max_nodes: 126 | Time: 3.1415e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 214 | Max_nodes: 126 | Time: 3.1417e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 350 | Max_nodes: 126 | Time: 3.1420e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 668 | Max_nodes: 126 | Time: 3.1489e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 548 | Max_nodes: 126 | Time: 3.1496e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 586 | Max_nodes: 126 | Time: 3.1509e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 704 | Max_nodes: 126 | Time: 3.1536e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 190 | Max_nodes: 126 | Time: 3.1565e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 662 | Max_nodes: 126 | Time: 3.1579e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 406 | Max_nodes: 126 | Time: 3.1603e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 680 | Max_nodes: 126 | Time: 3.1624e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 661 | Max_nodes: 126 | Time: 3.1630e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 526 | Max_nodes: 126 | Time: 3.1735e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 232 | Max_nodes: 126 | Time: 3.1750e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 332 | Max_nodes: 126 | Time: 3.1799e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 682 | Max_nodes: 126 | Time: 3.1800e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 212 | Max_nodes: 126 | Time: 3.1801e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 646 | Max_nodes: 126 | Time: 3.1855e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 584 | Max_nodes: 126 | Time: 3.1882e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 524 | Max_nodes: 126 | Time: 3.1892e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 184 | Max_nodes: 126 | Time: 3.1896e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 208 | Max_nodes: 126 | Time: 3.1896e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 466 | Max_nodes: 126 | Time: 3.1950e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 658 | Max_nodes: 126 | Time: 3.1967e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 562 | Max_nodes: 126 | Time: 3.1980e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 166 | Max_nodes: 126 | Time: 3.2053e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 230 | Max_nodes: 126 | Time: 3.2054e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 656 | Max_nodes: 126 | Time: 3.2062e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 400 | Max_nodes: 126 | Time: 3.2062e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 286 | Max_nodes: 126 | Time: 3.2102e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 644 | Max_nodes: 126 | Time: 3.2109e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 464 | Max_nodes: 126 | Time: 3.2113e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 442 | Max_nodes: 126 | Time: 3.2115e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 638 | Max_nodes: 126 | Time: 3.2166e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 226 | Max_nodes: 126 | Time: 3.2172e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 520 | Max_nodes: 126 | Time: 3.2206e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 202 | Max_nodes: 126 | Time: 3.2233e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 418 | Max_nodes: 126 | Time: 3.2310e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 538 | Max_nodes: 126 | Time: 3.2350e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 224 | Max_nodes: 126 | Time: 3.2356e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 349 | Max_nodes: 126 | Time: 3.2376e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 325 | Max_nodes: 126 | Time: 3.2394e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 178 | Max_nodes: 126 | Time: 3.2399e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 346 | Max_nodes: 126 | Time: 3.2415e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 322 | Max_nodes: 126 | Time: 3.2446e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 634 | Max_nodes: 126 | Time: 3.2494e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 160 | Max_nodes: 126 | Time: 3.2547e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 514 | Max_nodes: 126 | Time: 3.2627e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 154 | Max_nodes: 126 | Time: 3.2655e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 280 | Max_nodes: 126 | Time: 3.2657e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 632 | Max_nodes: 126 | Time: 3.2668e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 274 | Max_nodes: 126 | Time: 3.2706e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 344 | Max_nodes: 126 | Time: 3.2750e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 301 | Max_nodes: 126 | Time: 3.2862e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 307 | Max_nodes: 126 | Time: 3.2986e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 394 | Max_nodes: 126 | Time: 3.3055e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 298 | Max_nodes: 126 | Time: 3.3055e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 640 | Max_nodes: 126 | Time: 3.3728e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| - -........................... -Average time: 2.9804e-04s - -________________________________________________________________________________________________ - -720 permutations have 126 max nodes. -Index: 120 | Active_nodes: 61 | Time: 2.6182e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 122 | Active_nodes: 61 | Time: 2.6381e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 6 | Active_nodes: 61 | Time: 2.6409e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 24 | Active_nodes: 61 | Time: 2.6447e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 2 | Active_nodes: 61 | Time: 2.6457e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 26 | Active_nodes: 61 | Time: 2.6525e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 12 | Active_nodes: 61 | Time: 2.6556e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 18 | Active_nodes: 61 | Time: 2.6668e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 14 | Active_nodes: 61 | Time: 2.6711e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 20 | Active_nodes: 61 | Time: 2.6778e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 132 | Active_nodes: 61 | Time: 2.6802e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 0 | Active_nodes: 61 | Time: 2.6807e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 126 | Active_nodes: 61 | Time: 2.6864e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 48 | Active_nodes: 61 | Time: 2.6868e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 240 | Active_nodes: 61 | Time: 2.6892e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 134 | Active_nodes: 61 | Time: 2.6918e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 242 | Active_nodes: 61 | Time: 2.6983e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 8 | Active_nodes: 61 | Time: 2.7174e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 128 | Active_nodes: 61 | Time: 2.7212e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 360 | Active_nodes: 61 | Time: 2.7283e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 30 | Active_nodes: 61 | Time: 2.7299e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 54 | Active_nodes: 61 | Time: 2.7359e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 78 | Active_nodes: 61 | Time: 2.7369e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 72 | Active_nodes: 61 | Time: 2.7578e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 74 | Active_nodes: 61 | Time: 2.7695e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 246 | Active_nodes: 61 | Time: 2.7725e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 36 | Active_nodes: 61 | Time: 2.7738e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 366 | Active_nodes: 61 | Time: 2.7800e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 50 | Active_nodes: 61 | Time: 2.7848e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 480 | Active_nodes: 61 | Time: 2.7859e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 84 | Active_nodes: 61 | Time: 2.7866e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 66 | Active_nodes: 61 | Time: 2.8080e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 362 | Active_nodes: 61 | Time: 2.8153e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 60 | Active_nodes: 61 | Time: 2.8164e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 482 | Active_nodes: 61 | Time: 2.8298e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 42 | Active_nodes: 61 | Time: 2.8362e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 86 | Active_nodes: 61 | Time: 2.8385e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 252 | Active_nodes: 61 | Time: 2.8642e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 486 | Active_nodes: 61 | Time: 2.8643e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 372 | Active_nodes: 61 | Time: 2.8791e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 68 | Active_nodes: 61 | Time: 2.8868e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 492 | Active_nodes: 61 | Time: 2.8879e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 62 | Active_nodes: 61 | Time: 2.8911e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 38 | Active_nodes: 61 | Time: 2.9012e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 56 | Active_nodes: 61 | Time: 2.9057e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 80 | Active_nodes: 61 | Time: 2.9066e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 32 | Active_nodes: 61 | Time: 2.9254e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 494 | Active_nodes: 61 | Time: 2.9523e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 248 | Active_nodes: 61 | Time: 2.9580e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 488 | Active_nodes: 61 | Time: 2.9709e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 44 | Active_nodes: 61 | Time: 2.9730e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 254 | Active_nodes: 61 | Time: 2.9985e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 374 | Active_nodes: 61 | Time: 3.0814e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 368 | Active_nodes: 61 | Time: 3.1002e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 5 | Active_nodes: 62 | Time: 2.5850e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 125 | Active_nodes: 62 | Time: 2.5883e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 7 | Active_nodes: 62 | Time: 2.5893e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 127 | Active_nodes: 62 | Time: 2.5917e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 121 | Active_nodes: 62 | Time: 2.6027e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 29 | Active_nodes: 62 | Time: 2.6032e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 123 | Active_nodes: 62 | Time: 2.6062e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 19 | Active_nodes: 62 | Time: 2.6072e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 23 | Active_nodes: 62 | Time: 2.6148e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 3 | Active_nodes: 62 | Time: 2.6166e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 25 | Active_nodes: 62 | Time: 2.6203e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 13 | Active_nodes: 62 | Time: 2.6223e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 133 | Active_nodes: 62 | Time: 2.6269e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 1 | Active_nodes: 62 | Time: 2.6280e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 143 | Active_nodes: 62 | Time: 2.6316e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 124 | Active_nodes: 62 | Time: 2.6353e-04s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 139 | Active_nodes: 62 | Time: 2.6368e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 27 | Active_nodes: 62 | Time: 2.6405e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 49 | Active_nodes: 62 | Time: 2.6423e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 17 | Active_nodes: 62 | Time: 2.6456e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 21 | Active_nodes: 62 | Time: 2.6463e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 28 | Active_nodes: 62 | Time: 2.6467e-04s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 15 | Active_nodes: 62 | Time: 2.6490e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 137 | Active_nodes: 62 | Time: 2.6491e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 11 | Active_nodes: 62 | Time: 2.6539e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 22 | Active_nodes: 62 | Time: 2.6597e-04s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 241 | Active_nodes: 62 | Time: 2.6648e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 135 | Active_nodes: 62 | Time: 2.6657e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 55 | Active_nodes: 62 | Time: 2.6692e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 131 | Active_nodes: 62 | Time: 2.6735e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 9 | Active_nodes: 62 | Time: 2.6736e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 245 | Active_nodes: 62 | Time: 2.6778e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 141 | Active_nodes: 62 | Time: 2.6816e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 101 | Active_nodes: 62 | Time: 2.6854e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 129 | Active_nodes: 62 | Time: 2.6858e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 31 | Active_nodes: 62 | Time: 2.6861e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 97 | Active_nodes: 62 | Time: 2.6867e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 77 | Active_nodes: 62 | Time: 2.6884e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 138 | Active_nodes: 62 | Time: 2.6897e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 361 | Active_nodes: 62 | Time: 2.6910e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 243 | Active_nodes: 62 | Time: 2.6948e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 16 | Active_nodes: 62 | Time: 2.6952e-04s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 79 | Active_nodes: 62 | Time: 2.6959e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 53 | Active_nodes: 62 | Time: 2.6975e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 103 | Active_nodes: 62 | Time: 2.7020e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 115 | Active_nodes: 62 | Time: 2.7037e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 109 | Active_nodes: 62 | Time: 2.7046e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 73 | Active_nodes: 62 | Time: 2.7088e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 10 | Active_nodes: 62 | Time: 2.7095e-04s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 140 | Active_nodes: 62 | Time: 2.7116e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 130 | Active_nodes: 62 | Time: 2.7193e-04s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 247 | Active_nodes: 62 | Time: 2.7244e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 601 | Active_nodes: 62 | Time: 2.7253e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 85 | Active_nodes: 62 | Time: 2.7294e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 37 | Active_nodes: 62 | Time: 2.7294e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 102 | Active_nodes: 62 | Time: 2.7297e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 91 | Active_nodes: 62 | Time: 2.7318e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 244 | Active_nodes: 62 | Time: 2.7321e-04s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 51 | Active_nodes: 62 | Time: 2.7342e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 119 | Active_nodes: 62 | Time: 2.7384e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 99 | Active_nodes: 62 | Time: 2.7397e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 367 | Active_nodes: 62 | Time: 2.7404e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 96 | Active_nodes: 62 | Time: 2.7434e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 75 | Active_nodes: 62 | Time: 2.7436e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 114 | Active_nodes: 62 | Time: 2.7532e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 607 | Active_nodes: 62 | Time: 2.7534e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 605 | Active_nodes: 62 | Time: 2.7535e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 67 | Active_nodes: 62 | Time: 2.7537e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 71 | Active_nodes: 62 | Time: 2.7587e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 100 | Active_nodes: 62 | Time: 2.7597e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 61 | Active_nodes: 62 | Time: 2.7612e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 95 | Active_nodes: 62 | Time: 2.7616e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 264 | Active_nodes: 62 | Time: 2.7622e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 113 | Active_nodes: 62 | Time: 2.7652e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 76 | Active_nodes: 62 | Time: 2.7660e-04s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 89 | Active_nodes: 62 | Time: 2.7669e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 259 | Active_nodes: 62 | Time: 2.7716e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 98 | Active_nodes: 62 | Time: 2.7721e-04s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 52 | Active_nodes: 62 | Time: 2.7724e-04s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 600 | Active_nodes: 62 | Time: 2.7731e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 266 | Active_nodes: 62 | Time: 2.7761e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 108 | Active_nodes: 62 | Time: 2.7815e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 603 | Active_nodes: 62 | Time: 2.7839e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 65 | Active_nodes: 62 | Time: 2.7870e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 117 | Active_nodes: 62 | Time: 2.7874e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 4 | Active_nodes: 62 | Time: 2.7903e-04s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 47 | Active_nodes: 62 | Time: 2.7910e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 111 | Active_nodes: 62 | Time: 2.7910e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 606 | Active_nodes: 62 | Time: 2.7915e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 90 | Active_nodes: 62 | Time: 2.7927e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 365 | Active_nodes: 62 | Time: 2.7928e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 43 | Active_nodes: 62 | Time: 2.7954e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 619 | Active_nodes: 62 | Time: 2.7959e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 118 | Active_nodes: 62 | Time: 2.7961e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 253 | Active_nodes: 62 | Time: 2.7962e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 87 | Active_nodes: 62 | Time: 2.8013e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 83 | Active_nodes: 62 | Time: 2.8052e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 481 | Active_nodes: 62 | Time: 2.8101e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 623 | Active_nodes: 62 | Time: 2.8122e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 604 | Active_nodes: 62 | Time: 2.8125e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 93 | Active_nodes: 62 | Time: 2.8135e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 59 | Active_nodes: 62 | Time: 2.8143e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 613 | Active_nodes: 62 | Time: 2.8147e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 94 | Active_nodes: 62 | Time: 2.8163e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 107 | Active_nodes: 62 | Time: 2.8163e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 602 | Active_nodes: 62 | Time: 2.8196e-04s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 617 | Active_nodes: 62 | Time: 2.8208e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 69 | Active_nodes: 62 | Time: 2.8213e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 63 | Active_nodes: 62 | Time: 2.8229e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 485 | Active_nodes: 62 | Time: 2.8243e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 383 | Active_nodes: 62 | Time: 2.8258e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 35 | Active_nodes: 62 | Time: 2.8276e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 112 | Active_nodes: 62 | Time: 2.8278e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 258 | Active_nodes: 62 | Time: 2.8285e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 263 | Active_nodes: 62 | Time: 2.8296e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 364 | Active_nodes: 62 | Time: 2.8299e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 408 | Active_nodes: 62 | Time: 2.8318e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 116 | Active_nodes: 62 | Time: 2.8324e-04s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 146 | Active_nodes: 62 | Time: 2.8358e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 504 | Active_nodes: 62 | Time: 2.8366e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 110 | Active_nodes: 62 | Time: 2.8384e-04s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 499 | Active_nodes: 62 | Time: 2.8392e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 57 | Active_nodes: 62 | Time: 2.8394e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 70 | Active_nodes: 62 | Time: 2.8409e-04s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 414 | Active_nodes: 62 | Time: 2.8411e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 487 | Active_nodes: 62 | Time: 2.8432e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 621 | Active_nodes: 62 | Time: 2.8466e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 384 | Active_nodes: 62 | Time: 2.8478e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 92 | Active_nodes: 62 | Time: 2.8484e-04s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 503 | Active_nodes: 62 | Time: 2.8493e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 81 | Active_nodes: 62 | Time: 2.8500e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 615 | Active_nodes: 62 | Time: 2.8503e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 611 | Active_nodes: 62 | Time: 2.8505e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 105 | Active_nodes: 62 | Time: 2.8528e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 612 | Active_nodes: 62 | Time: 2.8544e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 497 | Active_nodes: 62 | Time: 2.8551e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 168 | Active_nodes: 62 | Time: 2.8557e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 528 | Active_nodes: 62 | Time: 2.8581e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 33 | Active_nodes: 62 | Time: 2.8584e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 144 | Active_nodes: 62 | Time: 2.8592e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 483 | Active_nodes: 62 | Time: 2.8592e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 288 | Active_nodes: 62 | Time: 2.8592e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 363 | Active_nodes: 62 | Time: 2.8595e-04s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 88 | Active_nodes: 62 | Time: 2.8612e-04s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 377 | Active_nodes: 62 | Time: 2.8621e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 534 | Active_nodes: 62 | Time: 2.8687e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 386 | Active_nodes: 62 | Time: 2.8711e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 506 | Active_nodes: 62 | Time: 2.8759e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 373 | Active_nodes: 62 | Time: 2.8790e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 609 | Active_nodes: 62 | Time: 2.8793e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 495 | Active_nodes: 62 | Time: 2.8794e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 192 | Active_nodes: 62 | Time: 2.8799e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 378 | Active_nodes: 62 | Time: 2.8801e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 371 | Active_nodes: 62 | Time: 2.8804e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 484 | Active_nodes: 62 | Time: 2.8806e-04s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 379 | Active_nodes: 62 | Time: 2.8828e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 501 | Active_nodes: 62 | Time: 2.8850e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 64 | Active_nodes: 62 | Time: 2.8853e-04s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 493 | Active_nodes: 62 | Time: 2.8872e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 491 | Active_nodes: 62 | Time: 2.8970e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 106 | Active_nodes: 62 | Time: 2.8981e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 381 | Active_nodes: 62 | Time: 2.9009e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 174 | Active_nodes: 62 | Time: 2.9013e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 312 | Active_nodes: 62 | Time: 2.9014e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 58 | Active_nodes: 62 | Time: 2.9042e-04s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 41 | Active_nodes: 62 | Time: 2.9059e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 261 | Active_nodes: 62 | Time: 2.9063e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 620 | Active_nodes: 62 | Time: 2.9068e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 82 | Active_nodes: 62 | Time: 2.9100e-04s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 257 | Active_nodes: 62 | Time: 2.9102e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 489 | Active_nodes: 62 | Time: 2.9125e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 270 | Active_nodes: 62 | Time: 2.9172e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 558 | Active_nodes: 62 | Time: 2.9172e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 39 | Active_nodes: 62 | Time: 2.9176e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 369 | Active_nodes: 62 | Time: 2.9194e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 34 | Active_nodes: 62 | Time: 2.9208e-04s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 104 | Active_nodes: 62 | Time: 2.9215e-04s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 45 | Active_nodes: 62 | Time: 2.9227e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 194 | Active_nodes: 62 | Time: 2.9240e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 249 | Active_nodes: 62 | Time: 2.9246e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 294 | Active_nodes: 62 | Time: 2.9271e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 614 | Active_nodes: 62 | Time: 2.9275e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 500 | Active_nodes: 62 | Time: 2.9277e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 170 | Active_nodes: 62 | Time: 2.9328e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 375 | Active_nodes: 62 | Time: 2.9355e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 552 | Active_nodes: 62 | Time: 2.9364e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 251 | Active_nodes: 62 | Time: 2.9373e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 432 | Active_nodes: 62 | Time: 2.9375e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 198 | Active_nodes: 62 | Time: 2.9404e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 260 | Active_nodes: 62 | Time: 2.9414e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 150 | Active_nodes: 62 | Time: 2.9428e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 380 | Active_nodes: 62 | Time: 2.9493e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 390 | Active_nodes: 62 | Time: 2.9496e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 250 | Active_nodes: 62 | Time: 2.9502e-04s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 610 | Active_nodes: 62 | Time: 2.9507e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 255 | Active_nodes: 62 | Time: 2.9553e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 554 | Active_nodes: 62 | Time: 2.9561e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 46 | Active_nodes: 62 | Time: 2.9573e-04s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 370 | Active_nodes: 62 | Time: 2.9622e-04s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 490 | Active_nodes: 62 | Time: 2.9637e-04s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 510 | Active_nodes: 62 | Time: 2.9661e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 282 | Active_nodes: 62 | Time: 2.9683e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 162 | Active_nodes: 62 | Time: 2.9695e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 438 | Active_nodes: 62 | Time: 2.9711e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 635 | Active_nodes: 62 | Time: 2.9764e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 608 | Active_nodes: 62 | Time: 2.9859e-04s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 40 | Active_nodes: 62 | Time: 2.9884e-04s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 276 | Active_nodes: 62 | Time: 2.9906e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 434 | Active_nodes: 62 | Time: 2.9980e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 564 | Active_nodes: 62 | Time: 3.0040e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 645 | Active_nodes: 62 | Time: 3.0053e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 201 | Active_nodes: 62 | Time: 3.0059e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 156 | Active_nodes: 62 | Time: 3.0089e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 177 | Active_nodes: 62 | Time: 3.0108e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 402 | Active_nodes: 62 | Time: 3.0158e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 186 | Active_nodes: 62 | Time: 3.0161e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 530 | Active_nodes: 62 | Time: 3.0194e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 410 | Active_nodes: 62 | Time: 3.0252e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 396 | Active_nodes: 62 | Time: 3.0288e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 393 | Active_nodes: 62 | Time: 3.0296e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 204 | Active_nodes: 62 | Time: 3.0330e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 314 | Active_nodes: 62 | Time: 3.0381e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 180 | Active_nodes: 62 | Time: 3.0400e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 290 | Active_nodes: 62 | Time: 3.0478e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 444 | Active_nodes: 62 | Time: 3.0505e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 324 | Active_nodes: 62 | Time: 3.0535e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 516 | Active_nodes: 62 | Time: 3.0615e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 426 | Active_nodes: 62 | Time: 3.0630e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 540 | Active_nodes: 62 | Time: 3.0801e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 420 | Active_nodes: 62 | Time: 3.0806e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 306 | Active_nodes: 62 | Time: 3.0808e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 318 | Active_nodes: 62 | Time: 3.0988e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 566 | Active_nodes: 62 | Time: 3.1155e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 300 | Active_nodes: 62 | Time: 3.1165e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 446 | Active_nodes: 62 | Time: 3.1426e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 326 | Active_nodes: 62 | Time: 3.1621e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 428 | Active_nodes: 62 | Time: 3.1686e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 560 | Active_nodes: 62 | Time: 3.1731e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 206 | Active_nodes: 62 | Time: 3.1805e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 422 | Active_nodes: 62 | Time: 3.1832e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 542 | Active_nodes: 62 | Time: 3.1906e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 302 | Active_nodes: 62 | Time: 3.1961e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 308 | Active_nodes: 62 | Time: 3.1977e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 188 | Active_nodes: 62 | Time: 3.2083e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 440 | Active_nodes: 62 | Time: 3.2091e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 536 | Active_nodes: 62 | Time: 3.2102e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 416 | Active_nodes: 62 | Time: 3.2117e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 404 | Active_nodes: 62 | Time: 3.2158e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 278 | Active_nodes: 62 | Time: 3.2214e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 321 | Active_nodes: 62 | Time: 3.2234e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 164 | Active_nodes: 62 | Time: 3.2282e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 182 | Active_nodes: 62 | Time: 3.2282e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 284 | Active_nodes: 62 | Time: 3.2312e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 158 | Active_nodes: 62 | Time: 3.2343e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 398 | Active_nodes: 62 | Time: 3.2352e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 176 | Active_nodes: 62 | Time: 3.2438e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 200 | Active_nodes: 62 | Time: 3.2446e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 518 | Active_nodes: 62 | Time: 3.2578e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 272 | Active_nodes: 62 | Time: 3.2652e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 392 | Active_nodes: 62 | Time: 3.2718e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 152 | Active_nodes: 62 | Time: 3.2722e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 296 | Active_nodes: 62 | Time: 3.2744e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 512 | Active_nodes: 62 | Time: 3.2948e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 320 | Active_nodes: 62 | Time: 3.4852e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 136 | Active_nodes: 63 | Time: 2.7078e-04s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 265 | Active_nodes: 63 | Time: 2.7081e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 269 | Active_nodes: 63 | Time: 2.7314e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 142 | Active_nodes: 63 | Time: 2.7499e-04s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 267 | Active_nodes: 63 | Time: 2.7546e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 145 | Active_nodes: 63 | Time: 2.7594e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 625 | Active_nodes: 63 | Time: 2.7628e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 385 | Active_nodes: 63 | Time: 2.7641e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 149 | Active_nodes: 63 | Time: 2.7664e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 268 | Active_nodes: 63 | Time: 2.7669e-04s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 719 | Active_nodes: 63 | Time: 2.7792e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 629 | Active_nodes: 63 | Time: 2.7822e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 505 | Active_nodes: 63 | Time: 2.7838e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 147 | Active_nodes: 63 | Time: 2.7844e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 409 | Active_nodes: 63 | Time: 2.7915e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 389 | Active_nodes: 63 | Time: 2.8003e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 649 | Active_nodes: 63 | Time: 2.8017e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 169 | Active_nodes: 63 | Time: 2.8039e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 415 | Active_nodes: 63 | Time: 2.8071e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 697 | Active_nodes: 63 | Time: 2.8072e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 655 | Active_nodes: 63 | Time: 2.8087e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 148 | Active_nodes: 63 | Time: 2.8115e-04s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 507 | Active_nodes: 63 | Time: 2.8120e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 599 | Active_nodes: 63 | Time: 2.8156e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 624 | Active_nodes: 63 | Time: 2.8176e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 627 | Active_nodes: 63 | Time: 2.8178e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 529 | Active_nodes: 63 | Time: 2.8200e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 695 | Active_nodes: 63 | Time: 2.8200e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 289 | Active_nodes: 63 | Time: 2.8246e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 193 | Active_nodes: 63 | Time: 2.8250e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 387 | Active_nodes: 63 | Time: 2.8250e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 553 | Active_nodes: 63 | Time: 2.8290e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 673 | Active_nodes: 63 | Time: 2.8302e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 703 | Active_nodes: 63 | Time: 2.8320e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 701 | Active_nodes: 63 | Time: 2.8327e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 197 | Active_nodes: 63 | Time: 2.8356e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 221 | Active_nodes: 63 | Time: 2.8358e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 715 | Active_nodes: 63 | Time: 2.8360e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 677 | Active_nodes: 63 | Time: 2.8366e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 359 | Active_nodes: 63 | Time: 2.8373e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 696 | Active_nodes: 63 | Time: 2.8392e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 535 | Active_nodes: 63 | Time: 2.8402e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 575 | Active_nodes: 63 | Time: 2.8403e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 628 | Active_nodes: 63 | Time: 2.8407e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 217 | Active_nodes: 63 | Time: 2.8412e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 577 | Active_nodes: 63 | Time: 2.8415e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 337 | Active_nodes: 63 | Time: 2.8463e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 618 | Active_nodes: 63 | Time: 2.8464e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 173 | Active_nodes: 63 | Time: 2.8465e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 479 | Active_nodes: 63 | Time: 2.8476e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 679 | Active_nodes: 63 | Time: 2.8498e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 457 | Active_nodes: 63 | Time: 2.8499e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 508 | Active_nodes: 63 | Time: 2.8542e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 648 | Active_nodes: 63 | Time: 2.8547e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 175 | Active_nodes: 63 | Time: 2.8571e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 626 | Active_nodes: 63 | Time: 2.8577e-04s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 295 | Active_nodes: 63 | Time: 2.8582e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 498 | Active_nodes: 63 | Time: 2.8589e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 713 | Active_nodes: 63 | Time: 2.8597e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 557 | Active_nodes: 63 | Time: 2.8601e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 654 | Active_nodes: 63 | Time: 2.8613e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 699 | Active_nodes: 63 | Time: 2.8614e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 581 | Active_nodes: 63 | Time: 2.8631e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 433 | Active_nodes: 63 | Time: 2.8632e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 216 | Active_nodes: 63 | Time: 2.8652e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 551 | Active_nodes: 63 | Time: 2.8653e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 689 | Active_nodes: 63 | Time: 2.8664e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 239 | Active_nodes: 63 | Time: 2.8683e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 388 | Active_nodes: 63 | Time: 2.8693e-04s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 343 | Active_nodes: 63 | Time: 2.8693e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 675 | Active_nodes: 63 | Time: 2.8703e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 583 | Active_nodes: 63 | Time: 2.8728e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 717 | Active_nodes: 63 | Time: 2.8748e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 313 | Active_nodes: 63 | Time: 2.8750e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 455 | Active_nodes: 63 | Time: 2.8751e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 709 | Active_nodes: 63 | Time: 2.8756e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 219 | Active_nodes: 63 | Time: 2.8759e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 671 | Active_nodes: 63 | Time: 2.8763e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 711 | Active_nodes: 63 | Time: 2.8764e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 559 | Active_nodes: 63 | Time: 2.8786e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 195 | Active_nodes: 63 | Time: 2.8803e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 437 | Active_nodes: 63 | Time: 2.8804e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 353 | Active_nodes: 63 | Time: 2.8807e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 702 | Active_nodes: 63 | Time: 2.8809e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 171 | Active_nodes: 63 | Time: 2.8813e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 569 | Active_nodes: 63 | Time: 2.8817e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 461 | Active_nodes: 63 | Time: 2.8820e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 391 | Active_nodes: 63 | Time: 2.8829e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 336 | Active_nodes: 63 | Time: 2.8832e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 593 | Active_nodes: 63 | Time: 2.8833e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 271 | Active_nodes: 63 | Time: 2.8842e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 622 | Active_nodes: 63 | Time: 2.8848e-04s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 576 | Active_nodes: 63 | Time: 2.8849e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 413 | Active_nodes: 63 | Time: 2.8856e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 151 | Active_nodes: 63 | Time: 2.8875e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 463 | Active_nodes: 63 | Time: 2.8877e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 431 | Active_nodes: 63 | Time: 2.8880e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 707 | Active_nodes: 63 | Time: 2.8883e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 555 | Active_nodes: 63 | Time: 2.8885e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 223 | Active_nodes: 63 | Time: 2.8892e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 220 | Active_nodes: 63 | Time: 2.8902e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 533 | Active_nodes: 63 | Time: 2.8921e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 199 | Active_nodes: 63 | Time: 2.8923e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 672 | Active_nodes: 63 | Time: 2.8931e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 687 | Active_nodes: 63 | Time: 2.8945e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 653 | Active_nodes: 63 | Time: 2.8957e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 691 | Active_nodes: 63 | Time: 2.8959e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 616 | Active_nodes: 63 | Time: 2.8965e-04s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 335 | Active_nodes: 63 | Time: 2.8967e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 579 | Active_nodes: 63 | Time: 2.8975e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 439 | Active_nodes: 63 | Time: 2.8985e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 567 | Active_nodes: 63 | Time: 2.8999e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 678 | Active_nodes: 63 | Time: 2.9016e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 382 | Active_nodes: 63 | Time: 2.9022e-04s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 329 | Active_nodes: 63 | Time: 2.9032e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 571 | Active_nodes: 63 | Time: 2.9039e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 531 | Active_nodes: 63 | Time: 2.9043e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 475 | Active_nodes: 63 | Time: 2.9068e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 665 | Active_nodes: 63 | Time: 2.9071e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 651 | Active_nodes: 63 | Time: 2.9083e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 477 | Active_nodes: 63 | Time: 2.9086e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 573 | Active_nodes: 63 | Time: 2.9091e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 311 | Active_nodes: 63 | Time: 2.9091e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 589 | Active_nodes: 63 | Time: 2.9092e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 582 | Active_nodes: 63 | Time: 2.9103e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 342 | Active_nodes: 63 | Time: 2.9107e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 595 | Active_nodes: 63 | Time: 2.9111e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 277 | Active_nodes: 63 | Time: 2.9114e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 685 | Active_nodes: 63 | Time: 2.9115e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 449 | Active_nodes: 63 | Time: 2.9117e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 511 | Active_nodes: 63 | Time: 2.9120e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 262 | Active_nodes: 63 | Time: 2.9143e-04s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 631 | Active_nodes: 63 | Time: 2.9164e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 435 | Active_nodes: 63 | Time: 2.9170e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 502 | Active_nodes: 63 | Time: 2.9171e-04s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 218 | Active_nodes: 63 | Time: 2.9176e-04s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 215 | Active_nodes: 63 | Time: 2.9179e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 700 | Active_nodes: 63 | Time: 2.9180e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 283 | Active_nodes: 63 | Time: 2.9180e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 473 | Active_nodes: 63 | Time: 2.9181e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 235 | Active_nodes: 63 | Time: 2.9184e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 172 | Active_nodes: 63 | Time: 2.9184e-04s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 456 | Active_nodes: 63 | Time: 2.9189e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 683 | Active_nodes: 63 | Time: 2.9198e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 676 | Active_nodes: 63 | Time: 2.9199e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 591 | Active_nodes: 63 | Time: 2.9209e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 565 | Active_nodes: 63 | Time: 2.9230e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 163 | Active_nodes: 63 | Time: 2.9236e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 229 | Active_nodes: 63 | Time: 2.9236e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 341 | Active_nodes: 63 | Time: 2.9246e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 191 | Active_nodes: 63 | Time: 2.9265e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 714 | Active_nodes: 63 | Time: 2.9265e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 693 | Active_nodes: 63 | Time: 2.9278e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 556 | Active_nodes: 63 | Time: 2.9284e-04s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 205 | Active_nodes: 63 | Time: 2.9290e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 157 | Active_nodes: 63 | Time: 2.9299e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 425 | Active_nodes: 63 | Time: 2.9310e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 587 | Active_nodes: 63 | Time: 2.9315e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 469 | Active_nodes: 63 | Time: 2.9318e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 196 | Active_nodes: 63 | Time: 2.9321e-04s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 545 | Active_nodes: 63 | Time: 2.9331e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 233 | Active_nodes: 63 | Time: 2.9334e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 659 | Active_nodes: 63 | Time: 2.9335e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 698 | Active_nodes: 63 | Time: 2.9336e-04s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 705 | Active_nodes: 63 | Time: 2.9337e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 293 | Active_nodes: 63 | Time: 2.9349e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 305 | Active_nodes: 63 | Time: 2.9351e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 411 | Active_nodes: 63 | Time: 2.9366e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 523 | Active_nodes: 63 | Time: 2.9369e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 453 | Active_nodes: 63 | Time: 2.9371e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 222 | Active_nodes: 63 | Time: 2.9402e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 471 | Active_nodes: 63 | Time: 2.9402e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 509 | Active_nodes: 63 | Time: 2.9410e-04s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 211 | Active_nodes: 63 | Time: 2.9419e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 637 | Active_nodes: 63 | Time: 2.9423e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 403 | Active_nodes: 63 | Time: 2.9453e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 580 | Active_nodes: 63 | Time: 2.9453e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 447 | Active_nodes: 63 | Time: 2.9454e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 451 | Active_nodes: 63 | Time: 2.9471e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 209 | Active_nodes: 63 | Time: 2.9475e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 674 | Active_nodes: 63 | Time: 2.9484e-04s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 561 | Active_nodes: 63 | Time: 2.9488e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 339 | Active_nodes: 63 | Time: 2.9489e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 643 | Active_nodes: 63 | Time: 2.9492e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 630 | Active_nodes: 63 | Time: 2.9519e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 234 | Active_nodes: 63 | Time: 2.9520e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 496 | Active_nodes: 63 | Time: 2.9525e-04s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 462 | Active_nodes: 63 | Time: 2.9528e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 407 | Active_nodes: 63 | Time: 2.9528e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 708 | Active_nodes: 63 | Time: 2.9537e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 445 | Active_nodes: 63 | Time: 2.9558e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 669 | Active_nodes: 63 | Time: 2.9559e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 718 | Active_nodes: 63 | Time: 2.9566e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 355 | Active_nodes: 63 | Time: 2.9582e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 419 | Active_nodes: 63 | Time: 2.9588e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 547 | Active_nodes: 63 | Time: 2.9592e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 315 | Active_nodes: 63 | Time: 2.9599e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 397 | Active_nodes: 63 | Time: 2.9600e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 227 | Active_nodes: 63 | Time: 2.9611e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 597 | Active_nodes: 63 | Time: 2.9611e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 467 | Active_nodes: 63 | Time: 2.9614e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 563 | Active_nodes: 63 | Time: 2.9615e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 460 | Active_nodes: 63 | Time: 2.9621e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 376 | Active_nodes: 63 | Time: 2.9623e-04s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 291 | Active_nodes: 63 | Time: 2.9632e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 681 | Active_nodes: 63 | Time: 2.9635e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 185 | Active_nodes: 63 | Time: 2.9639e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 351 | Active_nodes: 63 | Time: 2.9671e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 181 | Active_nodes: 63 | Time: 2.9674e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 474 | Active_nodes: 63 | Time: 2.9676e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 237 | Active_nodes: 63 | Time: 2.9676e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 231 | Active_nodes: 63 | Time: 2.9677e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 167 | Active_nodes: 63 | Time: 2.9677e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 578 | Active_nodes: 63 | Time: 2.9687e-04s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 213 | Active_nodes: 63 | Time: 2.9689e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 357 | Active_nodes: 63 | Time: 2.9690e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 663 | Active_nodes: 63 | Time: 2.9692e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 459 | Active_nodes: 63 | Time: 2.9711e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 690 | Active_nodes: 63 | Time: 2.9715e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 187 | Active_nodes: 63 | Time: 2.9737e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 287 | Active_nodes: 63 | Time: 2.9738e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 641 | Active_nodes: 63 | Time: 2.9740e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 537 | Active_nodes: 63 | Time: 2.9741e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 436 | Active_nodes: 63 | Time: 2.9747e-04s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 207 | Active_nodes: 63 | Time: 2.9751e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 327 | Active_nodes: 63 | Time: 2.9753e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 549 | Active_nodes: 63 | Time: 2.9766e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 594 | Active_nodes: 63 | Time: 2.9793e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 657 | Active_nodes: 63 | Time: 2.9812e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 652 | Active_nodes: 63 | Time: 2.9822e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 203 | Active_nodes: 63 | Time: 2.9827e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 179 | Active_nodes: 63 | Time: 2.9838e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 429 | Active_nodes: 63 | Time: 2.9850e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 532 | Active_nodes: 63 | Time: 2.9865e-04s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 570 | Active_nodes: 63 | Time: 2.9871e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 161 | Active_nodes: 63 | Time: 2.9873e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 401 | Active_nodes: 63 | Time: 2.9875e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 541 | Active_nodes: 63 | Time: 2.9881e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 417 | Active_nodes: 63 | Time: 2.9884e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 543 | Active_nodes: 63 | Time: 2.9887e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 650 | Active_nodes: 63 | Time: 2.9896e-04s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 423 | Active_nodes: 63 | Time: 2.9904e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 256 | Active_nodes: 63 | Time: 2.9905e-04s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 647 | Active_nodes: 63 | Time: 2.9913e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 639 | Active_nodes: 63 | Time: 2.9924e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 517 | Active_nodes: 63 | Time: 2.9929e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 395 | Active_nodes: 63 | Time: 2.9929e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 228 | Active_nodes: 63 | Time: 2.9942e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 458 | Active_nodes: 63 | Time: 2.9944e-04s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 642 | Active_nodes: 63 | Time: 2.9950e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 588 | Active_nodes: 63 | Time: 2.9951e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 585 | Active_nodes: 63 | Time: 2.9964e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 279 | Active_nodes: 63 | Time: 2.9968e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 521 | Active_nodes: 63 | Time: 2.9968e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 331 | Active_nodes: 63 | Time: 2.9974e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 519 | Active_nodes: 63 | Time: 2.9979e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 684 | Active_nodes: 63 | Time: 2.9979e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 465 | Active_nodes: 63 | Time: 2.9982e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 159 | Active_nodes: 63 | Time: 2.9992e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 285 | Active_nodes: 63 | Time: 3.0001e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 210 | Active_nodes: 63 | Time: 3.0007e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 275 | Active_nodes: 63 | Time: 3.0022e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 333 | Active_nodes: 63 | Time: 3.0022e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 441 | Active_nodes: 63 | Time: 3.0026e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 155 | Active_nodes: 63 | Time: 3.0027e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 165 | Active_nodes: 63 | Time: 3.0029e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 347 | Active_nodes: 63 | Time: 3.0034e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 189 | Active_nodes: 63 | Time: 3.0035e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 323 | Active_nodes: 63 | Time: 3.0074e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 525 | Active_nodes: 63 | Time: 3.0075e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 225 | Active_nodes: 63 | Time: 3.0082e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 636 | Active_nodes: 63 | Time: 3.0100e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 522 | Active_nodes: 63 | Time: 3.0119e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 303 | Active_nodes: 63 | Time: 3.0121e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 450 | Active_nodes: 63 | Time: 3.0125e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 183 | Active_nodes: 63 | Time: 3.0136e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 443 | Active_nodes: 63 | Time: 3.0139e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 309 | Active_nodes: 63 | Time: 3.0159e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 527 | Active_nodes: 63 | Time: 3.0174e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 539 | Active_nodes: 63 | Time: 3.0188e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 299 | Active_nodes: 63 | Time: 3.0200e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 478 | Active_nodes: 63 | Time: 3.0203e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 574 | Active_nodes: 63 | Time: 3.0220e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 598 | Active_nodes: 63 | Time: 3.0226e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 694 | Active_nodes: 63 | Time: 3.0227e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 633 | Active_nodes: 63 | Time: 3.0238e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 716 | Active_nodes: 63 | Time: 3.0252e-04s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 468 | Active_nodes: 63 | Time: 3.0271e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 273 | Active_nodes: 63 | Time: 3.0272e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 399 | Active_nodes: 63 | Time: 3.0299e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 412 | Active_nodes: 63 | Time: 3.0302e-04s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 281 | Active_nodes: 63 | Time: 3.0308e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 153 | Active_nodes: 63 | Time: 3.0316e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 688 | Active_nodes: 63 | Time: 3.0338e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 405 | Active_nodes: 63 | Time: 3.0348e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 430 | Active_nodes: 63 | Time: 3.0352e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 358 | Active_nodes: 63 | Time: 3.0367e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 338 | Active_nodes: 63 | Time: 3.0374e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 666 | Active_nodes: 63 | Time: 3.0376e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 340 | Active_nodes: 63 | Time: 3.0380e-04s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 546 | Active_nodes: 63 | Time: 3.0396e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 319 | Active_nodes: 63 | Time: 3.0411e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 454 | Active_nodes: 63 | Time: 3.0420e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 513 | Active_nodes: 63 | Time: 3.0428e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 670 | Active_nodes: 63 | Time: 3.0444e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 568 | Active_nodes: 63 | Time: 3.0453e-04s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 316 | Active_nodes: 63 | Time: 3.0457e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 297 | Active_nodes: 63 | Time: 3.0464e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 354 | Active_nodes: 63 | Time: 3.0470e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 292 | Active_nodes: 63 | Time: 3.0491e-04s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 348 | Active_nodes: 63 | Time: 3.0505e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 515 | Active_nodes: 63 | Time: 3.0541e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 345 | Active_nodes: 63 | Time: 3.0562e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 334 | Active_nodes: 63 | Time: 3.0579e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 550 | Active_nodes: 63 | Time: 3.0582e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 710 | Active_nodes: 63 | Time: 3.0592e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 310 | Active_nodes: 63 | Time: 3.0659e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 712 | Active_nodes: 63 | Time: 3.0689e-04s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 664 | Active_nodes: 63 | Time: 3.0709e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 596 | Active_nodes: 63 | Time: 3.0731e-04s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 660 | Active_nodes: 63 | Time: 3.0739e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 352 | Active_nodes: 63 | Time: 3.0752e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 472 | Active_nodes: 63 | Time: 3.0757e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 330 | Active_nodes: 63 | Time: 3.0762e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 328 | Active_nodes: 63 | Time: 3.0780e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 476 | Active_nodes: 63 | Time: 3.0809e-04s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 592 | Active_nodes: 63 | Time: 3.0853e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 590 | Active_nodes: 63 | Time: 3.0878e-04s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 686 | Active_nodes: 63 | Time: 3.0881e-04s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 317 | Active_nodes: 63 | Time: 3.0892e-04s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 424 | Active_nodes: 63 | Time: 3.0966e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 544 | Active_nodes: 63 | Time: 3.0973e-04s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 421 | Active_nodes: 63 | Time: 3.0991e-04s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 572 | Active_nodes: 63 | Time: 3.1014e-04s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 692 | Active_nodes: 63 | Time: 3.1021e-04s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 448 | Active_nodes: 63 | Time: 3.1122e-04s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 238 | Active_nodes: 63 | Time: 3.1123e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 427 | Active_nodes: 63 | Time: 3.1157e-04s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 706 | Active_nodes: 63 | Time: 3.1234e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 470 | Active_nodes: 63 | Time: 3.1245e-04s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 304 | Active_nodes: 63 | Time: 3.1274e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 452 | Active_nodes: 63 | Time: 3.1316e-04s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 667 | Active_nodes: 63 | Time: 3.1327e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 356 | Active_nodes: 63 | Time: 3.1335e-04s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 236 | Active_nodes: 63 | Time: 3.1415e-04s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 214 | Active_nodes: 63 | Time: 3.1417e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 350 | Active_nodes: 63 | Time: 3.1420e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 668 | Active_nodes: 63 | Time: 3.1489e-04s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 548 | Active_nodes: 63 | Time: 3.1496e-04s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 586 | Active_nodes: 63 | Time: 3.1509e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 704 | Active_nodes: 63 | Time: 3.1536e-04s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 190 | Active_nodes: 63 | Time: 3.1565e-04s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 662 | Active_nodes: 63 | Time: 3.1579e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 406 | Active_nodes: 63 | Time: 3.1603e-04s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 680 | Active_nodes: 63 | Time: 3.1624e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 661 | Active_nodes: 63 | Time: 3.1630e-04s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 526 | Active_nodes: 63 | Time: 3.1735e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 232 | Active_nodes: 63 | Time: 3.1750e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 332 | Active_nodes: 63 | Time: 3.1799e-04s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 682 | Active_nodes: 63 | Time: 3.1800e-04s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 212 | Active_nodes: 63 | Time: 3.1801e-04s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 646 | Active_nodes: 63 | Time: 3.1855e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 584 | Active_nodes: 63 | Time: 3.1882e-04s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 524 | Active_nodes: 63 | Time: 3.1892e-04s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 184 | Active_nodes: 63 | Time: 3.1896e-04s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 208 | Active_nodes: 63 | Time: 3.1896e-04s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 466 | Active_nodes: 63 | Time: 3.1950e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 658 | Active_nodes: 63 | Time: 3.1967e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 562 | Active_nodes: 63 | Time: 3.1980e-04s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 166 | Active_nodes: 63 | Time: 3.2053e-04s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 230 | Active_nodes: 63 | Time: 3.2054e-04s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 656 | Active_nodes: 63 | Time: 3.2062e-04s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 400 | Active_nodes: 63 | Time: 3.2062e-04s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 286 | Active_nodes: 63 | Time: 3.2102e-04s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 644 | Active_nodes: 63 | Time: 3.2109e-04s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 464 | Active_nodes: 63 | Time: 3.2113e-04s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 442 | Active_nodes: 63 | Time: 3.2115e-04s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 638 | Active_nodes: 63 | Time: 3.2166e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 226 | Active_nodes: 63 | Time: 3.2172e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 520 | Active_nodes: 63 | Time: 3.2206e-04s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 202 | Active_nodes: 63 | Time: 3.2233e-04s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 418 | Active_nodes: 63 | Time: 3.2310e-04s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 538 | Active_nodes: 63 | Time: 3.2350e-04s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 224 | Active_nodes: 63 | Time: 3.2356e-04s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 349 | Active_nodes: 63 | Time: 3.2376e-04s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 325 | Active_nodes: 63 | Time: 3.2394e-04s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 178 | Active_nodes: 63 | Time: 3.2399e-04s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 346 | Active_nodes: 63 | Time: 3.2415e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 322 | Active_nodes: 63 | Time: 3.2446e-04s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 634 | Active_nodes: 63 | Time: 3.2494e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 160 | Active_nodes: 63 | Time: 3.2547e-04s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 514 | Active_nodes: 63 | Time: 3.2627e-04s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 154 | Active_nodes: 63 | Time: 3.2655e-04s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 280 | Active_nodes: 63 | Time: 3.2657e-04s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 632 | Active_nodes: 63 | Time: 3.2668e-04s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 274 | Active_nodes: 63 | Time: 3.2706e-04s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 344 | Active_nodes: 63 | Time: 3.2750e-04s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 301 | Active_nodes: 63 | Time: 3.2862e-04s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 307 | Active_nodes: 63 | Time: 3.2986e-04s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 394 | Active_nodes: 63 | Time: 3.3055e-04s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 298 | Active_nodes: 63 | Time: 3.3055e-04s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 640 | Active_nodes: 63 | Time: 3.3728e-04s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| - -........................... -Average time: 2.9277e-04s - -________________________________________________________________________________________________ - -execution time of: 2.5850e-04s: Index: 5 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| - -execution time of: 2.5883e-04s: Index: 125 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| - -execution time of: 2.5893e-04s: Index: 7 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| - -execution time of: 2.5917e-04s: Index: 127 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| - -execution time of: 2.6027e-04s: Index: 121 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| - -execution time of: 2.6032e-04s: Index: 29 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| - -execution time of: 2.6062e-04s: Index: 123 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| - -execution time of: 2.6072e-04s: Index: 19 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| - -execution time of: 2.6148e-04s: Index: 23 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| - -execution time of: 2.6166e-04s: Index: 3 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| - -execution time of: 2.6182e-04s: Index: 120 | Max_nodes: 126 | Active_nodes: 61 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| - -execution time of: 2.6203e-04s: Index: 25 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| - -execution time of: 2.6223e-04s: Index: 13 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| - -execution time of: 2.6269e-04s: Index: 133 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| - -execution time of: 2.6280e-04s: Index: 1 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| - -execution time of: 2.6316e-04s: Index: 143 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| - -execution time of: 2.6353e-04s: Index: 124 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| - -execution time of: 2.6368e-04s: Index: 139 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| - -execution time of: 2.6381e-04s: Index: 122 | Max_nodes: 126 | Active_nodes: 61 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| - -execution time of: 2.6405e-04s: Index: 27 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| - -execution time of: 2.6409e-04s: Index: 6 | Max_nodes: 126 | Active_nodes: 61 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| - -execution time of: 2.6423e-04s: Index: 49 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| - -execution time of: 2.6447e-04s: Index: 24 | Max_nodes: 126 | Active_nodes: 61 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| - -execution time of: 2.6456e-04s: Index: 17 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| - -execution time of: 2.6457e-04s: Index: 2 | Max_nodes: 126 | Active_nodes: 61 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| - -execution time of: 2.6463e-04s: Index: 21 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| - -execution time of: 2.6467e-04s: Index: 28 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| - -execution time of: 2.6490e-04s: Index: 15 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| - -execution time of: 2.6491e-04s: Index: 137 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| - -execution time of: 2.6525e-04s: Index: 26 | Max_nodes: 126 | Active_nodes: 61 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| - -execution time of: 2.6539e-04s: Index: 11 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| - -execution time of: 2.6556e-04s: Index: 12 | Max_nodes: 126 | Active_nodes: 61 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| - -execution time of: 2.6597e-04s: Index: 22 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| - -execution time of: 2.6648e-04s: Index: 241 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| - -execution time of: 2.6657e-04s: Index: 135 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| - -execution time of: 2.6668e-04s: Index: 18 | Max_nodes: 126 | Active_nodes: 61 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| - -execution time of: 2.6692e-04s: Index: 55 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| - -execution time of: 2.6711e-04s: Index: 14 | Max_nodes: 126 | Active_nodes: 61 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| - -execution time of: 2.6735e-04s: Index: 131 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| - -execution time of: 2.6736e-04s: Index: 9 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| - -execution time of: 2.6778e-04s: Index: 245 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| - -execution time of: 2.6778e-04s: Index: 20 | Max_nodes: 126 | Active_nodes: 61 | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| - -execution time of: 2.6802e-04s: Index: 132 | Max_nodes: 126 | Active_nodes: 61 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| - -execution time of: 2.6807e-04s: Index: 0 | Max_nodes: 126 | Active_nodes: 61 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| - -execution time of: 2.6816e-04s: Index: 141 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| - -execution time of: 2.6854e-04s: Index: 101 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| - -execution time of: 2.6858e-04s: Index: 129 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| - -execution time of: 2.6861e-04s: Index: 31 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| - -execution time of: 2.6864e-04s: Index: 126 | Max_nodes: 126 | Active_nodes: 61 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| - -execution time of: 2.6867e-04s: Index: 97 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| - -execution time of: 2.6868e-04s: Index: 48 | Max_nodes: 126 | Active_nodes: 61 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| - -execution time of: 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-> 5|5 -> 3| - -execution time of: 2.7095e-04s: Index: 10 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| - -execution time of: 2.7116e-04s: Index: 140 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| - -execution time of: 2.7174e-04s: Index: 8 | Max_nodes: 126 | Active_nodes: 61 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| - -execution time of: 2.7193e-04s: Index: 130 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| - -execution time of: 2.7212e-04s: Index: 128 | Max_nodes: 126 | Active_nodes: 61 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| - -execution time of: 2.7244e-04s: Index: 247 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| - -execution time of: 2.7253e-04s: Index: 601 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| - -execution time of: 2.7283e-04s: Index: 360 | Max_nodes: 126 | Active_nodes: 61 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| - -execution time of: 2.7294e-04s: Index: 85 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| - -execution time of: 2.7294e-04s: Index: 37 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| - -execution time of: 2.7297e-04s: Index: 102 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| - -execution time of: 2.7299e-04s: Index: 30 | Max_nodes: 126 | Active_nodes: 61 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| - -execution time of: 2.7314e-04s: Index: 269 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| - -execution time of: 2.7318e-04s: Index: 91 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| - -execution time of: 2.7321e-04s: Index: 244 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| - -execution time of: 2.7342e-04s: Index: 51 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 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-> 5|5 -> 1| - -execution time of: 2.8402e-04s: Index: 535 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 3| - -execution time of: 2.8403e-04s: Index: 575 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| - -execution time of: 2.8407e-04s: Index: 628 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 3| - -execution time of: 2.8409e-04s: Index: 70 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| - -execution time of: 2.8411e-04s: Index: 414 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| - -execution time of: 2.8412e-04s: Index: 217 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| - -execution time of: 2.8415e-04s: Index: 577 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| - -execution time of: 2.8432e-04s: Index: 487 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3| - -execution time of: 2.8463e-04s: Index: 337 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| - -execution time of: 2.8464e-04s: Index: 618 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| - -execution time of: 2.8465e-04s: Index: 173 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| - -execution time of: 2.8466e-04s: Index: 621 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| - -execution time of: 2.8476e-04s: Index: 479 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| - -execution time of: 2.8478e-04s: Index: 384 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| - -execution time of: 2.8484e-04s: Index: 92 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3| - -execution time of: 2.8493e-04s: Index: 503 | Max_nodes: 126 | Active_nodes: 62 | 0 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-> 4|5 -> 5| - -execution time of: 2.9014e-04s: Index: 312 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| - -execution time of: 2.9016e-04s: Index: 678 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| - -execution time of: 2.9022e-04s: Index: 382 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2| - -execution time of: 2.9032e-04s: Index: 329 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| - -execution time of: 2.9039e-04s: Index: 571 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| - -execution time of: 2.9042e-04s: Index: 58 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| - -execution time of: 2.9043e-04s: Index: 531 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| - -execution time of: 2.9057e-04s: Index: 56 | Max_nodes: 126 | Active_nodes: 61 | 0 -> 0|1 -> 3|2 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| Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 3| - -execution time of: 3.2102e-04s: Index: 536 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| - -execution time of: 3.2109e-04s: Index: 644 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| - -execution time of: 3.2113e-04s: Index: 464 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| - -execution time of: 3.2115e-04s: Index: 442 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| - -execution time of: 3.2117e-04s: Index: 416 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| - -execution time of: 3.2158e-04s: Index: 404 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| - -execution time of: 3.2166e-04s: Index: 638 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| - -execution time of: 3.2172e-04s: Index: 226 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| - -execution time of: 3.2206e-04s: Index: 520 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| - -execution time of: 3.2214e-04s: Index: 278 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| - -execution time of: 3.2233e-04s: Index: 202 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| - -execution time of: 3.2234e-04s: Index: 321 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| - -execution time of: 3.2282e-04s: Index: 164 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| - -execution time of: 3.2282e-04s: Index: 182 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| - -execution time of: 3.2310e-04s: Index: 418 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| - -execution time of: 3.2312e-04s: Index: 284 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| - -execution time of: 3.2343e-04s: Index: 158 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| - -execution time of: 3.2350e-04s: Index: 538 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| - -execution time of: 3.2352e-04s: Index: 398 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| - -execution time of: 3.2356e-04s: Index: 224 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| - -execution time of: 3.2376e-04s: Index: 349 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| - -execution time of: 3.2394e-04s: Index: 325 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1| - -execution time of: 3.2399e-04s: Index: 178 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| - -execution time of: 3.2415e-04s: Index: 346 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| - -execution time of: 3.2438e-04s: Index: 176 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| - -execution time of: 3.2446e-04s: Index: 322 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| - -execution time of: 3.2446e-04s: Index: 200 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| - -execution time of: 3.2494e-04s: Index: 634 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| - -execution time of: 3.2547e-04s: Index: 160 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| - -execution time of: 3.2578e-04s: Index: 518 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| - -execution time of: 3.2627e-04s: Index: 514 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| - -execution time of: 3.2652e-04s: Index: 272 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| - -execution time of: 3.2655e-04s: Index: 154 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| - -execution time of: 3.2657e-04s: Index: 280 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| - -execution time of: 3.2668e-04s: Index: 632 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| - -execution time of: 3.2706e-04s: Index: 274 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| - -execution time of: 3.2718e-04s: Index: 392 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| - -execution time of: 3.2722e-04s: Index: 152 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| - -execution time of: 3.2744e-04s: Index: 296 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| - -execution time of: 3.2750e-04s: Index: 344 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| - -execution time of: 3.2862e-04s: Index: 301 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| - -execution time of: 3.2948e-04s: Index: 512 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| - -execution time of: 3.2986e-04s: Index: 307 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| - -execution time of: 3.3055e-04s: Index: 394 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| - -execution time of: 3.3055e-04s: Index: 298 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| - -execution time of: 3.3728e-04s: Index: 640 | Max_nodes: 126 | Active_nodes: 63 | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| - -execution time of: 3.4852e-04s: Index: 320 | Max_nodes: 126 | Active_nodes: 62 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| - -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/vqe_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/vqe_indep_qiskit_controls.txt deleted file mode 100644 index 4bf602b8..00000000 --- a/test/BenchmarkQuasm/results/vqe_indep_qiskit_controls.txt +++ /dev/null @@ -1,160 +0,0 @@ -Start Simulation of vqe_indep_qiskit_3__________________________________________________ - - i: 0 1 2 - 1: ry | | p: (-0.941325) - 2: | ry | p: (-0.126413) - 3: | | ry p: (-3.14159) - 4: | c x - 5: c x | - 6: ry | | p: (-2.20656) - 7: | ry | p: (-3.14159) - 8: | | ry p: (1.74903) - 9: | c x -10: c x | -11: ry | | p: (0.690101) -12: | ry | p: (-0.402456) -13: | | ry p: (2.71744) -14:============ -15: 0 | | -16: | 1 | -17: | | 2 - o: 0 1 2 -Computed Permutation: .........0 -> 2|1 -> 0|2 -> 1| -Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 6.1149e-05s............................. -Permuted Duration: 5.9635e-05s............................. -Identity active_nodes: 7 ...................................... -Permuted active_nodes: 7 ...................................... -Identity max_nodes: 14 ...................................... -Permuted max_nodes: 14 ...................................... -________________________________________________________________________________________________ - -Start Simulation of vqe_indep_qiskit_4__________________________________________________ - -.i:...0...1...2...3 -.1:..ry...|...|...| p: (2.2551e+00) -.2:...|..ry...|...| p: (-2.4212e-04) -.3:...|...|..ry...| p: (1.6710e+00) -.4:...|...|...|..ry p: (-2.4684e+00) -.5:...|...|...c...x -.6:...|...c...x...| -.7:...c...x...|...| -.8:..ry...|...|...| p: (5.2421e-02) -.9:...|..ry...|...| p: (6.7252e-02) -10:...|...|..ry...| p: (1.5986e-01) -11:...|...|...|..ry p: (-1.2428e-01) -12:...|...|...c...x -13:...|...c...x...| -14:...c...x...|...| -15:..ry...|...|...| p: (-2.2535e+00) -16:...|..ry...|...| p: (-3.0990e+00) -17:...|...|..ry...| p: (1.5706e+00) -18:...|...|...|..ry p: (2.4622e+00) -19:================ -20:...0...|...|...| -21:...|...1...|...| -22:...|...|...2...| -23:...|...|...|...3 -.o:...0...1...2...3 -Computed Permutation: ..0 -> 3|1 -> 0|2 -> 1|3 -> 2| -Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Identity Duration: 1.1203e-04s............................. -Permuted Duration: 1.0905e-04s............................. -Identity active_nodes: 15 ...................................... -Permuted active_nodes: 15 ...................................... -Identity max_nodes: 30 ...................................... -Permuted max_nodes: 30 ...................................... -________________________________________________________________________________________________ - -Start Simulation of vqe_indep_qiskit_5__________________________________________________ - -.i:...0...1...2...3...4 -.1:..ry...|...|...|...| p: (-2.4000e+00) -.2:...|..ry...|...|...| p: (-3.5969e-03) -.3:...|...|..ry...|...| p: (2.3140e+00) -.4:...|...|...|..ry...| p: (-1.0853e-01) -.5:...|...|...|...|..ry p: (2.3450e+00) -.6:...|...|...|...c...x -.7:...|...|...c...x...| -.8:...|...c...x...|...| -.9:...c...x...|...|...| -10:..ry...|...|...|...| p: (9.2408e-01) -11:...|..ry...|...|...| p: (-1.0994e+00) -12:...|...|..ry...|...| p: (-1.6558e+00) -13:...|...|...|..ry...| p: (-1.6857e+00) -14:...|...|...|...|..ry p: (-7.7257e-01) -15:...|...|...|...c...x -16:...|...|...c...x...| -17:...|...c...x...|...| -18:...c...x...|...|...| -19:..ry...|...|...|...| p: (2.0311e+00) -20:...|..ry...|...|...| p: (2.4246e+00) -21:...|...|..ry...|...| p: (1.5674e+00) -22:...|...|...|..ry...| p: (-2.8077e+00) -23:...|...|...|...|..ry p: (-1.6463e+00) -24:==================== -25:...0...|...|...|...| -26:...|...1...|...|...| -27:...|...|...2...|...| -28:...|...|...|...3...| -29:...|...|...|...|...4 -.o:...0...1...2...3...4 -Computed Permutation: 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: 2.0030e-04s............................. -Permuted Duration: 1.9735e-04s............................. -Identity active_nodes: 31 ...................................... -Permuted active_nodes: 31 ...................................... -Identity max_nodes: 62 ...................................... -Permuted max_nodes: 62 ...................................... -________________________________________________________________________________________________ - -Start Simulation of vqe_indep_qiskit_6__________________________________________________ - -.i:...0...1...2...3...4...5 -.1:..ry...|...|...|...|...| p: (3.0620e+00) -.2:...|..ry...|...|...|...| p: (3.1415e+00) -.3:...|...|..ry...|...|...| p: (1.5713e+00) -.4:...|...|...|..ry...|...| p: (-1.4524e-04) -.5:...|...|...|...|..ry...| p: (-2.3197e+00) -.6:...|...|...|...|...|..ry p: (3.1416e+00) -.7:...|...|...|...|...c...x -.8:...|...|...|...c...x...| -.9:...|...|...c...x...|...| -10:...|...c...x...|...|...| -11:...c...x...|...|...|...| -12:..ry...|...|...|...|...| p: (1.5010e-01) -13:...|..ry...|...|...|...| p: (-1.0869e+00) -14:...|...|..ry...|...|...| p: (7.3746e-01) -15:...|...|...|..ry...|...| p: (-7.3751e-01) -16:...|...|...|...|..ry...| p: (-1.5708e+00) -17:...|...|...|...|...|..ry p: (1.5709e+00) -18:...|...|...|...|...c...x -19:...|...|...|...c...x...| -20:...|...|...c...x...|...| -21:...|...c...x...|...|...| -22:...c...x...|...|...|...| -23:..ry...|...|...|...|...| p: (-2.9719e+00) -24:...|..ry...|...|...|...| p: (-1.0809e+00) -25:...|...|..ry...|...|...| p: (1.5708e+00) -26:...|...|...|..ry...|...| p: (7.0198e-04) -27:...|...|...|...|..ry...| p: (-1.5705e+00) -28:...|...|...|...|...|..ry p: (-7.4905e-01) -29:======================== -30:...0...|...|...|...|...| -31:...|...1...|...|...|...| -32:...|...|...2...|...|...| -33:...|...|...|...3...|...| -34:...|...|...|...|...4...| -35:...|...|...|...|...|...5 -.o:...0...1...2...3...4...5 -Computed Permutation: 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Identity Duration: 2.6807e-04s............................. -Permuted Duration: 2.9315e-04s............................. -Identity active_nodes: 61 ...................................... -Permuted active_nodes: 62 ...................................... -Identity max_nodes: 126...................................... -Permuted max_nodes: 126...................................... -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/wstate_indep_qiskit_all.txt b/test/BenchmarkQuasm/results/wstate_indep_qiskit_all.txt deleted file mode 100644 index 8ec4671d..00000000 --- a/test/BenchmarkQuasm/results/wstate_indep_qiskit_all.txt +++ /dev/null @@ -1,3858 +0,0 @@ -Start Simulation of wstate_indep_qiskit_2__________________________________________________ - -i: 0 1 -1: ry | p: (-0.785398) -2: | x -3: z c -4: ry | p: (0.785398) -5: c x -6:======== -7: 0 | -8: | 1 -o: 0 1 -Total Permutations: 2 -Min time: 1.9731e-05s................. Permutation 1 : 0 -> 1|1 -> 0| -Max time: 2.1113e-05s................. Permutation 0 : 0 -> 0|1 -> 1| -Min active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Min max nodes: 4 nodes.................... Permutation 1 : 0 -> 1|1 -> 0| -Max active nodes: 3 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -Max max nodes: 5 nodes.................... Permutation 0 : 0 -> 0|1 -> 1| -________________________________________________________________________________________________ - -2 permutations have 3 active nodes. -Index: 1 | Max_nodes: 4 | Time: 1.9731e-05s | 0 -> 1|1 -> 0| -Index: 0 | Max_nodes: 5 | Time: 2.1113e-05s | 0 -> 0|1 -> 1| - -........................... -Average time: 2.0422e-05s - -________________________________________________________________________________________________ - -1 permutations have 4 max nodes. -Index: 1 | Active_nodes: 3 | Time: 1.9731e-05s | 0 -> 1|1 -> 0| - -........................... -Average time: 1.9731e-05s - -1 permutations have 5 max nodes. -Index: 0 | Active_nodes: 3 | Time: 2.1113e-05s | 0 -> 0|1 -> 1| - -........................... -Average time: 2.1113e-05s - -________________________________________________________________________________________________ - -execution time of: 1.9731e-05s: Index: 1 | Max_nodes: 4 | Active_nodes: 3 | 0 -> 1|1 -> 0| - -execution time of: 2.1113e-05s: Index: 0 | Max_nodes: 5 | Active_nodes: 3 | 0 -> 0|1 -> 1| - -________________________________________________________________________________________________ - -Start Simulation of wstate_indep_qiskit_3__________________________________________________ - -.i:...0...1...2 -.1:..ry...|...| p: (-7.8540e-01) -.2:...|..ry...| p: (-9.5532e-01) -.3:...|...|...x -.4:...|...z...c -.5:...|..ry...| p: (9.5532e-01) -.6:...z...c...| -.7:..ry...|...| p: (7.8540e-01) -.8:...|...c...x -.9:...c...x...| -10:============ -11:...0...|...| -12:...|...1...| -13:...|...|...2 -.o:...0...1...2 -Total Permutations: 6 -Min time: 3.5017e-05s................. Permutation 5 : 0 -> 2|1 -> 1|2 -> 0| -Max time: 3.7266e-05s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Min active nodes: 5 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Min max nodes: 8 nodes.................... Permutation 3 : 0 -> 1|1 -> 2|2 -> 0| -Max active nodes: 5 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2| -Max max nodes: 10 nodes.................... Permutation 1 : 0 -> 0|1 -> 2|2 -> 1| -________________________________________________________________________________________________ - -6 permutations have 5 active nodes. -Index: 5 | Max_nodes: 8 | Time: 3.5017e-05s | 0 -> 2|1 -> 1|2 -> 0| -Index: 3 | Max_nodes: 8 | Time: 3.5398e-05s | 0 -> 1|1 -> 2|2 -> 0| -Index: 2 | Max_nodes: 9 | Time: 3.6877e-05s | 0 -> 1|1 -> 0|2 -> 2| -Index: 0 | Max_nodes: 9 | Time: 3.7266e-05s | 0 -> 0|1 -> 1|2 -> 2| -Index: 1 | Max_nodes: 10 | Time: 3.6397e-05s | 0 -> 0|1 -> 2|2 -> 1| -Index: 4 | Max_nodes: 10 | Time: 3.6936e-05s | 0 -> 2|1 -> 0|2 -> 1| - -........................... -Average time: 3.6315e-05s - -________________________________________________________________________________________________ - -2 permutations have 8 max nodes. -Index: 5 | Active_nodes: 5 | Time: 3.5017e-05s | 0 -> 2|1 -> 1|2 -> 0| -Index: 3 | Active_nodes: 5 | Time: 3.5398e-05s | 0 -> 1|1 -> 2|2 -> 0| - -........................... -Average time: 3.5207e-05s - -2 permutations have 9 max nodes. -Index: 2 | Active_nodes: 5 | Time: 3.6877e-05s | 0 -> 1|1 -> 0|2 -> 2| -Index: 0 | Active_nodes: 5 | Time: 3.7266e-05s | 0 -> 0|1 -> 1|2 -> 2| - -........................... -Average time: 3.7071e-05s - -2 permutations have 10 max nodes. -Index: 1 | Active_nodes: 5 | Time: 3.6397e-05s | 0 -> 0|1 -> 2|2 -> 1| -Index: 4 | Active_nodes: 5 | Time: 3.6936e-05s | 0 -> 2|1 -> 0|2 -> 1| - -........................... -Average time: 3.6667e-05s - -________________________________________________________________________________________________ - -execution time of: 3.5017e-05s: Index: 5 | Max_nodes: 8 | Active_nodes: 5 | 0 -> 2|1 -> 1|2 -> 0| - -execution time of: 3.5398e-05s: Index: 3 | Max_nodes: 8 | Active_nodes: 5 | 0 -> 1|1 -> 2|2 -> 0| - -execution time of: 3.6397e-05s: Index: 1 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 0|1 -> 2|2 -> 1| - -execution time of: 3.6877e-05s: Index: 2 | Max_nodes: 9 | Active_nodes: 5 | 0 -> 1|1 -> 0|2 -> 2| - -execution time of: 3.6936e-05s: Index: 4 | Max_nodes: 10 | Active_nodes: 5 | 0 -> 2|1 -> 0|2 -> 1| - -execution time of: 3.7266e-05s: Index: 0 | Max_nodes: 9 | Active_nodes: 5 | 0 -> 0|1 -> 1|2 -> 2| - -________________________________________________________________________________________________ - -Start Simulation of wstate_indep_qiskit_4__________________________________________________ - -.i:...0...1...2...3 -.1:..ry...|...|...| p: (-7.8540e-01) -.2:...|..ry...|...| p: (-9.5532e-01) -.3:...|...|..ry...| p: (-1.0472e+00) -.4:...|...|...|...x -.5:...|...|...z...c -.6:...|...|..ry...| p: (1.0472e+00) -.7:...|...z...c...| -.8:...|..ry...|...| p: (9.5532e-01) -.9:...z...c...|...| -10:..ry...|...|...| p: (7.8540e-01) -11:...|...|...c...x -12:...|...c...x...| -13:...c...x...|...| -14:================ -15:...0...|...|...| -16:...|...1...|...| -17:...|...|...2...| -18:...|...|...|...3 -.o:...0...1...2...3 -Total Permutations: 24 -Min time: 5.1279e-05s................. Permutation 23 : 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -Max time: 5.6049e-05s................. Permutation 2 : 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -Min active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Min max nodes: 12 nodes.................... Permutation 9 : 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -Max active nodes: 7 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Max max nodes: 16 nodes.................... Permutation 13 : 0 -> 2|1 -> 0|2 -> 3|3 -> 1| -________________________________________________________________________________________________ - -24 permutations have 7 active nodes. -Index: 23 | Max_nodes: 12 | Time: 5.1279e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -Index: 11 | Max_nodes: 12 | Time: 5.2009e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -Index: 9 | Max_nodes: 12 | Time: 5.2373e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -Index: 17 | Max_nodes: 12 | Time: 5.2442e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| -Index: 15 | Max_nodes: 13 | Time: 5.2467e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -Index: 21 | Max_nodes: 13 | Time: 5.3000e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| -Index: 0 | Max_nodes: 13 | Time: 5.4775e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Index: 8 | Max_nodes: 13 | Time: 5.5213e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| -Index: 2 | Max_nodes: 13 | Time: 5.6049e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| -Index: 5 | Max_nodes: 14 | Time: 5.2863e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| -Index: 14 | Max_nodes: 14 | Time: 5.3621e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -Index: 3 | Max_nodes: 14 | Time: 5.3636e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -Index: 22 | Max_nodes: 14 | Time: 5.4001e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| -Index: 16 | Max_nodes: 14 | Time: 5.4283e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| -Index: 6 | Max_nodes: 14 | Time: 5.4575e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -Index: 1 | Max_nodes: 14 | Time: 5.4984e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -Index: 4 | Max_nodes: 14 | Time: 5.5058e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -Index: 10 | Max_nodes: 14 | Time: 5.5134e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| -Index: 7 | Max_nodes: 15 | Time: 5.3576e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -Index: 20 | Max_nodes: 15 | Time: 5.4397e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -Index: 12 | Max_nodes: 15 | Time: 5.5313e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| -Index: 19 | Max_nodes: 16 | Time: 5.3693e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| -Index: 18 | Max_nodes: 16 | Time: 5.5140e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| -Index: 13 | Max_nodes: 16 | Time: 5.5406e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| - -........................... -Average time: 5.3970e-05s - -________________________________________________________________________________________________ - -4 permutations have 12 max nodes. -Index: 23 | Active_nodes: 7 | Time: 5.1279e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| -Index: 11 | Active_nodes: 7 | Time: 5.2009e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| -Index: 9 | Active_nodes: 7 | Time: 5.2373e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| -Index: 17 | Active_nodes: 7 | Time: 5.2442e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| - -........................... -Average time: 5.2026e-05s - -5 permutations have 13 max nodes. -Index: 15 | Active_nodes: 7 | Time: 5.2467e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| -Index: 21 | Active_nodes: 7 | Time: 5.3000e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| -Index: 0 | Active_nodes: 7 | Time: 5.4775e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Index: 8 | Active_nodes: 7 | Time: 5.5213e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| -Index: 2 | Active_nodes: 7 | Time: 5.6049e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| - -........................... -Average time: 5.4301e-05s - -9 permutations have 14 max nodes. -Index: 5 | Active_nodes: 7 | Time: 5.2863e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| -Index: 14 | Active_nodes: 7 | Time: 5.3621e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| -Index: 3 | Active_nodes: 7 | Time: 5.3636e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| -Index: 22 | Active_nodes: 7 | Time: 5.4001e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| -Index: 16 | Active_nodes: 7 | Time: 5.4283e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| -Index: 6 | Active_nodes: 7 | Time: 5.4575e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| -Index: 1 | Active_nodes: 7 | Time: 5.4984e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| -Index: 4 | Active_nodes: 7 | Time: 5.5058e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| -Index: 10 | Active_nodes: 7 | Time: 5.5134e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| - -........................... -Average time: 5.4239e-05s - -3 permutations have 15 max nodes. -Index: 7 | Active_nodes: 7 | Time: 5.3576e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| -Index: 20 | Active_nodes: 7 | Time: 5.4397e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| -Index: 12 | Active_nodes: 7 | Time: 5.5313e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| - -........................... -Average time: 5.4429e-05s - -3 permutations have 16 max nodes. -Index: 19 | Active_nodes: 7 | Time: 5.3693e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| -Index: 18 | Active_nodes: 7 | Time: 5.5140e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| -Index: 13 | Active_nodes: 7 | Time: 5.5406e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| - -........................... -Average time: 5.4746e-05s - -________________________________________________________________________________________________ - -execution time of: 5.1279e-05s: Index: 23 | Max_nodes: 12 | Active_nodes: 7 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0| - -execution time of: 5.2009e-05s: Index: 11 | Max_nodes: 12 | Active_nodes: 7 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0| - -execution time of: 5.2373e-05s: Index: 9 | Max_nodes: 12 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0| - -execution time of: 5.2442e-05s: Index: 17 | Max_nodes: 12 | Active_nodes: 7 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0| - -execution time of: 5.2467e-05s: Index: 15 | Max_nodes: 13 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0| - -execution time of: 5.2863e-05s: Index: 5 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1| - -execution time of: 5.3000e-05s: Index: 21 | Max_nodes: 13 | Active_nodes: 7 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0| - -execution time of: 5.3576e-05s: Index: 7 | Max_nodes: 15 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2| - -execution time of: 5.3621e-05s: Index: 14 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3| - -execution time of: 5.3636e-05s: Index: 3 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1| - -execution time of: 5.3693e-05s: Index: 19 | Max_nodes: 16 | Active_nodes: 7 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1| - -execution time of: 5.4001e-05s: Index: 22 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1| - -execution time of: 5.4283e-05s: Index: 16 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1| - -execution time of: 5.4397e-05s: Index: 20 | Max_nodes: 15 | Active_nodes: 7 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2| - -execution time of: 5.4575e-05s: Index: 6 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3| - -execution time of: 5.4775e-05s: Index: 0 | Max_nodes: 13 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3| - -execution time of: 5.4984e-05s: Index: 1 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2| - -execution time of: 5.5058e-05s: Index: 4 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2| - -execution time of: 5.5134e-05s: Index: 10 | Max_nodes: 14 | Active_nodes: 7 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2| - -execution time of: 5.5140e-05s: Index: 18 | Max_nodes: 16 | Active_nodes: 7 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2| - -execution time of: 5.5213e-05s: Index: 8 | Max_nodes: 13 | Active_nodes: 7 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3| - -execution time of: 5.5313e-05s: Index: 12 | Max_nodes: 15 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3| - -execution time of: 5.5406e-05s: Index: 13 | Max_nodes: 16 | Active_nodes: 7 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1| - -execution time of: 5.6049e-05s: Index: 2 | Max_nodes: 13 | Active_nodes: 7 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3| - -________________________________________________________________________________________________ - -Start Simulation of wstate_indep_qiskit_5__________________________________________________ - -.i:...0...1...2...3...4 -.1:..ry...|...|...|...| p: (-7.8540e-01) -.2:...|..ry...|...|...| p: (-9.5532e-01) -.3:...|...|..ry...|...| p: (-1.0472e+00) -.4:...|...|...|..ry...| p: (-1.1071e+00) -.5:...|...|...|...|...x -.6:...|...|...|...z...c -.7:...|...|...|..ry...| p: (1.1071e+00) -.8:...|...|...z...c...| -.9:...|...|..ry...|...| p: (1.0472e+00) -10:...|...z...c...|...| -11:...|..ry...|...|...| p: (9.5532e-01) -12:...z...c...|...|...| -13:..ry...|...|...|...| p: (7.8540e-01) -14:...|...|...|...c...x -15:...|...|...c...x...| -16:...|...c...x...|...| -17:...c...x...|...|...| -18:==================== -19:...0...|...|...|...| -20:...|...1...|...|...| -21:...|...|...2...|...| -22:...|...|...|...3...| -23:...|...|...|...|...4 -.o:...0...1...2...3...4 -Total Permutations: 120 -Min time: 6.9137e-05s................. Permutation 119: 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -Max time: 7.5514e-05s................. Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Min active nodes: 9 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Min max nodes: 16 nodes.................... Permutation 33 : 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -Max active nodes: 9 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Max max nodes: 23 nodes.................... Permutation 37 : 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -________________________________________________________________________________________________ - -120 permutations have 9 active nodes. -Index: 119 | Max_nodes: 16 | Time: 6.9137e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -Index: 95 | Max_nodes: 16 | Time: 7.0117e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -Index: 35 | Max_nodes: 16 | Time: 7.0558e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -Index: 33 | Max_nodes: 16 | Time: 7.0834e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| -Index: 117 | Max_nodes: 17 | Time: 7.1299e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -Index: 93 | Max_nodes: 17 | Time: 7.1880e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -Index: 2 | Max_nodes: 17 | Time: 7.3653e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -Index: 0 | Max_nodes: 17 | Time: 7.5514e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Index: 59 | Max_nodes: 18 | Time: 7.0173e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -Index: 47 | Max_nodes: 18 | Time: 7.0393e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -Index: 57 | Max_nodes: 18 | Time: 7.0554e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -Index: 39 | Max_nodes: 18 | Time: 7.0784e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -Index: 71 | Max_nodes: 18 | Time: 7.0863e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -Index: 11 | Max_nodes: 18 | Time: 7.0904e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -Index: 9 | Max_nodes: 18 | Time: 7.0950e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -Index: 118 | Max_nodes: 18 | Time: 7.1003e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -Index: 87 | Max_nodes: 18 | Time: 7.1057e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -Index: 111 | Max_nodes: 18 | Time: 7.1339e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -Index: 113 | Max_nodes: 18 | Time: 7.1354e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -Index: 41 | Max_nodes: 18 | Time: 7.1551e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -Index: 89 | Max_nodes: 18 | Time: 7.1617e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -Index: 5 | Max_nodes: 18 | Time: 7.1762e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -Index: 24 | Max_nodes: 18 | Time: 7.1764e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -Index: 45 | Max_nodes: 18 | Time: 7.1780e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -Index: 26 | Max_nodes: 18 | Time: 7.2173e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -Index: 65 | Max_nodes: 18 | Time: 7.2526e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -Index: 3 | Max_nodes: 18 | Time: 7.2690e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -Index: 1 | Max_nodes: 18 | Time: 7.3165e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -Index: 94 | Max_nodes: 18 | Time: 7.3195e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -Index: 4 | Max_nodes: 18 | Time: 7.4902e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| -Index: 29 | Max_nodes: 19 | Time: 7.0698e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -Index: 27 | Max_nodes: 19 | Time: 7.1227e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -Index: 25 | Max_nodes: 19 | Time: 7.1363e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -Index: 86 | Max_nodes: 19 | Time: 7.1606e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -Index: 116 | Max_nodes: 19 | Time: 7.1642e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -Index: 63 | Max_nodes: 19 | Time: 7.1906e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -Index: 105 | Max_nodes: 19 | Time: 7.2294e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -Index: 69 | Max_nodes: 19 | Time: 7.2555e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -Index: 81 | Max_nodes: 19 | Time: 7.2564e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -Index: 6 | Max_nodes: 19 | Time: 7.2652e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -Index: 54 | Max_nodes: 19 | Time: 7.2662e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -Index: 62 | Max_nodes: 19 | Time: 7.2881e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -Index: 28 | Max_nodes: 19 | Time: 7.2964e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -Index: 48 | Max_nodes: 19 | Time: 7.3536e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -Index: 32 | Max_nodes: 19 | Time: 7.3874e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -Index: 56 | Max_nodes: 19 | Time: 7.3943e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -Index: 8 | Max_nodes: 19 | Time: 7.4111e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -Index: 92 | Max_nodes: 19 | Time: 7.4510e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| -Index: 23 | Max_nodes: 20 | Time: 7.0791e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -Index: 115 | Max_nodes: 20 | Time: 7.1336e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -Index: 55 | Max_nodes: 20 | Time: 7.1482e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -Index: 15 | Max_nodes: 20 | Time: 7.1520e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -Index: 107 | Max_nodes: 20 | Time: 7.1932e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -Index: 21 | Max_nodes: 20 | Time: 7.2190e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -Index: 7 | Max_nodes: 20 | Time: 7.2236e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -Index: 83 | Max_nodes: 20 | Time: 7.2242e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -Index: 14 | Max_nodes: 20 | Time: 7.2398e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -Index: 17 | Max_nodes: 20 | Time: 7.2795e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -Index: 110 | Max_nodes: 20 | Time: 7.2852e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -Index: 84 | Max_nodes: 20 | Time: 7.2909e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -Index: 91 | Max_nodes: 20 | Time: 7.2975e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -Index: 30 | Max_nodes: 20 | Time: 7.2977e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -Index: 114 | Max_nodes: 20 | Time: 7.3038e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -Index: 78 | Max_nodes: 20 | Time: 7.3080e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -Index: 49 | Max_nodes: 20 | Time: 7.3236e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -Index: 38 | Max_nodes: 20 | Time: 7.3273e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -Index: 70 | Max_nodes: 20 | Time: 7.3308e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -Index: 112 | Max_nodes: 20 | Time: 7.3375e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -Index: 60 | Max_nodes: 20 | Time: 7.3546e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -Index: 68 | Max_nodes: 20 | Time: 7.3625e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -Index: 12 | Max_nodes: 20 | Time: 7.3628e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -Index: 64 | Max_nodes: 20 | Time: 7.3631e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -Index: 80 | Max_nodes: 20 | Time: 7.3785e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -Index: 90 | Max_nodes: 20 | Time: 7.3836e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -Index: 72 | Max_nodes: 20 | Time: 7.3840e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -Index: 50 | Max_nodes: 20 | Time: 7.3936e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -Index: 10 | Max_nodes: 20 | Time: 7.4120e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -Index: 88 | Max_nodes: 20 | Time: 7.4603e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -Index: 34 | Max_nodes: 20 | Time: 7.4729e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -Index: 58 | Max_nodes: 20 | Time: 7.5003e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| -Index: 53 | Max_nodes: 21 | Time: 7.1276e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -Index: 51 | Max_nodes: 21 | Time: 7.1752e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -Index: 85 | Max_nodes: 21 | Time: 7.1900e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -Index: 109 | Max_nodes: 21 | Time: 7.2035e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -Index: 79 | Max_nodes: 21 | Time: 7.2118e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -Index: 103 | Max_nodes: 21 | Time: 7.2557e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -Index: 31 | Max_nodes: 21 | Time: 7.3057e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -Index: 73 | Max_nodes: 21 | Time: 7.3210e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -Index: 20 | Max_nodes: 21 | Time: 7.3323e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -Index: 108 | Max_nodes: 21 | Time: 7.3448e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -Index: 102 | Max_nodes: 21 | Time: 7.3532e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -Index: 74 | Max_nodes: 21 | Time: 7.3616e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -Index: 97 | Max_nodes: 21 | Time: 7.3661e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -Index: 36 | Max_nodes: 21 | Time: 7.4197e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -Index: 96 | Max_nodes: 21 | Time: 7.4357e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -Index: 66 | Max_nodes: 21 | Time: 7.4394e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -Index: 18 | Max_nodes: 21 | Time: 7.4655e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -Index: 104 | Max_nodes: 21 | Time: 7.4724e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -Index: 52 | Max_nodes: 21 | Time: 7.4883e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -Index: 44 | Max_nodes: 21 | Time: 7.5190e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| -Index: 13 | Max_nodes: 22 | Time: 7.2914e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -Index: 22 | Max_nodes: 22 | Time: 7.3101e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -Index: 75 | Max_nodes: 22 | Time: 7.3194e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -Index: 99 | Max_nodes: 22 | Time: 7.3248e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -Index: 61 | Max_nodes: 22 | Time: 7.3267e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -Index: 67 | Max_nodes: 22 | Time: 7.3514e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -Index: 46 | Max_nodes: 22 | Time: 7.3679e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -Index: 19 | Max_nodes: 22 | Time: 7.3681e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -Index: 16 | Max_nodes: 22 | Time: 7.4255e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -Index: 98 | Max_nodes: 22 | Time: 7.4360e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -Index: 42 | Max_nodes: 22 | Time: 7.4829e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -Index: 40 | Max_nodes: 22 | Time: 7.5326e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -Index: 106 | Max_nodes: 22 | Time: 7.5367e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -Index: 82 | Max_nodes: 22 | Time: 7.5457e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| -Index: 77 | Max_nodes: 23 | Time: 7.2896e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -Index: 101 | Max_nodes: 23 | Time: 7.3289e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -Index: 37 | Max_nodes: 23 | Time: 7.3376e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -Index: 43 | Max_nodes: 23 | Time: 7.3972e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -Index: 100 | Max_nodes: 23 | Time: 7.4887e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -Index: 76 | Max_nodes: 23 | Time: 7.5404e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| - -........................... -Average time: 7.2855e-05s - -________________________________________________________________________________________________ - -4 permutations have 16 max nodes. -Index: 119 | Active_nodes: 9 | Time: 6.9137e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| -Index: 95 | Active_nodes: 9 | Time: 7.0117e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| -Index: 35 | Active_nodes: 9 | Time: 7.0558e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| -Index: 33 | Active_nodes: 9 | Time: 7.0834e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| - -........................... -Average time: 7.0161e-05s - -4 permutations have 17 max nodes. -Index: 117 | Active_nodes: 9 | Time: 7.1299e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| -Index: 93 | Active_nodes: 9 | Time: 7.1880e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| -Index: 2 | Active_nodes: 9 | Time: 7.3653e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| -Index: 0 | Active_nodes: 9 | Time: 7.5514e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| - -........................... -Average time: 7.3087e-05s - -22 permutations have 18 max nodes. -Index: 59 | Active_nodes: 9 | Time: 7.0173e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| -Index: 47 | Active_nodes: 9 | Time: 7.0393e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| -Index: 57 | Active_nodes: 9 | Time: 7.0554e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| -Index: 39 | Active_nodes: 9 | Time: 7.0784e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| -Index: 71 | Active_nodes: 9 | Time: 7.0863e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| -Index: 11 | Active_nodes: 9 | Time: 7.0904e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| -Index: 9 | Active_nodes: 9 | Time: 7.0950e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| -Index: 118 | Active_nodes: 9 | Time: 7.1003e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| -Index: 87 | Active_nodes: 9 | Time: 7.1057e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| -Index: 111 | Active_nodes: 9 | Time: 7.1339e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| -Index: 113 | Active_nodes: 9 | Time: 7.1354e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| -Index: 41 | Active_nodes: 9 | Time: 7.1551e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| -Index: 89 | Active_nodes: 9 | Time: 7.1617e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| -Index: 5 | Active_nodes: 9 | Time: 7.1762e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| -Index: 24 | Active_nodes: 9 | Time: 7.1764e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| -Index: 45 | Active_nodes: 9 | Time: 7.1780e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| -Index: 26 | Active_nodes: 9 | Time: 7.2173e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| -Index: 65 | Active_nodes: 9 | Time: 7.2526e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| -Index: 3 | Active_nodes: 9 | Time: 7.2690e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| -Index: 1 | Active_nodes: 9 | Time: 7.3165e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| -Index: 94 | Active_nodes: 9 | Time: 7.3195e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| -Index: 4 | Active_nodes: 9 | Time: 7.4902e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| - -........................... -Average time: 7.1659e-05s - -18 permutations have 19 max nodes. -Index: 29 | Active_nodes: 9 | Time: 7.0698e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| -Index: 27 | Active_nodes: 9 | Time: 7.1227e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| -Index: 25 | Active_nodes: 9 | Time: 7.1363e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| -Index: 86 | Active_nodes: 9 | Time: 7.1606e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| -Index: 116 | Active_nodes: 9 | Time: 7.1642e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| -Index: 63 | Active_nodes: 9 | Time: 7.1906e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| -Index: 105 | Active_nodes: 9 | Time: 7.2294e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| -Index: 69 | Active_nodes: 9 | Time: 7.2555e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| -Index: 81 | Active_nodes: 9 | Time: 7.2564e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| -Index: 6 | Active_nodes: 9 | Time: 7.2652e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| -Index: 54 | Active_nodes: 9 | Time: 7.2662e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| -Index: 62 | Active_nodes: 9 | Time: 7.2881e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| -Index: 28 | Active_nodes: 9 | Time: 7.2964e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| -Index: 48 | Active_nodes: 9 | Time: 7.3536e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| -Index: 32 | Active_nodes: 9 | Time: 7.3874e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| -Index: 56 | Active_nodes: 9 | Time: 7.3943e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| -Index: 8 | Active_nodes: 9 | Time: 7.4111e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| -Index: 92 | Active_nodes: 9 | Time: 7.4510e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| - -........................... -Average time: 7.2610e-05s - -32 permutations have 20 max nodes. -Index: 23 | Active_nodes: 9 | Time: 7.0791e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| -Index: 115 | Active_nodes: 9 | Time: 7.1336e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| -Index: 55 | Active_nodes: 9 | Time: 7.1482e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| -Index: 15 | Active_nodes: 9 | Time: 7.1520e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| -Index: 107 | Active_nodes: 9 | Time: 7.1932e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| -Index: 21 | Active_nodes: 9 | Time: 7.2190e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| -Index: 7 | Active_nodes: 9 | Time: 7.2236e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| -Index: 83 | Active_nodes: 9 | Time: 7.2242e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| -Index: 14 | Active_nodes: 9 | Time: 7.2398e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| -Index: 17 | Active_nodes: 9 | Time: 7.2795e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| -Index: 110 | Active_nodes: 9 | Time: 7.2852e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| -Index: 84 | Active_nodes: 9 | Time: 7.2909e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| -Index: 91 | Active_nodes: 9 | Time: 7.2975e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| -Index: 30 | Active_nodes: 9 | Time: 7.2977e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| -Index: 114 | Active_nodes: 9 | Time: 7.3038e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| -Index: 78 | Active_nodes: 9 | Time: 7.3080e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| -Index: 49 | Active_nodes: 9 | Time: 7.3236e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| -Index: 38 | Active_nodes: 9 | Time: 7.3273e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| -Index: 70 | Active_nodes: 9 | Time: 7.3308e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| -Index: 112 | Active_nodes: 9 | Time: 7.3375e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| -Index: 60 | Active_nodes: 9 | Time: 7.3546e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| -Index: 68 | Active_nodes: 9 | Time: 7.3625e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| -Index: 12 | Active_nodes: 9 | Time: 7.3628e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| -Index: 64 | Active_nodes: 9 | Time: 7.3631e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| -Index: 80 | Active_nodes: 9 | Time: 7.3785e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| -Index: 90 | Active_nodes: 9 | Time: 7.3836e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| -Index: 72 | Active_nodes: 9 | Time: 7.3840e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| -Index: 50 | Active_nodes: 9 | Time: 7.3936e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| -Index: 10 | Active_nodes: 9 | Time: 7.4120e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| -Index: 88 | Active_nodes: 9 | Time: 7.4603e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| -Index: 34 | Active_nodes: 9 | Time: 7.4729e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| -Index: 58 | Active_nodes: 9 | Time: 7.5003e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| - -........................... -Average time: 7.3070e-05s - -20 permutations have 21 max nodes. -Index: 53 | Active_nodes: 9 | Time: 7.1276e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| -Index: 51 | Active_nodes: 9 | Time: 7.1752e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| -Index: 85 | Active_nodes: 9 | Time: 7.1900e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| -Index: 109 | Active_nodes: 9 | Time: 7.2035e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| -Index: 79 | Active_nodes: 9 | Time: 7.2118e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| -Index: 103 | Active_nodes: 9 | Time: 7.2557e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| -Index: 31 | Active_nodes: 9 | Time: 7.3057e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| -Index: 73 | Active_nodes: 9 | Time: 7.3210e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| -Index: 20 | Active_nodes: 9 | Time: 7.3323e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| -Index: 108 | Active_nodes: 9 | Time: 7.3448e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| -Index: 102 | Active_nodes: 9 | Time: 7.3532e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| -Index: 74 | Active_nodes: 9 | Time: 7.3616e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| -Index: 97 | Active_nodes: 9 | Time: 7.3661e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| -Index: 36 | Active_nodes: 9 | Time: 7.4197e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| -Index: 96 | Active_nodes: 9 | Time: 7.4357e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| -Index: 66 | Active_nodes: 9 | Time: 7.4394e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| -Index: 18 | Active_nodes: 9 | Time: 7.4655e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| -Index: 104 | Active_nodes: 9 | Time: 7.4724e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| -Index: 52 | Active_nodes: 9 | Time: 7.4883e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| -Index: 44 | Active_nodes: 9 | Time: 7.5190e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| - -........................... -Average time: 7.3394e-05s - -14 permutations have 22 max nodes. -Index: 13 | Active_nodes: 9 | Time: 7.2914e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| -Index: 22 | Active_nodes: 9 | Time: 7.3101e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| -Index: 75 | Active_nodes: 9 | Time: 7.3194e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| -Index: 99 | Active_nodes: 9 | Time: 7.3248e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| -Index: 61 | Active_nodes: 9 | Time: 7.3267e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| -Index: 67 | Active_nodes: 9 | Time: 7.3514e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| -Index: 46 | Active_nodes: 9 | Time: 7.3679e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| -Index: 19 | Active_nodes: 9 | Time: 7.3681e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| -Index: 16 | Active_nodes: 9 | Time: 7.4255e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| -Index: 98 | Active_nodes: 9 | Time: 7.4360e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| -Index: 42 | Active_nodes: 9 | Time: 7.4829e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| -Index: 40 | Active_nodes: 9 | Time: 7.5326e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| -Index: 106 | Active_nodes: 9 | Time: 7.5367e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| -Index: 82 | Active_nodes: 9 | Time: 7.5457e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| - -........................... -Average time: 7.4014e-05s - -6 permutations have 23 max nodes. -Index: 77 | Active_nodes: 9 | Time: 7.2896e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| -Index: 101 | Active_nodes: 9 | Time: 7.3289e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| -Index: 37 | Active_nodes: 9 | Time: 7.3376e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| -Index: 43 | Active_nodes: 9 | Time: 7.3972e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| -Index: 100 | Active_nodes: 9 | Time: 7.4887e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| -Index: 76 | Active_nodes: 9 | Time: 7.5404e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| - -........................... -Average time: 7.3970e-05s - -________________________________________________________________________________________________ - -execution time of: 6.9137e-05s: Index: 119 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0| - -execution time of: 7.0117e-05s: Index: 95 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0| - -execution time of: 7.0173e-05s: Index: 59 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0| - -execution time of: 7.0393e-05s: Index: 47 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0| - -execution time of: 7.0554e-05s: Index: 57 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0| - -execution time of: 7.0558e-05s: Index: 35 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0| - -execution time of: 7.0698e-05s: Index: 29 | Max_nodes: 19 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2| - -execution time of: 7.0784e-05s: Index: 39 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0| - -execution time of: 7.0791e-05s: Index: 23 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1| - -execution time of: 7.0834e-05s: Index: 33 | Max_nodes: 16 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0| - -execution time of: 7.0863e-05s: Index: 71 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0| - -execution time of: 7.0904e-05s: Index: 11 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1| - -execution time of: 7.0950e-05s: Index: 9 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1| - -execution time of: 7.1003e-05s: Index: 118 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1| - -execution time of: 7.1057e-05s: Index: 87 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0| - -execution time of: 7.1227e-05s: Index: 27 | Max_nodes: 19 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2| - -execution time of: 7.1276e-05s: Index: 53 | Max_nodes: 21 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1| - -execution time of: 7.1299e-05s: Index: 117 | Max_nodes: 17 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0| - -execution time of: 7.1336e-05s: Index: 115 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1| - -execution time of: 7.1339e-05s: Index: 111 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0| - -execution time of: 7.1354e-05s: Index: 113 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0| - -execution time of: 7.1363e-05s: Index: 25 | Max_nodes: 19 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3| - -execution time of: 7.1482e-05s: Index: 55 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3| - -execution time of: 7.1520e-05s: Index: 15 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1| - -execution time of: 7.1551e-05s: Index: 41 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0| - -execution time of: 7.1606e-05s: Index: 86 | Max_nodes: 19 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4| - -execution time of: 7.1617e-05s: Index: 89 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0| - -execution time of: 7.1642e-05s: Index: 116 | Max_nodes: 19 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2| - -execution time of: 7.1752e-05s: Index: 51 | Max_nodes: 21 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1| - -execution time of: 7.1762e-05s: Index: 5 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2| - -execution time of: 7.1764e-05s: Index: 24 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4| - -execution time of: 7.1780e-05s: Index: 45 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0| - -execution time of: 7.1880e-05s: Index: 93 | Max_nodes: 17 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0| - -execution time of: 7.1900e-05s: Index: 85 | Max_nodes: 21 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1| - -execution time of: 7.1906e-05s: Index: 63 | Max_nodes: 19 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0| - -execution time of: 7.1932e-05s: Index: 107 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0| - -execution time of: 7.2035e-05s: Index: 109 | Max_nodes: 21 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1| - -execution time of: 7.2118e-05s: Index: 79 | Max_nodes: 21 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2| - -execution time of: 7.2173e-05s: Index: 26 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4| - -execution time of: 7.2190e-05s: Index: 21 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1| - -execution time of: 7.2236e-05s: Index: 7 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3| - -execution time of: 7.2242e-05s: Index: 83 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0| - -execution time of: 7.2294e-05s: Index: 105 | Max_nodes: 19 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0| - -execution time of: 7.2398e-05s: Index: 14 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4| - -execution time of: 7.2526e-05s: Index: 65 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0| - -execution time of: 7.2555e-05s: Index: 69 | Max_nodes: 19 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0| - -execution time of: 7.2557e-05s: Index: 103 | Max_nodes: 21 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2| - -execution time of: 7.2564e-05s: Index: 81 | Max_nodes: 19 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0| - -execution time of: 7.2652e-05s: Index: 6 | Max_nodes: 19 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4| - -execution time of: 7.2662e-05s: Index: 54 | Max_nodes: 19 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4| - -execution time of: 7.2690e-05s: Index: 3 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2| - -execution time of: 7.2795e-05s: Index: 17 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1| - -execution time of: 7.2852e-05s: Index: 110 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3| - -execution time of: 7.2881e-05s: Index: 62 | Max_nodes: 19 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4| - -execution time of: 7.2896e-05s: Index: 77 | Max_nodes: 23 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1| - -execution time of: 7.2909e-05s: Index: 84 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4| - -execution time of: 7.2914e-05s: Index: 13 | Max_nodes: 22 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2| - -execution time of: 7.2964e-05s: Index: 28 | Max_nodes: 19 | Active_nodes: 9 | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3| - -execution time of: 7.2975e-05s: Index: 91 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1| - -execution time of: 7.2977e-05s: Index: 30 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4| - -execution time of: 7.3038e-05s: Index: 114 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2| - -execution time of: 7.3057e-05s: Index: 31 | Max_nodes: 21 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3| - -execution time of: 7.3080e-05s: Index: 78 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4| - -execution time of: 7.3101e-05s: Index: 22 | Max_nodes: 22 | Active_nodes: 9 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2| - -execution time of: 7.3165e-05s: Index: 1 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3| - -execution time of: 7.3194e-05s: Index: 75 | Max_nodes: 22 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1| - -execution time of: 7.3195e-05s: Index: 94 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1| - -execution time of: 7.3210e-05s: Index: 73 | Max_nodes: 21 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2| - -execution time of: 7.3236e-05s: Index: 49 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3| - -execution time of: 7.3248e-05s: Index: 99 | Max_nodes: 22 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1| - -execution time of: 7.3267e-05s: Index: 61 | Max_nodes: 22 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1| - -execution time of: 7.3273e-05s: Index: 38 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4| - -execution time of: 7.3289e-05s: Index: 101 | Max_nodes: 23 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1| - -execution time of: 7.3308e-05s: Index: 70 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1| - -execution time of: 7.3323e-05s: Index: 20 | Max_nodes: 21 | Active_nodes: 9 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3| - -execution time of: 7.3375e-05s: Index: 112 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1| - -execution time of: 7.3376e-05s: Index: 37 | Max_nodes: 23 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2| - -execution time of: 7.3448e-05s: Index: 108 | Max_nodes: 21 | Active_nodes: 9 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3| - -execution time of: 7.3514e-05s: Index: 67 | Max_nodes: 22 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1| - -execution time of: 7.3532e-05s: Index: 102 | Max_nodes: 21 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3| - -execution time of: 7.3536e-05s: Index: 48 | Max_nodes: 19 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4| - -execution time of: 7.3546e-05s: Index: 60 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4| - -execution time of: 7.3616e-05s: Index: 74 | Max_nodes: 21 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4| - -execution time of: 7.3625e-05s: Index: 68 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3| - -execution time of: 7.3628e-05s: Index: 12 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4| - -execution time of: 7.3631e-05s: Index: 64 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1| - -execution time of: 7.3653e-05s: Index: 2 | Max_nodes: 17 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4| - -execution time of: 7.3661e-05s: Index: 97 | Max_nodes: 21 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2| - -execution time of: 7.3679e-05s: Index: 46 | Max_nodes: 22 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2| - -execution time of: 7.3681e-05s: Index: 19 | Max_nodes: 22 | Active_nodes: 9 | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2| - -execution time of: 7.3785e-05s: Index: 80 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4| - -execution time of: 7.3836e-05s: Index: 90 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2| - -execution time of: 7.3840e-05s: Index: 72 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4| - -execution time of: 7.3874e-05s: Index: 32 | Max_nodes: 19 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4| - -execution time of: 7.3936e-05s: Index: 50 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4| - -execution time of: 7.3943e-05s: Index: 56 | Max_nodes: 19 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4| - -execution time of: 7.3972e-05s: Index: 43 | Max_nodes: 23 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2| - -execution time of: 7.4111e-05s: Index: 8 | Max_nodes: 19 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4| - -execution time of: 7.4120e-05s: Index: 10 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3| - -execution time of: 7.4197e-05s: Index: 36 | Max_nodes: 21 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4| - -execution time of: 7.4255e-05s: Index: 16 | Max_nodes: 22 | Active_nodes: 9 | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2| - -execution time of: 7.4357e-05s: Index: 96 | Max_nodes: 21 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3| - -execution time of: 7.4360e-05s: Index: 98 | Max_nodes: 22 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3| - -execution time of: 7.4394e-05s: Index: 66 | Max_nodes: 21 | Active_nodes: 9 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3| - -execution time of: 7.4510e-05s: Index: 92 | Max_nodes: 19 | Active_nodes: 9 | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2| - -execution time of: 7.4603e-05s: Index: 88 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1| - -execution time of: 7.4655e-05s: Index: 18 | Max_nodes: 21 | Active_nodes: 9 | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3| - -execution time of: 7.4724e-05s: Index: 104 | Max_nodes: 21 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3| - -execution time of: 7.4729e-05s: Index: 34 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3| - -execution time of: 7.4829e-05s: Index: 42 | Max_nodes: 22 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3| - -execution time of: 7.4883e-05s: Index: 52 | Max_nodes: 21 | Active_nodes: 9 | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3| - -execution time of: 7.4887e-05s: Index: 100 | Max_nodes: 23 | Active_nodes: 9 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2| - -execution time of: 7.4902e-05s: Index: 4 | Max_nodes: 18 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3| - -execution time of: 7.5003e-05s: Index: 58 | Max_nodes: 20 | Active_nodes: 9 | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3| - -execution time of: 7.5190e-05s: Index: 44 | Max_nodes: 21 | Active_nodes: 9 | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3| - -execution time of: 7.5326e-05s: Index: 40 | Max_nodes: 22 | Active_nodes: 9 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2| - -execution time of: 7.5367e-05s: Index: 106 | Max_nodes: 22 | Active_nodes: 9 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2| - -execution time of: 7.5404e-05s: Index: 76 | Max_nodes: 23 | Active_nodes: 9 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2| - -execution time of: 7.5457e-05s: Index: 82 | Max_nodes: 22 | Active_nodes: 9 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2| - -execution time of: 7.5514e-05s: Index: 0 | Max_nodes: 17 | Active_nodes: 9 | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| - -________________________________________________________________________________________________ - -Start Simulation of wstate_indep_qiskit_6__________________________________________________ - -.i:...0...1...2...3...4...5 -.1:..ry...|...|...|...|...| p: (-7.8540e-01) -.2:...|..ry...|...|...|...| p: (-9.5532e-01) -.3:...|...|..ry...|...|...| p: (-1.0472e+00) -.4:...|...|...|..ry...|...| p: (-1.1071e+00) -.5:...|...|...|...|..ry...| p: (-1.1503e+00) -.6:...|...|...|...|...|...x -.7:...|...|...|...|...z...c -.8:...|...|...|...|..ry...| p: (1.1503e+00) -.9:...|...|...|...z...c...| -10:...|...|...|..ry...|...| p: (1.1071e+00) -11:...|...|...z...c...|...| -12:...|...|..ry...|...|...| p: (1.0472e+00) -13:...|...z...c...|...|...| -14:...|..ry...|...|...|...| p: (9.5532e-01) -15:...z...c...|...|...|...| -16:..ry...|...|...|...|...| p: (7.8540e-01) -17:...|...|...|...|...c...x -18:...|...|...|...c...x...| -19:...|...|...c...x...|...| -20:...|...c...x...|...|...| -21:...c...x...|...|...|...| -22:======================== -23:...0...|...|...|...|...| -24:...|...1...|...|...|...| -25:...|...|...2...|...|...| -26:...|...|...|...3...|...| -27:...|...|...|...|...4...| -28:...|...|...|...|...|...5 -.o:...0...1...2...3...4...5 -Total Permutations: 720 -Min time: 8.8054e-05s................. Permutation 719: 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Max time: 9.8564e-05s................. Permutation 322: 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Min active nodes: 11 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Min max nodes: 20 nodes.................... Permutation 153: 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Max active nodes: 11 nodes.................... Permutation 0 : 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Max max nodes: 33 nodes.................... Permutation 181: 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -________________________________________________________________________________________________ - -720 permutations have 11 active nodes. -Index: 719 | Max_nodes: 20 | Time: 8.8054e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 599 | Max_nodes: 20 | Time: 8.9085e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 153 | Max_nodes: 20 | Time: 8.9475e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 155 | Max_nodes: 20 | Time: 8.9621e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 717 | Max_nodes: 21 | Time: 8.9279e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 597 | Max_nodes: 21 | Time: 9.0604e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 2 | Max_nodes: 21 | Time: 9.1998e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 0 | Max_nodes: 21 | Time: 9.4118e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 273 | Max_nodes: 22 | Time: 8.9894e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 33 | Max_nodes: 22 | Time: 9.0048e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 35 | Max_nodes: 22 | Time: 9.0087e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 179 | Max_nodes: 22 | Time: 9.0117e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 711 | Max_nodes: 22 | Time: 9.0160e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 275 | Max_nodes: 22 | Time: 9.0192e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 713 | Max_nodes: 22 | Time: 9.0369e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 9 | Max_nodes: 22 | Time: 9.0452e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 177 | Max_nodes: 22 | Time: 9.0459e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 11 | Max_nodes: 22 | Time: 9.0618e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 167 | Max_nodes: 22 | Time: 9.0693e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 120 | Max_nodes: 22 | Time: 9.0901e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 161 | Max_nodes: 22 | Time: 9.1068e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 598 | Max_nodes: 22 | Time: 9.1071e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 695 | Max_nodes: 22 | Time: 9.1116e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 5 | Max_nodes: 22 | Time: 9.1117e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 165 | Max_nodes: 22 | Time: 9.1139e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 122 | Max_nodes: 22 | Time: 9.1289e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 718 | Max_nodes: 22 | Time: 9.1317e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 479 | Max_nodes: 22 | Time: 9.1400e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 159 | Max_nodes: 22 | Time: 9.1402e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 593 | Max_nodes: 22 | Time: 9.1540e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 455 | Max_nodes: 22 | Time: 9.1691e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 591 | Max_nodes: 22 | Time: 9.1784e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 1 | Max_nodes: 22 | Time: 9.1797e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 3 | Max_nodes: 22 | Time: 9.2731e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 4 | Max_nodes: 22 | Time: 9.3620e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 575 | Max_nodes: 22 | Time: 9.4140e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 125 | Max_nodes: 23 | Time: 9.0336e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 131 | Max_nodes: 23 | Time: 9.0412e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 129 | Max_nodes: 23 | Time: 9.0438e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 123 | Max_nodes: 23 | Time: 9.0534e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 567 | Max_nodes: 23 | Time: 9.0553e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 716 | Max_nodes: 23 | Time: 9.0618e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 121 | Max_nodes: 23 | Time: 9.0868e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 705 | Max_nodes: 23 | Time: 9.1163e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 687 | Max_nodes: 23 | Time: 9.1285e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 266 | Max_nodes: 23 | Time: 9.1537e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 477 | Max_nodes: 23 | Time: 9.1640e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 264 | Max_nodes: 23 | Time: 9.1776e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 24 | Max_nodes: 23 | Time: 9.1872e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 573 | Max_nodes: 23 | Time: 9.1986e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 596 | Max_nodes: 23 | Time: 9.2060e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 693 | Max_nodes: 23 | Time: 9.2095e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 26 | Max_nodes: 23 | Time: 9.2183e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 124 | Max_nodes: 23 | Time: 9.2389e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 6 | Max_nodes: 23 | Time: 9.2416e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 453 | Max_nodes: 23 | Time: 9.2489e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 240 | Max_nodes: 23 | Time: 9.2547e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 242 | Max_nodes: 23 | Time: 9.2861e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 585 | Max_nodes: 23 | Time: 9.3080e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 8 | Max_nodes: 23 | Time: 9.3205e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 419 | Max_nodes: 24 | Time: 8.9850e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 287 | Max_nodes: 24 | Time: 8.9899e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 239 | Max_nodes: 24 | Time: 9.0021e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 417 | Max_nodes: 24 | Time: 9.0427e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 269 | Max_nodes: 24 | Time: 9.0503e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 47 | Max_nodes: 24 | Time: 9.0535e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 59 | Max_nodes: 24 | Time: 9.0580e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 707 | Max_nodes: 24 | Time: 9.0712e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 23 | Max_nodes: 24 | Time: 9.0718e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 29 | Max_nodes: 24 | Time: 9.0971e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 566 | Max_nodes: 24 | Time: 9.1012e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 267 | Max_nodes: 24 | Time: 9.1060e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 710 | Max_nodes: 24 | Time: 9.1110e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 395 | Max_nodes: 24 | Time: 9.1157e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 281 | Max_nodes: 24 | Time: 9.1175e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 215 | Max_nodes: 24 | Time: 9.1279e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 285 | Max_nodes: 24 | Time: 9.1365e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 27 | Max_nodes: 24 | Time: 9.1366e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 15 | Max_nodes: 24 | Time: 9.1371e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 279 | Max_nodes: 24 | Time: 9.1376e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 191 | Max_nodes: 24 | Time: 9.1412e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 715 | Max_nodes: 24 | Time: 9.1483e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 393 | Max_nodes: 24 | Time: 9.1569e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 297 | Max_nodes: 24 | Time: 9.1629e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 335 | Max_nodes: 24 | Time: 9.1654e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 595 | Max_nodes: 24 | Time: 9.1667e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 17 | Max_nodes: 24 | Time: 9.1777e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 245 | Max_nodes: 24 | Time: 9.1803e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 21 | Max_nodes: 24 | Time: 9.1842e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 587 | Max_nodes: 24 | Time: 9.1863e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 25 | Max_nodes: 24 | Time: 9.1867e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 714 | Max_nodes: 24 | Time: 9.1883e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 569 | Max_nodes: 24 | Time: 9.1914e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 57 | Max_nodes: 24 | Time: 9.1939e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 7 | Max_nodes: 24 | Time: 9.1946e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 243 | Max_nodes: 24 | Time: 9.1997e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 39 | Max_nodes: 24 | Time: 9.2013e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 299 | Max_nodes: 24 | Time: 9.2022e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 447 | Max_nodes: 24 | Time: 9.2025e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 185 | Max_nodes: 24 | Time: 9.2118e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 201 | Max_nodes: 24 | Time: 9.2125e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 233 | Max_nodes: 24 | Time: 9.2133e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 14 | Max_nodes: 24 | Time: 9.2138e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 265 | Max_nodes: 24 | Time: 9.2155e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 414 | Max_nodes: 24 | Time: 9.2156e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 45 | Max_nodes: 24 | Time: 9.2180e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 446 | Max_nodes: 24 | Time: 9.2205e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 126 | Max_nodes: 24 | Time: 9.2241e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 203 | Max_nodes: 24 | Time: 9.2259e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 561 | Max_nodes: 24 | Time: 9.2261e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 689 | Max_nodes: 24 | Time: 9.2265e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 144 | Max_nodes: 24 | Time: 9.2329e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 311 | Max_nodes: 24 | Time: 9.2360e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 353 | Max_nodes: 24 | Time: 9.2428e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 478 | Max_nodes: 24 | Time: 9.2441e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 305 | Max_nodes: 24 | Time: 9.2496e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 146 | Max_nodes: 24 | Time: 9.2515e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 574 | Max_nodes: 24 | Time: 9.2574e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 590 | Max_nodes: 24 | Time: 9.2582e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 225 | Max_nodes: 24 | Time: 9.2608e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 329 | Max_nodes: 24 | Time: 9.2645e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 471 | Max_nodes: 24 | Time: 9.2757e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 227 | Max_nodes: 24 | Time: 9.2765e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 694 | Max_nodes: 24 | Time: 9.2776e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 241 | Max_nodes: 24 | Time: 9.2823e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 209 | Max_nodes: 24 | Time: 9.2827e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 712 | Max_nodes: 24 | Time: 9.2849e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 594 | Max_nodes: 24 | Time: 9.2868e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 454 | Max_nodes: 24 | Time: 9.2931e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 12 | Max_nodes: 24 | Time: 9.2976e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 128 | Max_nodes: 24 | Time: 9.3042e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 384 | Max_nodes: 24 | Time: 9.3043e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 28 | Max_nodes: 24 | Time: 9.3417e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 681 | Max_nodes: 24 | Time: 9.3421e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 449 | Max_nodes: 24 | Time: 9.3434e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 359 | Max_nodes: 24 | Time: 9.3444e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 408 | Max_nodes: 24 | Time: 9.3488e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 268 | Max_nodes: 24 | Time: 9.3586e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 592 | Max_nodes: 24 | Time: 9.3796e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 244 | Max_nodes: 24 | Time: 9.3818e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 10 | Max_nodes: 24 | Time: 9.3882e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 473 | Max_nodes: 24 | Time: 9.4152e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 360 | Max_nodes: 24 | Time: 9.4906e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 41 | Max_nodes: 24 | Time: 9.5357e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 143 | Max_nodes: 25 | Time: 9.0233e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 249 | Max_nodes: 25 | Time: 9.0928e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 135 | Max_nodes: 25 | Time: 9.1136e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 127 | Max_nodes: 25 | Time: 9.1287e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 251 | Max_nodes: 25 | Time: 9.1536e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 415 | Max_nodes: 25 | Time: 9.1546e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 137 | Max_nodes: 25 | Time: 9.1588e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 703 | Max_nodes: 25 | Time: 9.1601e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 134 | Max_nodes: 25 | Time: 9.1606e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 141 | Max_nodes: 25 | Time: 9.1695e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 537 | Max_nodes: 25 | Time: 9.1805e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 149 | Max_nodes: 25 | Time: 9.1832e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 709 | Max_nodes: 25 | Time: 9.1879e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 147 | Max_nodes: 25 | Time: 9.1923e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 564 | Max_nodes: 25 | Time: 9.1943e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 145 | Max_nodes: 25 | Time: 9.2196e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 657 | Max_nodes: 25 | Time: 9.2212e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 702 | Max_nodes: 25 | Time: 9.2400e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 686 | Max_nodes: 25 | Time: 9.2470e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 708 | Max_nodes: 25 | Time: 9.2562e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 697 | Max_nodes: 25 | Time: 9.2673e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 409 | Max_nodes: 25 | Time: 9.2733e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 513 | Max_nodes: 25 | Time: 9.2867e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 560 | Max_nodes: 25 | Time: 9.2912e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 132 | Max_nodes: 25 | Time: 9.2993e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 534 | Max_nodes: 25 | Time: 9.3091e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 441 | Max_nodes: 25 | Time: 9.3151e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 552 | Max_nodes: 25 | Time: 9.3162e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 444 | Max_nodes: 25 | Time: 9.3195e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 476 | Max_nodes: 25 | Time: 9.3202e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 385 | Max_nodes: 25 | Time: 9.3233e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 589 | Max_nodes: 25 | Time: 9.3261e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 543 | Max_nodes: 25 | Time: 9.3282e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 583 | Max_nodes: 25 | Time: 9.3306e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 294 | Max_nodes: 25 | Time: 9.3350e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 633 | Max_nodes: 25 | Time: 9.3480e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 470 | Max_nodes: 25 | Time: 9.3492e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 465 | Max_nodes: 25 | Time: 9.3537e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 130 | Max_nodes: 25 | Time: 9.3540e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 48 | Max_nodes: 25 | Time: 9.3547e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 692 | Max_nodes: 25 | Time: 9.3568e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 504 | Max_nodes: 25 | Time: 9.3615e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 577 | Max_nodes: 25 | Time: 9.3626e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 696 | Max_nodes: 25 | Time: 9.3638e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 386 | Max_nodes: 25 | Time: 9.3699e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 148 | Max_nodes: 25 | Time: 9.3706e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 588 | Max_nodes: 25 | Time: 9.3729e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 361 | Max_nodes: 25 | Time: 9.3743e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 663 | Max_nodes: 25 | Time: 9.3806e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 704 | Max_nodes: 25 | Time: 9.3816e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 528 | Max_nodes: 25 | Time: 9.3865e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 582 | Max_nodes: 25 | Time: 9.3867e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 366 | Max_nodes: 25 | Time: 9.3878e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 572 | Max_nodes: 25 | Time: 9.3888e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 18 | Max_nodes: 25 | Time: 9.3905e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 56 | Max_nodes: 25 | Time: 9.4016e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 440 | Max_nodes: 25 | Time: 9.4044e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 288 | Max_nodes: 25 | Time: 9.4111e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 390 | Max_nodes: 25 | Time: 9.4225e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 152 | Max_nodes: 25 | Time: 9.4269e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 20 | Max_nodes: 25 | Time: 9.4369e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 438 | Max_nodes: 25 | Time: 9.4378e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 432 | Max_nodes: 25 | Time: 9.4412e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 416 | Max_nodes: 25 | Time: 9.4439e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 576 | Max_nodes: 25 | Time: 9.4451e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 32 | Max_nodes: 25 | Time: 9.4487e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 50 | Max_nodes: 25 | Time: 9.4502e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 480 | Max_nodes: 25 | Time: 9.4532e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 452 | Max_nodes: 25 | Time: 9.4555e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 584 | Max_nodes: 25 | Time: 9.4567e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 272 | Max_nodes: 25 | Time: 9.5181e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 362 | Max_nodes: 25 | Time: 9.5215e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 176 | Max_nodes: 25 | Time: 9.5384e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 392 | Max_nodes: 25 | Time: 9.5591e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 296 | Max_nodes: 25 | Time: 9.6362e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 558 | Max_nodes: 25 | Time: 9.8500e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 389 | Max_nodes: 26 | Time: 9.1306e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 659 | Max_nodes: 26 | Time: 9.1429e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 387 | Max_nodes: 26 | Time: 9.1725e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 431 | Max_nodes: 26 | Time: 9.1829e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 237 | Max_nodes: 26 | Time: 9.1861e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 119 | Max_nodes: 26 | Time: 9.1874e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 565 | Max_nodes: 26 | Time: 9.1892e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 671 | Max_nodes: 26 | Time: 9.1979e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 207 | Max_nodes: 26 | Time: 9.2003e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 559 | Max_nodes: 26 | Time: 9.2087e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 53 | Max_nodes: 26 | Time: 9.2113e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 539 | Max_nodes: 26 | Time: 9.2197e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 51 | Max_nodes: 26 | Time: 9.2250e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 699 | Max_nodes: 26 | Time: 9.2328e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 365 | Max_nodes: 26 | Time: 9.2417e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 358 | Max_nodes: 26 | Time: 9.2418e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 551 | Max_nodes: 26 | Time: 9.2431e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 685 | Max_nodes: 26 | Time: 9.2493e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 563 | Max_nodes: 26 | Time: 9.2499e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 89 | Max_nodes: 26 | Time: 9.2501e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 683 | Max_nodes: 26 | Time: 9.2527e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 107 | Max_nodes: 26 | Time: 9.2561e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 140 | Max_nodes: 26 | Time: 9.2562e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 679 | Max_nodes: 26 | Time: 9.2582e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 535 | Max_nodes: 26 | Time: 9.2610e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 113 | Max_nodes: 26 | Time: 9.2642e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 183 | Max_nodes: 26 | Time: 9.2694e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 475 | Max_nodes: 26 | Time: 9.2721e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 231 | Max_nodes: 26 | Time: 9.2733e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 65 | Max_nodes: 26 | Time: 9.2800e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 326 | Max_nodes: 26 | Time: 9.2808e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 655 | Max_nodes: 26 | Time: 9.2869e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 213 | Max_nodes: 26 | Time: 9.2882e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 295 | Max_nodes: 26 | Time: 9.2889e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 571 | Max_nodes: 26 | Time: 9.2900e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 519 | Max_nodes: 26 | Time: 9.2940e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 515 | Max_nodes: 26 | Time: 9.2952e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 347 | Max_nodes: 26 | Time: 9.2972e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 554 | Max_nodes: 26 | Time: 9.2973e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 13 | Max_nodes: 26 | Time: 9.2979e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 81 | Max_nodes: 26 | Time: 9.2985e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 189 | Max_nodes: 26 | Time: 9.3033e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 83 | Max_nodes: 26 | Time: 9.3056e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 38 | Max_nodes: 26 | Time: 9.3066e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 363 | Max_nodes: 26 | Time: 9.3072e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 22 | Max_nodes: 26 | Time: 9.3083e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 635 | Max_nodes: 26 | Time: 9.3123e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 579 | Max_nodes: 26 | Time: 9.3138e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 425 | Max_nodes: 26 | Time: 9.3142e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 321 | Max_nodes: 26 | Time: 9.3170e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 691 | Max_nodes: 26 | Time: 9.3215e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 105 | Max_nodes: 26 | Time: 9.3247e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 553 | Max_nodes: 26 | Time: 9.3291e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 71 | Max_nodes: 26 | Time: 9.3295e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 542 | Max_nodes: 26 | Time: 9.3304e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 684 | Max_nodes: 26 | Time: 9.3324e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 506 | Max_nodes: 26 | Time: 9.3387e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 665 | Max_nodes: 26 | Time: 9.3413e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 367 | Max_nodes: 26 | Time: 9.3469e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 19 | Max_nodes: 26 | Time: 9.3492e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 505 | Max_nodes: 26 | Time: 9.3497e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 49 | Max_nodes: 26 | Time: 9.3500e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 673 | Max_nodes: 26 | Time: 9.3529e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 639 | Max_nodes: 26 | Time: 9.3534e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 529 | Max_nodes: 26 | Time: 9.3541e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 158 | Max_nodes: 26 | Time: 9.3571e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 423 | Max_nodes: 26 | Time: 9.3592e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 451 | Max_nodes: 26 | Time: 9.3595e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 323 | Max_nodes: 26 | Time: 9.3596e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 334 | Max_nodes: 26 | Time: 9.3600e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 545 | Max_nodes: 26 | Time: 9.3603e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 302 | Max_nodes: 26 | Time: 9.3607e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 474 | Max_nodes: 26 | Time: 9.3646e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 278 | Max_nodes: 26 | Time: 9.3667e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 654 | Max_nodes: 26 | Time: 9.3671e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 678 | Max_nodes: 26 | Time: 9.3716e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 310 | Max_nodes: 26 | Time: 9.3727e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 138 | Max_nodes: 26 | Time: 9.3740e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 467 | Max_nodes: 26 | Time: 9.3755e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 345 | Max_nodes: 26 | Time: 9.3766e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 443 | Max_nodes: 26 | Time: 9.3773e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 625 | Max_nodes: 26 | Time: 9.3843e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 422 | Max_nodes: 26 | Time: 9.3900e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 698 | Max_nodes: 26 | Time: 9.3916e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 16 | Max_nodes: 26 | Time: 9.3963e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 429 | Max_nodes: 26 | Time: 9.3993e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 706 | Max_nodes: 26 | Time: 9.4025e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 680 | Max_nodes: 26 | Time: 9.4044e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 688 | Max_nodes: 26 | Time: 9.4098e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 434 | Max_nodes: 26 | Time: 9.4129e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 391 | Max_nodes: 26 | Time: 9.4150e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 549 | Max_nodes: 26 | Time: 9.4188e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 672 | Max_nodes: 26 | Time: 9.4216e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 246 | Max_nodes: 26 | Time: 9.4236e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 649 | Max_nodes: 26 | Time: 9.4279e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 270 | Max_nodes: 26 | Time: 9.4314e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 352 | Max_nodes: 26 | Time: 9.4346e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 570 | Max_nodes: 26 | Time: 9.4349e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 468 | Max_nodes: 26 | Time: 9.4365e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 80 | Max_nodes: 26 | Time: 9.4388e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 168 | Max_nodes: 26 | Time: 9.4391e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 72 | Max_nodes: 26 | Time: 9.4398e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 481 | Max_nodes: 26 | Time: 9.4398e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 450 | Max_nodes: 26 | Time: 9.4425e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 568 | Max_nodes: 26 | Time: 9.4446e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 482 | Max_nodes: 26 | Time: 9.4458e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 669 | Max_nodes: 26 | Time: 9.4459e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 328 | Max_nodes: 26 | Time: 9.4479e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 304 | Max_nodes: 26 | Time: 9.4488e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 289 | Max_nodes: 26 | Time: 9.4491e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 624 | Max_nodes: 26 | Time: 9.4507e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 462 | Max_nodes: 26 | Time: 9.4520e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 690 | Max_nodes: 26 | Time: 9.4558e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 318 | Max_nodes: 26 | Time: 9.4701e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 74 | Max_nodes: 26 | Time: 9.4790e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 648 | Max_nodes: 26 | Time: 9.4841e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 312 | Max_nodes: 26 | Time: 9.4855e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 388 | Max_nodes: 26 | Time: 9.4884e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 200 | Max_nodes: 26 | Time: 9.4906e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 536 | Max_nodes: 26 | Time: 9.5051e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 601 | Max_nodes: 26 | Time: 9.5123e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 510 | Max_nodes: 26 | Time: 9.5164e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 58 | Max_nodes: 26 | Time: 9.5209e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 464 | Max_nodes: 26 | Time: 9.5262e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 600 | Max_nodes: 26 | Time: 9.5301e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 52 | Max_nodes: 26 | Time: 9.5326e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 448 | Max_nodes: 26 | Time: 9.5348e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 154 | Max_nodes: 26 | Time: 9.5353e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 34 | Max_nodes: 26 | Time: 9.5355e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 578 | Max_nodes: 26 | Time: 9.5422e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 248 | Max_nodes: 26 | Time: 9.5429e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 512 | Max_nodes: 26 | Time: 9.5438e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 274 | Max_nodes: 26 | Time: 9.5529e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 486 | Max_nodes: 26 | Time: 9.5538e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 290 | Max_nodes: 26 | Time: 9.5618e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 368 | Max_nodes: 26 | Time: 9.5668e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 95 | Max_nodes: 26 | Time: 9.5672e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 170 | Max_nodes: 26 | Time: 9.5690e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 320 | Max_nodes: 26 | Time: 9.5756e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 586 | Max_nodes: 26 | Time: 9.5762e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 410 | Max_nodes: 26 | Time: 9.5806e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 364 | Max_nodes: 26 | Time: 9.5824e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 418 | Max_nodes: 26 | Time: 9.5851e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 456 | Max_nodes: 26 | Time: 9.5909e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 178 | Max_nodes: 26 | Time: 9.6100e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 472 | Max_nodes: 26 | Time: 9.6879e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 298 | Max_nodes: 26 | Time: 9.7261e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 394 | Max_nodes: 26 | Time: 9.7267e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 413 | Max_nodes: 27 | Time: 9.0821e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 263 | Max_nodes: 27 | Time: 9.0875e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 411 | Max_nodes: 27 | Time: 9.1294e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 255 | Max_nodes: 27 | Time: 9.2017e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 701 | Max_nodes: 27 | Time: 9.2038e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 86 | Max_nodes: 27 | Time: 9.2082e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 257 | Max_nodes: 27 | Time: 9.2285e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 261 | Max_nodes: 27 | Time: 9.2368e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 369 | Max_nodes: 27 | Time: 9.2500e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 291 | Max_nodes: 27 | Time: 9.2509e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 133 | Max_nodes: 27 | Time: 9.2747e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 327 | Max_nodes: 27 | Time: 9.2779e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 371 | Max_nodes: 27 | Time: 9.2832e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 581 | Max_nodes: 27 | Time: 9.2832e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 206 | Max_nodes: 27 | Time: 9.2877e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 171 | Max_nodes: 27 | Time: 9.2881e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 445 | Max_nodes: 27 | Time: 9.3040e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 293 | Max_nodes: 27 | Time: 9.3042e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 555 | Max_nodes: 27 | Time: 9.3159e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 142 | Max_nodes: 27 | Time: 9.3166e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 675 | Max_nodes: 27 | Time: 9.3328e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 54 | Max_nodes: 27 | Time: 9.3329e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 173 | Max_nodes: 27 | Time: 9.3442e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 351 | Max_nodes: 27 | Time: 9.3463e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 303 | Max_nodes: 27 | Time: 9.3550e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 254 | Max_nodes: 27 | Time: 9.3573e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 439 | Max_nodes: 27 | Time: 9.3650e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 627 | Max_nodes: 27 | Time: 9.3668e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 62 | Max_nodes: 27 | Time: 9.3674e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 30 | Max_nodes: 27 | Time: 9.3730e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 674 | Max_nodes: 27 | Time: 9.3754e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 507 | Max_nodes: 27 | Time: 9.3762e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 350 | Max_nodes: 27 | Time: 9.3775e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 399 | Max_nodes: 27 | Time: 9.3798e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 405 | Max_nodes: 27 | Time: 9.3805e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 333 | Max_nodes: 27 | Time: 9.3839e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 247 | Max_nodes: 27 | Time: 9.3847e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 182 | Max_nodes: 27 | Time: 9.3878e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 700 | Max_nodes: 27 | Time: 9.3889e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 324 | Max_nodes: 27 | Time: 9.3937e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 271 | Max_nodes: 27 | Time: 9.3944e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 357 | Max_nodes: 27 | Time: 9.3991e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 169 | Max_nodes: 27 | Time: 9.4002e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 463 | Max_nodes: 27 | Time: 9.4010e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 525 | Max_nodes: 27 | Time: 9.4040e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 645 | Max_nodes: 27 | Time: 9.4096e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 626 | Max_nodes: 27 | Time: 9.4173e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 518 | Max_nodes: 27 | Time: 9.4193e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 44 | Max_nodes: 27 | Time: 9.4203e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 469 | Max_nodes: 27 | Time: 9.4207e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 530 | Max_nodes: 27 | Time: 9.4299e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 483 | Max_nodes: 27 | Time: 9.4332e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 603 | Max_nodes: 27 | Time: 9.4342e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 139 | Max_nodes: 27 | Time: 9.4358e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 398 | Max_nodes: 27 | Time: 9.4456e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 487 | Max_nodes: 27 | Time: 9.4502e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 540 | Max_nodes: 27 | Time: 9.4542e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 420 | Max_nodes: 27 | Time: 9.4583e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 662 | Max_nodes: 27 | Time: 9.4672e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 309 | Max_nodes: 27 | Time: 9.4705e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 164 | Max_nodes: 27 | Time: 9.4717e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 300 | Max_nodes: 27 | Time: 9.4795e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 136 | Max_nodes: 27 | Time: 9.4798e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 433 | Max_nodes: 27 | Time: 9.4851e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 194 | Max_nodes: 27 | Time: 9.4857e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 252 | Max_nodes: 27 | Time: 9.4915e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 580 | Max_nodes: 27 | Time: 9.4926e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 284 | Max_nodes: 27 | Time: 9.4936e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 607 | Max_nodes: 27 | Time: 9.4952e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 192 | Max_nodes: 27 | Time: 9.4989e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 457 | Max_nodes: 27 | Time: 9.4996e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 342 | Max_nodes: 27 | Time: 9.5086e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 602 | Max_nodes: 27 | Time: 9.5088e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 98 | Max_nodes: 27 | Time: 9.5204e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 458 | Max_nodes: 27 | Time: 9.5209e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 308 | Max_nodes: 27 | Time: 9.5210e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 276 | Max_nodes: 27 | Time: 9.5255e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 631 | Max_nodes: 27 | Time: 9.5275e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 104 | Max_nodes: 27 | Time: 9.5363e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 428 | Max_nodes: 27 | Time: 9.5377e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 488 | Max_nodes: 27 | Time: 9.5415e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 511 | Max_nodes: 27 | Time: 9.5486e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 656 | Max_nodes: 27 | Time: 9.5525e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 96 | Max_nodes: 27 | Time: 9.5589e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 412 | Max_nodes: 27 | Time: 9.5677e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 250 | Max_nodes: 27 | Time: 9.5748e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 314 | Max_nodes: 27 | Time: 9.5781e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 630 | Max_nodes: 27 | Time: 9.5795e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 172 | Max_nodes: 27 | Time: 9.5947e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 224 | Max_nodes: 27 | Time: 9.5958e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 336 | Max_nodes: 27 | Time: 9.6002e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 606 | Max_nodes: 27 | Time: 9.6403e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 370 | Max_nodes: 27 | Time: 9.6665e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 632 | Max_nodes: 27 | Time: 9.6737e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 344 | Max_nodes: 27 | Time: 9.7122e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 292 | Max_nodes: 27 | Time: 9.7251e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 87 | Max_nodes: 28 | Time: 9.2109e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 647 | Max_nodes: 28 | Time: 9.2228e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 117 | Max_nodes: 28 | Time: 9.2264e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 55 | Max_nodes: 28 | Time: 9.2265e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 407 | Max_nodes: 28 | Time: 9.2365e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 527 | Max_nodes: 28 | Time: 9.2588e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 111 | Max_nodes: 28 | Time: 9.2637e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 118 | Max_nodes: 28 | Time: 9.2717e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 629 | Max_nodes: 28 | Time: 9.2746e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 531 | Max_nodes: 28 | Time: 9.2925e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 509 | Max_nodes: 28 | Time: 9.3048e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 63 | Max_nodes: 28 | Time: 9.3146e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 31 | Max_nodes: 28 | Time: 9.3191e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 651 | Max_nodes: 28 | Time: 9.3207e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 401 | Max_nodes: 28 | Time: 9.3343e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 78 | Max_nodes: 28 | Time: 9.3408e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 93 | Max_nodes: 28 | Time: 9.3476e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 174 | Max_nodes: 28 | Time: 9.3552e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 69 | Max_nodes: 28 | Time: 9.3607e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 94 | Max_nodes: 28 | Time: 9.3810e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 435 | Max_nodes: 28 | Time: 9.3853e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 356 | Max_nodes: 28 | Time: 9.3886e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 489 | Max_nodes: 28 | Time: 9.3931e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 70 | Max_nodes: 28 | Time: 9.3935e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 230 | Max_nodes: 28 | Time: 9.3959e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 150 | Max_nodes: 28 | Time: 9.3959e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 494 | Max_nodes: 28 | Time: 9.3968e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 641 | Max_nodes: 28 | Time: 9.3989e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 101 | Max_nodes: 28 | Time: 9.3991e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 238 | Max_nodes: 28 | Time: 9.4000e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 75 | Max_nodes: 28 | Time: 9.4061e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 521 | Max_nodes: 28 | Time: 9.4092e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 46 | Max_nodes: 28 | Time: 9.4126e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 110 | Max_nodes: 28 | Time: 9.4143e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 77 | Max_nodes: 28 | Time: 9.4154e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 319 | Max_nodes: 28 | Time: 9.4211e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 73 | Max_nodes: 28 | Time: 9.4290e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 36 | Max_nodes: 28 | Time: 9.4304e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 670 | Max_nodes: 28 | Time: 9.4336e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 485 | Max_nodes: 28 | Time: 9.4362e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 374 | Max_nodes: 28 | Time: 9.4366e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 541 | Max_nodes: 28 | Time: 9.4366e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 605 | Max_nodes: 28 | Time: 9.4417e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 214 | Max_nodes: 28 | Time: 9.4451e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 68 | Max_nodes: 28 | Time: 9.4456e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 550 | Max_nodes: 28 | Time: 9.4456e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 112 | Max_nodes: 28 | Time: 9.4514e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 609 | Max_nodes: 28 | Time: 9.4538e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 661 | Max_nodes: 28 | Time: 9.4676e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 430 | Max_nodes: 28 | Time: 9.4705e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 97 | Max_nodes: 28 | Time: 9.4725e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 459 | Max_nodes: 28 | Time: 9.4757e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 260 | Max_nodes: 28 | Time: 9.4805e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 166 | Max_nodes: 28 | Time: 9.4834e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 188 | Max_nodes: 28 | Time: 9.4868e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 190 | Max_nodes: 28 | Time: 9.4892e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 348 | Max_nodes: 28 | Time: 9.4938e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 64 | Max_nodes: 28 | Time: 9.4972e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 343 | Max_nodes: 28 | Time: 9.5039e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 668 | Max_nodes: 28 | Time: 9.5150e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 337 | Max_nodes: 28 | Time: 9.5152e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 232 | Max_nodes: 28 | Time: 9.5208e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 660 | Max_nodes: 28 | Time: 9.5240e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 208 | Max_nodes: 28 | Time: 9.5279e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 508 | Max_nodes: 28 | Time: 9.5280e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 286 | Max_nodes: 28 | Time: 9.5308e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 404 | Max_nodes: 28 | Time: 9.5360e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 548 | Max_nodes: 28 | Time: 9.5375e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 99 | Max_nodes: 28 | Time: 9.5422e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 184 | Max_nodes: 28 | Time: 9.5432e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 516 | Max_nodes: 28 | Time: 9.5462e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 88 | Max_nodes: 28 | Time: 9.5503e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 544 | Max_nodes: 28 | Time: 9.5566e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 664 | Max_nodes: 28 | Time: 9.5570e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 372 | Max_nodes: 28 | Time: 9.5587e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 682 | Max_nodes: 28 | Time: 9.5588e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 650 | Max_nodes: 28 | Time: 9.5588e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 426 | Max_nodes: 28 | Time: 9.5618e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 313 | Max_nodes: 28 | Time: 9.5646e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 160 | Max_nodes: 28 | Time: 9.5678e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 106 | Max_nodes: 28 | Time: 9.5714e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 492 | Max_nodes: 28 | Time: 9.5800e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 638 | Max_nodes: 28 | Time: 9.5829e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 396 | Max_nodes: 28 | Time: 9.5858e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 628 | Max_nodes: 28 | Time: 9.5955e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 40 | Max_nodes: 28 | Time: 9.5978e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 218 | Max_nodes: 28 | Time: 9.5983e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 280 | Max_nodes: 28 | Time: 9.5991e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 216 | Max_nodes: 28 | Time: 9.6020e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 424 | Max_nodes: 28 | Time: 9.6025e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 306 | Max_nodes: 28 | Time: 9.6046e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 658 | Max_nodes: 28 | Time: 9.6096e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 562 | Max_nodes: 28 | Time: 9.6112e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 100 | Max_nodes: 28 | Time: 9.6173e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 82 | Max_nodes: 28 | Time: 9.6186e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 332 | Max_nodes: 28 | Time: 9.6298e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 604 | Max_nodes: 28 | Time: 9.6334e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 258 | Max_nodes: 28 | Time: 9.6371e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 226 | Max_nodes: 28 | Time: 9.6450e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 76 | Max_nodes: 28 | Time: 9.6470e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 608 | Max_nodes: 28 | Time: 9.6472e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 484 | Max_nodes: 28 | Time: 9.6507e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 338 | Max_nodes: 28 | Time: 9.6745e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 538 | Max_nodes: 28 | Time: 9.6784e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 202 | Max_nodes: 28 | Time: 9.6827e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 466 | Max_nodes: 28 | Time: 9.6950e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 282 | Max_nodes: 28 | Time: 9.6960e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 346 | Max_nodes: 28 | Time: 9.7349e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 634 | Max_nodes: 28 | Time: 9.7357e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 442 | Max_nodes: 28 | Time: 9.7442e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 514 | Max_nodes: 28 | Time: 9.7634e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 322 | Max_nodes: 28 | Time: 9.8564e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 175 | Max_nodes: 29 | Time: 9.3077e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 557 | Max_nodes: 29 | Time: 9.3103e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 533 | Max_nodes: 29 | Time: 9.3104e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 653 | Max_nodes: 29 | Time: 9.3198e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 677 | Max_nodes: 29 | Time: 9.3391e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 84 | Max_nodes: 29 | Time: 9.3606e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 151 | Max_nodes: 29 | Time: 9.3666e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 495 | Max_nodes: 29 | Time: 9.3716e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 611 | Max_nodes: 29 | Time: 9.3792e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 341 | Max_nodes: 29 | Time: 9.3886e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 236 | Max_nodes: 29 | Time: 9.4033e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 491 | Max_nodes: 29 | Time: 9.4050e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 421 | Max_nodes: 29 | Time: 9.4099e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 315 | Max_nodes: 29 | Time: 9.4241e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 92 | Max_nodes: 29 | Time: 9.4280e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 317 | Max_nodes: 29 | Time: 9.4298e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 60 | Max_nodes: 29 | Time: 9.4369e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 461 | Max_nodes: 29 | Time: 9.4459e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 198 | Max_nodes: 29 | Time: 9.4486e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 615 | Max_nodes: 29 | Time: 9.4526e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 339 | Max_nodes: 29 | Time: 9.4613e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 262 | Max_nodes: 29 | Time: 9.4620e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 437 | Max_nodes: 29 | Time: 9.4664e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 116 | Max_nodes: 29 | Time: 9.4675e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 253 | Max_nodes: 29 | Time: 9.4734e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 197 | Max_nodes: 29 | Time: 9.4769e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 354 | Max_nodes: 29 | Time: 9.4867e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 427 | Max_nodes: 29 | Time: 9.4913e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 221 | Max_nodes: 29 | Time: 9.5028e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 614 | Max_nodes: 29 | Time: 9.5168e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 212 | Max_nodes: 29 | Time: 9.5205e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 380 | Max_nodes: 29 | Time: 9.5265e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 219 | Max_nodes: 29 | Time: 9.5266e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 195 | Max_nodes: 29 | Time: 9.5280e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 193 | Max_nodes: 29 | Time: 9.5311e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 259 | Max_nodes: 29 | Time: 9.5333e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 217 | Max_nodes: 29 | Time: 9.5340e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 42 | Max_nodes: 29 | Time: 9.5343e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 277 | Max_nodes: 29 | Time: 9.5345e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 676 | Max_nodes: 29 | Time: 9.5357e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 283 | Max_nodes: 29 | Time: 9.5498e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 156 | Max_nodes: 29 | Time: 9.5603e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 102 | Max_nodes: 29 | Time: 9.5655e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 547 | Max_nodes: 29 | Time: 9.5743e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 556 | Max_nodes: 29 | Time: 9.5788e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 256 | Max_nodes: 29 | Time: 9.5800e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 517 | Max_nodes: 29 | Time: 9.5807e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 493 | Max_nodes: 29 | Time: 9.5813e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 613 | Max_nodes: 29 | Time: 9.5907e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 644 | Max_nodes: 29 | Time: 9.5923e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 546 | Max_nodes: 29 | Time: 9.6095e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 330 | Max_nodes: 29 | Time: 9.6145e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 667 | Max_nodes: 29 | Time: 9.6160e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 637 | Max_nodes: 29 | Time: 9.6167e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 652 | Max_nodes: 29 | Time: 9.6168e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 532 | Max_nodes: 29 | Time: 9.6337e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 612 | Max_nodes: 29 | Time: 9.6388e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 666 | Max_nodes: 29 | Time: 9.6395e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 524 | Max_nodes: 29 | Time: 9.6469e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 402 | Max_nodes: 29 | Time: 9.6597e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 460 | Max_nodes: 29 | Time: 9.6675e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 220 | Max_nodes: 29 | Time: 9.6693e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 636 | Max_nodes: 29 | Time: 9.6694e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 378 | Max_nodes: 29 | Time: 9.6727e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 436 | Max_nodes: 29 | Time: 9.6841e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 610 | Max_nodes: 29 | Time: 9.6872e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 196 | Max_nodes: 29 | Time: 9.6915e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 490 | Max_nodes: 29 | Time: 9.7483e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 340 | Max_nodes: 29 | Time: 9.7533e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 316 | Max_nodes: 29 | Time: 9.7712e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 325 | Max_nodes: 30 | Time: 9.3531e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 103 | Max_nodes: 30 | Time: 9.3836e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 355 | Max_nodes: 30 | Time: 9.3837e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 79 | Max_nodes: 30 | Time: 9.3909e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 375 | Max_nodes: 30 | Time: 9.4011e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 349 | Max_nodes: 30 | Time: 9.4184e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 301 | Max_nodes: 30 | Time: 9.4351e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 204 | Max_nodes: 30 | Time: 9.4371e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 108 | Max_nodes: 30 | Time: 9.4672e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 381 | Max_nodes: 30 | Time: 9.4786e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 621 | Max_nodes: 30 | Time: 9.4843e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 180 | Max_nodes: 30 | Time: 9.4928e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 37 | Max_nodes: 30 | Time: 9.4970e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 501 | Max_nodes: 30 | Time: 9.4970e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 43 | Max_nodes: 30 | Time: 9.5029e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 66 | Max_nodes: 30 | Time: 9.5208e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 331 | Max_nodes: 30 | Time: 9.5214e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 222 | Max_nodes: 30 | Time: 9.5370e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 373 | Max_nodes: 30 | Time: 9.5520e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 397 | Max_nodes: 30 | Time: 9.5554e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 406 | Max_nodes: 30 | Time: 9.5609e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 620 | Max_nodes: 30 | Time: 9.5806e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 646 | Max_nodes: 30 | Time: 9.5893e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 526 | Max_nodes: 30 | Time: 9.5931e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 379 | Max_nodes: 30 | Time: 9.5985e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 500 | Max_nodes: 30 | Time: 9.6126e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 643 | Max_nodes: 30 | Time: 9.6152e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 307 | Max_nodes: 30 | Time: 9.6191e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 523 | Max_nodes: 30 | Time: 9.6219e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 162 | Max_nodes: 30 | Time: 9.6221e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 499 | Max_nodes: 30 | Time: 9.6223e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 619 | Max_nodes: 30 | Time: 9.6379e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 403 | Max_nodes: 30 | Time: 9.6513e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 400 | Max_nodes: 30 | Time: 9.6520e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 618 | Max_nodes: 30 | Time: 9.7155e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 498 | Max_nodes: 30 | Time: 9.7159e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 640 | Max_nodes: 30 | Time: 9.7232e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 520 | Max_nodes: 30 | Time: 9.7531e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 522 | Max_nodes: 30 | Time: 9.8061e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 642 | Max_nodes: 30 | Time: 9.8416e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 383 | Max_nodes: 31 | Time: 9.3150e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 623 | Max_nodes: 31 | Time: 9.3235e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 503 | Max_nodes: 31 | Time: 9.3696e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 199 | Max_nodes: 31 | Time: 9.4108e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 114 | Max_nodes: 31 | Time: 9.4573e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 377 | Max_nodes: 31 | Time: 9.4818e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 157 | Max_nodes: 31 | Time: 9.4950e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 228 | Max_nodes: 31 | Time: 9.5335e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 163 | Max_nodes: 31 | Time: 9.5414e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 382 | Max_nodes: 31 | Time: 9.5452e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 223 | Max_nodes: 31 | Time: 9.5471e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 497 | Max_nodes: 31 | Time: 9.5530e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 90 | Max_nodes: 31 | Time: 9.5565e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 622 | Max_nodes: 31 | Time: 9.5708e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 617 | Max_nodes: 31 | Time: 9.5761e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 502 | Max_nodes: 31 | Time: 9.5767e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 186 | Max_nodes: 31 | Time: 9.5930e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 376 | Max_nodes: 31 | Time: 9.6457e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 616 | Max_nodes: 31 | Time: 9.6792e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 496 | Max_nodes: 31 | Time: 9.7192e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 115 | Max_nodes: 32 | Time: 9.3617e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 109 | Max_nodes: 32 | Time: 9.3915e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 85 | Max_nodes: 32 | Time: 9.3937e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 91 | Max_nodes: 32 | Time: 9.4565e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 61 | Max_nodes: 32 | Time: 9.4567e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 67 | Max_nodes: 32 | Time: 9.5195e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 234 | Max_nodes: 32 | Time: 9.6024e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 210 | Max_nodes: 32 | Time: 9.6123e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 205 | Max_nodes: 33 | Time: 9.4241e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 229 | Max_nodes: 33 | Time: 9.4826e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 235 | Max_nodes: 33 | Time: 9.5011e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 211 | Max_nodes: 33 | Time: 9.5463e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 181 | Max_nodes: 33 | Time: 9.5608e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 187 | Max_nodes: 33 | Time: 9.5795e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| - -........................... -Average time: 9.3893e-05s - -________________________________________________________________________________________________ - -4 permutations have 20 max nodes. -Index: 719 | Active_nodes: 11 | Time: 8.8054e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 599 | Active_nodes: 11 | Time: 8.9085e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| -Index: 153 | Active_nodes: 11 | Time: 8.9475e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 155 | Active_nodes: 11 | Time: 8.9621e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| - -........................... -Average time: 8.9059e-05s - -4 permutations have 21 max nodes. -Index: 717 | Active_nodes: 11 | Time: 8.9279e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 597 | Active_nodes: 11 | Time: 9.0604e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| -Index: 2 | Active_nodes: 11 | Time: 9.1998e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 0 | Active_nodes: 11 | Time: 9.4118e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| - -........................... -Average time: 9.1500e-05s - -28 permutations have 22 max nodes. -Index: 273 | Active_nodes: 11 | Time: 8.9894e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| -Index: 33 | Active_nodes: 11 | Time: 9.0048e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 35 | Active_nodes: 11 | Time: 9.0087e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 179 | Active_nodes: 11 | Time: 9.0117e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 711 | Active_nodes: 11 | Time: 9.0160e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 275 | Active_nodes: 11 | Time: 9.0192e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| -Index: 713 | Active_nodes: 11 | Time: 9.0369e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 9 | Active_nodes: 11 | Time: 9.0452e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 177 | Active_nodes: 11 | Time: 9.0459e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 11 | Active_nodes: 11 | Time: 9.0618e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 167 | Active_nodes: 11 | Time: 9.0693e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 120 | Active_nodes: 11 | Time: 9.0901e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Index: 161 | Active_nodes: 11 | Time: 9.1068e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 598 | Active_nodes: 11 | Time: 9.1071e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 695 | Active_nodes: 11 | Time: 9.1116e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 5 | Active_nodes: 11 | Time: 9.1117e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 165 | Active_nodes: 11 | Time: 9.1139e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 122 | Active_nodes: 11 | Time: 9.1289e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| -Index: 718 | Active_nodes: 11 | Time: 9.1317e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| -Index: 479 | Active_nodes: 11 | Time: 9.1400e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| -Index: 159 | Active_nodes: 11 | Time: 9.1402e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 593 | Active_nodes: 11 | Time: 9.1540e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 0| -Index: 455 | Active_nodes: 11 | Time: 9.1691e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 0| -Index: 591 | Active_nodes: 11 | Time: 9.1784e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 0| -Index: 1 | Active_nodes: 11 | Time: 9.1797e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 3 | Active_nodes: 11 | Time: 9.2731e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 4 | Active_nodes: 11 | Time: 9.3620e-05s | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 575 | Active_nodes: 11 | Time: 9.4140e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 0| - -........................... -Average time: 9.1150e-05s - -24 permutations have 23 max nodes. -Index: 125 | Active_nodes: 11 | Time: 9.0336e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| -Index: 131 | Active_nodes: 11 | Time: 9.0412e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| -Index: 129 | Active_nodes: 11 | Time: 9.0438e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| -Index: 123 | Active_nodes: 11 | Time: 9.0534e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| -Index: 567 | Active_nodes: 11 | Time: 9.0553e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 716 | Active_nodes: 11 | Time: 9.0618e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 121 | Active_nodes: 11 | Time: 9.0868e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| -Index: 705 | Active_nodes: 11 | Time: 9.1163e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 687 | Active_nodes: 11 | Time: 9.1285e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 266 | Active_nodes: 11 | Time: 9.1537e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 477 | Active_nodes: 11 | Time: 9.1640e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 264 | Active_nodes: 11 | Time: 9.1776e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 24 | Active_nodes: 11 | Time: 9.1872e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 573 | Active_nodes: 11 | Time: 9.1986e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 596 | Active_nodes: 11 | Time: 9.2060e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 2| -Index: 693 | Active_nodes: 11 | Time: 9.2095e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 0| -Index: 26 | Active_nodes: 11 | Time: 9.2183e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 124 | Active_nodes: 11 | Time: 9.2389e-05s | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 4| -Index: 6 | Active_nodes: 11 | Time: 9.2416e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 453 | Active_nodes: 11 | Time: 9.2489e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 0| -Index: 240 | Active_nodes: 11 | Time: 9.2547e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 5| -Index: 242 | Active_nodes: 11 | Time: 9.2861e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 5| -Index: 585 | Active_nodes: 11 | Time: 9.3080e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 0| -Index: 8 | Active_nodes: 11 | Time: 9.3205e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 5| - -........................... -Average time: 9.1681e-05s - -84 permutations have 24 max nodes. -Index: 419 | Active_nodes: 11 | Time: 8.9850e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 287 | Active_nodes: 11 | Time: 8.9899e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| -Index: 239 | Active_nodes: 11 | Time: 9.0021e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 417 | Active_nodes: 11 | Time: 9.0427e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 269 | Active_nodes: 11 | Time: 9.0503e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 47 | Active_nodes: 11 | Time: 9.0535e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 59 | Active_nodes: 11 | Time: 9.0580e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 707 | Active_nodes: 11 | Time: 9.0712e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 23 | Active_nodes: 11 | Time: 9.0718e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 29 | Active_nodes: 11 | Time: 9.0971e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 566 | Active_nodes: 11 | Time: 9.1012e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 267 | Active_nodes: 11 | Time: 9.1060e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 710 | Active_nodes: 11 | Time: 9.1110e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 395 | Active_nodes: 11 | Time: 9.1157e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| -Index: 281 | Active_nodes: 11 | Time: 9.1175e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| -Index: 215 | Active_nodes: 11 | Time: 9.1279e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 285 | Active_nodes: 11 | Time: 9.1365e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| -Index: 27 | Active_nodes: 11 | Time: 9.1366e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 15 | Active_nodes: 11 | Time: 9.1371e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 279 | Active_nodes: 11 | Time: 9.1376e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| -Index: 191 | Active_nodes: 11 | Time: 9.1412e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 715 | Active_nodes: 11 | Time: 9.1483e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 393 | Active_nodes: 11 | Time: 9.1569e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 5|5 -> 0| -Index: 297 | Active_nodes: 11 | Time: 9.1629e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 0| -Index: 335 | Active_nodes: 11 | Time: 9.1654e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 595 | Active_nodes: 11 | Time: 9.1667e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 1| -Index: 17 | Active_nodes: 11 | Time: 9.1777e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 245 | Active_nodes: 11 | Time: 9.1803e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 3| -Index: 21 | Active_nodes: 11 | Time: 9.1842e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 587 | Active_nodes: 11 | Time: 9.1863e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 0| -Index: 25 | Active_nodes: 11 | Time: 9.1867e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 714 | Active_nodes: 11 | Time: 9.1883e-05s | 0 -> 5|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 569 | Active_nodes: 11 | Time: 9.1914e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 57 | Active_nodes: 11 | Time: 9.1939e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 7 | Active_nodes: 11 | Time: 9.1946e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 243 | Active_nodes: 11 | Time: 9.1997e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 3| -Index: 39 | Active_nodes: 11 | Time: 9.2013e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 299 | Active_nodes: 11 | Time: 9.2022e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 0| -Index: 447 | Active_nodes: 11 | Time: 9.2025e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 0| -Index: 185 | Active_nodes: 11 | Time: 9.2118e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 201 | Active_nodes: 11 | Time: 9.2125e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 233 | Active_nodes: 11 | Time: 9.2133e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 14 | Active_nodes: 11 | Time: 9.2138e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 265 | Active_nodes: 11 | Time: 9.2155e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 414 | Active_nodes: 11 | Time: 9.2156e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 45 | Active_nodes: 11 | Time: 9.2180e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 446 | Active_nodes: 11 | Time: 9.2205e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 5| -Index: 126 | Active_nodes: 11 | Time: 9.2241e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 5| -Index: 203 | Active_nodes: 11 | Time: 9.2259e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 561 | Active_nodes: 11 | Time: 9.2261e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 689 | Active_nodes: 11 | Time: 9.2265e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 144 | Active_nodes: 11 | Time: 9.2329e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 5| -Index: 311 | Active_nodes: 11 | Time: 9.2360e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 353 | Active_nodes: 11 | Time: 9.2428e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 478 | Active_nodes: 11 | Time: 9.2441e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 305 | Active_nodes: 11 | Time: 9.2496e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 146 | Active_nodes: 11 | Time: 9.2515e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 5| -Index: 574 | Active_nodes: 11 | Time: 9.2574e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 590 | Active_nodes: 11 | Time: 9.2582e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 3| -Index: 225 | Active_nodes: 11 | Time: 9.2608e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 329 | Active_nodes: 11 | Time: 9.2645e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 471 | Active_nodes: 11 | Time: 9.2757e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 0| -Index: 227 | Active_nodes: 11 | Time: 9.2765e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 694 | Active_nodes: 11 | Time: 9.2776e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 1| -Index: 241 | Active_nodes: 11 | Time: 9.2823e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 4| -Index: 209 | Active_nodes: 11 | Time: 9.2827e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 712 | Active_nodes: 11 | Time: 9.2849e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 594 | Active_nodes: 11 | Time: 9.2868e-05s | 0 -> 4|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 2| -Index: 454 | Active_nodes: 11 | Time: 9.2931e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 1| -Index: 12 | Active_nodes: 11 | Time: 9.2976e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 128 | Active_nodes: 11 | Time: 9.3042e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 5| -Index: 384 | Active_nodes: 11 | Time: 9.3043e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 28 | Active_nodes: 11 | Time: 9.3417e-05s | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 681 | Active_nodes: 11 | Time: 9.3421e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 449 | Active_nodes: 11 | Time: 9.3434e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 0| -Index: 359 | Active_nodes: 11 | Time: 9.3444e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 408 | Active_nodes: 11 | Time: 9.3488e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 268 | Active_nodes: 11 | Time: 9.3586e-05s | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 592 | Active_nodes: 11 | Time: 9.3796e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 1| -Index: 244 | Active_nodes: 11 | Time: 9.3818e-05s | 0 -> 2|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 4| -Index: 10 | Active_nodes: 11 | Time: 9.3882e-05s | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 473 | Active_nodes: 11 | Time: 9.4152e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 0| -Index: 360 | Active_nodes: 11 | Time: 9.4906e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 41 | Active_nodes: 11 | Time: 9.5357e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 1| - -........................... -Average time: 9.2147e-05s - -76 permutations have 25 max nodes. -Index: 143 | Active_nodes: 11 | Time: 9.0233e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| -Index: 249 | Active_nodes: 11 | Time: 9.0928e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| -Index: 135 | Active_nodes: 11 | Time: 9.1136e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| -Index: 127 | Active_nodes: 11 | Time: 9.1287e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| -Index: 251 | Active_nodes: 11 | Time: 9.1536e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 1| -Index: 415 | Active_nodes: 11 | Time: 9.1546e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 137 | Active_nodes: 11 | Time: 9.1588e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 2| -Index: 703 | Active_nodes: 11 | Time: 9.1601e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 134 | Active_nodes: 11 | Time: 9.1606e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 5| -Index: 141 | Active_nodes: 11 | Time: 9.1695e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 2| -Index: 537 | Active_nodes: 11 | Time: 9.1805e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 149 | Active_nodes: 11 | Time: 9.1832e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 3| -Index: 709 | Active_nodes: 11 | Time: 9.1879e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 147 | Active_nodes: 11 | Time: 9.1923e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 3| -Index: 564 | Active_nodes: 11 | Time: 9.1943e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 145 | Active_nodes: 11 | Time: 9.2196e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 4| -Index: 657 | Active_nodes: 11 | Time: 9.2212e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 702 | Active_nodes: 11 | Time: 9.2400e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 686 | Active_nodes: 11 | Time: 9.2470e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 708 | Active_nodes: 11 | Time: 9.2562e-05s | 0 -> 5|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 697 | Active_nodes: 11 | Time: 9.2673e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 409 | Active_nodes: 11 | Time: 9.2733e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 513 | Active_nodes: 11 | Time: 9.2867e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 5|5 -> 0| -Index: 560 | Active_nodes: 11 | Time: 9.2912e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 132 | Active_nodes: 11 | Time: 9.2993e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 5| -Index: 534 | Active_nodes: 11 | Time: 9.3091e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 441 | Active_nodes: 11 | Time: 9.3151e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 0| -Index: 552 | Active_nodes: 11 | Time: 9.3162e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 444 | Active_nodes: 11 | Time: 9.3195e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 1|5 -> 5| -Index: 476 | Active_nodes: 11 | Time: 9.3202e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 385 | Active_nodes: 11 | Time: 9.3233e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 589 | Active_nodes: 11 | Time: 9.3261e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 1| -Index: 543 | Active_nodes: 11 | Time: 9.3282e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 583 | Active_nodes: 11 | Time: 9.3306e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 2| -Index: 294 | Active_nodes: 11 | Time: 9.3350e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 5| -Index: 633 | Active_nodes: 11 | Time: 9.3480e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 0| -Index: 470 | Active_nodes: 11 | Time: 9.3492e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 1|4 -> 0|5 -> 4| -Index: 465 | Active_nodes: 11 | Time: 9.3537e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 0| -Index: 130 | Active_nodes: 11 | Time: 9.3540e-05s | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 4| -Index: 48 | Active_nodes: 11 | Time: 9.3547e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 4|5 -> 5| -Index: 692 | Active_nodes: 11 | Time: 9.3568e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 2| -Index: 504 | Active_nodes: 11 | Time: 9.3615e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 577 | Active_nodes: 11 | Time: 9.3626e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 2| -Index: 696 | Active_nodes: 11 | Time: 9.3638e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 386 | Active_nodes: 11 | Time: 9.3699e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 148 | Active_nodes: 11 | Time: 9.3706e-05s | 0 -> 1|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 4| -Index: 588 | Active_nodes: 11 | Time: 9.3729e-05s | 0 -> 4|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 3| -Index: 361 | Active_nodes: 11 | Time: 9.3743e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 663 | Active_nodes: 11 | Time: 9.3806e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 704 | Active_nodes: 11 | Time: 9.3816e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 528 | Active_nodes: 11 | Time: 9.3865e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 582 | Active_nodes: 11 | Time: 9.3867e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3| -Index: 366 | Active_nodes: 11 | Time: 9.3878e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 572 | Active_nodes: 11 | Time: 9.3888e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 18 | Active_nodes: 11 | Time: 9.3905e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 56 | Active_nodes: 11 | Time: 9.4016e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 440 | Active_nodes: 11 | Time: 9.4044e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 2|4 -> 0|5 -> 5| -Index: 288 | Active_nodes: 11 | Time: 9.4111e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 5| -Index: 390 | Active_nodes: 11 | Time: 9.4225e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 152 | Active_nodes: 11 | Time: 9.4269e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 20 | Active_nodes: 11 | Time: 9.4369e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 438 | Active_nodes: 11 | Time: 9.4378e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 2|5 -> 5| -Index: 432 | Active_nodes: 11 | Time: 9.4412e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 2|5 -> 5| -Index: 416 | Active_nodes: 11 | Time: 9.4439e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 576 | Active_nodes: 11 | Time: 9.4451e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 3| -Index: 32 | Active_nodes: 11 | Time: 9.4487e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 50 | Active_nodes: 11 | Time: 9.4502e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 480 | Active_nodes: 11 | Time: 9.4532e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 452 | Active_nodes: 11 | Time: 9.4555e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 2| -Index: 584 | Active_nodes: 11 | Time: 9.4567e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 3| -Index: 272 | Active_nodes: 11 | Time: 9.5181e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 5| -Index: 362 | Active_nodes: 11 | Time: 9.5215e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 5| -Index: 176 | Active_nodes: 11 | Time: 9.5384e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 392 | Active_nodes: 11 | Time: 9.5591e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| -Index: 296 | Active_nodes: 11 | Time: 9.6362e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 5| -Index: 558 | Active_nodes: 11 | Time: 9.8500e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| - -........................... -Average time: 9.3373e-05s - -148 permutations have 26 max nodes. -Index: 389 | Active_nodes: 11 | Time: 9.1306e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 659 | Active_nodes: 11 | Time: 9.1429e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 387 | Active_nodes: 11 | Time: 9.1725e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 431 | Active_nodes: 11 | Time: 9.1829e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 0| -Index: 237 | Active_nodes: 11 | Time: 9.1861e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 119 | Active_nodes: 11 | Time: 9.1874e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 565 | Active_nodes: 11 | Time: 9.1892e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 671 | Active_nodes: 11 | Time: 9.1979e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 0| -Index: 207 | Active_nodes: 11 | Time: 9.2003e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 559 | Active_nodes: 11 | Time: 9.2087e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 53 | Active_nodes: 11 | Time: 9.2113e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 539 | Active_nodes: 11 | Time: 9.2197e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 51 | Active_nodes: 11 | Time: 9.2250e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 699 | Active_nodes: 11 | Time: 9.2328e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 365 | Active_nodes: 11 | Time: 9.2417e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 4|5 -> 2| -Index: 358 | Active_nodes: 11 | Time: 9.2418e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 551 | Active_nodes: 11 | Time: 9.2431e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 0| -Index: 685 | Active_nodes: 11 | Time: 9.2493e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 563 | Active_nodes: 11 | Time: 9.2499e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 89 | Active_nodes: 11 | Time: 9.2501e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 683 | Active_nodes: 11 | Time: 9.2527e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 107 | Active_nodes: 11 | Time: 9.2561e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 140 | Active_nodes: 11 | Time: 9.2562e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 4| -Index: 679 | Active_nodes: 11 | Time: 9.2582e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 535 | Active_nodes: 11 | Time: 9.2610e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 113 | Active_nodes: 11 | Time: 9.2642e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 183 | Active_nodes: 11 | Time: 9.2694e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 475 | Active_nodes: 11 | Time: 9.2721e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 231 | Active_nodes: 11 | Time: 9.2733e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 65 | Active_nodes: 11 | Time: 9.2800e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 326 | Active_nodes: 11 | Time: 9.2808e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 655 | Active_nodes: 11 | Time: 9.2869e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 213 | Active_nodes: 11 | Time: 9.2882e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 295 | Active_nodes: 11 | Time: 9.2889e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 0|4 -> 5|5 -> 4| -Index: 571 | Active_nodes: 11 | Time: 9.2900e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 519 | Active_nodes: 11 | Time: 9.2940e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 5|5 -> 0| -Index: 515 | Active_nodes: 11 | Time: 9.2952e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 3|5 -> 0| -Index: 347 | Active_nodes: 11 | Time: 9.2972e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 0| -Index: 554 | Active_nodes: 11 | Time: 9.2973e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 13 | Active_nodes: 11 | Time: 9.2979e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 81 | Active_nodes: 11 | Time: 9.2985e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 189 | Active_nodes: 11 | Time: 9.3033e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 83 | Active_nodes: 11 | Time: 9.3056e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 38 | Active_nodes: 11 | Time: 9.3066e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 363 | Active_nodes: 11 | Time: 9.3072e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 4|4 -> 5|5 -> 2| -Index: 22 | Active_nodes: 11 | Time: 9.3083e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 635 | Active_nodes: 11 | Time: 9.3123e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 3|5 -> 0| -Index: 579 | Active_nodes: 11 | Time: 9.3138e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 1| -Index: 425 | Active_nodes: 11 | Time: 9.3142e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 0| -Index: 321 | Active_nodes: 11 | Time: 9.3170e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 0| -Index: 691 | Active_nodes: 11 | Time: 9.3215e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 1| -Index: 105 | Active_nodes: 11 | Time: 9.3247e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 553 | Active_nodes: 11 | Time: 9.3291e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 71 | Active_nodes: 11 | Time: 9.3295e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 542 | Active_nodes: 11 | Time: 9.3304e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 5| -Index: 684 | Active_nodes: 11 | Time: 9.3324e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 506 | Active_nodes: 11 | Time: 9.3387e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 665 | Active_nodes: 11 | Time: 9.3413e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 1|5 -> 0| -Index: 367 | Active_nodes: 11 | Time: 9.3469e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 19 | Active_nodes: 11 | Time: 9.3492e-05s | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 505 | Active_nodes: 11 | Time: 9.3497e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 49 | Active_nodes: 11 | Time: 9.3500e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 2|4 -> 5|5 -> 4| -Index: 673 | Active_nodes: 11 | Time: 9.3529e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 639 | Active_nodes: 11 | Time: 9.3534e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 4|5 -> 0| -Index: 529 | Active_nodes: 11 | Time: 9.3541e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 158 | Active_nodes: 11 | Time: 9.3571e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 423 | Active_nodes: 11 | Time: 9.3592e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 451 | Active_nodes: 11 | Time: 9.3595e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 1| -Index: 323 | Active_nodes: 11 | Time: 9.3596e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 0| -Index: 334 | Active_nodes: 11 | Time: 9.3600e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 545 | Active_nodes: 11 | Time: 9.3603e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 0| -Index: 302 | Active_nodes: 11 | Time: 9.3607e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 474 | Active_nodes: 11 | Time: 9.3646e-05s | 0 -> 3|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 278 | Active_nodes: 11 | Time: 9.3667e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 5| -Index: 654 | Active_nodes: 11 | Time: 9.3671e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 678 | Active_nodes: 11 | Time: 9.3716e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 310 | Active_nodes: 11 | Time: 9.3727e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 138 | Active_nodes: 11 | Time: 9.3740e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 4| -Index: 467 | Active_nodes: 11 | Time: 9.3755e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 0| -Index: 345 | Active_nodes: 11 | Time: 9.3766e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 0| -Index: 443 | Active_nodes: 11 | Time: 9.3773e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 0| -Index: 625 | Active_nodes: 11 | Time: 9.3843e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 422 | Active_nodes: 11 | Time: 9.3900e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| -Index: 698 | Active_nodes: 11 | Time: 9.3916e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 16 | Active_nodes: 11 | Time: 9.3963e-05s | 0 -> 0|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 429 | Active_nodes: 11 | Time: 9.3993e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 706 | Active_nodes: 11 | Time: 9.4025e-05s | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 680 | Active_nodes: 11 | Time: 9.4044e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 688 | Active_nodes: 11 | Time: 9.4098e-05s | 0 -> 5|1 -> 3|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 434 | Active_nodes: 11 | Time: 9.4129e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 5| -Index: 391 | Active_nodes: 11 | Time: 9.4150e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 549 | Active_nodes: 11 | Time: 9.4188e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 672 | Active_nodes: 11 | Time: 9.4216e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 246 | Active_nodes: 11 | Time: 9.4236e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 649 | Active_nodes: 11 | Time: 9.4279e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 270 | Active_nodes: 11 | Time: 9.4314e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 352 | Active_nodes: 11 | Time: 9.4346e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 570 | Active_nodes: 11 | Time: 9.4349e-05s | 0 -> 4|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 468 | Active_nodes: 11 | Time: 9.4365e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 1|5 -> 4| -Index: 80 | Active_nodes: 11 | Time: 9.4388e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 168 | Active_nodes: 11 | Time: 9.4391e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 5| -Index: 72 | Active_nodes: 11 | Time: 9.4398e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 5| -Index: 481 | Active_nodes: 11 | Time: 9.4398e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 450 | Active_nodes: 11 | Time: 9.4425e-05s | 0 -> 3|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 2| -Index: 568 | Active_nodes: 11 | Time: 9.4446e-05s | 0 -> 4|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 482 | Active_nodes: 11 | Time: 9.4458e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 669 | Active_nodes: 11 | Time: 9.4459e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 328 | Active_nodes: 11 | Time: 9.4479e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 304 | Active_nodes: 11 | Time: 9.4488e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 289 | Active_nodes: 11 | Time: 9.4491e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 1|4 -> 5|5 -> 4| -Index: 624 | Active_nodes: 11 | Time: 9.4507e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 462 | Active_nodes: 11 | Time: 9.4520e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 4| -Index: 690 | Active_nodes: 11 | Time: 9.4558e-05s | 0 -> 5|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 2| -Index: 318 | Active_nodes: 11 | Time: 9.4701e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 3|5 -> 5| -Index: 74 | Active_nodes: 11 | Time: 9.4790e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 5| -Index: 648 | Active_nodes: 11 | Time: 9.4841e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 312 | Active_nodes: 11 | Time: 9.4855e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 3|5 -> 5| -Index: 388 | Active_nodes: 11 | Time: 9.4884e-05s | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 200 | Active_nodes: 11 | Time: 9.4906e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 536 | Active_nodes: 11 | Time: 9.5051e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 601 | Active_nodes: 11 | Time: 9.5123e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 510 | Active_nodes: 11 | Time: 9.5164e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 58 | Active_nodes: 11 | Time: 9.5209e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 464 | Active_nodes: 11 | Time: 9.5262e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 2|4 -> 0|5 -> 4| -Index: 600 | Active_nodes: 11 | Time: 9.5301e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 52 | Active_nodes: 11 | Time: 9.5326e-05s | 0 -> 0|1 -> 3|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 448 | Active_nodes: 11 | Time: 9.5348e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 1| -Index: 154 | Active_nodes: 11 | Time: 9.5353e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 34 | Active_nodes: 11 | Time: 9.5355e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 578 | Active_nodes: 11 | Time: 9.5422e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 3| -Index: 248 | Active_nodes: 11 | Time: 9.5429e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 5| -Index: 512 | Active_nodes: 11 | Time: 9.5438e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 5| -Index: 274 | Active_nodes: 11 | Time: 9.5529e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| -Index: 486 | Active_nodes: 11 | Time: 9.5538e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 290 | Active_nodes: 11 | Time: 9.5618e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 368 | Active_nodes: 11 | Time: 9.5668e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| -Index: 95 | Active_nodes: 11 | Time: 9.5672e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 170 | Active_nodes: 11 | Time: 9.5690e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| -Index: 320 | Active_nodes: 11 | Time: 9.5756e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| -Index: 586 | Active_nodes: 11 | Time: 9.5762e-05s | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| -Index: 410 | Active_nodes: 11 | Time: 9.5806e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| -Index: 364 | Active_nodes: 11 | Time: 9.5824e-05s | 0 -> 3|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 4| -Index: 418 | Active_nodes: 11 | Time: 9.5851e-05s | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 456 | Active_nodes: 11 | Time: 9.5909e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 2|5 -> 4| -Index: 178 | Active_nodes: 11 | Time: 9.6100e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 0|5 -> 4| -Index: 472 | Active_nodes: 11 | Time: 9.6879e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| -Index: 298 | Active_nodes: 11 | Time: 9.7261e-05s | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| -Index: 394 | Active_nodes: 11 | Time: 9.7267e-05s | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| - -........................... -Average time: 9.3841e-05s - -96 permutations have 27 max nodes. -Index: 413 | Active_nodes: 11 | Time: 9.0821e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 263 | Active_nodes: 11 | Time: 9.0875e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| -Index: 411 | Active_nodes: 11 | Time: 9.1294e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 255 | Active_nodes: 11 | Time: 9.2017e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 1| -Index: 701 | Active_nodes: 11 | Time: 9.2038e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 86 | Active_nodes: 11 | Time: 9.2082e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 257 | Active_nodes: 11 | Time: 9.2285e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 3|5 -> 1| -Index: 261 | Active_nodes: 11 | Time: 9.2368e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 4|5 -> 1| -Index: 369 | Active_nodes: 11 | Time: 9.2500e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 1| -Index: 291 | Active_nodes: 11 | Time: 9.2509e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 1| -Index: 133 | Active_nodes: 11 | Time: 9.2747e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 3| -Index: 327 | Active_nodes: 11 | Time: 9.2779e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 0| -Index: 371 | Active_nodes: 11 | Time: 9.2832e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 1| -Index: 581 | Active_nodes: 11 | Time: 9.2832e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 1| -Index: 206 | Active_nodes: 11 | Time: 9.2877e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 171 | Active_nodes: 11 | Time: 9.2881e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 5|5 -> 2| -Index: 445 | Active_nodes: 11 | Time: 9.3040e-05s | 0 -> 3|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 1| -Index: 293 | Active_nodes: 11 | Time: 9.3042e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 1| -Index: 555 | Active_nodes: 11 | Time: 9.3159e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 142 | Active_nodes: 11 | Time: 9.3166e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 3| -Index: 675 | Active_nodes: 11 | Time: 9.3328e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 54 | Active_nodes: 11 | Time: 9.3329e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 5| -Index: 173 | Active_nodes: 11 | Time: 9.3442e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 4|5 -> 2| -Index: 351 | Active_nodes: 11 | Time: 9.3463e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 0| -Index: 303 | Active_nodes: 11 | Time: 9.3550e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 0| -Index: 254 | Active_nodes: 11 | Time: 9.3573e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 5| -Index: 439 | Active_nodes: 11 | Time: 9.3650e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 2| -Index: 627 | Active_nodes: 11 | Time: 9.3668e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 62 | Active_nodes: 11 | Time: 9.3674e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 30 | Active_nodes: 11 | Time: 9.3730e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 4|5 -> 5| -Index: 674 | Active_nodes: 11 | Time: 9.3754e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 507 | Active_nodes: 11 | Time: 9.3762e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 350 | Active_nodes: 11 | Time: 9.3775e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 399 | Active_nodes: 11 | Time: 9.3798e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 5|5 -> 0| -Index: 405 | Active_nodes: 11 | Time: 9.3805e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 4|5 -> 0| -Index: 333 | Active_nodes: 11 | Time: 9.3839e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 0| -Index: 247 | Active_nodes: 11 | Time: 9.3847e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 182 | Active_nodes: 11 | Time: 9.3878e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 700 | Active_nodes: 11 | Time: 9.3889e-05s | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 324 | Active_nodes: 11 | Time: 9.3937e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 271 | Active_nodes: 11 | Time: 9.3944e-05s | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 357 | Active_nodes: 11 | Time: 9.3991e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 0| -Index: 169 | Active_nodes: 11 | Time: 9.4002e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 2|4 -> 5|5 -> 4| -Index: 463 | Active_nodes: 11 | Time: 9.4010e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 2| -Index: 525 | Active_nodes: 11 | Time: 9.4040e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 0| -Index: 645 | Active_nodes: 11 | Time: 9.4096e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 3|5 -> 0| -Index: 626 | Active_nodes: 11 | Time: 9.4173e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 518 | Active_nodes: 11 | Time: 9.4193e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 5| -Index: 44 | Active_nodes: 11 | Time: 9.4203e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 469 | Active_nodes: 11 | Time: 9.4207e-05s | 0 -> 3|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 1| -Index: 530 | Active_nodes: 11 | Time: 9.4299e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 483 | Active_nodes: 11 | Time: 9.4332e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 603 | Active_nodes: 11 | Time: 9.4342e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 139 | Active_nodes: 11 | Time: 9.4358e-05s | 0 -> 1|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 3| -Index: 398 | Active_nodes: 11 | Time: 9.4456e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 5| -Index: 487 | Active_nodes: 11 | Time: 9.4502e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 540 | Active_nodes: 11 | Time: 9.4542e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 5| -Index: 420 | Active_nodes: 11 | Time: 9.4583e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 662 | Active_nodes: 11 | Time: 9.4672e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 1|4 -> 0|5 -> 4| -Index: 309 | Active_nodes: 11 | Time: 9.4705e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 0| -Index: 164 | Active_nodes: 11 | Time: 9.4717e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 300 | Active_nodes: 11 | Time: 9.4795e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 1|5 -> 5| -Index: 136 | Active_nodes: 11 | Time: 9.4798e-05s | 0 -> 1|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 3| -Index: 433 | Active_nodes: 11 | Time: 9.4851e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 2| -Index: 194 | Active_nodes: 11 | Time: 9.4857e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 2|5 -> 5| -Index: 252 | Active_nodes: 11 | Time: 9.4915e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 580 | Active_nodes: 11 | Time: 9.4926e-05s | 0 -> 4|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 2| -Index: 284 | Active_nodes: 11 | Time: 9.4936e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 4| -Index: 607 | Active_nodes: 11 | Time: 9.4952e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 192 | Active_nodes: 11 | Time: 9.4989e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 3|5 -> 5| -Index: 457 | Active_nodes: 11 | Time: 9.4996e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 2| -Index: 342 | Active_nodes: 11 | Time: 9.5086e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 3|5 -> 4| -Index: 602 | Active_nodes: 11 | Time: 9.5088e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 98 | Active_nodes: 11 | Time: 9.5204e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 2|5 -> 4| -Index: 458 | Active_nodes: 11 | Time: 9.5209e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 1|5 -> 4| -Index: 308 | Active_nodes: 11 | Time: 9.5210e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 276 | Active_nodes: 11 | Time: 9.5255e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 631 | Active_nodes: 11 | Time: 9.5275e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 104 | Active_nodes: 11 | Time: 9.5363e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 428 | Active_nodes: 11 | Time: 9.5377e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 4| -Index: 488 | Active_nodes: 11 | Time: 9.5415e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 5| -Index: 511 | Active_nodes: 11 | Time: 9.5486e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 656 | Active_nodes: 11 | Time: 9.5525e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 96 | Active_nodes: 11 | Time: 9.5589e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| -Index: 412 | Active_nodes: 11 | Time: 9.5677e-05s | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4| -Index: 250 | Active_nodes: 11 | Time: 9.5748e-05s | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| -Index: 314 | Active_nodes: 11 | Time: 9.5781e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| -Index: 630 | Active_nodes: 11 | Time: 9.5795e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 172 | Active_nodes: 11 | Time: 9.5947e-05s | 0 -> 1|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 4| -Index: 224 | Active_nodes: 11 | Time: 9.5958e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 336 | Active_nodes: 11 | Time: 9.6002e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 3|5 -> 4| -Index: 606 | Active_nodes: 11 | Time: 9.6403e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 370 | Active_nodes: 11 | Time: 9.6665e-05s | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 4| -Index: 632 | Active_nodes: 11 | Time: 9.6737e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| -Index: 344 | Active_nodes: 11 | Time: 9.7122e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| -Index: 292 | Active_nodes: 11 | Time: 9.7251e-05s | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 4| - -........................... -Average time: 9.4223e-05s - -112 permutations have 28 max nodes. -Index: 87 | Active_nodes: 11 | Time: 9.2109e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 647 | Active_nodes: 11 | Time: 9.2228e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 2|5 -> 0| -Index: 117 | Active_nodes: 11 | Time: 9.2264e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 55 | Active_nodes: 11 | Time: 9.2265e-05s | 0 -> 0|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 4| -Index: 407 | Active_nodes: 11 | Time: 9.2365e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 2|5 -> 0| -Index: 527 | Active_nodes: 11 | Time: 9.2588e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 2|5 -> 0| -Index: 111 | Active_nodes: 11 | Time: 9.2637e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 118 | Active_nodes: 11 | Time: 9.2717e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 629 | Active_nodes: 11 | Time: 9.2746e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 531 | Active_nodes: 11 | Time: 9.2925e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 509 | Active_nodes: 11 | Time: 9.3048e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 63 | Active_nodes: 11 | Time: 9.3146e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 31 | Active_nodes: 11 | Time: 9.3191e-05s | 0 -> 0|1 -> 2|2 -> 3|3 -> 1|4 -> 5|5 -> 4| -Index: 651 | Active_nodes: 11 | Time: 9.3207e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 401 | Active_nodes: 11 | Time: 9.3343e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 2|5 -> 0| -Index: 78 | Active_nodes: 11 | Time: 9.3408e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 5| -Index: 93 | Active_nodes: 11 | Time: 9.3476e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 174 | Active_nodes: 11 | Time: 9.3552e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 4|5 -> 5| -Index: 69 | Active_nodes: 11 | Time: 9.3607e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 94 | Active_nodes: 11 | Time: 9.3810e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 435 | Active_nodes: 11 | Time: 9.3853e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| -Index: 356 | Active_nodes: 11 | Time: 9.3886e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 489 | Active_nodes: 11 | Time: 9.3931e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1| -Index: 70 | Active_nodes: 11 | Time: 9.3935e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 230 | Active_nodes: 11 | Time: 9.3959e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 150 | Active_nodes: 11 | Time: 9.3959e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| -Index: 494 | Active_nodes: 11 | Time: 9.3968e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 5| -Index: 641 | Active_nodes: 11 | Time: 9.3989e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 2|5 -> 0| -Index: 101 | Active_nodes: 11 | Time: 9.3991e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 238 | Active_nodes: 11 | Time: 9.4000e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 75 | Active_nodes: 11 | Time: 9.4061e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 3|4 -> 5|5 -> 2| -Index: 521 | Active_nodes: 11 | Time: 9.4092e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 0| -Index: 46 | Active_nodes: 11 | Time: 9.4126e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 110 | Active_nodes: 11 | Time: 9.4143e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 77 | Active_nodes: 11 | Time: 9.4154e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 319 | Active_nodes: 11 | Time: 9.4211e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 0|4 -> 5|5 -> 3| -Index: 73 | Active_nodes: 11 | Time: 9.4290e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 2|4 -> 5|5 -> 3| -Index: 36 | Active_nodes: 11 | Time: 9.4304e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 3|5 -> 5| -Index: 670 | Active_nodes: 11 | Time: 9.4336e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 3|4 -> 0|5 -> 1| -Index: 485 | Active_nodes: 11 | Time: 9.4362e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 3|5 -> 2| -Index: 374 | Active_nodes: 11 | Time: 9.4366e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 5| -Index: 541 | Active_nodes: 11 | Time: 9.4366e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 605 | Active_nodes: 11 | Time: 9.4417e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 3|5 -> 2| -Index: 214 | Active_nodes: 11 | Time: 9.4451e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 68 | Active_nodes: 11 | Time: 9.4456e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 550 | Active_nodes: 11 | Time: 9.4456e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 3|4 -> 0|5 -> 1| -Index: 112 | Active_nodes: 11 | Time: 9.4514e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 609 | Active_nodes: 11 | Time: 9.4538e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 1| -Index: 661 | Active_nodes: 11 | Time: 9.4676e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 430 | Active_nodes: 11 | Time: 9.4705e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 1| -Index: 97 | Active_nodes: 11 | Time: 9.4725e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 4|5 -> 3| -Index: 459 | Active_nodes: 11 | Time: 9.4757e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 1| -Index: 260 | Active_nodes: 11 | Time: 9.4805e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 4| -Index: 166 | Active_nodes: 11 | Time: 9.4834e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 188 | Active_nodes: 11 | Time: 9.4868e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 190 | Active_nodes: 11 | Time: 9.4892e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 348 | Active_nodes: 11 | Time: 9.4938e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 64 | Active_nodes: 11 | Time: 9.4972e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 343 | Active_nodes: 11 | Time: 9.5039e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 0|4 -> 4|5 -> 3| -Index: 668 | Active_nodes: 11 | Time: 9.5150e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 3| -Index: 337 | Active_nodes: 11 | Time: 9.5152e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 1|4 -> 4|5 -> 3| -Index: 232 | Active_nodes: 11 | Time: 9.5208e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 660 | Active_nodes: 11 | Time: 9.5240e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 0|4 -> 1|5 -> 4| -Index: 208 | Active_nodes: 11 | Time: 9.5279e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 508 | Active_nodes: 11 | Time: 9.5280e-05s | 0 -> 4|1 -> 1|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 286 | Active_nodes: 11 | Time: 9.5308e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 3| -Index: 404 | Active_nodes: 11 | Time: 9.5360e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 4| -Index: 548 | Active_nodes: 11 | Time: 9.5375e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 99 | Active_nodes: 11 | Time: 9.5422e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 3|4 -> 4|5 -> 2| -Index: 184 | Active_nodes: 11 | Time: 9.5432e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 516 | Active_nodes: 11 | Time: 9.5462e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 88 | Active_nodes: 11 | Time: 9.5503e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| -Index: 544 | Active_nodes: 11 | Time: 9.5566e-05s | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| -Index: 664 | Active_nodes: 11 | Time: 9.5570e-05s | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| -Index: 372 | Active_nodes: 11 | Time: 9.5587e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 682 | Active_nodes: 11 | Time: 9.5588e-05s | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 650 | Active_nodes: 11 | Time: 9.5588e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 426 | Active_nodes: 11 | Time: 9.5618e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 313 | Active_nodes: 11 | Time: 9.5646e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3| -Index: 160 | Active_nodes: 11 | Time: 9.5678e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 106 | Active_nodes: 11 | Time: 9.5714e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 492 | Active_nodes: 11 | Time: 9.5800e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 638 | Active_nodes: 11 | Time: 9.5829e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 2|4 -> 0|5 -> 4| -Index: 396 | Active_nodes: 11 | Time: 9.5858e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 628 | Active_nodes: 11 | Time: 9.5955e-05s | 0 -> 5|1 -> 1|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 40 | Active_nodes: 11 | Time: 9.5978e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 218 | Active_nodes: 11 | Time: 9.5983e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 2|5 -> 4| -Index: 280 | Active_nodes: 11 | Time: 9.5991e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 3| -Index: 216 | Active_nodes: 11 | Time: 9.6020e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 3|5 -> 4| -Index: 424 | Active_nodes: 11 | Time: 9.6025e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 1| -Index: 306 | Active_nodes: 11 | Time: 9.6046e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 1|5 -> 4| -Index: 658 | Active_nodes: 11 | Time: 9.6096e-05s | 0 -> 5|1 -> 2|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 562 | Active_nodes: 11 | Time: 9.6112e-05s | 0 -> 4|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 100 | Active_nodes: 11 | Time: 9.6173e-05s | 0 -> 0|1 -> 5|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 82 | Active_nodes: 11 | Time: 9.6186e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 332 | Active_nodes: 11 | Time: 9.6298e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 1|4 -> 0|5 -> 3| -Index: 604 | Active_nodes: 11 | Time: 9.6334e-05s | 0 -> 5|1 -> 0|2 -> 1|3 -> 4|4 -> 2|5 -> 3| -Index: 258 | Active_nodes: 11 | Time: 9.6371e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 226 | Active_nodes: 11 | Time: 9.6450e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 76 | Active_nodes: 11 | Time: 9.6470e-05s | 0 -> 0|1 -> 4|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 608 | Active_nodes: 11 | Time: 9.6472e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 3|4 -> 1|5 -> 4| -Index: 484 | Active_nodes: 11 | Time: 9.6507e-05s | 0 -> 4|1 -> 0|2 -> 1|3 -> 5|4 -> 2|5 -> 3| -Index: 338 | Active_nodes: 11 | Time: 9.6745e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| -Index: 538 | Active_nodes: 11 | Time: 9.6784e-05s | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| -Index: 202 | Active_nodes: 11 | Time: 9.6827e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 466 | Active_nodes: 11 | Time: 9.6950e-05s | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| -Index: 282 | Active_nodes: 11 | Time: 9.6960e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 346 | Active_nodes: 11 | Time: 9.7349e-05s | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| -Index: 634 | Active_nodes: 11 | Time: 9.7357e-05s | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| -Index: 442 | Active_nodes: 11 | Time: 9.7442e-05s | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| -Index: 514 | Active_nodes: 11 | Time: 9.7634e-05s | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| -Index: 322 | Active_nodes: 11 | Time: 9.8564e-05s | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| - -........................... -Average time: 9.4913e-05s - -70 permutations have 29 max nodes. -Index: 175 | Active_nodes: 11 | Time: 9.3077e-05s | 0 -> 1|1 -> 3|2 -> 2|3 -> 0|4 -> 5|5 -> 4| -Index: 557 | Active_nodes: 11 | Time: 9.3103e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 533 | Active_nodes: 11 | Time: 9.3104e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 653 | Active_nodes: 11 | Time: 9.3198e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 677 | Active_nodes: 11 | Time: 9.3391e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 84 | Active_nodes: 11 | Time: 9.3606e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 5| -Index: 151 | Active_nodes: 11 | Time: 9.3666e-05s | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 5|5 -> 4| -Index: 495 | Active_nodes: 11 | Time: 9.3716e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 1| -Index: 611 | Active_nodes: 11 | Time: 9.3792e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 1| -Index: 341 | Active_nodes: 11 | Time: 9.3886e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| -Index: 236 | Active_nodes: 11 | Time: 9.4033e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 491 | Active_nodes: 11 | Time: 9.4050e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 3|5 -> 1| -Index: 421 | Active_nodes: 11 | Time: 9.4099e-05s | 0 -> 3|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 315 | Active_nodes: 11 | Time: 9.4241e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 1| -Index: 92 | Active_nodes: 11 | Time: 9.4280e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 317 | Active_nodes: 11 | Time: 9.4298e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 1| -Index: 60 | Active_nodes: 11 | Time: 9.4369e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 2|5 -> 5| -Index: 461 | Active_nodes: 11 | Time: 9.4459e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 1| -Index: 198 | Active_nodes: 11 | Time: 9.4486e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 3|5 -> 5| -Index: 615 | Active_nodes: 11 | Time: 9.4526e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 4|5 -> 1| -Index: 339 | Active_nodes: 11 | Time: 9.4613e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 1| -Index: 262 | Active_nodes: 11 | Time: 9.4620e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 3| -Index: 437 | Active_nodes: 11 | Time: 9.4664e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 1| -Index: 116 | Active_nodes: 11 | Time: 9.4675e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 253 | Active_nodes: 11 | Time: 9.4734e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 197 | Active_nodes: 11 | Time: 9.4769e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 3|5 -> 2| -Index: 354 | Active_nodes: 11 | Time: 9.4867e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 427 | Active_nodes: 11 | Time: 9.4913e-05s | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 221 | Active_nodes: 11 | Time: 9.5028e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 2| -Index: 614 | Active_nodes: 11 | Time: 9.5168e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 2|4 -> 1|5 -> 4| -Index: 212 | Active_nodes: 11 | Time: 9.5205e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 380 | Active_nodes: 11 | Time: 9.5265e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 4| -Index: 219 | Active_nodes: 11 | Time: 9.5266e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 3|4 -> 4|5 -> 2| -Index: 195 | Active_nodes: 11 | Time: 9.5280e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 3|4 -> 5|5 -> 2| -Index: 193 | Active_nodes: 11 | Time: 9.5311e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 3| -Index: 259 | Active_nodes: 11 | Time: 9.5333e-05s | 0 -> 2|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 217 | Active_nodes: 11 | Time: 9.5340e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 2|4 -> 4|5 -> 3| -Index: 42 | Active_nodes: 11 | Time: 9.5343e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 3|5 -> 4| -Index: 277 | Active_nodes: 11 | Time: 9.5345e-05s | 0 -> 2|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 676 | Active_nodes: 11 | Time: 9.5357e-05s | 0 -> 5|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 283 | Active_nodes: 11 | Time: 9.5498e-05s | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 156 | Active_nodes: 11 | Time: 9.5603e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| -Index: 102 | Active_nodes: 11 | Time: 9.5655e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| -Index: 547 | Active_nodes: 11 | Time: 9.5743e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 556 | Active_nodes: 11 | Time: 9.5788e-05s | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 256 | Active_nodes: 11 | Time: 9.5800e-05s | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| -Index: 517 | Active_nodes: 11 | Time: 9.5807e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 493 | Active_nodes: 11 | Time: 9.5813e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 613 | Active_nodes: 11 | Time: 9.5907e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 644 | Active_nodes: 11 | Time: 9.5923e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 2|4 -> 0|5 -> 3| -Index: 546 | Active_nodes: 11 | Time: 9.6095e-05s | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 330 | Active_nodes: 11 | Time: 9.6145e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 1|5 -> 3| -Index: 667 | Active_nodes: 11 | Time: 9.6160e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 637 | Active_nodes: 11 | Time: 9.6167e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 652 | Active_nodes: 11 | Time: 9.6168e-05s | 0 -> 5|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 532 | Active_nodes: 11 | Time: 9.6337e-05s | 0 -> 4|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 3| -Index: 612 | Active_nodes: 11 | Time: 9.6388e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 666 | Active_nodes: 11 | Time: 9.6395e-05s | 0 -> 5|1 -> 2|2 -> 4|3 -> 0|4 -> 1|5 -> 3| -Index: 524 | Active_nodes: 11 | Time: 9.6469e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 2|4 -> 0|5 -> 3| -Index: 402 | Active_nodes: 11 | Time: 9.6597e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 460 | Active_nodes: 11 | Time: 9.6675e-05s | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 2| -Index: 220 | Active_nodes: 11 | Time: 9.6693e-05s | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| -Index: 636 | Active_nodes: 11 | Time: 9.6694e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 378 | Active_nodes: 11 | Time: 9.6727e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 436 | Active_nodes: 11 | Time: 9.6841e-05s | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 2| -Index: 610 | Active_nodes: 11 | Time: 9.6872e-05s | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 3| -Index: 196 | Active_nodes: 11 | Time: 9.6915e-05s | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| -Index: 490 | Active_nodes: 11 | Time: 9.7483e-05s | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| -Index: 340 | Active_nodes: 11 | Time: 9.7533e-05s | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| -Index: 316 | Active_nodes: 11 | Time: 9.7712e-05s | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| - -........................... -Average time: 9.5273e-05s - -40 permutations have 30 max nodes. -Index: 325 | Active_nodes: 11 | Time: 9.3531e-05s | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 1| -Index: 103 | Active_nodes: 11 | Time: 9.3836e-05s | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 4|5 -> 3| -Index: 355 | Active_nodes: 11 | Time: 9.3837e-05s | 0 -> 2|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 1| -Index: 79 | Active_nodes: 11 | Time: 9.3909e-05s | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| -Index: 375 | Active_nodes: 11 | Time: 9.4011e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 2|4 -> 5|5 -> 1| -Index: 349 | Active_nodes: 11 | Time: 9.4184e-05s | 0 -> 2|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 1| -Index: 301 | Active_nodes: 11 | Time: 9.4351e-05s | 0 -> 2|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 1| -Index: 204 | Active_nodes: 11 | Time: 9.4371e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 2|5 -> 5| -Index: 108 | Active_nodes: 11 | Time: 9.4672e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 4| -Index: 381 | Active_nodes: 11 | Time: 9.4786e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 2|4 -> 4|5 -> 1| -Index: 621 | Active_nodes: 11 | Time: 9.4843e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 3|5 -> 1| -Index: 180 | Active_nodes: 11 | Time: 9.4928e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 2|5 -> 5| -Index: 37 | Active_nodes: 11 | Time: 9.4970e-05s | 0 -> 0|1 -> 2|2 -> 4|3 -> 1|4 -> 5|5 -> 3| -Index: 501 | Active_nodes: 11 | Time: 9.4970e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 3|5 -> 1| -Index: 43 | Active_nodes: 11 | Time: 9.5029e-05s | 0 -> 0|1 -> 2|2 -> 5|3 -> 1|4 -> 4|5 -> 3| -Index: 66 | Active_nodes: 11 | Time: 9.5208e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 2|5 -> 4| -Index: 331 | Active_nodes: 11 | Time: 9.5214e-05s | 0 -> 2|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 1| -Index: 222 | Active_nodes: 11 | Time: 9.5370e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 3|5 -> 4| -Index: 373 | Active_nodes: 11 | Time: 9.5520e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 397 | Active_nodes: 11 | Time: 9.5554e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 406 | Active_nodes: 11 | Time: 9.5609e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| -Index: 620 | Active_nodes: 11 | Time: 9.5806e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| -Index: 646 | Active_nodes: 11 | Time: 9.5893e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 3|4 -> 0|5 -> 2| -Index: 526 | Active_nodes: 11 | Time: 9.5931e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 3|4 -> 0|5 -> 2| -Index: 379 | Active_nodes: 11 | Time: 9.5985e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 500 | Active_nodes: 11 | Time: 9.6126e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 2|4 -> 1|5 -> 3| -Index: 643 | Active_nodes: 11 | Time: 9.6152e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 307 | Active_nodes: 11 | Time: 9.6191e-05s | 0 -> 2|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 1| -Index: 523 | Active_nodes: 11 | Time: 9.6219e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 162 | Active_nodes: 11 | Time: 9.6221e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 4| -Index: 499 | Active_nodes: 11 | Time: 9.6223e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 619 | Active_nodes: 11 | Time: 9.6379e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 403 | Active_nodes: 11 | Time: 9.6513e-05s | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 2| -Index: 400 | Active_nodes: 11 | Time: 9.6520e-05s | 0 -> 3|1 -> 1|2 -> 4|3 -> 5|4 -> 0|5 -> 2| -Index: 618 | Active_nodes: 11 | Time: 9.7155e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 498 | Active_nodes: 11 | Time: 9.7159e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 640 | Active_nodes: 11 | Time: 9.7232e-05s | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| -Index: 520 | Active_nodes: 11 | Time: 9.7531e-05s | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| -Index: 522 | Active_nodes: 11 | Time: 9.8061e-05s | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| -Index: 642 | Active_nodes: 11 | Time: 9.8416e-05s | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| - -........................... -Average time: 9.5610e-05s - -20 permutations have 31 max nodes. -Index: 383 | Active_nodes: 11 | Time: 9.3150e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 2|5 -> 1| -Index: 623 | Active_nodes: 11 | Time: 9.3235e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 2|5 -> 1| -Index: 503 | Active_nodes: 11 | Time: 9.3696e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 2|5 -> 1| -Index: 199 | Active_nodes: 11 | Time: 9.4108e-05s | 0 -> 1|1 -> 4|2 -> 2|3 -> 0|4 -> 5|5 -> 3| -Index: 114 | Active_nodes: 11 | Time: 9.4573e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 2|5 -> 3| -Index: 377 | Active_nodes: 11 | Time: 9.4818e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 2|5 -> 1| -Index: 157 | Active_nodes: 11 | Time: 9.4950e-05s | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 5|5 -> 3| -Index: 228 | Active_nodes: 11 | Time: 9.5335e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 2|5 -> 4| -Index: 163 | Active_nodes: 11 | Time: 9.5414e-05s | 0 -> 1|1 -> 2|2 -> 5|3 -> 0|4 -> 4|5 -> 3| -Index: 382 | Active_nodes: 11 | Time: 9.5452e-05s | 0 -> 3|1 -> 0|2 -> 5|3 -> 4|4 -> 1|5 -> 2| -Index: 223 | Active_nodes: 11 | Time: 9.5471e-05s | 0 -> 1|1 -> 5|2 -> 2|3 -> 0|4 -> 4|5 -> 3| -Index: 497 | Active_nodes: 11 | Time: 9.5530e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 1| -Index: 90 | Active_nodes: 11 | Time: 9.5565e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| -Index: 622 | Active_nodes: 11 | Time: 9.5708e-05s | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| -Index: 617 | Active_nodes: 11 | Time: 9.5761e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| -Index: 502 | Active_nodes: 11 | Time: 9.5767e-05s | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| -Index: 186 | Active_nodes: 11 | Time: 9.5930e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 2|5 -> 4| -Index: 376 | Active_nodes: 11 | Time: 9.6457e-05s | 0 -> 3|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 2| -Index: 616 | Active_nodes: 11 | Time: 9.6792e-05s | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| -Index: 496 | Active_nodes: 11 | Time: 9.7192e-05s | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 2| - -........................... -Average time: 9.5245e-05s - -8 permutations have 32 max nodes. -Index: 115 | Active_nodes: 11 | Time: 9.3617e-05s | 0 -> 0|1 -> 5|2 -> 4|3 -> 1|4 -> 3|5 -> 2| -Index: 109 | Active_nodes: 11 | Time: 9.3915e-05s | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| -Index: 85 | Active_nodes: 11 | Time: 9.3937e-05s | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| -Index: 91 | Active_nodes: 11 | Time: 9.4565e-05s | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 3|5 -> 2| -Index: 61 | Active_nodes: 11 | Time: 9.4567e-05s | 0 -> 0|1 -> 3|2 -> 4|3 -> 1|4 -> 5|5 -> 2| -Index: 67 | Active_nodes: 11 | Time: 9.5195e-05s | 0 -> 0|1 -> 3|2 -> 5|3 -> 1|4 -> 4|5 -> 2| -Index: 234 | Active_nodes: 11 | Time: 9.6024e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 2|5 -> 3| -Index: 210 | Active_nodes: 11 | Time: 9.6123e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 2|5 -> 3| - -........................... -Average time: 9.4743e-05s - -6 permutations have 33 max nodes. -Index: 205 | Active_nodes: 11 | Time: 9.4241e-05s | 0 -> 1|1 -> 4|2 -> 3|3 -> 0|4 -> 5|5 -> 2| -Index: 229 | Active_nodes: 11 | Time: 9.4826e-05s | 0 -> 1|1 -> 5|2 -> 3|3 -> 0|4 -> 4|5 -> 2| -Index: 235 | Active_nodes: 11 | Time: 9.5011e-05s | 0 -> 1|1 -> 5|2 -> 4|3 -> 0|4 -> 3|5 -> 2| -Index: 211 | Active_nodes: 11 | Time: 9.5463e-05s | 0 -> 1|1 -> 4|2 -> 5|3 -> 0|4 -> 3|5 -> 2| -Index: 181 | Active_nodes: 11 | Time: 9.5608e-05s | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| -Index: 187 | Active_nodes: 11 | Time: 9.5795e-05s | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| - -........................... -Average time: 9.5158e-05s - -________________________________________________________________________________________________ - -execution time of: 8.8054e-05s: Index: 719 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 1|5 -> 0| - -execution time of: 8.9085e-05s: Index: 599 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 1|5 -> 0| - -execution time of: 8.9279e-05s: Index: 717 | Max_nodes: 21 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 2|5 -> 0| - -execution time of: 8.9475e-05s: Index: 153 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 0| - -execution time of: 8.9621e-05s: Index: 155 | Max_nodes: 20 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 0| - -execution time of: 8.9850e-05s: Index: 419 | Max_nodes: 24 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 0| - -execution time of: 8.9894e-05s: Index: 273 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 0| - -execution time of: 8.9899e-05s: Index: 287 | Max_nodes: 24 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 0| - -execution time of: 9.0021e-05s: Index: 239 | Max_nodes: 24 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 4|3 -> 3|4 -> 2|5 -> 0| - -execution time of: 9.0048e-05s: Index: 33 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 3|3 -> 4|4 -> 5|5 -> 1| - -execution time of: 9.0087e-05s: Index: 35 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 3|3 -> 5|4 -> 4|5 -> 1| - -execution time of: 9.0117e-05s: Index: 179 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 0| - -execution time of: 9.0160e-05s: Index: 711 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 3|5 -> 0| - -execution time of: 9.0192e-05s: Index: 275 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 0| - -execution time of: 9.0233e-05s: Index: 143 | Max_nodes: 25 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 2| - -execution time of: 9.0336e-05s: Index: 125 | Max_nodes: 23 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 2|3 -> 5|4 -> 4|5 -> 3| - -execution time of: 9.0369e-05s: Index: 713 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 2|3 -> 3|4 -> 1|5 -> 0| - -execution time of: 9.0412e-05s: Index: 131 | Max_nodes: 23 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 3|3 -> 5|4 -> 4|5 -> 2| - -execution time of: 9.0427e-05s: Index: 417 | Max_nodes: 24 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 0| - -execution time of: 9.0438e-05s: Index: 129 | Max_nodes: 23 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 2| - -execution time of: 9.0452e-05s: Index: 9 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 3|3 -> 4|4 -> 5|5 -> 2| - -execution time of: 9.0459e-05s: Index: 177 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 2|3 -> 4|4 -> 5|5 -> 0| - -execution time of: 9.0503e-05s: Index: 269 | Max_nodes: 24 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 3| - -execution time of: 9.0534e-05s: Index: 123 | Max_nodes: 23 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 5|5 -> 3| - -execution time of: 9.0535e-05s: Index: 47 | Max_nodes: 24 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 1| - -execution time of: 9.0553e-05s: Index: 567 | Max_nodes: 23 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 5|5 -> 0| - -execution time of: 9.0580e-05s: Index: 59 | Max_nodes: 24 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 2|3 -> 5|4 -> 4|5 -> 1| - -execution time of: 9.0604e-05s: Index: 597 | Max_nodes: 21 | Active_nodes: 11 | 0 -> 4|1 -> 5|2 -> 3|3 -> 1|4 -> 2|5 -> 0| - -execution time of: 9.0618e-05s: Index: 11 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 4|5 -> 2| - -execution time of: 9.0618e-05s: Index: 716 | Max_nodes: 23 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 3|3 -> 1|4 -> 0|5 -> 2| - -execution time of: 9.0693e-05s: Index: 167 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 5|3 -> 4|4 -> 3|5 -> 0| - -execution time of: 9.0712e-05s: Index: 707 | Max_nodes: 24 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 1|3 -> 3|4 -> 2|5 -> 0| - -execution time of: 9.0718e-05s: Index: 23 | Max_nodes: 24 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 5|3 -> 4|4 -> 3|5 -> 2| - -execution time of: 9.0821e-05s: Index: 413 | Max_nodes: 27 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 4|5 -> 1| - -execution time of: 9.0868e-05s: Index: 121 | Max_nodes: 23 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 4| - -execution time of: 9.0875e-05s: Index: 263 | Max_nodes: 27 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 5|3 -> 4|4 -> 3|5 -> 1| - -execution time of: 9.0901e-05s: Index: 120 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 2|3 -> 3|4 -> 4|5 -> 5| - -execution time of: 9.0928e-05s: Index: 249 | Max_nodes: 25 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 3|3 -> 4|4 -> 5|5 -> 1| - -execution time of: 9.0971e-05s: Index: 29 | Max_nodes: 24 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1|3 -> 5|4 -> 4|5 -> 3| - -execution time of: 9.1012e-05s: Index: 566 | Max_nodes: 24 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 2|3 -> 1|4 -> 0|5 -> 5| - -execution time of: 9.1060e-05s: Index: 267 | Max_nodes: 24 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 0|3 -> 4|4 -> 5|5 -> 3| - -execution time of: 9.1068e-05s: Index: 161 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 3|5 -> 0| - -execution time of: 9.1071e-05s: Index: 598 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 4|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 1| - -execution time of: 9.1110e-05s: Index: 710 | Max_nodes: 24 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 2|3 -> 1|4 -> 0|5 -> 3| - -execution time of: 9.1116e-05s: Index: 695 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 4|3 -> 2|4 -> 1|5 -> 0| - -execution time of: 9.1117e-05s: Index: 5 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 3| - -execution time of: 9.1136e-05s: Index: 135 | Max_nodes: 25 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 4|3 -> 3|4 -> 5|5 -> 2| - -execution time of: 9.1139e-05s: Index: 165 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 5|3 -> 3|4 -> 4|5 -> 0| - -execution time of: 9.1157e-05s: Index: 395 | Max_nodes: 24 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 4|5 -> 0| - -execution time of: 9.1163e-05s: Index: 705 | Max_nodes: 23 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 1|3 -> 2|4 -> 3|5 -> 0| - -execution time of: 9.1175e-05s: Index: 281 | Max_nodes: 24 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 4|3 -> 5|4 -> 3|5 -> 0| - -execution time of: 9.1279e-05s: Index: 215 | Max_nodes: 24 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 0| - -execution time of: 9.1285e-05s: Index: 687 | Max_nodes: 23 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 2|3 -> 1|4 -> 4|5 -> 0| - -execution time of: 9.1287e-05s: Index: 127 | Max_nodes: 25 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 3|3 -> 2|4 -> 5|5 -> 4| - -execution time of: 9.1289e-05s: Index: 122 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 1|1 -> 0|2 -> 2|3 -> 4|4 -> 3|5 -> 5| - -execution time of: 9.1294e-05s: Index: 411 | Max_nodes: 27 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 5|5 -> 1| - -execution time of: 9.1306e-05s: Index: 389 | Max_nodes: 26 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 0|3 -> 5|4 -> 4|5 -> 2| - -execution time of: 9.1317e-05s: Index: 718 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 3|3 -> 2|4 -> 0|5 -> 1| - -execution time of: 9.1365e-05s: Index: 285 | Max_nodes: 24 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 5|3 -> 3|4 -> 4|5 -> 0| - -execution time of: 9.1366e-05s: Index: 27 | Max_nodes: 24 | Active_nodes: 11 | 0 -> 0|1 -> 2|2 -> 1|3 -> 4|4 -> 5|5 -> 3| - -execution time of: 9.1371e-05s: Index: 15 | Max_nodes: 24 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 2| - -execution time of: 9.1376e-05s: Index: 279 | Max_nodes: 24 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 4|3 -> 3|4 -> 5|5 -> 0| - -execution time of: 9.1400e-05s: Index: 479 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 4|3 -> 2|4 -> 1|5 -> 0| - -execution time of: 9.1402e-05s: Index: 159 | Max_nodes: 22 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 4|3 -> 3|4 -> 5|5 -> 0| - -execution time of: 9.1412e-05s: Index: 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-> 3| - -execution time of: 9.3847e-05s: Index: 247 | Max_nodes: 27 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 4| - -execution time of: 9.3853e-05s: Index: 435 | Max_nodes: 28 | Active_nodes: 11 | 0 -> 3|1 -> 4|2 -> 0|3 -> 2|4 -> 5|5 -> 1| - -execution time of: 9.3865e-05s: Index: 528 | Max_nodes: 25 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 0|3 -> 1|4 -> 3|5 -> 5| - -execution time of: 9.3867e-05s: Index: 582 | Max_nodes: 25 | Active_nodes: 11 | 0 -> 4|1 -> 5|2 -> 1|3 -> 0|4 -> 2|5 -> 3| - -execution time of: 9.3878e-05s: Index: 182 | Max_nodes: 27 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 4|3 -> 2|4 -> 0|5 -> 5| - -execution time of: 9.3878e-05s: Index: 366 | Max_nodes: 25 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 2|3 -> 1|4 -> 4|5 -> 5| - -execution time of: 9.3882e-05s: Index: 10 | Max_nodes: 24 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 3|3 -> 5|4 -> 2|5 -> 4| - -execution time of: 9.3886e-05s: Index: 341 | Max_nodes: 29 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 3|5 -> 1| - -execution time of: 9.3886e-05s: Index: 356 | Max_nodes: 28 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 4|3 -> 1|4 -> 0|5 -> 3| - -execution time of: 9.3888e-05s: Index: 572 | Max_nodes: 25 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 5|3 -> 1|4 -> 0|5 -> 2| - -execution time of: 9.3889e-05s: Index: 700 | Max_nodes: 27 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 2| - -execution time of: 9.3900e-05s: Index: 422 | Max_nodes: 26 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 4|3 -> 1|4 -> 0|5 -> 5| - -execution time of: 9.3905e-05s: Index: 18 | Max_nodes: 25 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 5|3 -> 2|4 -> 3|5 -> 4| - -execution time of: 9.3909e-05s: Index: 79 | Max_nodes: 30 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 2|3 -> 1|4 -> 5|5 -> 3| - -execution time of: 9.3915e-05s: Index: 109 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 3|3 -> 1|4 -> 4|5 -> 2| - -execution time of: 9.3916e-05s: Index: 698 | Max_nodes: 26 | Active_nodes: 11 | 0 -> 5|1 -> 4|2 -> 0|3 -> 2|4 -> 1|5 -> 3| - -execution time of: 9.3931e-05s: Index: 489 | Max_nodes: 28 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 2|3 -> 3|4 -> 5|5 -> 1| - -execution time of: 9.3935e-05s: Index: 70 | Max_nodes: 28 | Active_nodes: 11 | 0 -> 0|1 -> 3|2 -> 5|3 -> 4|4 -> 1|5 -> 2| - -execution time of: 9.3937e-05s: Index: 324 | Max_nodes: 27 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 3|3 -> 0|4 -> 1|5 -> 5| - -execution time of: 9.3937e-05s: Index: 85 | Max_nodes: 32 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 3|3 -> 1|4 -> 5|5 -> 2| - -execution time of: 9.3944e-05s: Index: 271 | Max_nodes: 27 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 4| - -execution time of: 9.3959e-05s: Index: 230 | Max_nodes: 28 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 3|3 -> 2|4 -> 0|5 -> 4| - -execution time of: 9.3959e-05s: Index: 150 | Max_nodes: 28 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 3|3 -> 0|4 -> 4|5 -> 5| - -execution time of: 9.3963e-05s: Index: 16 | Max_nodes: 26 | Active_nodes: 11 | 0 -> 0|1 -> 1|2 -> 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-> 3| - -execution time of: 9.5486e-05s: Index: 511 | Max_nodes: 27 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 2|3 -> 0|4 -> 5|5 -> 3| - -execution time of: 9.5498e-05s: Index: 283 | Max_nodes: 29 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 4|5 -> 3| - -execution time of: 9.5503e-05s: Index: 88 | Max_nodes: 28 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 3|3 -> 5|4 -> 1|5 -> 2| - -execution time of: 9.5520e-05s: Index: 373 | Max_nodes: 30 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 5|5 -> 2| - -execution time of: 9.5525e-05s: Index: 656 | Max_nodes: 27 | Active_nodes: 11 | 0 -> 5|1 -> 2|2 -> 1|3 -> 3|4 -> 0|5 -> 4| - -execution time of: 9.5529e-05s: Index: 274 | Max_nodes: 26 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 4| - -execution time of: 9.5530e-05s: Index: 497 | Max_nodes: 31 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 2|5 -> 1| - -execution time of: 9.5538e-05s: Index: 486 | Max_nodes: 26 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 2|3 -> 1|4 -> 3|5 -> 5| - -execution time of: 9.5554e-05s: Index: 397 | Max_nodes: 30 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 4|3 -> 0|4 -> 5|5 -> 2| - -execution time of: 9.5565e-05s: Index: 90 | Max_nodes: 31 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 5|3 -> 1|4 -> 2|5 -> 3| - -execution time of: 9.5566e-05s: Index: 544 | Max_nodes: 28 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 3|3 -> 5|4 -> 0|5 -> 1| - -execution time of: 9.5570e-05s: Index: 664 | Max_nodes: 28 | Active_nodes: 11 | 0 -> 5|1 -> 2|2 -> 3|3 -> 4|4 -> 0|5 -> 1| - -execution time of: 9.5587e-05s: Index: 372 | Max_nodes: 28 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 5| - -execution time of: 9.5588e-05s: Index: 682 | Max_nodes: 28 | Active_nodes: 11 | 0 -> 5|1 -> 3|2 -> 1|3 -> 4|4 -> 0|5 -> 2| - -execution time of: 9.5588e-05s: Index: 650 | Max_nodes: 28 | Active_nodes: 11 | 0 -> 5|1 -> 2|2 -> 0|3 -> 3|4 -> 1|5 -> 4| - -execution time of: 9.5589e-05s: Index: 96 | Max_nodes: 27 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 1|3 -> 2|4 -> 3|5 -> 4| - -execution time of: 9.5591e-05s: Index: 392 | Max_nodes: 25 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 5| - -execution time of: 9.5603e-05s: Index: 156 | Max_nodes: 29 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 4|3 -> 0|4 -> 3|5 -> 5| - -execution time of: 9.5608e-05s: Index: 181 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 4|3 -> 0|4 -> 5|5 -> 2| - -execution time of: 9.5609e-05s: Index: 406 | Max_nodes: 30 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 5|3 -> 4|4 -> 0|5 -> 2| - -execution time of: 9.5618e-05s: Index: 290 | Max_nodes: 26 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 0|3 -> 4|4 -> 1|5 -> 5| - -execution time of: 9.5618e-05s: Index: 426 | Max_nodes: 28 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 5|3 -> 0|4 -> 1|5 -> 4| - -execution time of: 9.5646e-05s: Index: 313 | Max_nodes: 28 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 0|3 -> 1|4 -> 5|5 -> 3| - -execution time of: 9.5655e-05s: Index: 102 | Max_nodes: 29 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 2|3 -> 1|4 -> 3|5 -> 4| - -execution time of: 9.5668e-05s: Index: 368 | Max_nodes: 26 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 5| - -execution time of: 9.5672e-05s: Index: 95 | Max_nodes: 26 | Active_nodes: 11 | 0 -> 0|1 -> 4|2 -> 5|3 -> 3|4 -> 2|5 -> 1| - -execution time of: 9.5677e-05s: Index: 412 | Max_nodes: 27 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 0|3 -> 5|4 -> 1|5 -> 4| - -execution time of: 9.5678e-05s: Index: 160 | Max_nodes: 28 | Active_nodes: 11 | 0 -> 1|1 -> 2|2 -> 4|3 -> 5|4 -> 0|5 -> 3| - -execution time of: 9.5690e-05s: Index: 170 | Max_nodes: 26 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 0|3 -> 4|4 -> 2|5 -> 5| - -execution time of: 9.5708e-05s: Index: 622 | Max_nodes: 31 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 4|3 -> 3|4 -> 1|5 -> 2| - -execution time of: 9.5714e-05s: Index: 106 | Max_nodes: 28 | Active_nodes: 11 | 0 -> 0|1 -> 5|2 -> 2|3 -> 4|4 -> 1|5 -> 3| - -execution time of: 9.5743e-05s: Index: 547 | Max_nodes: 29 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 5|3 -> 0|4 -> 3|5 -> 1| - -execution time of: 9.5748e-05s: Index: 250 | Max_nodes: 27 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 4| - -execution time of: 9.5756e-05s: Index: 320 | Max_nodes: 26 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 1|3 -> 3|4 -> 0|5 -> 5| - -execution time of: 9.5761e-05s: Index: 617 | Max_nodes: 31 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 2|5 -> 1| - -execution time of: 9.5762e-05s: Index: 586 | Max_nodes: 26 | Active_nodes: 11 | 0 -> 4|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 2| - -execution time of: 9.5767e-05s: Index: 502 | Max_nodes: 31 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 5|3 -> 3|4 -> 1|5 -> 2| - -execution time of: 9.5781e-05s: Index: 314 | Max_nodes: 27 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 0|3 -> 3|4 -> 1|5 -> 5| - -execution time of: 9.5788e-05s: Index: 556 | Max_nodes: 29 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 2| - -execution time of: 9.5795e-05s: Index: 630 | Max_nodes: 27 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 2|3 -> 0|4 -> 3|5 -> 4| - -execution time of: 9.5795e-05s: Index: 187 | Max_nodes: 33 | Active_nodes: 11 | 0 -> 1|1 -> 3|2 -> 5|3 -> 0|4 -> 4|5 -> 2| - -execution time of: 9.5800e-05s: Index: 492 | Max_nodes: 28 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 2|5 -> 5| - -execution time of: 9.5800e-05s: Index: 256 | Max_nodes: 29 | Active_nodes: 11 | 0 -> 2|1 -> 0|2 -> 4|3 -> 5|4 -> 1|5 -> 3| - -execution time of: 9.5806e-05s: Index: 410 | Max_nodes: 26 | Active_nodes: 11 | 0 -> 3|1 -> 2|2 -> 0|3 -> 4|4 -> 1|5 -> 5| - -execution time of: 9.5806e-05s: Index: 620 | Max_nodes: 30 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 4|3 -> 2|4 -> 1|5 -> 3| - -execution time of: 9.5807e-05s: Index: 517 | Max_nodes: 29 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 3|3 -> 0|4 -> 5|5 -> 2| - -execution time of: 9.5813e-05s: Index: 493 | Max_nodes: 29 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 3|3 -> 1|4 -> 5|5 -> 2| - -execution time of: 9.5824e-05s: Index: 364 | Max_nodes: 26 | Active_nodes: 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-> 2| - -execution time of: 9.6597e-05s: Index: 402 | Max_nodes: 29 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 4| - -execution time of: 9.6665e-05s: Index: 370 | Max_nodes: 27 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 4| - -execution time of: 9.6675e-05s: Index: 460 | Max_nodes: 29 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 2| - -execution time of: 9.6693e-05s: Index: 220 | Max_nodes: 29 | Active_nodes: 11 | 0 -> 1|1 -> 5|2 -> 0|3 -> 4|4 -> 2|5 -> 3| - -execution time of: 9.6694e-05s: Index: 636 | Max_nodes: 29 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 3|3 -> 0|4 -> 2|5 -> 4| - -execution time of: 9.6727e-05s: Index: 378 | Max_nodes: 29 | Active_nodes: 11 | 0 -> 3|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 4| - -execution time of: 9.6737e-05s: Index: 632 | Max_nodes: 27 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 2|3 -> 3|4 -> 0|5 -> 4| - -execution time of: 9.6745e-05s: Index: 338 | Max_nodes: 28 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 0|3 -> 3|4 -> 1|5 -> 4| - -execution time of: 9.6784e-05s: Index: 538 | Max_nodes: 28 | Active_nodes: 11 | 0 -> 4|1 -> 2|2 -> 1|3 -> 5|4 -> 0|5 -> 3| - -execution time of: 9.6792e-05s: Index: 616 | Max_nodes: 31 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 3|3 -> 4|4 -> 1|5 -> 2| - -execution time of: 9.6827e-05s: Index: 202 | Max_nodes: 28 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 2|3 -> 5|4 -> 0|5 -> 3| - -execution time of: 9.6841e-05s: Index: 436 | Max_nodes: 29 | Active_nodes: 11 | 0 -> 3|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 2| - -execution time of: 9.6872e-05s: Index: 610 | Max_nodes: 29 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 2|3 -> 4|4 -> 1|5 -> 3| - -execution time of: 9.6879e-05s: Index: 472 | Max_nodes: 26 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 2|3 -> 4|4 -> 0|5 -> 1| - -execution time of: 9.6915e-05s: Index: 196 | Max_nodes: 29 | Active_nodes: 11 | 0 -> 1|1 -> 4|2 -> 0|3 -> 5|4 -> 2|5 -> 3| - -execution time of: 9.6950e-05s: Index: 466 | Max_nodes: 28 | Active_nodes: 11 | 0 -> 3|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 2| - -execution time of: 9.6960e-05s: Index: 282 | Max_nodes: 28 | Active_nodes: 11 | 0 -> 2|1 -> 1|2 -> 5|3 -> 0|4 -> 3|5 -> 4| - -execution time of: 9.7122e-05s: Index: 344 | Max_nodes: 27 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 1|3 -> 3|4 -> 0|5 -> 4| - -execution time of: 9.7155e-05s: Index: 618 | Max_nodes: 30 | Active_nodes: 11 | 0 -> 5|1 -> 0|2 -> 4|3 -> 1|4 -> 2|5 -> 3| - -execution time of: 9.7159e-05s: Index: 498 | Max_nodes: 30 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 5|3 -> 1|4 -> 2|5 -> 3| - -execution time of: 9.7192e-05s: Index: 496 | Max_nodes: 31 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 3|3 -> 5|4 -> 1|5 -> 2| - -execution time of: 9.7232e-05s: Index: 640 | Max_nodes: 30 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 3|3 -> 4|4 -> 0|5 -> 2| - -execution time of: 9.7251e-05s: Index: 292 | Max_nodes: 27 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 0|3 -> 5|4 -> 1|5 -> 4| - -execution time of: 9.7261e-05s: Index: 298 | Max_nodes: 26 | Active_nodes: 11 | 0 -> 2|1 -> 3|2 -> 1|3 -> 5|4 -> 0|5 -> 4| - -execution time of: 9.7267e-05s: Index: 394 | Max_nodes: 26 | Active_nodes: 11 | 0 -> 3|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 4| - -execution time of: 9.7349e-05s: Index: 346 | Max_nodes: 28 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 1|3 -> 4|4 -> 0|5 -> 3| - -execution time of: 9.7357e-05s: Index: 634 | Max_nodes: 28 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 2|3 -> 4|4 -> 0|5 -> 3| - -execution time of: 9.7442e-05s: Index: 442 | Max_nodes: 28 | Active_nodes: 11 | 0 -> 3|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 2| - -execution time of: 9.7483e-05s: Index: 490 | Max_nodes: 29 | Active_nodes: 11 | 0 -> 4|1 -> 0|2 -> 2|3 -> 5|4 -> 1|5 -> 3| - -execution time of: 9.7531e-05s: Index: 520 | Max_nodes: 30 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 3|3 -> 5|4 -> 0|5 -> 2| - -execution time of: 9.7533e-05s: Index: 340 | Max_nodes: 29 | Active_nodes: 11 | 0 -> 2|1 -> 5|2 -> 0|3 -> 4|4 -> 1|5 -> 3| - -execution time of: 9.7634e-05s: Index: 514 | Max_nodes: 28 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 2|3 -> 5|4 -> 0|5 -> 3| - -execution time of: 9.7712e-05s: Index: 316 | Max_nodes: 29 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 0|3 -> 5|4 -> 1|5 -> 3| - -execution time of: 9.8061e-05s: Index: 522 | Max_nodes: 30 | Active_nodes: 11 | 0 -> 4|1 -> 1|2 -> 5|3 -> 0|4 -> 2|5 -> 3| - -execution time of: 9.8416e-05s: Index: 642 | Max_nodes: 30 | Active_nodes: 11 | 0 -> 5|1 -> 1|2 -> 4|3 -> 0|4 -> 2|5 -> 3| - -execution time of: 9.8500e-05s: Index: 558 | Max_nodes: 25 | Active_nodes: 11 | 0 -> 4|1 -> 3|2 -> 1|3 -> 0|4 -> 2|5 -> 5| - -execution time of: 9.8564e-05s: Index: 322 | Max_nodes: 28 | Active_nodes: 11 | 0 -> 2|1 -> 4|2 -> 1|3 -> 5|4 -> 0|5 -> 3| - -________________________________________________________________________________________________ - diff --git a/test/BenchmarkQuasm/results/wstate_indep_qiskit_controls.txt b/test/BenchmarkQuasm/results/wstate_indep_qiskit_controls.txt deleted file mode 100644 index fc575971..00000000 --- a/test/BenchmarkQuasm/results/wstate_indep_qiskit_controls.txt +++ /dev/null @@ -1,160 +0,0 @@ -Start Simulation of wstate_indep_qiskit_2__________________________________________________ - -i: 0 1 -1: ry | p: (-0.785398) -2: | x -3: z c -4: ry | p: (0.785398) -5: c x -6:======== -7: 0 | -8: | 1 -o: 0 1 -Computed Permutation: ................0 -> 0|1 -> 1| -Original Permutation: ................0 -> 0|1 -> 1| -Identity Duration: 2.1113e-05s............................. -Permuted Duration: 2.1196e-05s............................. -Identity active_nodes: 3 ...................................... -Permuted active_nodes: 3 ...................................... -Identity max_nodes: 5 ...................................... -Permuted max_nodes: 5 ...................................... -________________________________________________________________________________________________ - -Start Simulation of wstate_indep_qiskit_3__________________________________________________ - -.i:...0...1...2 -.1:..ry...|...| p: (-7.8540e-01) -.2:...|..ry...| p: (-9.5532e-01) -.3:...|...|...x -.4:...|...z...c -.5:...|..ry...| p: (9.5532e-01) -.6:...z...c...| -.7:..ry...|...| p: (7.8540e-01) -.8:...|...c...x -.9:...c...x...| -10:============ -11:...0...|...| -12:...|...1...| -13:...|...|...2 -.o:...0...1...2 -Computed Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Original Permutation: .........0 -> 0|1 -> 1|2 -> 2| -Identity Duration: 3.7266e-05s............................. -Permuted Duration: 3.7400e-05s............................. -Identity active_nodes: 5 ...................................... -Permuted active_nodes: 5 ...................................... -Identity max_nodes: 9 ...................................... -Permuted max_nodes: 9 ...................................... -________________________________________________________________________________________________ - -Start Simulation of wstate_indep_qiskit_4__________________________________________________ - -.i:...0...1...2...3 -.1:..ry...|...|...| p: (-7.8540e-01) -.2:...|..ry...|...| p: (-9.5532e-01) -.3:...|...|..ry...| p: (-1.0472e+00) -.4:...|...|...|...x -.5:...|...|...z...c -.6:...|...|..ry...| p: (1.0472e+00) -.7:...|...z...c...| -.8:...|..ry...|...| p: (9.5532e-01) -.9:...z...c...|...| -10:..ry...|...|...| p: (7.8540e-01) -11:...|...|...c...x -12:...|...c...x...| -13:...c...x...|...| -14:================ -15:...0...|...|...| -16:...|...1...|...| -17:...|...|...2...| -18:...|...|...|...3 -.o:...0...1...2...3 -Computed Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Original Permutation: ..0 -> 0|1 -> 1|2 -> 2|3 -> 3| -Identity Duration: 5.4775e-05s............................. -Permuted Duration: 5.4812e-05s............................. -Identity active_nodes: 7 ...................................... -Permuted active_nodes: 7 ...................................... -Identity max_nodes: 13 ...................................... -Permuted max_nodes: 13 ...................................... -________________________________________________________________________________________________ - -Start Simulation of wstate_indep_qiskit_5__________________________________________________ - -.i:...0...1...2...3...4 -.1:..ry...|...|...|...| p: (-7.8540e-01) -.2:...|..ry...|...|...| p: (-9.5532e-01) -.3:...|...|..ry...|...| p: (-1.0472e+00) -.4:...|...|...|..ry...| p: (-1.1071e+00) -.5:...|...|...|...|...x -.6:...|...|...|...z...c -.7:...|...|...|..ry...| p: (1.1071e+00) -.8:...|...|...z...c...| -.9:...|...|..ry...|...| p: (1.0472e+00) -10:...|...z...c...|...| -11:...|..ry...|...|...| p: (9.5532e-01) -12:...z...c...|...|...| -13:..ry...|...|...|...| p: (7.8540e-01) -14:...|...|...|...c...x -15:...|...|...c...x...| -16:...|...c...x...|...| -17:...c...x...|...|...| -18:==================== -19:...0...|...|...|...| -20:...|...1...|...|...| -21:...|...|...2...|...| -22:...|...|...|...3...| -23:...|...|...|...|...4 -.o:...0...1...2...3...4 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4| -Identity Duration: 7.5514e-05s............................. -Permuted Duration: 7.5594e-05s............................. -Identity active_nodes: 9 ...................................... -Permuted active_nodes: 9 ...................................... -Identity max_nodes: 17 ...................................... -Permuted max_nodes: 17 ...................................... -________________________________________________________________________________________________ - -Start Simulation of wstate_indep_qiskit_6__________________________________________________ - -.i:...0...1...2...3...4...5 -.1:..ry...|...|...|...|...| p: (-7.8540e-01) -.2:...|..ry...|...|...|...| p: (-9.5532e-01) -.3:...|...|..ry...|...|...| p: (-1.0472e+00) -.4:...|...|...|..ry...|...| p: (-1.1071e+00) -.5:...|...|...|...|..ry...| p: (-1.1503e+00) -.6:...|...|...|...|...|...x -.7:...|...|...|...|...z...c -.8:...|...|...|...|..ry...| p: (1.1503e+00) -.9:...|...|...|...z...c...| -10:...|...|...|..ry...|...| p: (1.1071e+00) -11:...|...|...z...c...|...| -12:...|...|..ry...|...|...| p: (1.0472e+00) -13:...|...z...c...|...|...| -14:...|..ry...|...|...|...| p: (9.5532e-01) -15:...z...c...|...|...|...| -16:..ry...|...|...|...|...| p: (7.8540e-01) -17:...|...|...|...|...c...x -18:...|...|...|...c...x...| -19:...|...|...c...x...|...| -20:...|...c...x...|...|...| -21:...c...x...|...|...|...| -22:======================== -23:...0...|...|...|...|...| -24:...|...1...|...|...|...| -25:...|...|...2...|...|...| -26:...|...|...|...3...|...| -27:...|...|...|...|...4...| -28:...|...|...|...|...|...5 -.o:...0...1...2...3...4...5 -Computed Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Original Permutation: 0 -> 0|1 -> 1|2 -> 2|3 -> 3|4 -> 4|5 -> 5| -Identity Duration: 9.4118e-05s............................. -Permuted Duration: 9.3027e-05s............................. -Identity active_nodes: 11 ...................................... -Permuted active_nodes: 11 ...................................... -Identity max_nodes: 21 ...................................... -Permuted max_nodes: 21 ...................................... -________________________________________________________________________________________________ - diff --git a/test/convertPng.sh b/test/convertPng.sh deleted file mode 100755 index e08211e8..00000000 --- a/test/convertPng.sh +++ /dev/null @@ -1,4 +0,0 @@ -#!/bin/bash -for file in BenchmarkQuasm/dot/*.dot; do - dot "$file" -Tpng -o "${file%.dot}.png" -done diff --git a/test/test_reorder_without_reordering.cpp b/test/test_reorder_without_reordering.cpp index 8abd4f16..db447daf 100644 --- a/test/test_reorder_without_reordering.cpp +++ b/test/test_reorder_without_reordering.cpp @@ -2,49 +2,14 @@ #include "CircuitSimulator.hpp" #include "CircuitOptimizer.hpp" #include "QuantumComputation.hpp" -#include "operations/OpType.hpp" -#include + #include -#include -#include -#include -#include -#include -#include -#include -#include -#include + using namespace qc; using namespace std; -std::string emptyfile = " "; - - -TEST(ReorderWithoutReorderingTest, longRun) { - qc::DDMinimizer::runOverNight(); -} - -TEST(ReorderWithoutReorderingTest, runAll) { - qc::DDMinimizer::parseOptions(true, true, true, emptyfile, 0); -} - -TEST(ReorderWithoutReorderingTest, reorderAllByGates) { - qc::DDMinimizer::parseOptions(true, false, false, emptyfile, 0); -} - - TEST(ReorderWithoutReorderingTest, reorderAllByControls) { - qc::DDMinimizer::parseOptions(false, true, false, emptyfile, 0); -} - - TEST(ReorderWithoutReorderingTest, reorderAllByAll) { - qc::DDMinimizer::parseOptions(false, false, true, emptyfile, 0); -} - - TEST(ReorderWithoutReorderingTest, grover) { - qc::DDMinimizer::parseOptions(false, false, true, "grover_", 5); -} - TEST(ReorderWithoutReorderingTest, assumption) { - qc::DDMinimizer::parseOptions(true, false, false, "aaa_", 0); -} \ No newline at end of file +TEST(ReorderWithoutReorderingTest, reorderAll) { + //TODO +} \ No newline at end of file From f4c6d9968cf0e8a712a0ee26de5d37c3112deebc Mon Sep 17 00:00:00 2001 From: "pre-commit-ci[bot]" <66853113+pre-commit-ci[bot]@users.noreply.github.com> Date: Wed, 24 Jul 2024 19:42:42 +0000 Subject: [PATCH 14/67] =?UTF-8?q?=F0=9F=8E=A8=20pre-commit=20fixes?= MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit --- include/DDMinimizer.hpp | 30 +- src/DDMinimizer.cpp | 589 +++++++++++------------ test/test_reorder_without_reordering.cpp | 10 +- 3 files changed, 315 insertions(+), 314 deletions(-) diff --git a/include/DDMinimizer.hpp b/include/DDMinimizer.hpp index 5d89362a..cfca7b81 100644 --- a/include/DDMinimizer.hpp +++ b/include/DDMinimizer.hpp @@ -2,17 +2,16 @@ #include "Permutation.hpp" #include "QuantumComputation.hpp" +#include #include -#include -#include #include #include -#include +#include +#include namespace qc { class DDMinimizer { - public: /** * @brief creates a vector hopefully the best initial Layout and applies it @@ -20,7 +19,6 @@ class DDMinimizer { */ static void optimizeInputPermutation(qc::QuantumComputation); - static qc::Permutation createGateBasedPermutation(qc::QuantumComputation& qc); static bool isFull(std::vector vec); @@ -29,23 +27,29 @@ class DDMinimizer { static std::vector reverseLayout(std::vector layout); static std::vector rotateRight(std::vector layout); static std::vector rotateLeft(std::vector layout); - static std::pair, int>>,std::map>> makeDataStructure(qc::QuantumComputation& qc); - + static std::pair< + std::map, int>>, + std::map>> + makeDataStructure(qc::QuantumComputation& qc); - /** - * @brief creates a possible permutations of the initialLayout based on how to control bits are located + /** + * @brief creates a possible permutations of the initialLayout based on how to + * control bits are located * @param QuantumComputation */ - static qc::Permutation createControlBasedPermutation(qc::QuantumComputation& qc); + static qc::Permutation + createControlBasedPermutation(qc::QuantumComputation& qc); /** * @brief creates a vector of all possible permutations of the initialLayout * @param QuantumComputation */ - static std::vector createAllPermutations(qc::QuantumComputation& qc); + static std::vector + createAllPermutations(qc::QuantumComputation& qc); - /** - * @brief Helper function to compute how many permutations there are for a number of qubits + /** + * @brief Helper function to compute how many permutations there are for a + * number of qubits * @param number of Bits */ static std::size_t factorial(std::size_t n); diff --git a/src/DDMinimizer.cpp b/src/DDMinimizer.cpp index 35816053..243d2e5c 100644 --- a/src/DDMinimizer.cpp +++ b/src/DDMinimizer.cpp @@ -5,15 +5,15 @@ #include "QuantumComputation.hpp" #include "operations/OpType.hpp" -#include -#include -#include -#include -#include #include #include #include +#include #include +#include +#include +#include +#include using namespace qc; using namespace std; @@ -23,343 +23,342 @@ namespace qc { /*** * Public Methods ***/ -void optimizeInputPermutation(qc::QuantumComputation qc){ - qc::Permutation perm = DDMinimizer::createGateBasedPermutation(qc); - qc.initialLayout = perm; - qc::CircuitOptimizer::elidePermutations(qc); +void optimizeInputPermutation(qc::QuantumComputation qc) { + qc::Permutation perm = DDMinimizer::createGateBasedPermutation(qc); + qc.initialLayout = perm; + qc::CircuitOptimizer::elidePermutations(qc); } -qc::Permutation DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc){ - std::map, int>> maps = DDMinimizer::makeDataStructure(qc).first; - std::map> indices = DDMinimizer::makeDataStructure(qc).second; - std::size_t bits = qc.getNqubits(); - - //iterate over all the ops and mark the index of the found x-c pairs in the map. - int instruction_index = 0; - for (const auto& op : qc.ops) { - if(!op->isStandardOperation()){ - continue; - } - Controls controls = op->getControls(); - std::vector targets = {op->getTargets().begin(), op->getTargets().end()}; - - for (const auto& control : controls) { - for(const auto& target : targets){ - for(auto& map : maps){ - auto it = map.second.find({control.qubit, target}); - if (it != map.second.end()) { - it->second = instruction_index; - } - } - } - } - instruction_index++; +qc::Permutation +DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc) { + std::map, int>> maps = + DDMinimizer::makeDataStructure(qc).first; + std::map> indices = + DDMinimizer::makeDataStructure(qc).second; + std::size_t bits = qc.getNqubits(); + + // iterate over all the ops and mark the index of the found x-c pairs in the + // map. + int instruction_index = 0; + for (const auto& op : qc.ops) { + if (!op->isStandardOperation()) { + continue; } - - //std::map, int>> maps - //std::map> indices - //iterate over all the maps and find the max index of the found x-c pairs - for(const auto& map : maps){ - int max = -1; - for(const auto& pair : map.second){ - if(pair.second == -1){ - max = -1; - break; - } - else if (pair.second > max){ - max = pair.second; - } - } - std::string map_name = map.first.substr(0, 3); - auto it = indices.find(map_name); - - if(it != indices.end()){ - if(map_name[2] == 'r'){ - std::size_t column = static_cast(map.first[4] - '0'); - it->second[bits - 1 - column] = max; - } - else if (map_name[2] == 'l'){ - std::size_t column = static_cast(map.first[4] - '0'); - it->second[column] = max; - } - else { - it->second[0] = max; - } + Controls controls = op->getControls(); + std::vector targets = {op->getTargets().begin(), + op->getTargets().end()}; + + for (const auto& control : controls) { + for (const auto& target : targets) { + for (auto& map : maps) { + auto it = map.second.find({control.qubit, target}); + if (it != map.second.end()) { + it->second = instruction_index; + } } + } } - - - //create the permutation based on the order of max index in the complete maps - std::vector layout(bits); - std::iota(layout.begin(), layout.end(), 0); - - auto c_x = indices.find("c_x"); - auto x_c = indices.find("x_c"); - auto c_l = indices.find("c_l"); - auto x_l = indices.find("x_l"); - auto c_r = indices.find("c_r"); - auto x_r = indices.find("x_r"); - - - int prio_c_r = DDMinimizer::getLadderPosition(c_r->second, x_c->second[0]); - int prio_x_l = DDMinimizer::getLadderPosition(x_l->second, x_c->second[0]); - int stairs_c_r = DDMinimizer::getStairCount(c_r->second); - int stairs_x_l = DDMinimizer::getStairCount(x_l->second); - int prio_c_l = DDMinimizer::getLadderPosition(c_l->second, c_x->second[0]); - int prio_x_r = DDMinimizer::getLadderPosition(x_r->second, c_x->second[0]); - int stairs_c_l = DDMinimizer::getStairCount(c_l->second); - int stairs_x_r = DDMinimizer::getStairCount(x_r->second); - - - if(c_x->second[0] < x_c->second[0]){ - - if(prio_c_r > 0 || prio_x_l > 0) { - layout = DDMinimizer::reverseLayout(layout); - } - else if (prio_c_r == 0 && stairs_c_r > 0){ - for(int i = 0; i < stairs_c_r; i++){ - layout = DDMinimizer::rotateRight(layout); - } - } - else if (prio_x_l == 0 && stairs_x_l > 0){ - for(int i = 0; i < stairs_x_l; i++){ - layout = DDMinimizer::rotateLeft(layout); - } - } + instruction_index++; + } + + // std::map, int>> maps + // std::map> indices + // iterate over all the maps and find the max index of the found x-c pairs + for (const auto& map : maps) { + int max = -1; + for (const auto& pair : map.second) { + if (pair.second == -1) { + max = -1; + break; + } else if (pair.second > max) { + max = pair.second; + } } - else if(c_x->second[0] > x_c->second[0]){ - - if(prio_c_l > 0 || prio_x_r > 0) { - //do nothing cause identity is what we need anyway - } - else if (prio_c_r == 0 && stairs_c_l > 0){ - layout = DDMinimizer::reverseLayout(layout); - for(int i = 0; i < stairs_c_r; i++){ - layout = DDMinimizer::rotateRight(layout); - } - } - else if (prio_x_l == 0 && stairs_x_r > 0){ - layout = DDMinimizer::reverseLayout(layout); - for(int i = 0; i < stairs_x_l; i++){ - layout = DDMinimizer::rotateLeft(layout); - } - } + std::string map_name = map.first.substr(0, 3); + auto it = indices.find(map_name); + + if (it != indices.end()) { + if (map_name[2] == 'r') { + std::size_t column = static_cast(map.first[4] - '0'); + it->second[bits - 1 - column] = max; + } else if (map_name[2] == 'l') { + std::size_t column = static_cast(map.first[4] - '0'); + it->second[column] = max; + } else { + it->second[0] = max; + } } - - else { - if(DDMinimizer::isFull(x_r->second) || DDMinimizer::isFull(c_l->second)){ - layout = DDMinimizer::reverseLayout(layout); - } - - else { - return DDMinimizer::createControlBasedPermutation(qc); - } + } + + // create the permutation based on the order of max index in the complete maps + std::vector layout(bits); + std::iota(layout.begin(), layout.end(), 0); + + auto c_x = indices.find("c_x"); + auto x_c = indices.find("x_c"); + auto c_l = indices.find("c_l"); + auto x_l = indices.find("x_l"); + auto c_r = indices.find("c_r"); + auto x_r = indices.find("x_r"); + + int prio_c_r = DDMinimizer::getLadderPosition(c_r->second, x_c->second[0]); + int prio_x_l = DDMinimizer::getLadderPosition(x_l->second, x_c->second[0]); + int stairs_c_r = DDMinimizer::getStairCount(c_r->second); + int stairs_x_l = DDMinimizer::getStairCount(x_l->second); + int prio_c_l = DDMinimizer::getLadderPosition(c_l->second, c_x->second[0]); + int prio_x_r = DDMinimizer::getLadderPosition(x_r->second, c_x->second[0]); + int stairs_c_l = DDMinimizer::getStairCount(c_l->second); + int stairs_x_r = DDMinimizer::getStairCount(x_r->second); + + if (c_x->second[0] < x_c->second[0]) { + + if (prio_c_r > 0 || prio_x_l > 0) { + layout = DDMinimizer::reverseLayout(layout); + } else if (prio_c_r == 0 && stairs_c_r > 0) { + for (int i = 0; i < stairs_c_r; i++) { + layout = DDMinimizer::rotateRight(layout); + } + } else if (prio_x_l == 0 && stairs_x_l > 0) { + for (int i = 0; i < stairs_x_l; i++) { + layout = DDMinimizer::rotateLeft(layout); + } + } + } else if (c_x->second[0] > x_c->second[0]) { + + if (prio_c_l > 0 || prio_x_r > 0) { + // do nothing cause identity is what we need anyway + } else if (prio_c_r == 0 && stairs_c_l > 0) { + layout = DDMinimizer::reverseLayout(layout); + for (int i = 0; i < stairs_c_r; i++) { + layout = DDMinimizer::rotateRight(layout); + } + } else if (prio_x_l == 0 && stairs_x_r > 0) { + layout = DDMinimizer::reverseLayout(layout); + for (int i = 0; i < stairs_x_l; i++) { + layout = DDMinimizer::rotateLeft(layout); + } } + } - //transform layout into permutation - qc::Permutation perm; - std::vector physicalQubits(bits); - for (qc::Qubit i = 0; i < bits; i++) { - physicalQubits[i] = i; + else { + if (DDMinimizer::isFull(x_r->second) || DDMinimizer::isFull(c_l->second)) { + layout = DDMinimizer::reverseLayout(layout); } - for (qc::Qubit i = 0; i < bits; i++) { - perm[physicalQubits[i]] = layout[i]; + + else { + return DDMinimizer::createControlBasedPermutation(qc); } - return perm; -} + } + + // transform layout into permutation + qc::Permutation perm; + std::vector physicalQubits(bits); + for (qc::Qubit i = 0; i < bits; i++) { + physicalQubits[i] = i; + } + for (qc::Qubit i = 0; i < bits; i++) { + perm[physicalQubits[i]] = layout[i]; + } + return perm; +} -bool DDMinimizer::isFull(std::vector vec){ - std::size_t countNegativeOne = 0; - std::size_t totalEntries = vec.size(); +bool DDMinimizer::isFull(std::vector vec) { + std::size_t countNegativeOne = 0; + std::size_t totalEntries = vec.size(); - for (int value : vec) { - if (value == -1) { - countNegativeOne++; - } + for (int value : vec) { + if (value == -1) { + countNegativeOne++; } + } - if (countNegativeOne < totalEntries / 2) { - return true; - } + if (countNegativeOne < totalEntries / 2) { + return true; + } - return false; + return false; } - -int DDMinimizer::getStairCount(std::vector vec){ - int count = 0; - for (int value : vec) { - if (value != -1) { - count++; - } - else { - return count; - } +int DDMinimizer::getStairCount(std::vector vec) { + int count = 0; + for (int value : vec) { + if (value != -1) { + count++; + } else { + return count; } - return count; + } + return count; } -int DDMinimizer::getLadderPosition(std::vector vec, int ladder){ - int count = 0; - for (int value : vec) { - if (value != -1 && value < ladder) { - count++; - } +int DDMinimizer::getLadderPosition(std::vector vec, int ladder) { + int count = 0; + for (int value : vec) { + if (value != -1 && value < ladder) { + count++; } - return count; + } + return count; } -std::vector DDMinimizer::reverseLayout(std::vector layout){ - std::vector reversed_layout(layout.size()); - for (std::size_t i = 0; i < layout.size(); i++) { - reversed_layout[layout[i]] = static_cast(i); - } - return reversed_layout; +std::vector DDMinimizer::reverseLayout(std::vector layout) { + std::vector reversed_layout(layout.size()); + for (std::size_t i = 0; i < layout.size(); i++) { + reversed_layout[layout[i]] = static_cast(i); + } + return reversed_layout; } -std::vector DDMinimizer::rotateRight(std::vector layout){ - std::vector rotated_layout(layout.size()); - rotated_layout[0] = layout[layout.size() - 1]; +std::vector DDMinimizer::rotateRight(std::vector layout) { + std::vector rotated_layout(layout.size()); + rotated_layout[0] = layout[layout.size() - 1]; - for (std::size_t i = 1; i < layout.size(); ++i) { - rotated_layout[i] = layout[i - 1]; - } + for (std::size_t i = 1; i < layout.size(); ++i) { + rotated_layout[i] = layout[i - 1]; + } - return rotated_layout; + return rotated_layout; } -std::vector DDMinimizer::rotateLeft(std::vector layout){ - std::vector rotated_layout(layout.size()); - rotated_layout[layout.size() - 1] = layout[0]; - for (std::size_t i = 0; i < layout.size() - 1; i++) { - rotated_layout[i] = layout[i + 1]; - } - return rotated_layout; +std::vector DDMinimizer::rotateLeft(std::vector layout) { + std::vector rotated_layout(layout.size()); + rotated_layout[layout.size() - 1] = layout[0]; + for (std::size_t i = 0; i < layout.size() - 1; i++) { + rotated_layout[i] = layout[i + 1]; + } + return rotated_layout; } -std::pair, int>>,std::map>> DDMinimizer::makeDataStructure(qc::QuantumComputation& qc){ - std::size_t bits = qc.getNqubits(); - std::map, int>> maps; - //string of c_x, x_c, c_l, x_l, c_r, x_r to vector of max index of gate - //for c_l and x_l position 0 in the vector marks the line of c(x) at 0 -> we count the left most as the first - //for c_r and x_r position 0 in the vector marks the line of c(x) at bits - 1 -> we count the right most as the first - std::map> indices; - - //create x-c ladder - std::map, int> x_c_map; - for(size_t i = 0; i < bits; i++){ - x_c_map.insert({{i+1, i}, -1}); +std::pair, int>>, + std::map>> +DDMinimizer::makeDataStructure(qc::QuantumComputation& qc) { + std::size_t bits = qc.getNqubits(); + std::map, int>> maps; + // string of c_x, x_c, c_l, x_l, c_r, x_r to vector of max index of gate + // for c_l and x_l position 0 in the vector marks the line of c(x) at 0 -> we + // count the left most as the first for c_r and x_r position 0 in the vector + // marks the line of c(x) at bits - 1 -> we count the right most as the first + std::map> indices; + + // create x-c ladder + std::map, int> x_c_map; + for (size_t i = 0; i < bits; i++) { + x_c_map.insert({{i + 1, i}, -1}); + } + maps.insert({"x_c", x_c_map}); + indices.insert({"x_c", std::vector(1, 0)}); + + // create c-x ladder + std::map, int> c_x_map; // c -> x + for (size_t i = 0; i < bits; i++) { + c_x_map.insert({{i, i + 1}, -1}); + } + maps.insert({"c_x", c_x_map}); + indices.insert({"c_x", std::vector(1, 0)}); + + std::size_t max = bits - 1; + for (size_t i = 0; i < max; i++) { + std::map, int> x_l_map; + std::map, int> c_l_map; + for (size_t j = 0; j < bits; j++) { + if (i < j) { + x_l_map.insert({{i, j}, -1}); + x_l_map.insert({{j, i}, -1}); + } } - maps.insert({"x_c", x_c_map}); - indices.insert({"x_c", std::vector(1, 0)}); - - //create c-x ladder - std::map, int> c_x_map; //c -> x - for(size_t i = 0; i < bits; i++){ - c_x_map.insert({{i, i+1}, -1}); - } - maps.insert({"c_x", c_x_map}); - indices.insert({"c_x", std::vector(1, 0)}); - - std::size_t max = bits - 1; - for(size_t i = 0; i < max; i++){ - std::map, int> x_l_map; - std::map, int> c_l_map; - for(size_t j = 0; j < bits; j++){ - if(i(bits - 1, 0)}); - indices.insert({"c_l", std::vector(bits - 1, 0)}); - - for(size_t i = max; i > 0; i--){ - std::map, int> x_r_map; - std::map, int> c_r_map; - for(size_t j = 0; j < bits; j++){ - if(i>j){ - x_r_map.insert({{i, j}, -1}); - x_r_map.insert({{j, i}, -1}); - } - } - maps.insert({"x_r_" + std::to_string(i), x_r_map}); - maps.insert({"c_r_" + std::to_string(i), c_r_map}); - + maps.insert({"x_l_" + std::to_string(i), x_l_map}); + maps.insert({"c_l_" + std::to_string(i), c_l_map}); + } + indices.insert({"x_l", std::vector(bits - 1, 0)}); + indices.insert({"c_l", std::vector(bits - 1, 0)}); + + for (size_t i = max; i > 0; i--) { + std::map, int> x_r_map; + std::map, int> c_r_map; + for (size_t j = 0; j < bits; j++) { + if (i > j) { + x_r_map.insert({{i, j}, -1}); + x_r_map.insert({{j, i}, -1}); + } } - indices.insert({"x_r", std::vector(bits - 1, 0)}); - indices.insert({"c_r", std::vector(bits - 1, 0)}); - return std::make_pair(maps, indices); + maps.insert({"x_r_" + std::to_string(i), x_r_map}); + maps.insert({"c_r_" + std::to_string(i), c_r_map}); + } + indices.insert({"x_r", std::vector(bits - 1, 0)}); + indices.insert({"c_r", std::vector(bits - 1, 0)}); + return std::make_pair(maps, indices); } +qc::Permutation +DDMinimizer::createControlBasedPermutation(qc::QuantumComputation& qc) { + std::map> controlToTargets; -qc::Permutation DDMinimizer::createControlBasedPermutation(qc::QuantumComputation& qc){ - std::map> controlToTargets; - - for (const auto& op : qc.ops) { - if(!op->isStandardOperation()){ - continue; - } - Controls controls = op->getControls(); - std::set targets = {op->getTargets().begin(), op->getTargets().end()}; - - for (const auto& control : controls) { - if (controlToTargets.find(control.qubit) == controlToTargets.end()) { - // If the control does not exist in the map, add it with the current set of targetInts - controlToTargets[control.qubit] = targets; - } else { - // If the control exists, insert the new targets into the existing set - controlToTargets[control.qubit].insert(targets.begin(), targets.end()); - } - } + for (const auto& op : qc.ops) { + if (!op->isStandardOperation()) { + continue; } - std::size_t bits = qc.getNqubits(); - std::vector logicalQubits(bits); - std::vector physicalQubits(bits); - std::map qubitWeights; - for (Qubit i = 0; i < bits; ++i) { - physicalQubits[i] = i; - logicalQubits[i] = i; - qubitWeights.insert({i, 1}); + Controls controls = op->getControls(); + std::set targets = {op->getTargets().begin(), + op->getTargets().end()}; + + for (const auto& control : controls) { + if (controlToTargets.find(control.qubit) == controlToTargets.end()) { + // If the control does not exist in the map, add it with the current set + // of targetInts + controlToTargets[control.qubit] = targets; + } else { + // If the control exists, insert the new targets into the existing set + controlToTargets[control.qubit].insert(targets.begin(), targets.end()); + } } - - //trying the approach of control > target - int weight = 1; - for (const auto& pair : controlToTargets) { + } + std::size_t bits = qc.getNqubits(); + std::vector logicalQubits(bits); + std::vector physicalQubits(bits); + std::map qubitWeights; + for (Qubit i = 0; i < bits; ++i) { + physicalQubits[i] = i; + logicalQubits[i] = i; + qubitWeights.insert({i, 1}); + } + + // trying the approach of control > target + int weight = 1; + for (const auto& pair : controlToTargets) { weight = qubitWeights[pair.first]; for (const auto& target : pair.second) { - weight = std::max(qubitWeights[target], weight+1); + weight = std::max(qubitWeights[target], weight + 1); } weight++; qubitWeights[pair.first] = weight; - } - - sort(physicalQubits.begin(), physicalQubits.end(), [&qubitWeights](const Qubit& a, const Qubit& b) { - auto weightA = qubitWeights.find(a) != qubitWeights.end() ? qubitWeights.at(a) : 0; - auto weightB = qubitWeights.find(b) != qubitWeights.end() ? qubitWeights.at(b) : 0; - return weightA < weightB; - }); - - qc::Permutation perm; - - for (std::size_t m = 0; m < bits; m++) { - perm[logicalQubits[m]] = physicalQubits[m]; - } - return perm; + } + + sort(physicalQubits.begin(), physicalQubits.end(), + [&qubitWeights](const Qubit& a, const Qubit& b) { + auto weightA = qubitWeights.find(a) != qubitWeights.end() + ? qubitWeights.at(a) + : 0; + auto weightB = qubitWeights.find(b) != qubitWeights.end() + ? qubitWeights.at(b) + : 0; + return weightA < weightB; + }); + + qc::Permutation perm; + + for (std::size_t m = 0; m < bits; m++) { + perm[logicalQubits[m]] = physicalQubits[m]; + } + return perm; } std::size_t DDMinimizer::factorial(std::size_t n) { - std::size_t result = 1; - for (std::size_t i = 1; i <= n; ++i) { - result *= i; - } - return result; + std::size_t result = 1; + for (std::size_t i = 1; i <= n; ++i) { + result *= i; + } + return result; } - -};// namespace qc \ No newline at end of file +}; // namespace qc diff --git a/test/test_reorder_without_reordering.cpp b/test/test_reorder_without_reordering.cpp index db447daf..acb6af9a 100644 --- a/test/test_reorder_without_reordering.cpp +++ b/test/test_reorder_without_reordering.cpp @@ -1,15 +1,13 @@ -#include "DDMinimizer.hpp" -#include "CircuitSimulator.hpp" #include "CircuitOptimizer.hpp" +#include "CircuitSimulator.hpp" +#include "DDMinimizer.hpp" #include "QuantumComputation.hpp" #include - using namespace qc; using namespace std; - TEST(ReorderWithoutReorderingTest, reorderAll) { - //TODO -} \ No newline at end of file + // TODO +} From 55ac1d100915062eaab4705c3977468edaf646f5 Mon Sep 17 00:00:00 2001 From: ClaudiaDuenzinger <50296598+Claudiaaaaaaaaa@users.noreply.github.com> Date: Thu, 25 Jul 2024 13:27:04 +0200 Subject: [PATCH 15/67] Update src/DDMinimizer.cpp Co-authored-by: Lukas Burgholzer Signed-off-by: ClaudiaDuenzinger <50296598+Claudiaaaaaaaaa@users.noreply.github.com> --- src/DDMinimizer.cpp | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/src/DDMinimizer.cpp b/src/DDMinimizer.cpp index 243d2e5c..89ba8d3f 100644 --- a/src/DDMinimizer.cpp +++ b/src/DDMinimizer.cpp @@ -40,7 +40,7 @@ DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc) { // iterate over all the ops and mark the index of the found x-c pairs in the // map. int instruction_index = 0; - for (const auto& op : qc.ops) { + for (const auto& op : qc) { if (!op->isStandardOperation()) { continue; } From 6f94a499ae7aad6653a4dfcf570571ddad230ad0 Mon Sep 17 00:00:00 2001 From: ClaudiaDuenzinger <50296598+Claudiaaaaaaaaa@users.noreply.github.com> Date: Thu, 25 Jul 2024 13:27:12 +0200 Subject: [PATCH 16/67] Update src/DDMinimizer.cpp Co-authored-by: Lukas Burgholzer Signed-off-by: ClaudiaDuenzinger <50296598+Claudiaaaaaaaaa@users.noreply.github.com> --- src/DDMinimizer.cpp | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/src/DDMinimizer.cpp b/src/DDMinimizer.cpp index 89ba8d3f..eba52dd9 100644 --- a/src/DDMinimizer.cpp +++ b/src/DDMinimizer.cpp @@ -293,7 +293,7 @@ qc::Permutation DDMinimizer::createControlBasedPermutation(qc::QuantumComputation& qc) { std::map> controlToTargets; - for (const auto& op : qc.ops) { + for (const auto& op : qc) { if (!op->isStandardOperation()) { continue; } From 6f635a9e01f532c9a179356f18801ef3948d5dee Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Claudia=20D=C3=BCnzinger?= Date: Tue, 13 Aug 2024 13:46:46 +0200 Subject: [PATCH 17/67] Final implementation --- cmake/ExternalDependencies.cmake | 6 +- include/DDMinimizer.hpp | 6 +- src/DDMinimizer.cpp | 480 +++++++++++++++++-------------- 3 files changed, 268 insertions(+), 224 deletions(-) diff --git a/cmake/ExternalDependencies.cmake b/cmake/ExternalDependencies.cmake index 9383fe7f..bcdbaa00 100644 --- a/cmake/ExternalDependencies.cmake +++ b/cmake/ExternalDependencies.cmake @@ -22,9 +22,9 @@ endif() # cmake-format: off set(MQT_CORE_VERSION 2.5.2 CACHE STRING "MQT Core version") -set(MQT_CORE_REV "78a8d6bbecf10a2e09b994eb6705fd5d19415065" - CACHE STRING "MQT Core identifier (tag, branch or commit hash)") -set(MQT_CORE_REPO_OWNER "cda-tum" +#set(MQT_CORE_REV "78a8d6bbecf10a2e09b994eb6705fd5d19415065" +# CACHE STRING "MQT Core identifier (tag, branch or commit hash)") +set(MQT_CORE_REPO_OWNER "Claudiaaaaaaaaa" CACHE STRING "MQT Core repository owner (change when using a fork)") # cmake-format: on if(CMAKE_VERSION VERSION_GREATER_EQUAL 3.24) diff --git a/include/DDMinimizer.hpp b/include/DDMinimizer.hpp index cfca7b81..a8c33fe0 100644 --- a/include/DDMinimizer.hpp +++ b/include/DDMinimizer.hpp @@ -25,8 +25,8 @@ class DDMinimizer { static int getStairCount(std::vector vec); static int getLadderPosition(std::vector vec, int laadder); static std::vector reverseLayout(std::vector layout); - static std::vector rotateRight(std::vector layout); - static std::vector rotateLeft(std::vector layout); + static std::vector rotateRight(std::vector layout, int stairs); + static std::vector rotateLeft(std::vector layout, int stairs); static std::pair< std::map, int>>, std::map>> @@ -40,6 +40,8 @@ class DDMinimizer { static qc::Permutation createControlBasedPermutation(qc::QuantumComputation& qc); + static std::map adjustWeights(std::map qubitWeights, std::set targets, Qubit ctrl, std::map> controlToTargets, int count); + /** * @brief creates a vector of all possible permutations of the initialLayout * @param QuantumComputation diff --git a/src/DDMinimizer.cpp b/src/DDMinimizer.cpp index eba52dd9..e697f416 100644 --- a/src/DDMinimizer.cpp +++ b/src/DDMinimizer.cpp @@ -29,264 +29,281 @@ void optimizeInputPermutation(qc::QuantumComputation qc) { qc::CircuitOptimizer::elidePermutations(qc); } -qc::Permutation -DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc) { - std::map, int>> maps = - DDMinimizer::makeDataStructure(qc).first; - std::map> indices = - DDMinimizer::makeDataStructure(qc).second; - std::size_t bits = qc.getNqubits(); - - // iterate over all the ops and mark the index of the found x-c pairs in the - // map. - int instruction_index = 0; - for (const auto& op : qc) { - if (!op->isStandardOperation()) { - continue; +qc::Permutation DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc){ + std::map, int>> maps = DDMinimizer::makeDataStructure(qc).first; + std::map> indices = DDMinimizer::makeDataStructure(qc).second; + std::size_t bits = qc.getNqubits(); + + //iterate over all the ops and mark the index of the found x-c pairs in the map. + int instruction_index = 0; + bool found = false; + for (const auto& op : qc) { + if(!op->isStandardOperation() || op->getType() == Z){ + continue; + } + Controls controls = op->getControls(); + std::vector targets = {op->getTargets().begin(), op->getTargets().end()}; + + for (const auto& control : controls) { + for(const auto& target : targets){ + for(auto& map : maps){ + auto it = map.second.find({control.qubit, target}); + if (it != map.second.end()) { + it->second = instruction_index; + found = true; + } + } + } + } + instruction_index++; + } + if(!found){ + return qc.initialLayout; } - Controls controls = op->getControls(); - std::vector targets = {op->getTargets().begin(), - op->getTargets().end()}; - for (const auto& control : controls) { - for (const auto& target : targets) { - for (auto& map : maps) { - auto it = map.second.find({control.qubit, target}); - if (it != map.second.end()) { - it->second = instruction_index; - } + + + //iterate over all the maps and find the max index of the found x-c pairs + for(const auto& map : maps){ + int max = -1; + for(const auto& pair : map.second){ + if(pair.second == -1){ + max = -1; + break; + } + else if (pair.second > max){ + max = pair.second; + } + } + std::string map_name = map.first.substr(0, 3); + auto it = indices.find(map_name); + + if(it != indices.end()){ + if(map_name[2] == 'r'){ + std::size_t column = static_cast(map.first[4] - '0'); + it->second[bits - 1 - column] = max; + } + else if (map_name[2] == 'l'){ + std::size_t column = static_cast(map.first[4] - '0'); + it->second[column] = max; + } + else { + it->second[0] = max; + } } - } } - instruction_index++; - } - - // std::map, int>> maps - // std::map> indices - // iterate over all the maps and find the max index of the found x-c pairs - for (const auto& map : maps) { - int max = -1; - for (const auto& pair : map.second) { - if (pair.second == -1) { - max = -1; - break; - } else if (pair.second > max) { - max = pair.second; - } + + //create the permutation based on the order of max index in the complete maps + std::vector layout(bits); + std::iota(layout.begin(), layout.end(), 0); + + auto c_x = indices.find("c_x"); + auto x_c = indices.find("x_c"); + auto c_l = indices.find("c_l"); + auto x_l = indices.find("x_l"); + auto c_r = indices.find("c_r"); + auto x_r = indices.find("x_r"); + + int prio_c_r = DDMinimizer::getLadderPosition(c_r->second, x_c->second[0]); + int prio_x_l = DDMinimizer::getLadderPosition(x_l->second, x_c->second[0]); + int stairs_c_r = DDMinimizer::getStairCount(c_r->second); + int stairs_x_l = DDMinimizer::getStairCount(x_l->second); + int prio_c_l = DDMinimizer::getLadderPosition(c_l->second, c_x->second[0]); + int prio_x_r = DDMinimizer::getLadderPosition(x_r->second, c_x->second[0]); + int stairs_c_l = DDMinimizer::getStairCount(c_l->second); + int stairs_x_r = DDMinimizer::getStairCount(x_r->second); + + + if((c_x->second[0] != -1) && (x_c->second[0] == -1 || c_x->second[0] < x_c->second[0])){ + + if((prio_c_r == 0 && DDMinimizer::isFull(c_r->second)) || (prio_x_l == 0 && DDMinimizer::isFull(x_l->second))){ + } + else if (prio_c_r == 0 && stairs_c_r > 0){ + layout = DDMinimizer::reverseLayout(layout); + layout = DDMinimizer::rotateRight(layout, stairs_c_r); + } + else if (prio_x_l == 0 && stairs_x_l > 0){ + layout = DDMinimizer::reverseLayout(layout); + layout = DDMinimizer::rotateLeft(layout, stairs_x_l); + } + else if(prio_c_r > 0 || prio_x_l > 0 || (prio_c_r == 0 && prio_x_l == 0 )) { + layout = DDMinimizer::reverseLayout(layout); + } } - std::string map_name = map.first.substr(0, 3); - auto it = indices.find(map_name); - - if (it != indices.end()) { - if (map_name[2] == 'r') { - std::size_t column = static_cast(map.first[4] - '0'); - it->second[bits - 1 - column] = max; - } else if (map_name[2] == 'l') { - std::size_t column = static_cast(map.first[4] - '0'); - it->second[column] = max; - } else { - it->second[0] = max; - } + else if((x_c->second[0] != -1) && (c_x->second[0] == -1 || c_x->second[0] > x_c->second[0])){ + + if((prio_c_l == 0 && DDMinimizer::isFull(c_l->second)) || (prio_x_r == 0 && DDMinimizer::isFull(x_r->second))){ + layout = DDMinimizer::reverseLayout(layout); + } + + else if (prio_c_l == 0 && stairs_c_l > 0){ + layout = DDMinimizer::rotateLeft(layout, stairs_c_l); + } + else if (prio_x_r == 0 && stairs_x_r > 0){ + layout = DDMinimizer::rotateRight(layout, stairs_x_r); + } + else if(prio_c_l > 0 || prio_x_r > 0 || (prio_c_l == 0 && prio_x_r == 0 )) { + //do nothing cause identity is what we need anyway + } } - } - - // create the permutation based on the order of max index in the complete maps - std::vector layout(bits); - std::iota(layout.begin(), layout.end(), 0); - - auto c_x = indices.find("c_x"); - auto x_c = indices.find("x_c"); - auto c_l = indices.find("c_l"); - auto x_l = indices.find("x_l"); - auto c_r = indices.find("c_r"); - auto x_r = indices.find("x_r"); - - int prio_c_r = DDMinimizer::getLadderPosition(c_r->second, x_c->second[0]); - int prio_x_l = DDMinimizer::getLadderPosition(x_l->second, x_c->second[0]); - int stairs_c_r = DDMinimizer::getStairCount(c_r->second); - int stairs_x_l = DDMinimizer::getStairCount(x_l->second); - int prio_c_l = DDMinimizer::getLadderPosition(c_l->second, c_x->second[0]); - int prio_x_r = DDMinimizer::getLadderPosition(x_r->second, c_x->second[0]); - int stairs_c_l = DDMinimizer::getStairCount(c_l->second); - int stairs_x_r = DDMinimizer::getStairCount(x_r->second); - - if (c_x->second[0] < x_c->second[0]) { - - if (prio_c_r > 0 || prio_x_l > 0) { - layout = DDMinimizer::reverseLayout(layout); - } else if (prio_c_r == 0 && stairs_c_r > 0) { - for (int i = 0; i < stairs_c_r; i++) { - layout = DDMinimizer::rotateRight(layout); - } - } else if (prio_x_l == 0 && stairs_x_l > 0) { - for (int i = 0; i < stairs_x_l; i++) { - layout = DDMinimizer::rotateLeft(layout); - } + else if( (DDMinimizer::isFull(x_r->second) || DDMinimizer::isFull(c_l->second))){ + layout = DDMinimizer::reverseLayout(layout); } - } else if (c_x->second[0] > x_c->second[0]) { - - if (prio_c_l > 0 || prio_x_r > 0) { - // do nothing cause identity is what we need anyway - } else if (prio_c_r == 0 && stairs_c_l > 0) { - layout = DDMinimizer::reverseLayout(layout); - for (int i = 0; i < stairs_c_r; i++) { - layout = DDMinimizer::rotateRight(layout); - } - } else if (prio_x_l == 0 && stairs_x_r > 0) { - layout = DDMinimizer::reverseLayout(layout); - for (int i = 0; i < stairs_x_l; i++) { - layout = DDMinimizer::rotateLeft(layout); - } + else { + return DDMinimizer::createControlBasedPermutation(qc); } - } - else { - if (DDMinimizer::isFull(x_r->second) || DDMinimizer::isFull(c_l->second)) { - layout = DDMinimizer::reverseLayout(layout); + //transform layout into permutation + qc::Permutation perm; + std::vector physicalQubits(bits); + for (qc::Qubit i = 0; i < bits; i++) { + physicalQubits[i] = i; } - - else { - return DDMinimizer::createControlBasedPermutation(qc); + for (qc::Qubit i = 0; i < bits; i++) { + perm[physicalQubits[i]] = layout[i]; } - } + return perm; +} - // transform layout into permutation - qc::Permutation perm; - std::vector physicalQubits(bits); - for (qc::Qubit i = 0; i < bits; i++) { - physicalQubits[i] = i; - } - for (qc::Qubit i = 0; i < bits; i++) { - perm[physicalQubits[i]] = layout[i]; - } - return perm; -} +bool DDMinimizer::isFull(std::vector vec){ + std::size_t countNegativeOne = 0; -bool DDMinimizer::isFull(std::vector vec) { - std::size_t countNegativeOne = 0; - std::size_t totalEntries = vec.size(); - - for (int value : vec) { - if (value == -1) { - countNegativeOne++; + for (int value : vec) { + if (value == -1) { + countNegativeOne++; + } } - } - if (countNegativeOne < totalEntries / 2) { - return true; - } + if (countNegativeOne == 0) { + return true; + } - return false; + return false; } int DDMinimizer::getStairCount(std::vector vec) { int count = 0; - for (int value : vec) { - if (value != -1) { - count++; - } else { - return count; + for (int value : vec) { + if (value != -1) { + count++; + } + else { + return count; + } } - } - return count; + return count; } int DDMinimizer::getLadderPosition(std::vector vec, int ladder) { - int count = 0; - for (int value : vec) { - if (value != -1 && value < ladder) { - count++; + int count = 0; + for (size_t i = 0; i < vec.size(); i++) { + int value = vec[i]; + + if (i == vec.size() - 1 && count != 0 ) { + if( value != -1 && value < ladder) { + count++; + }} } - } - return count; + return count; } std::vector DDMinimizer::reverseLayout(std::vector layout) { - std::vector reversed_layout(layout.size()); - for (std::size_t i = 0; i < layout.size(); i++) { - reversed_layout[layout[i]] = static_cast(i); - } - return reversed_layout; + std::vector reversed_layout(layout.size()); + for (std::size_t i = 0; i < layout.size(); i++) { + reversed_layout[i] = layout[layout.size() - 1 - i]; + } + return reversed_layout; } -std::vector DDMinimizer::rotateRight(std::vector layout) { - std::vector rotated_layout(layout.size()); - rotated_layout[0] = layout[layout.size() - 1]; - - for (std::size_t i = 1; i < layout.size(); ++i) { - rotated_layout[i] = layout[i - 1]; - } - - return rotated_layout; +std::vector DDMinimizer::rotateRight(std::vector layout, int stairs) { + std::vector::size_type size = layout.size(); + std::vector rotated_layout(size); + for (int r = 0; r < stairs; ++r) { + if (!layout.empty()) { + rotated_layout[size - static_cast::size_type>(r + 1)] = layout[static_cast::size_type>(r)]; + } + } + std::vector::size_type left = size - static_cast::size_type>(stairs); + for (std::vector::size_type r = 0; r < left; ++r) { + if (!layout.empty()) { + rotated_layout[r] = layout[r+static_cast::size_type>(stairs)]; + } + } + return rotated_layout; } -std::vector DDMinimizer::rotateLeft(std::vector layout) { - std::vector rotated_layout(layout.size()); - rotated_layout[layout.size() - 1] = layout[0]; - for (std::size_t i = 0; i < layout.size() - 1; i++) { - rotated_layout[i] = layout[i + 1]; - } - return rotated_layout; +std::vector DDMinimizer::rotateLeft(std::vector layout, int stairs) { + std::vector::size_type size = layout.size(); + std::vector rotated_layout(size); + for (int r = 0; r < stairs; ++r) { + if (!layout.empty()) { + rotated_layout[static_cast::size_type>(r)] = layout[size - static_cast::size_type>(r + 1)]; + } + } + std::vector::size_type left = size - static_cast::size_type>(stairs); + for (std::vector::size_type r = 0; r < left; ++r) { + if (!layout.empty()) { + rotated_layout[r + static_cast::size_type>(stairs)] = layout[r]; + } + } + return rotated_layout; } std::pair, int>>, std::map>> DDMinimizer::makeDataStructure(qc::QuantumComputation& qc) { - std::size_t bits = qc.getNqubits(); - std::map, int>> maps; - // string of c_x, x_c, c_l, x_l, c_r, x_r to vector of max index of gate - // for c_l and x_l position 0 in the vector marks the line of c(x) at 0 -> we - // count the left most as the first for c_r and x_r position 0 in the vector - // marks the line of c(x) at bits - 1 -> we count the right most as the first - std::map> indices; - - // create x-c ladder - std::map, int> x_c_map; - for (size_t i = 0; i < bits; i++) { - x_c_map.insert({{i + 1, i}, -1}); - } - maps.insert({"x_c", x_c_map}); - indices.insert({"x_c", std::vector(1, 0)}); - - // create c-x ladder - std::map, int> c_x_map; // c -> x - for (size_t i = 0; i < bits; i++) { - c_x_map.insert({{i, i + 1}, -1}); - } - maps.insert({"c_x", c_x_map}); - indices.insert({"c_x", std::vector(1, 0)}); - - std::size_t max = bits - 1; - for (size_t i = 0; i < max; i++) { - std::map, int> x_l_map; - std::map, int> c_l_map; - for (size_t j = 0; j < bits; j++) { - if (i < j) { - x_l_map.insert({{i, j}, -1}); - x_l_map.insert({{j, i}, -1}); - } + std::size_t bits = qc.getNqubits(); + std::map, int>> maps; + //string of c_x, x_c, c_l, x_l, c_r, x_r to vector of max index of gate + //for c_l and x_l position 0 in the vector marks the line of c(x) at 0 -> we count the left most as the first + //for c_r and x_r position 0 in the vector marks the line of c(x) at bits - 1 -> we count the right most as the first + std::map> indices; + + //create x-c ladder + std::size_t max = bits - 1; + std::map, int> x_c_map; + std::map, int> c_x_map; //c -> x + for(size_t i = 0; i < max; i++){ + x_c_map.insert({{i+1, i}, -1}); + c_x_map.insert({{i, i+1}, -1}); } - maps.insert({"x_l_" + std::to_string(i), x_l_map}); - maps.insert({"c_l_" + std::to_string(i), c_l_map}); - } - indices.insert({"x_l", std::vector(bits - 1, 0)}); - indices.insert({"c_l", std::vector(bits - 1, 0)}); - - for (size_t i = max; i > 0; i--) { - std::map, int> x_r_map; - std::map, int> c_r_map; - for (size_t j = 0; j < bits; j++) { - if (i > j) { - x_r_map.insert({{i, j}, -1}); - x_r_map.insert({{j, i}, -1}); - } + maps.insert({"x_c", x_c_map}); + indices.insert({"x_c", std::vector(1, 0)}); + maps.insert({"c_x", c_x_map}); + indices.insert({"c_x", std::vector(1, 0)}); + + for(size_t i = 0; i < max; i++){ + std::map, int> x_l_map; + std::map, int> c_l_map; + for(size_t j = 0; j < bits; j++){ + if(i(bits - 1, 0)}); - indices.insert({"c_r", std::vector(bits - 1, 0)}); - return std::make_pair(maps, indices); + indices.insert({"x_l", std::vector(bits - 1, 0)}); + indices.insert({"c_l", std::vector(bits - 1, 0)}); + + for(size_t i = max; i > 0; i--){ + std::map, int> x_r_map; + std::map, int> c_r_map; + for(size_t j = 0; j < bits; j++){ + if(i>j){ + x_r_map.insert({{j, i}, -1}); + c_r_map.insert({{i, j}, -1}); + } + } + maps.insert({"x_r_" + std::to_string(i), x_r_map}); + maps.insert({"c_r_" + std::to_string(i), c_r_map}); + + } + indices.insert({"x_r", std::vector(bits - 1, 0)}); + indices.insert({"c_r", std::vector(bits - 1, 0)}); + return std::make_pair(maps, indices); } qc::Permutation @@ -312,6 +329,11 @@ DDMinimizer::createControlBasedPermutation(qc::QuantumComputation& qc) { } } } + + if(controlToTargets.empty()){ + return qc.initialLayout; + } + std::size_t bits = qc.getNqubits(); std::vector logicalQubits(bits); std::vector physicalQubits(bits); @@ -322,12 +344,18 @@ DDMinimizer::createControlBasedPermutation(qc::QuantumComputation& qc) { qubitWeights.insert({i, 1}); } + std::set encounteredTargets; // trying the approach of control > target int weight = 1; for (const auto& pair : controlToTargets) { + if (encounteredTargets.find(pair.first) != encounteredTargets.end()) { + qubitWeights = DDMinimizer::adjustWeights(qubitWeights, encounteredTargets, pair.first, controlToTargets, 1); + } + weight = qubitWeights[pair.first]; for (const auto& target : pair.second) { + encounteredTargets.insert(target); weight = std::max(qubitWeights[target], weight + 1); } weight++; @@ -353,6 +381,20 @@ DDMinimizer::createControlBasedPermutation(qc::QuantumComputation& qc) { return perm; } +std::map DDMinimizer::adjustWeights(std::map qubitWeights, std::set targets, Qubit ctrl, std::map> controlToTargets, int count) { + if (count == controlToTargets.size()) { + return qubitWeights; + } + for (const auto& controlPair : controlToTargets) { + if (controlPair.second.find(ctrl) != controlPair.second.end()) { + Qubit control = controlPair.first; + qubitWeights[controlPair.first]++; + qubitWeights = DDMinimizer::adjustWeights(qubitWeights, targets, control, controlToTargets, count + 1); + } + } + return qubitWeights; +} + std::size_t DDMinimizer::factorial(std::size_t n) { std::size_t result = 1; for (std::size_t i = 1; i <= n; ++i) { From 246a9570d4294c0499f4d793569accdde1362b99 Mon Sep 17 00:00:00 2001 From: "pre-commit-ci[bot]" <66853113+pre-commit-ci[bot]@users.noreply.github.com> Date: Sat, 7 Sep 2024 18:29:04 +0000 Subject: [PATCH 18/67] =?UTF-8?q?=F0=9F=8E=A8=20pre-commit=20fixes?= MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit --- include/DDMinimizer.hpp | 5 +- src/DDMinimizer.cpp | 507 ++++++++++++++++++++-------------------- 2 files changed, 262 insertions(+), 250 deletions(-) diff --git a/include/DDMinimizer.hpp b/include/DDMinimizer.hpp index a8c33fe0..4590f8f7 100644 --- a/include/DDMinimizer.hpp +++ b/include/DDMinimizer.hpp @@ -40,7 +40,10 @@ class DDMinimizer { static qc::Permutation createControlBasedPermutation(qc::QuantumComputation& qc); - static std::map adjustWeights(std::map qubitWeights, std::set targets, Qubit ctrl, std::map> controlToTargets, int count); + static std::map + adjustWeights(std::map qubitWeights, std::set targets, + Qubit ctrl, std::map> controlToTargets, + int count); /** * @brief creates a vector of all possible permutations of the initialLayout diff --git a/src/DDMinimizer.cpp b/src/DDMinimizer.cpp index e697f416..9fdea7b4 100644 --- a/src/DDMinimizer.cpp +++ b/src/DDMinimizer.cpp @@ -29,281 +29,286 @@ void optimizeInputPermutation(qc::QuantumComputation qc) { qc::CircuitOptimizer::elidePermutations(qc); } -qc::Permutation DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc){ - std::map, int>> maps = DDMinimizer::makeDataStructure(qc).first; - std::map> indices = DDMinimizer::makeDataStructure(qc).second; - std::size_t bits = qc.getNqubits(); - - //iterate over all the ops and mark the index of the found x-c pairs in the map. - int instruction_index = 0; - bool found = false; - for (const auto& op : qc) { - if(!op->isStandardOperation() || op->getType() == Z){ - continue; - } - Controls controls = op->getControls(); - std::vector targets = {op->getTargets().begin(), op->getTargets().end()}; - - for (const auto& control : controls) { - for(const auto& target : targets){ - for(auto& map : maps){ - auto it = map.second.find({control.qubit, target}); - if (it != map.second.end()) { - it->second = instruction_index; - found = true; - } - } - } - } - instruction_index++; - } - if(!found){ - return qc.initialLayout; - } - - +qc::Permutation +DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc) { + std::map, int>> maps = + DDMinimizer::makeDataStructure(qc).first; + std::map> indices = + DDMinimizer::makeDataStructure(qc).second; + std::size_t bits = qc.getNqubits(); - //iterate over all the maps and find the max index of the found x-c pairs - for(const auto& map : maps){ - int max = -1; - for(const auto& pair : map.second){ - if(pair.second == -1){ - max = -1; - break; - } - else if (pair.second > max){ - max = pair.second; - } - } - std::string map_name = map.first.substr(0, 3); - auto it = indices.find(map_name); - - if(it != indices.end()){ - if(map_name[2] == 'r'){ - std::size_t column = static_cast(map.first[4] - '0'); - it->second[bits - 1 - column] = max; - } - else if (map_name[2] == 'l'){ - std::size_t column = static_cast(map.first[4] - '0'); - it->second[column] = max; - } - else { - it->second[0] = max; - } - } + // iterate over all the ops and mark the index of the found x-c pairs in the + // map. + int instruction_index = 0; + bool found = false; + for (const auto& op : qc) { + if (!op->isStandardOperation() || op->getType() == Z) { + continue; } - - //create the permutation based on the order of max index in the complete maps - std::vector layout(bits); - std::iota(layout.begin(), layout.end(), 0); - - auto c_x = indices.find("c_x"); - auto x_c = indices.find("x_c"); - auto c_l = indices.find("c_l"); - auto x_l = indices.find("x_l"); - auto c_r = indices.find("c_r"); - auto x_r = indices.find("x_r"); - - int prio_c_r = DDMinimizer::getLadderPosition(c_r->second, x_c->second[0]); - int prio_x_l = DDMinimizer::getLadderPosition(x_l->second, x_c->second[0]); - int stairs_c_r = DDMinimizer::getStairCount(c_r->second); - int stairs_x_l = DDMinimizer::getStairCount(x_l->second); - int prio_c_l = DDMinimizer::getLadderPosition(c_l->second, c_x->second[0]); - int prio_x_r = DDMinimizer::getLadderPosition(x_r->second, c_x->second[0]); - int stairs_c_l = DDMinimizer::getStairCount(c_l->second); - int stairs_x_r = DDMinimizer::getStairCount(x_r->second); - - - if((c_x->second[0] != -1) && (x_c->second[0] == -1 || c_x->second[0] < x_c->second[0])){ - - if((prio_c_r == 0 && DDMinimizer::isFull(c_r->second)) || (prio_x_l == 0 && DDMinimizer::isFull(x_l->second))){ - } - else if (prio_c_r == 0 && stairs_c_r > 0){ - layout = DDMinimizer::reverseLayout(layout); - layout = DDMinimizer::rotateRight(layout, stairs_c_r); - } - else if (prio_x_l == 0 && stairs_x_l > 0){ - layout = DDMinimizer::reverseLayout(layout); - layout = DDMinimizer::rotateLeft(layout, stairs_x_l); - } - else if(prio_c_r > 0 || prio_x_l > 0 || (prio_c_r == 0 && prio_x_l == 0 )) { - layout = DDMinimizer::reverseLayout(layout); + Controls controls = op->getControls(); + std::vector targets = {op->getTargets().begin(), + op->getTargets().end()}; + + for (const auto& control : controls) { + for (const auto& target : targets) { + for (auto& map : maps) { + auto it = map.second.find({control.qubit, target}); + if (it != map.second.end()) { + it->second = instruction_index; + found = true; + } } + } } - else if((x_c->second[0] != -1) && (c_x->second[0] == -1 || c_x->second[0] > x_c->second[0])){ - - if((prio_c_l == 0 && DDMinimizer::isFull(c_l->second)) || (prio_x_r == 0 && DDMinimizer::isFull(x_r->second))){ - layout = DDMinimizer::reverseLayout(layout); - } - - else if (prio_c_l == 0 && stairs_c_l > 0){ - layout = DDMinimizer::rotateLeft(layout, stairs_c_l); - } - else if (prio_x_r == 0 && stairs_x_r > 0){ - layout = DDMinimizer::rotateRight(layout, stairs_x_r); - } - else if(prio_c_l > 0 || prio_x_r > 0 || (prio_c_l == 0 && prio_x_r == 0 )) { - //do nothing cause identity is what we need anyway - } + instruction_index++; + } + if (!found) { + return qc.initialLayout; + } + + // iterate over all the maps and find the max index of the found x-c pairs + for (const auto& map : maps) { + int max = -1; + for (const auto& pair : map.second) { + if (pair.second == -1) { + max = -1; + break; + } else if (pair.second > max) { + max = pair.second; + } } - else if( (DDMinimizer::isFull(x_r->second) || DDMinimizer::isFull(c_l->second))){ - layout = DDMinimizer::reverseLayout(layout); + std::string map_name = map.first.substr(0, 3); + auto it = indices.find(map_name); + + if (it != indices.end()) { + if (map_name[2] == 'r') { + std::size_t column = static_cast(map.first[4] - '0'); + it->second[bits - 1 - column] = max; + } else if (map_name[2] == 'l') { + std::size_t column = static_cast(map.first[4] - '0'); + it->second[column] = max; + } else { + it->second[0] = max; + } } - else { - return DDMinimizer::createControlBasedPermutation(qc); + } + + // create the permutation based on the order of max index in the complete maps + std::vector layout(bits); + std::iota(layout.begin(), layout.end(), 0); + + auto c_x = indices.find("c_x"); + auto x_c = indices.find("x_c"); + auto c_l = indices.find("c_l"); + auto x_l = indices.find("x_l"); + auto c_r = indices.find("c_r"); + auto x_r = indices.find("x_r"); + + int prio_c_r = DDMinimizer::getLadderPosition(c_r->second, x_c->second[0]); + int prio_x_l = DDMinimizer::getLadderPosition(x_l->second, x_c->second[0]); + int stairs_c_r = DDMinimizer::getStairCount(c_r->second); + int stairs_x_l = DDMinimizer::getStairCount(x_l->second); + int prio_c_l = DDMinimizer::getLadderPosition(c_l->second, c_x->second[0]); + int prio_x_r = DDMinimizer::getLadderPosition(x_r->second, c_x->second[0]); + int stairs_c_l = DDMinimizer::getStairCount(c_l->second); + int stairs_x_r = DDMinimizer::getStairCount(x_r->second); + + if ((c_x->second[0] != -1) && + (x_c->second[0] == -1 || c_x->second[0] < x_c->second[0])) { + + if ((prio_c_r == 0 && DDMinimizer::isFull(c_r->second)) || + (prio_x_l == 0 && DDMinimizer::isFull(x_l->second))) { + } else if (prio_c_r == 0 && stairs_c_r > 0) { + layout = DDMinimizer::reverseLayout(layout); + layout = DDMinimizer::rotateRight(layout, stairs_c_r); + } else if (prio_x_l == 0 && stairs_x_l > 0) { + layout = DDMinimizer::reverseLayout(layout); + layout = DDMinimizer::rotateLeft(layout, stairs_x_l); + } else if (prio_c_r > 0 || prio_x_l > 0 || + (prio_c_r == 0 && prio_x_l == 0)) { + layout = DDMinimizer::reverseLayout(layout); } + } else if ((x_c->second[0] != -1) && + (c_x->second[0] == -1 || c_x->second[0] > x_c->second[0])) { - //transform layout into permutation - qc::Permutation perm; - std::vector physicalQubits(bits); - for (qc::Qubit i = 0; i < bits; i++) { - physicalQubits[i] = i; + if ((prio_c_l == 0 && DDMinimizer::isFull(c_l->second)) || + (prio_x_r == 0 && DDMinimizer::isFull(x_r->second))) { + layout = DDMinimizer::reverseLayout(layout); } - for (qc::Qubit i = 0; i < bits; i++) { - perm[physicalQubits[i]] = layout[i]; + + else if (prio_c_l == 0 && stairs_c_l > 0) { + layout = DDMinimizer::rotateLeft(layout, stairs_c_l); + } else if (prio_x_r == 0 && stairs_x_r > 0) { + layout = DDMinimizer::rotateRight(layout, stairs_x_r); + } else if (prio_c_l > 0 || prio_x_r > 0 || + (prio_c_l == 0 && prio_x_r == 0)) { + // do nothing cause identity is what we need anyway } - return perm; -} + } else if ((DDMinimizer::isFull(x_r->second) || + DDMinimizer::isFull(c_l->second))) { + layout = DDMinimizer::reverseLayout(layout); + } else { + return DDMinimizer::createControlBasedPermutation(qc); + } -bool DDMinimizer::isFull(std::vector vec){ - std::size_t countNegativeOne = 0; + // transform layout into permutation + qc::Permutation perm; + std::vector physicalQubits(bits); + for (qc::Qubit i = 0; i < bits; i++) { + physicalQubits[i] = i; + } + for (qc::Qubit i = 0; i < bits; i++) { + perm[physicalQubits[i]] = layout[i]; + } + return perm; +} - for (int value : vec) { - if (value == -1) { - countNegativeOne++; - } - } +bool DDMinimizer::isFull(std::vector vec) { + std::size_t countNegativeOne = 0; - if (countNegativeOne == 0) { - return true; + for (int value : vec) { + if (value == -1) { + countNegativeOne++; } + } - return false; + if (countNegativeOne == 0) { + return true; + } + + return false; } int DDMinimizer::getStairCount(std::vector vec) { int count = 0; - for (int value : vec) { - if (value != -1) { - count++; - } - else { - return count; - } + for (int value : vec) { + if (value != -1) { + count++; + } else { + return count; } - return count; + } + return count; } int DDMinimizer::getLadderPosition(std::vector vec, int ladder) { - int count = 0; - for (size_t i = 0; i < vec.size(); i++) { - int value = vec[i]; - - if (i == vec.size() - 1 && count != 0 ) { - if( value != -1 && value < ladder) { - count++; - }} + int count = 0; + for (size_t i = 0; i < vec.size(); i++) { + int value = vec[i]; + + if (i == vec.size() - 1 && count != 0) { + if (value != -1 && value < ladder) { + count++; + } } - return count; + } + return count; } std::vector DDMinimizer::reverseLayout(std::vector layout) { - std::vector reversed_layout(layout.size()); - for (std::size_t i = 0; i < layout.size(); i++) { - reversed_layout[i] = layout[layout.size() - 1 - i]; - } - return reversed_layout; + std::vector reversed_layout(layout.size()); + for (std::size_t i = 0; i < layout.size(); i++) { + reversed_layout[i] = layout[layout.size() - 1 - i]; + } + return reversed_layout; } -std::vector DDMinimizer::rotateRight(std::vector layout, int stairs) { - std::vector::size_type size = layout.size(); - std::vector rotated_layout(size); - for (int r = 0; r < stairs; ++r) { - if (!layout.empty()) { - rotated_layout[size - static_cast::size_type>(r + 1)] = layout[static_cast::size_type>(r)]; - } +std::vector DDMinimizer::rotateRight(std::vector layout, + int stairs) { + std::vector::size_type size = layout.size(); + std::vector rotated_layout(size); + for (int r = 0; r < stairs; ++r) { + if (!layout.empty()) { + rotated_layout[size - static_cast::size_type>(r + 1)] = + layout[static_cast::size_type>(r)]; } - std::vector::size_type left = size - static_cast::size_type>(stairs); - for (std::vector::size_type r = 0; r < left; ++r) { - if (!layout.empty()) { - rotated_layout[r] = layout[r+static_cast::size_type>(stairs)]; - } + } + std::vector::size_type left = + size - static_cast::size_type>(stairs); + for (std::vector::size_type r = 0; r < left; ++r) { + if (!layout.empty()) { + rotated_layout[r] = + layout[r + static_cast::size_type>(stairs)]; } - return rotated_layout; + } + return rotated_layout; } -std::vector DDMinimizer::rotateLeft(std::vector layout, int stairs) { - std::vector::size_type size = layout.size(); - std::vector rotated_layout(size); - for (int r = 0; r < stairs; ++r) { - if (!layout.empty()) { - rotated_layout[static_cast::size_type>(r)] = layout[size - static_cast::size_type>(r + 1)]; - } +std::vector DDMinimizer::rotateLeft(std::vector layout, + int stairs) { + std::vector::size_type size = layout.size(); + std::vector rotated_layout(size); + for (int r = 0; r < stairs; ++r) { + if (!layout.empty()) { + rotated_layout[static_cast::size_type>(r)] = + layout[size - static_cast::size_type>(r + 1)]; } - std::vector::size_type left = size - static_cast::size_type>(stairs); - for (std::vector::size_type r = 0; r < left; ++r) { - if (!layout.empty()) { - rotated_layout[r + static_cast::size_type>(stairs)] = layout[r]; - } + } + std::vector::size_type left = + size - static_cast::size_type>(stairs); + for (std::vector::size_type r = 0; r < left; ++r) { + if (!layout.empty()) { + rotated_layout[r + static_cast::size_type>(stairs)] = + layout[r]; } - return rotated_layout; + } + return rotated_layout; } std::pair, int>>, std::map>> DDMinimizer::makeDataStructure(qc::QuantumComputation& qc) { - std::size_t bits = qc.getNqubits(); - std::map, int>> maps; - //string of c_x, x_c, c_l, x_l, c_r, x_r to vector of max index of gate - //for c_l and x_l position 0 in the vector marks the line of c(x) at 0 -> we count the left most as the first - //for c_r and x_r position 0 in the vector marks the line of c(x) at bits - 1 -> we count the right most as the first - std::map> indices; - - //create x-c ladder - std::size_t max = bits - 1; - std::map, int> x_c_map; - std::map, int> c_x_map; //c -> x - for(size_t i = 0; i < max; i++){ - x_c_map.insert({{i+1, i}, -1}); - c_x_map.insert({{i, i+1}, -1}); - } - maps.insert({"x_c", x_c_map}); - indices.insert({"x_c", std::vector(1, 0)}); - maps.insert({"c_x", c_x_map}); - indices.insert({"c_x", std::vector(1, 0)}); - - for(size_t i = 0; i < max; i++){ - std::map, int> x_l_map; - std::map, int> c_l_map; - for(size_t j = 0; j < bits; j++){ - if(i, int>> maps; + // string of c_x, x_c, c_l, x_l, c_r, x_r to vector of max index of gate + // for c_l and x_l position 0 in the vector marks the line of c(x) at 0 -> we + // count the left most as the first for c_r and x_r position 0 in the vector + // marks the line of c(x) at bits - 1 -> we count the right most as the first + std::map> indices; + + // create x-c ladder + std::size_t max = bits - 1; + std::map, int> x_c_map; + std::map, int> c_x_map; // c -> x + for (size_t i = 0; i < max; i++) { + x_c_map.insert({{i + 1, i}, -1}); + c_x_map.insert({{i, i + 1}, -1}); + } + maps.insert({"x_c", x_c_map}); + indices.insert({"x_c", std::vector(1, 0)}); + maps.insert({"c_x", c_x_map}); + indices.insert({"c_x", std::vector(1, 0)}); + + for (size_t i = 0; i < max; i++) { + std::map, int> x_l_map; + std::map, int> c_l_map; + for (size_t j = 0; j < bits; j++) { + if (i < j) { + x_l_map.insert({{j, i}, -1}); + c_l_map.insert({{i, j}, -1}); + } } - indices.insert({"x_l", std::vector(bits - 1, 0)}); - indices.insert({"c_l", std::vector(bits - 1, 0)}); - - for(size_t i = max; i > 0; i--){ - std::map, int> x_r_map; - std::map, int> c_r_map; - for(size_t j = 0; j < bits; j++){ - if(i>j){ - x_r_map.insert({{j, i}, -1}); - c_r_map.insert({{i, j}, -1}); - } - } - maps.insert({"x_r_" + std::to_string(i), x_r_map}); - maps.insert({"c_r_" + std::to_string(i), c_r_map}); - + maps.insert({"x_l_" + std::to_string(i), x_l_map}); + maps.insert({"c_l_" + std::to_string(i), c_l_map}); + } + indices.insert({"x_l", std::vector(bits - 1, 0)}); + indices.insert({"c_l", std::vector(bits - 1, 0)}); + + for (size_t i = max; i > 0; i--) { + std::map, int> x_r_map; + std::map, int> c_r_map; + for (size_t j = 0; j < bits; j++) { + if (i > j) { + x_r_map.insert({{j, i}, -1}); + c_r_map.insert({{i, j}, -1}); + } } - indices.insert({"x_r", std::vector(bits - 1, 0)}); - indices.insert({"c_r", std::vector(bits - 1, 0)}); - return std::make_pair(maps, indices); + maps.insert({"x_r_" + std::to_string(i), x_r_map}); + maps.insert({"c_r_" + std::to_string(i), c_r_map}); + } + indices.insert({"x_r", std::vector(bits - 1, 0)}); + indices.insert({"c_r", std::vector(bits - 1, 0)}); + return std::make_pair(maps, indices); } qc::Permutation @@ -330,8 +335,8 @@ DDMinimizer::createControlBasedPermutation(qc::QuantumComputation& qc) { } } - if(controlToTargets.empty()){ - return qc.initialLayout; + if (controlToTargets.empty()) { + return qc.initialLayout; } std::size_t bits = qc.getNqubits(); @@ -349,9 +354,10 @@ DDMinimizer::createControlBasedPermutation(qc::QuantumComputation& qc) { int weight = 1; for (const auto& pair : controlToTargets) { if (encounteredTargets.find(pair.first) != encounteredTargets.end()) { - qubitWeights = DDMinimizer::adjustWeights(qubitWeights, encounteredTargets, pair.first, controlToTargets, 1); - } - + qubitWeights = DDMinimizer::adjustWeights( + qubitWeights, encounteredTargets, pair.first, controlToTargets, 1); + } + weight = qubitWeights[pair.first]; for (const auto& target : pair.second) { @@ -381,18 +387,21 @@ DDMinimizer::createControlBasedPermutation(qc::QuantumComputation& qc) { return perm; } -std::map DDMinimizer::adjustWeights(std::map qubitWeights, std::set targets, Qubit ctrl, std::map> controlToTargets, int count) { - if (count == controlToTargets.size()) { - return qubitWeights; - } - for (const auto& controlPair : controlToTargets) { - if (controlPair.second.find(ctrl) != controlPair.second.end()) { - Qubit control = controlPair.first; - qubitWeights[controlPair.first]++; - qubitWeights = DDMinimizer::adjustWeights(qubitWeights, targets, control, controlToTargets, count + 1); - } - } +std::map DDMinimizer::adjustWeights( + std::map qubitWeights, std::set targets, Qubit ctrl, + std::map> controlToTargets, int count) { + if (count == controlToTargets.size()) { return qubitWeights; + } + for (const auto& controlPair : controlToTargets) { + if (controlPair.second.find(ctrl) != controlPair.second.end()) { + Qubit control = controlPair.first; + qubitWeights[controlPair.first]++; + qubitWeights = DDMinimizer::adjustWeights(qubitWeights, targets, control, + controlToTargets, count + 1); + } + } + return qubitWeights; } std::size_t DDMinimizer::factorial(std::size_t n) { From c3dd9c40f716ab56b3a0f85987b7fb3af6d3afd1 Mon Sep 17 00:00:00 2001 From: ClaudiaDuenzinger <50296598+Claudiaaaaaaaaa@users.noreply.github.com> Date: Sat, 7 Sep 2024 21:40:00 +0200 Subject: [PATCH 19/67] removed unneccesary include Signed-off-by: ClaudiaDuenzinger <50296598+Claudiaaaaaaaaa@users.noreply.github.com> --- include/DDMinimizer.hpp | 1 - 1 file changed, 1 deletion(-) diff --git a/include/DDMinimizer.hpp b/include/DDMinimizer.hpp index 4590f8f7..b9a0db58 100644 --- a/include/DDMinimizer.hpp +++ b/include/DDMinimizer.hpp @@ -1,5 +1,4 @@ #include "Definitions.hpp" -#include "Permutation.hpp" #include "QuantumComputation.hpp" #include From 136007f6e2fd0ca53ab3785aa290eade1cb2f5da Mon Sep 17 00:00:00 2001 From: ClaudiaDuenzinger <50296598+Claudiaaaaaaaaa@users.noreply.github.com> Date: Sat, 7 Sep 2024 21:41:57 +0200 Subject: [PATCH 20/67] Update DDMinimizer.hpp Signed-off-by: ClaudiaDuenzinger <50296598+Claudiaaaaaaaaa@users.noreply.github.com> --- include/DDMinimizer.hpp | 1 - 1 file changed, 1 deletion(-) diff --git a/include/DDMinimizer.hpp b/include/DDMinimizer.hpp index b9a0db58..9fa09f4c 100644 --- a/include/DDMinimizer.hpp +++ b/include/DDMinimizer.hpp @@ -1,5 +1,4 @@ #include "Definitions.hpp" -#include "QuantumComputation.hpp" #include #include From 62776b4d8f8cdeacd46d9efedd5eb5d2603e3417 Mon Sep 17 00:00:00 2001 From: Claudiaaaaaaaaa Date: Sat, 7 Sep 2024 22:14:12 +0200 Subject: [PATCH 21/67] adjusted inclues for new folder structure in mqt-core --- include/DDMinimizer.hpp | 2 ++ src/DDMinimizer.cpp | 6 +++--- test/test_reorder_without_reordering.cpp | 4 ++-- 3 files changed, 7 insertions(+), 5 deletions(-) diff --git a/include/DDMinimizer.hpp b/include/DDMinimizer.hpp index 9fa09f4c..3305b4cf 100644 --- a/include/DDMinimizer.hpp +++ b/include/DDMinimizer.hpp @@ -1,4 +1,6 @@ #include "Definitions.hpp" +#include "ir/QuantumComputation.hpp" +#include "ir/Permutation.hpp" #include #include diff --git a/src/DDMinimizer.cpp b/src/DDMinimizer.cpp index 9fdea7b4..8492dde0 100644 --- a/src/DDMinimizer.cpp +++ b/src/DDMinimizer.cpp @@ -1,9 +1,9 @@ #include "DDMinimizer.hpp" -#include "CircuitOptimizer.hpp" +#include "circuit_optimizer/CircuitOptimizer.hpp" #include "CircuitSimulator.hpp" -#include "QuantumComputation.hpp" -#include "operations/OpType.hpp" +#include "ir/QuantumComputation.hpp" +#include "ir/operations/OpType.hpp" #include #include diff --git a/test/test_reorder_without_reordering.cpp b/test/test_reorder_without_reordering.cpp index acb6af9a..10150ddd 100644 --- a/test/test_reorder_without_reordering.cpp +++ b/test/test_reorder_without_reordering.cpp @@ -1,7 +1,7 @@ -#include "CircuitOptimizer.hpp" +#include "circuit_optimizer/CircuitOptimizer.hpp" #include "CircuitSimulator.hpp" #include "DDMinimizer.hpp" -#include "QuantumComputation.hpp" +#include "ir/QuantumComputation.hpp" #include From a335cadca5894281f1f715bd4686ce53893957d1 Mon Sep 17 00:00:00 2001 From: "pre-commit-ci[bot]" <66853113+pre-commit-ci[bot]@users.noreply.github.com> Date: Sat, 7 Sep 2024 20:21:07 +0000 Subject: [PATCH 22/67] =?UTF-8?q?=F0=9F=8E=A8=20pre-commit=20fixes?= MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit --- include/DDMinimizer.hpp | 2 +- src/DDMinimizer.cpp | 2 +- test/test_reorder_without_reordering.cpp | 2 +- 3 files changed, 3 insertions(+), 3 deletions(-) diff --git a/include/DDMinimizer.hpp b/include/DDMinimizer.hpp index 3305b4cf..af5260f9 100644 --- a/include/DDMinimizer.hpp +++ b/include/DDMinimizer.hpp @@ -1,6 +1,6 @@ #include "Definitions.hpp" -#include "ir/QuantumComputation.hpp" #include "ir/Permutation.hpp" +#include "ir/QuantumComputation.hpp" #include #include diff --git a/src/DDMinimizer.cpp b/src/DDMinimizer.cpp index 8492dde0..114bf096 100644 --- a/src/DDMinimizer.cpp +++ b/src/DDMinimizer.cpp @@ -1,7 +1,7 @@ #include "DDMinimizer.hpp" -#include "circuit_optimizer/CircuitOptimizer.hpp" #include "CircuitSimulator.hpp" +#include "circuit_optimizer/CircuitOptimizer.hpp" #include "ir/QuantumComputation.hpp" #include "ir/operations/OpType.hpp" diff --git a/test/test_reorder_without_reordering.cpp b/test/test_reorder_without_reordering.cpp index 10150ddd..1037c98f 100644 --- a/test/test_reorder_without_reordering.cpp +++ b/test/test_reorder_without_reordering.cpp @@ -1,6 +1,6 @@ -#include "circuit_optimizer/CircuitOptimizer.hpp" #include "CircuitSimulator.hpp" #include "DDMinimizer.hpp" +#include "circuit_optimizer/CircuitOptimizer.hpp" #include "ir/QuantumComputation.hpp" #include From 6b2a77c15b5bf5d917a8a5fb01d2ee8260ff62e4 Mon Sep 17 00:00:00 2001 From: Claudiaaaaaaaaa Date: Sat, 7 Sep 2024 22:39:02 +0200 Subject: [PATCH 23/67] fix CodeQL suggestions --- include/DDMinimizer.hpp | 2 ++ src/DDMinimizer.cpp | 3 --- 2 files changed, 2 insertions(+), 3 deletions(-) diff --git a/include/DDMinimizer.hpp b/include/DDMinimizer.hpp index 3305b4cf..70c7bf99 100644 --- a/include/DDMinimizer.hpp +++ b/include/DDMinimizer.hpp @@ -8,6 +8,8 @@ #include #include #include +#include + namespace qc { class DDMinimizer { diff --git a/src/DDMinimizer.cpp b/src/DDMinimizer.cpp index 8492dde0..b6b40c54 100644 --- a/src/DDMinimizer.cpp +++ b/src/DDMinimizer.cpp @@ -140,9 +140,6 @@ DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc) { layout = DDMinimizer::rotateLeft(layout, stairs_c_l); } else if (prio_x_r == 0 && stairs_x_r > 0) { layout = DDMinimizer::rotateRight(layout, stairs_x_r); - } else if (prio_c_l > 0 || prio_x_r > 0 || - (prio_c_l == 0 && prio_x_r == 0)) { - // do nothing cause identity is what we need anyway } } else if ((DDMinimizer::isFull(x_r->second) || DDMinimizer::isFull(c_l->second))) { From 00e98653274d5ede8f6a189ef44f31974d42f029 Mon Sep 17 00:00:00 2001 From: "pre-commit-ci[bot]" <66853113+pre-commit-ci[bot]@users.noreply.github.com> Date: Mon, 16 Sep 2024 07:20:39 +0000 Subject: [PATCH 24/67] =?UTF-8?q?=F0=9F=8E=A8=20pre-commit=20fixes?= MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit --- include/DDMinimizer.hpp | 3 +-- 1 file changed, 1 insertion(+), 2 deletions(-) diff --git a/include/DDMinimizer.hpp b/include/DDMinimizer.hpp index aca41f90..664af4cb 100644 --- a/include/DDMinimizer.hpp +++ b/include/DDMinimizer.hpp @@ -5,11 +5,10 @@ #include #include #include +#include #include #include #include -#include - namespace qc { class DDMinimizer { From f1f85358b150bbbc25b5887001e0d871a0b2f4e3 Mon Sep 17 00:00:00 2001 From: Claudiaaaaaaaaa Date: Mon, 16 Sep 2024 10:47:50 +0200 Subject: [PATCH 25/67] Added all the comments --- include/DDMinimizer.hpp | 85 +++++++++++++------ src/DDMinimizer.cpp | 181 ++++++++++++++++++++++++---------------- 2 files changed, 167 insertions(+), 99 deletions(-) diff --git a/include/DDMinimizer.hpp b/include/DDMinimizer.hpp index 664af4cb..4a6e8794 100644 --- a/include/DDMinimizer.hpp +++ b/include/DDMinimizer.hpp @@ -15,49 +15,80 @@ class DDMinimizer { public: /** - * @brief creates a vector hopefully the best initial Layout and applies it + * @brief creates a Heuristic based initialLayout for the QuantumComputation and applies it. + The current implementation is based on pattern found in the controlled gates * @param QuantumComputation - */ + */ static void optimizeInputPermutation(qc::QuantumComputation); + /** + * @brief creates a Heuristic based initialLayout for the QuantumComputation. + This implementation is based on pattern found in the controlled gates + * @param QuantumComputation + * @return the qc::Permutation + */ static qc::Permutation createGateBasedPermutation(qc::QuantumComputation& qc); - static bool isFull(std::vector vec); - static int getStairCount(std::vector vec); - static int getLadderPosition(std::vector vec, int laadder); - static std::vector reverseLayout(std::vector layout); - static std::vector rotateRight(std::vector layout, int stairs); - static std::vector rotateLeft(std::vector layout, int stairs); - static std::pair< - std::map, int>>, - std::map>> - makeDataStructure(qc::QuantumComputation& qc); + // Helper functions for createGateBasedPermutation + /** + * @brief creates a data structure for the pattern analysis of controlled gates + * @param QuantumComputation + * @return a pair of maps: + 1. map string of c_x, x_c, c_l, x_l, c_r, x_r ladder step to control and target bit to the index of the gate + 2. map: string of c_x, x_c, c_l, x_l, c_r, x_r ladder to vector of max index of gate + for the indicees: + for c_l and x_l position 0 in the vector marks the line of c(x) at 0 -> we + count the left most as the first for c_r and x_r position 0 in the vector + marks the line of c(x) at bits - 1 -> we count the right most as the first + */ + static std::pair, int>>, + std::map>> + makeDataStructure(qc::QuantumComputation& qc); + + //Functions to analyze the pattern of the controlled gates + static bool isFull(std::vector vec); + static int getStairCount(std::vector vec); + static int getLadderPosition(std::vector vec, int laadder); + + //Functions to adjust the layout based on the pattern of the controlled gates + static std::vector reverseLayout(std::vector layout); + static std::vector rotateRight(std::vector layout, int stairs); + static std::vector rotateLeft(std::vector layout, int stairs); + /** - * @brief creates a possible permutations of the initialLayout based on how to - * control bits are located + * @brief creates a Heuristic based initialLayout for the QuantumComputation. + This implementation is based on which qubits are controlled by which qubits * @param QuantumComputation + * @return the qc::Permutation */ - static qc::Permutation - createControlBasedPermutation(qc::QuantumComputation& qc); + static qc::Permutation createControlBasedPermutation(qc::QuantumComputation& qc); - static std::map - adjustWeights(std::map qubitWeights, std::set targets, - Qubit ctrl, std::map> controlToTargets, - int count); + // Helper function for createControlBasedPermutation + + /** + * @brief recursively adjusts the weights of the qubits based on the control and target qubits + * @param map of qubit to weight, current set of target qubits, current control qubit, overall map of control qubit to target qubits, count of recoursive calls + * @return adjusted map of qubit to weight + */ + static std::map + adjustWeights(std::map qubitWeights, std::set targets, + Qubit ctrl, std::map> controlToTargets, + int count); /** - * @brief creates a vector of all possible permutations of the initialLayout - * @param QuantumComputation - */ + * @brief creates a vector of all possible permutations of the initialLayout + used for first implementation of testing all Permutations and drawing conclusions + * @param QuantumComputation + */ static std::vector createAllPermutations(qc::QuantumComputation& qc); /** - * @brief Helper function to compute how many permutations there are for a - * number of qubits - * @param number of Bits - */ + * @brief Helper function to compute how many permutations there are for a set + * number of qubits + * @param number of Bits + */ static std::size_t factorial(std::size_t n); }; // class DDMinimizer diff --git a/src/DDMinimizer.cpp b/src/DDMinimizer.cpp index 782a0645..8bb35206 100644 --- a/src/DDMinimizer.cpp +++ b/src/DDMinimizer.cpp @@ -23,7 +23,9 @@ namespace qc { /*** * Public Methods ***/ + void optimizeInputPermutation(qc::QuantumComputation qc) { + //create, set and apply the heuristics based permutation qc::Permutation perm = DDMinimizer::createGateBasedPermutation(qc); qc.initialLayout = perm; qc::CircuitOptimizer::elidePermutations(qc); @@ -31,14 +33,15 @@ void optimizeInputPermutation(qc::QuantumComputation qc) { qc::Permutation DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc) { + + // create the data structure to store the indices in the pattern maps as well as the max indices of the ladders std::map, int>> maps = DDMinimizer::makeDataStructure(qc).first; std::map> indices = DDMinimizer::makeDataStructure(qc).second; std::size_t bits = qc.getNqubits(); - // iterate over all the ops and mark the index of the found x-c pairs in the - // map. + // iterate over all the ops and mark the index of the found x-c pairs in the map. int instruction_index = 0; bool found = false; for (const auto& op : qc) { @@ -113,6 +116,7 @@ DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc) { int stairs_c_l = DDMinimizer::getStairCount(c_l->second); int stairs_x_r = DDMinimizer::getStairCount(x_r->second); + //complete case checkings and adjust the layout if ((c_x->second[0] != -1) && (x_c->second[0] == -1 || c_x->second[0] < x_c->second[0])) { @@ -150,32 +154,103 @@ DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc) { // transform layout into permutation qc::Permutation perm; - std::vector physicalQubits(bits); + std::vector layer(bits); for (qc::Qubit i = 0; i < bits; i++) { - physicalQubits[i] = i; + layer[i] = i; } for (qc::Qubit i = 0; i < bits; i++) { - perm[physicalQubits[i]] = layout[i]; + perm[layer[i]] = layout[i]; } return perm; } +// Helper function to create the data structure for the pattern analysis of controlled gates +std::pair, int>>, + std::map>> +DDMinimizer::makeDataStructure(qc::QuantumComputation& qc) { + std::size_t bits = qc.getNqubits(); + + // map string of c_x, x_c, c_l, x_l, c_r, x_r to map of control and target bit to the index of the gate + std::map, int>> maps; + + // string of c_x, x_c, c_l, x_l, c_r, x_r to vector of max index of gate + // for c_l and x_l position 0 in the vector marks the line of c(x) at 0 -> we + // count the left most as the first for c_r and x_r position 0 in the vector + // marks the line of c(x) at bits - 1 -> we count the right most as the first + std::map> indices; + + // create x-c ladder + std::size_t max = bits - 1; + + //maps for the x-c and c-x ladder with pair of control qubit and target qubit to index + std::map, int> x_c_map; + std::map, int> c_x_map; + for (size_t i = 0; i < max; i++) { + x_c_map.insert({{i + 1, i}, -1}); + c_x_map.insert({{i, i + 1}, -1}); + } + //save complete maps of ladder and for max index evaluation + maps.insert({"x_c", x_c_map}); + indices.insert({"x_c", std::vector(1, 0)}); + maps.insert({"c_x", c_x_map}); + indices.insert({"c_x", std::vector(1, 0)}); + + //create c-l and x-l ladder + for (size_t i = 0; i < max; i++) { + std::map, int> x_l_map; + std::map, int> c_l_map; + //create the steps of the ladder + for (size_t j = 0; j < bits; j++) { + if (i < j) { + x_l_map.insert({{j, i}, -1}); + c_l_map.insert({{i, j}, -1}); + } + } + //save the steps in the maps + maps.insert({"x_l_" + std::to_string(i), x_l_map}); + maps.insert({"c_l_" + std::to_string(i), c_l_map}); + } + //save the complete ladder for max index evaluation + indices.insert({"x_l", std::vector(bits - 1, 0)}); + indices.insert({"c_l", std::vector(bits - 1, 0)}); + + //create c-r and x-r ladder + for (size_t i = max; i > 0; i--) { + std::map, int> x_r_map; + std::map, int> c_r_map; + //create the steps of the ladder + for (size_t j = 0; j < bits; j++) { + if (i > j) { + x_r_map.insert({{j, i}, -1}); + c_r_map.insert({{i, j}, -1}); + } + } + //save the steps in the maps + maps.insert({"x_r_" + std::to_string(i), x_r_map}); + maps.insert({"c_r_" + std::to_string(i), c_r_map}); + } + //save the complete ladder for max index evaluation + indices.insert({"x_r", std::vector(bits - 1, 0)}); + indices.insert({"c_r", std::vector(bits - 1, 0)}); + + return std::make_pair(maps, indices); +} + +// Helper function to check if the vector of a ladder step is full, meaning each gate appeared in the circuit bool DDMinimizer::isFull(std::vector vec) { std::size_t countNegativeOne = 0; - for (int value : vec) { if (value == -1) { countNegativeOne++; } } - if (countNegativeOne == 0) { return true; } - return false; } +//Helper function to get the number of complete stairs in a ladder int DDMinimizer::getStairCount(std::vector vec) { int count = 0; for (int value : vec) { @@ -188,6 +263,7 @@ int DDMinimizer::getStairCount(std::vector vec) { return count; } +//Helper function to get the position of a ladder in comparison to other steps int DDMinimizer::getLadderPosition(std::vector vec, int ladder) { int count = 0; for (size_t i = 0; i < vec.size(); i++) { @@ -202,6 +278,8 @@ int DDMinimizer::getLadderPosition(std::vector vec, int ladder) { return count; } +//Helper functions to manipulate the Layout: reverse, rotate right and left + std::vector DDMinimizer::reverseLayout(std::vector layout) { std::vector reversed_layout(layout.size()); for (std::size_t i = 0; i < layout.size(); i++) { @@ -252,66 +330,14 @@ std::vector DDMinimizer::rotateLeft(std::vector layout, return rotated_layout; } -std::pair, int>>, - std::map>> -DDMinimizer::makeDataStructure(qc::QuantumComputation& qc) { - std::size_t bits = qc.getNqubits(); - std::map, int>> maps; - // string of c_x, x_c, c_l, x_l, c_r, x_r to vector of max index of gate - // for c_l and x_l position 0 in the vector marks the line of c(x) at 0 -> we - // count the left most as the first for c_r and x_r position 0 in the vector - // marks the line of c(x) at bits - 1 -> we count the right most as the first - std::map> indices; - - // create x-c ladder - std::size_t max = bits - 1; - std::map, int> x_c_map; - std::map, int> c_x_map; // c -> x - for (size_t i = 0; i < max; i++) { - x_c_map.insert({{i + 1, i}, -1}); - c_x_map.insert({{i, i + 1}, -1}); - } - maps.insert({"x_c", x_c_map}); - indices.insert({"x_c", std::vector(1, 0)}); - maps.insert({"c_x", c_x_map}); - indices.insert({"c_x", std::vector(1, 0)}); - - for (size_t i = 0; i < max; i++) { - std::map, int> x_l_map; - std::map, int> c_l_map; - for (size_t j = 0; j < bits; j++) { - if (i < j) { - x_l_map.insert({{j, i}, -1}); - c_l_map.insert({{i, j}, -1}); - } - } - maps.insert({"x_l_" + std::to_string(i), x_l_map}); - maps.insert({"c_l_" + std::to_string(i), c_l_map}); - } - indices.insert({"x_l", std::vector(bits - 1, 0)}); - indices.insert({"c_l", std::vector(bits - 1, 0)}); - - for (size_t i = max; i > 0; i--) { - std::map, int> x_r_map; - std::map, int> c_r_map; - for (size_t j = 0; j < bits; j++) { - if (i > j) { - x_r_map.insert({{j, i}, -1}); - c_r_map.insert({{i, j}, -1}); - } - } - maps.insert({"x_r_" + std::to_string(i), x_r_map}); - maps.insert({"c_r_" + std::to_string(i), c_r_map}); - } - indices.insert({"x_r", std::vector(bits - 1, 0)}); - indices.insert({"c_r", std::vector(bits - 1, 0)}); - return std::make_pair(maps, indices); -} +//Fallback function to create a control based permutation if no pattern is found in the controlled gates qc::Permutation DDMinimizer::createControlBasedPermutation(qc::QuantumComputation& qc) { + //create and fill a map of each qubit to all the qubits it controls std::map> controlToTargets; + //iterate over all the ops to mark which qubits are controlled by which qubits for (const auto& op : qc) { if (!op->isStandardOperation()) { continue; @@ -336,36 +362,42 @@ DDMinimizer::createControlBasedPermutation(qc::QuantumComputation& qc) { return qc.initialLayout; } + //create a weights map for the qubits to evaluate the order of the qubits std::size_t bits = qc.getNqubits(); - std::vector logicalQubits(bits); - std::vector physicalQubits(bits); + std::vector qubit(bits); + std::vector layer(bits); std::map qubitWeights; for (Qubit i = 0; i < bits; ++i) { - physicalQubits[i] = i; - logicalQubits[i] = i; + layer[i] = i; + qubit[i] = i; qubitWeights.insert({i, 1}); } std::set encounteredTargets; - // trying the approach of control > target int weight = 1; + //compute and anjust the weight of the controlling qubit based on all control to target relations for (const auto& pair : controlToTargets) { + //if the current control qubit is already encountered as a previous target, adjust the weights if (encounteredTargets.find(pair.first) != encounteredTargets.end()) { qubitWeights = DDMinimizer::adjustWeights( qubitWeights, encounteredTargets, pair.first, controlToTargets, 1); } - + //get a base line weight for the control qubit as the previous one weight = qubitWeights[pair.first]; + //iterate over all the targets that are controlled by the current qubit in current item of the control to target map for (const auto& target : pair.second) { + //save all the encountered targets encounteredTargets.insert(target); + //compute the new weight of the control qubit based on all its targets and the base line weight = std::max(qubitWeights[target], weight + 1); } weight++; qubitWeights[pair.first] = weight; } - sort(physicalQubits.begin(), physicalQubits.end(), + //sort the layout based on the weights of the qubits + sort(layer.begin(), layer.end(), [&qubitWeights](const Qubit& a, const Qubit& b) { auto weightA = qubitWeights.find(a) != qubitWeights.end() ? qubitWeights.at(a) @@ -375,21 +407,25 @@ DDMinimizer::createControlBasedPermutation(qc::QuantumComputation& qc) { : 0; return weightA < weightB; }); + + //transform the layout into a permutationq qc::Permutation perm; - for (std::size_t m = 0; m < bits; m++) { - perm[logicalQubits[m]] = physicalQubits[m]; + perm[qubit[m]] = layer[m]; } return perm; } +//Helper function to adjust the weights of the qubits when a controlling qubit was previously a target std::map DDMinimizer::adjustWeights( std::map qubitWeights, std::set targets, Qubit ctrl, std::map> controlToTargets, int count) { + //avoid infinite loop if (count == controlToTargets.size()) { return qubitWeights; } + //recoursively increase all the weights of the control qubits where the current controlling one was a target for (const auto& controlPair : controlToTargets) { if (controlPair.second.find(ctrl) != controlPair.second.end()) { Qubit control = controlPair.first; @@ -401,6 +437,7 @@ std::map DDMinimizer::adjustWeights( return qubitWeights; } +//Helper function to compute how many permutations there are for a set number of qubits std::size_t DDMinimizer::factorial(std::size_t n) { std::size_t result = 1; for (std::size_t i = 1; i <= n; ++i) { From e7ef6b48d86962db3e760e37815899b987768002 Mon Sep 17 00:00:00 2001 From: "pre-commit-ci[bot]" <66853113+pre-commit-ci[bot]@users.noreply.github.com> Date: Mon, 16 Sep 2024 08:55:28 +0000 Subject: [PATCH 26/67] =?UTF-8?q?=F0=9F=8E=A8=20pre-commit=20fixes?= MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit --- include/DDMinimizer.hpp | 95 ++++++++++++++++++++++------------------- src/DDMinimizer.cpp | 91 ++++++++++++++++++++++----------------- 2 files changed, 104 insertions(+), 82 deletions(-) diff --git a/include/DDMinimizer.hpp b/include/DDMinimizer.hpp index 4a6e8794..819b9cbe 100644 --- a/include/DDMinimizer.hpp +++ b/include/DDMinimizer.hpp @@ -15,80 +15,89 @@ class DDMinimizer { public: /** - * @brief creates a Heuristic based initialLayout for the QuantumComputation and applies it. - The current implementation is based on pattern found in the controlled gates + * @brief creates a Heuristic based initialLayout for the QuantumComputation + and applies it. The current implementation is based on pattern found in the + controlled gates * @param QuantumComputation */ static void optimizeInputPermutation(qc::QuantumComputation); - /** + /** * @brief creates a Heuristic based initialLayout for the QuantumComputation. - This implementation is based on pattern found in the controlled gates + This implementation is based on pattern found in the controlled + gates * @param QuantumComputation * @return the qc::Permutation */ static qc::Permutation createGateBasedPermutation(qc::QuantumComputation& qc); // Helper functions for createGateBasedPermutation - /** - * @brief creates a data structure for the pattern analysis of controlled gates - * @param QuantumComputation - * @return a pair of maps: - 1. map string of c_x, x_c, c_l, x_l, c_r, x_r ladder step to control and target bit to the index of the gate - 2. map: string of c_x, x_c, c_l, x_l, c_r, x_r ladder to vector of max index of gate - for the indicees: - for c_l and x_l position 0 in the vector marks the line of c(x) at 0 -> we - count the left most as the first for c_r and x_r position 0 in the vector - marks the line of c(x) at bits - 1 -> we count the right most as the first - */ - static std::pair, int>>, - std::map>> - makeDataStructure(qc::QuantumComputation& qc); + /** + * @brief creates a data structure for the pattern analysis of controlled gates + * @param QuantumComputation + * @return a pair of maps: + 1. map string of c_x, x_c, c_l, x_l, c_r, x_r ladder step to control + and target bit to the index of the gate + 2. map: string of c_x, x_c, c_l, x_l, c_r, x_r ladder to vector of max + index of gate for the indices: for c_l and x_l position 0 in the vector marks + the line of c(x) at 0 -> we count the left most as the first for c_r and x_r + position 0 in the vector marks the line of c(x) at bits - 1 -> we count the + right most as the first + */ + static std::pair< + std::map, int>>, + std::map>> + makeDataStructure(qc::QuantumComputation& qc); - //Functions to analyze the pattern of the controlled gates - static bool isFull(std::vector vec); - static int getStairCount(std::vector vec); - static int getLadderPosition(std::vector vec, int laadder); + // Functions to analyze the pattern of the controlled gates + static bool isFull(std::vector vec); + static int getStairCount(std::vector vec); + static int getLadderPosition(std::vector vec, int laadder); - //Functions to adjust the layout based on the pattern of the controlled gates - static std::vector reverseLayout(std::vector layout); - static std::vector rotateRight(std::vector layout, int stairs); - static std::vector rotateLeft(std::vector layout, int stairs); - + // Functions to adjust the layout based on the pattern of the controlled gates + static std::vector reverseLayout(std::vector layout); + static std::vector rotateRight(std::vector layout, int stairs); + static std::vector rotateLeft(std::vector layout, int stairs); /** * @brief creates a Heuristic based initialLayout for the QuantumComputation. - This implementation is based on which qubits are controlled by which qubits + This implementation is based on which qubits are controlled by which + qubits * @param QuantumComputation * @return the qc::Permutation */ - static qc::Permutation createControlBasedPermutation(qc::QuantumComputation& qc); + static qc::Permutation + createControlBasedPermutation(qc::QuantumComputation& qc); // Helper function for createControlBasedPermutation - /** - * @brief recursively adjusts the weights of the qubits based on the control and target qubits - * @param map of qubit to weight, current set of target qubits, current control qubit, overall map of control qubit to target qubits, count of recoursive calls - * @return adjusted map of qubit to weight - */ - static std::map - adjustWeights(std::map qubitWeights, std::set targets, - Qubit ctrl, std::map> controlToTargets, - int count); + /** + * @brief recursively adjusts the weights of the qubits based on the control + * and target qubits + * @param map of qubit to weight, current set of target qubits, current + * control qubit, overall map of control qubit to target qubits, count of + * recoursive calls + * @return adjusted map of qubit to weight + */ + static std::map + adjustWeights(std::map qubitWeights, std::set targets, + Qubit ctrl, std::map> controlToTargets, + int count); /** * @brief creates a vector of all possible permutations of the initialLayout - used for first implementation of testing all Permutations and drawing conclusions + used for first implementation of testing all Permutations and + drawing conclusions * @param QuantumComputation */ static std::vector createAllPermutations(qc::QuantumComputation& qc); /** - * @brief Helper function to compute how many permutations there are for a set - * number of qubits - * @param number of Bits - */ + * @brief Helper function to compute how many permutations there are for a set + * number of qubits + * @param number of Bits + */ static std::size_t factorial(std::size_t n); }; // class DDMinimizer diff --git a/src/DDMinimizer.cpp b/src/DDMinimizer.cpp index 8bb35206..72e7c79c 100644 --- a/src/DDMinimizer.cpp +++ b/src/DDMinimizer.cpp @@ -25,7 +25,7 @@ namespace qc { ***/ void optimizeInputPermutation(qc::QuantumComputation qc) { - //create, set and apply the heuristics based permutation + // create, set and apply the heuristics based permutation qc::Permutation perm = DDMinimizer::createGateBasedPermutation(qc); qc.initialLayout = perm; qc::CircuitOptimizer::elidePermutations(qc); @@ -34,14 +34,16 @@ void optimizeInputPermutation(qc::QuantumComputation qc) { qc::Permutation DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc) { - // create the data structure to store the indices in the pattern maps as well as the max indices of the ladders + // create the data structure to store the indices in the pattern maps as well + // as the max indices of the ladders std::map, int>> maps = DDMinimizer::makeDataStructure(qc).first; std::map> indices = DDMinimizer::makeDataStructure(qc).second; std::size_t bits = qc.getNqubits(); - // iterate over all the ops and mark the index of the found x-c pairs in the map. + // iterate over all the ops and mark the index of the found x-c pairs in the + // map. int instruction_index = 0; bool found = false; for (const auto& op : qc) { @@ -116,7 +118,7 @@ DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc) { int stairs_c_l = DDMinimizer::getStairCount(c_l->second); int stairs_x_r = DDMinimizer::getStairCount(x_r->second); - //complete case checkings and adjust the layout + // complete case checkins and adjust the layout if ((c_x->second[0] != -1) && (x_c->second[0] == -1 || c_x->second[0] < x_c->second[0])) { @@ -164,13 +166,15 @@ DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc) { return perm; } -// Helper function to create the data structure for the pattern analysis of controlled gates +// Helper function to create the data structure for the pattern analysis of +// controlled gates std::pair, int>>, std::map>> DDMinimizer::makeDataStructure(qc::QuantumComputation& qc) { std::size_t bits = qc.getNqubits(); - // map string of c_x, x_c, c_l, x_l, c_r, x_r to map of control and target bit to the index of the gate + // map string of c_x, x_c, c_l, x_l, c_r, x_r to map of control and target bit + // to the index of the gate std::map, int>> maps; // string of c_x, x_c, c_l, x_l, c_r, x_r to vector of max index of gate @@ -181,62 +185,64 @@ DDMinimizer::makeDataStructure(qc::QuantumComputation& qc) { // create x-c ladder std::size_t max = bits - 1; - - //maps for the x-c and c-x ladder with pair of control qubit and target qubit to index + + // maps for the x-c and c-x ladder with pair of control qubit and target qubit + // to index std::map, int> x_c_map; std::map, int> c_x_map; for (size_t i = 0; i < max; i++) { x_c_map.insert({{i + 1, i}, -1}); c_x_map.insert({{i, i + 1}, -1}); } - //save complete maps of ladder and for max index evaluation + // save complete maps of ladder and for max index evaluation maps.insert({"x_c", x_c_map}); indices.insert({"x_c", std::vector(1, 0)}); maps.insert({"c_x", c_x_map}); indices.insert({"c_x", std::vector(1, 0)}); - //create c-l and x-l ladder + // create c-l and x-l ladder for (size_t i = 0; i < max; i++) { std::map, int> x_l_map; std::map, int> c_l_map; - //create the steps of the ladder + // create the steps of the ladder for (size_t j = 0; j < bits; j++) { if (i < j) { x_l_map.insert({{j, i}, -1}); c_l_map.insert({{i, j}, -1}); } } - //save the steps in the maps + // save the steps in the maps maps.insert({"x_l_" + std::to_string(i), x_l_map}); maps.insert({"c_l_" + std::to_string(i), c_l_map}); } - //save the complete ladder for max index evaluation + // save the complete ladder for max index evaluation indices.insert({"x_l", std::vector(bits - 1, 0)}); indices.insert({"c_l", std::vector(bits - 1, 0)}); - //create c-r and x-r ladder + // create c-r and x-r ladder for (size_t i = max; i > 0; i--) { std::map, int> x_r_map; std::map, int> c_r_map; - //create the steps of the ladder + // create the steps of the ladder for (size_t j = 0; j < bits; j++) { if (i > j) { x_r_map.insert({{j, i}, -1}); c_r_map.insert({{i, j}, -1}); } } - //save the steps in the maps + // save the steps in the maps maps.insert({"x_r_" + std::to_string(i), x_r_map}); maps.insert({"c_r_" + std::to_string(i), c_r_map}); } - //save the complete ladder for max index evaluation + // save the complete ladder for max index evaluation indices.insert({"x_r", std::vector(bits - 1, 0)}); indices.insert({"c_r", std::vector(bits - 1, 0)}); return std::make_pair(maps, indices); } -// Helper function to check if the vector of a ladder step is full, meaning each gate appeared in the circuit +// Helper function to check if the vector of a ladder step is full, meaning each +// gate appeared in the circuit bool DDMinimizer::isFull(std::vector vec) { std::size_t countNegativeOne = 0; for (int value : vec) { @@ -250,7 +256,7 @@ bool DDMinimizer::isFull(std::vector vec) { return false; } -//Helper function to get the number of complete stairs in a ladder +// Helper function to get the number of complete stairs in a ladder int DDMinimizer::getStairCount(std::vector vec) { int count = 0; for (int value : vec) { @@ -263,7 +269,7 @@ int DDMinimizer::getStairCount(std::vector vec) { return count; } -//Helper function to get the position of a ladder in comparison to other steps +// Helper function to get the position of a ladder in comparison to other steps int DDMinimizer::getLadderPosition(std::vector vec, int ladder) { int count = 0; for (size_t i = 0; i < vec.size(); i++) { @@ -278,7 +284,7 @@ int DDMinimizer::getLadderPosition(std::vector vec, int ladder) { return count; } -//Helper functions to manipulate the Layout: reverse, rotate right and left +// Helper functions to manipulate the Layout: reverse, rotate right and left std::vector DDMinimizer::reverseLayout(std::vector layout) { std::vector reversed_layout(layout.size()); @@ -330,14 +336,15 @@ std::vector DDMinimizer::rotateLeft(std::vector layout, return rotated_layout; } - -//Fallback function to create a control based permutation if no pattern is found in the controlled gates +// Fallback function to create a control based permutation if no pattern is +// found in the controlled gates qc::Permutation DDMinimizer::createControlBasedPermutation(qc::QuantumComputation& qc) { - //create and fill a map of each qubit to all the qubits it controls + // create and fill a map of each qubit to all the qubits it controls std::map> controlToTargets; - //iterate over all the ops to mark which qubits are controlled by which qubits + // iterate over all the ops to mark which qubits are controlled by which + // qubits for (const auto& op : qc) { if (!op->isStandardOperation()) { continue; @@ -362,7 +369,7 @@ DDMinimizer::createControlBasedPermutation(qc::QuantumComputation& qc) { return qc.initialLayout; } - //create a weights map for the qubits to evaluate the order of the qubits + // create a weights map for the qubits to evaluate the order of the qubits std::size_t bits = qc.getNqubits(); std::vector qubit(bits); std::vector layer(bits); @@ -375,28 +382,32 @@ DDMinimizer::createControlBasedPermutation(qc::QuantumComputation& qc) { std::set encounteredTargets; int weight = 1; - //compute and anjust the weight of the controlling qubit based on all control to target relations + // compute and anjust the weight of the controlling qubit based on all control + // to target relations for (const auto& pair : controlToTargets) { - //if the current control qubit is already encountered as a previous target, adjust the weights + // if the current control qubit is already encountered as a previous target, + // adjust the weights if (encounteredTargets.find(pair.first) != encounteredTargets.end()) { qubitWeights = DDMinimizer::adjustWeights( qubitWeights, encounteredTargets, pair.first, controlToTargets, 1); } - //get a base line weight for the control qubit as the previous one + // get a base line weight for the control qubit as the previous one weight = qubitWeights[pair.first]; - //iterate over all the targets that are controlled by the current qubit in current item of the control to target map + // iterate over all the targets that are controlled by the current qubit in + // current item of the control to target map for (const auto& target : pair.second) { - //save all the encountered targets + // save all the encountered targets encounteredTargets.insert(target); - //compute the new weight of the control qubit based on all its targets and the base line + // compute the new weight of the control qubit based on all its targets + // and the base line weight = std::max(qubitWeights[target], weight + 1); } weight++; qubitWeights[pair.first] = weight; } - //sort the layout based on the weights of the qubits + // sort the layout based on the weights of the qubits sort(layer.begin(), layer.end(), [&qubitWeights](const Qubit& a, const Qubit& b) { auto weightA = qubitWeights.find(a) != qubitWeights.end() @@ -407,9 +418,8 @@ DDMinimizer::createControlBasedPermutation(qc::QuantumComputation& qc) { : 0; return weightA < weightB; }); - - //transform the layout into a permutationq + // transform the layout into a permutationq qc::Permutation perm; for (std::size_t m = 0; m < bits; m++) { perm[qubit[m]] = layer[m]; @@ -417,15 +427,17 @@ DDMinimizer::createControlBasedPermutation(qc::QuantumComputation& qc) { return perm; } -//Helper function to adjust the weights of the qubits when a controlling qubit was previously a target +// Helper function to adjust the weights of the qubits when a controlling qubit +// was previously a target std::map DDMinimizer::adjustWeights( std::map qubitWeights, std::set targets, Qubit ctrl, std::map> controlToTargets, int count) { - //avoid infinite loop + // avoid infinite loop if (count == controlToTargets.size()) { return qubitWeights; } - //recoursively increase all the weights of the control qubits where the current controlling one was a target + // recoursively increase all the weights of the control qubits where the + // current controlling one was a target for (const auto& controlPair : controlToTargets) { if (controlPair.second.find(ctrl) != controlPair.second.end()) { Qubit control = controlPair.first; @@ -437,7 +449,8 @@ std::map DDMinimizer::adjustWeights( return qubitWeights; } -//Helper function to compute how many permutations there are for a set number of qubits +// Helper function to compute how many permutations there are for a set number +// of qubits std::size_t DDMinimizer::factorial(std::size_t n) { std::size_t result = 1; for (std::size_t i = 1; i <= n; ++i) { From 9e579e7b0c831cc4eb902484c96cd17bed4ec304 Mon Sep 17 00:00:00 2001 From: Claudiaaaaaaaaa Date: Mon, 16 Sep 2024 11:59:37 +0200 Subject: [PATCH 27/67] worked on issues from Lint --- src/DDMinimizer.cpp | 57 +++++++++++++++++++++++---------------------- 1 file changed, 29 insertions(+), 28 deletions(-) diff --git a/src/DDMinimizer.cpp b/src/DDMinimizer.cpp index 8bb35206..003b95c8 100644 --- a/src/DDMinimizer.cpp +++ b/src/DDMinimizer.cpp @@ -1,13 +1,14 @@ #include "DDMinimizer.hpp" #include "CircuitSimulator.hpp" -#include "circuit_optimizer/CircuitOptimizer.hpp" #include "ir/QuantumComputation.hpp" #include "ir/operations/OpType.hpp" +#include "ir/Permutation.hpp" +#include "ir/operations/Control.hpp" +#include "circuit_optimizer/CircuitOptimizer.hpp" + -#include #include -#include #include #include #include @@ -26,7 +27,7 @@ namespace qc { void optimizeInputPermutation(qc::QuantumComputation qc) { //create, set and apply the heuristics based permutation - qc::Permutation perm = DDMinimizer::createGateBasedPermutation(qc); + const qc::Permutation perm = DDMinimizer::createGateBasedPermutation(qc); qc.initialLayout = perm; qc::CircuitOptimizer::elidePermutations(qc); } @@ -39,7 +40,7 @@ DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc) { DDMinimizer::makeDataStructure(qc).first; std::map> indices = DDMinimizer::makeDataStructure(qc).second; - std::size_t bits = qc.getNqubits(); + const std::size_t bits = qc.getNqubits(); // iterate over all the ops and mark the index of the found x-c pairs in the map. int instruction_index = 0; @@ -48,8 +49,8 @@ DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc) { if (!op->isStandardOperation() || op->getType() == Z) { continue; } - Controls controls = op->getControls(); - std::vector targets = {op->getTargets().begin(), + const Controls controls = op->getControls(); + const std::vector targets = {op->getTargets().begin(), op->getTargets().end()}; for (const auto& control : controls) { @@ -76,7 +77,7 @@ DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc) { if (pair.second == -1) { max = -1; break; - } else if (pair.second > max) { + } if (pair.second > max) { max = pair.second; } } @@ -85,10 +86,10 @@ DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc) { if (it != indices.end()) { if (map_name[2] == 'r') { - std::size_t column = static_cast(map.first[4] - '0'); + const auto column = static_cast(map.first[4] - '0'); it->second[bits - 1 - column] = max; } else if (map_name[2] == 'l') { - std::size_t column = static_cast(map.first[4] - '0'); + const auto column = static_cast(map.first[4] - '0'); it->second[column] = max; } else { it->second[0] = max; @@ -107,14 +108,14 @@ DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc) { auto c_r = indices.find("c_r"); auto x_r = indices.find("x_r"); - int prio_c_r = DDMinimizer::getLadderPosition(c_r->second, x_c->second[0]); - int prio_x_l = DDMinimizer::getLadderPosition(x_l->second, x_c->second[0]); - int stairs_c_r = DDMinimizer::getStairCount(c_r->second); - int stairs_x_l = DDMinimizer::getStairCount(x_l->second); - int prio_c_l = DDMinimizer::getLadderPosition(c_l->second, c_x->second[0]); - int prio_x_r = DDMinimizer::getLadderPosition(x_r->second, c_x->second[0]); - int stairs_c_l = DDMinimizer::getStairCount(c_l->second); - int stairs_x_r = DDMinimizer::getStairCount(x_r->second); + const int prio_c_r = DDMinimizer::getLadderPosition(c_r->second, x_c->second[0]); + const int prio_x_l = DDMinimizer::getLadderPosition(x_l->second, x_c->second[0]); + const int stairs_c_r = DDMinimizer::getStairCount(c_r->second); + const int stairs_x_l = DDMinimizer::getStairCount(x_l->second); + const int prio_c_l = DDMinimizer::getLadderPosition(c_l->second, c_x->second[0]); + const int prio_x_r = DDMinimizer::getLadderPosition(x_r->second, c_x->second[0]); + const int stairs_c_l = DDMinimizer::getStairCount(c_l->second); + const int stairs_x_r = DDMinimizer::getStairCount(x_r->second); //complete case checkings and adjust the layout if ((c_x->second[0] != -1) && @@ -168,7 +169,7 @@ DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc) { std::pair, int>>, std::map>> DDMinimizer::makeDataStructure(qc::QuantumComputation& qc) { - std::size_t bits = qc.getNqubits(); + const std::size_t bits = qc.getNqubits(); // map string of c_x, x_c, c_l, x_l, c_r, x_r to map of control and target bit to the index of the gate std::map, int>> maps; @@ -180,7 +181,7 @@ DDMinimizer::makeDataStructure(qc::QuantumComputation& qc) { std::map> indices; // create x-c ladder - std::size_t max = bits - 1; + const std::size_t max = bits - 1; //maps for the x-c and c-x ladder with pair of control qubit and target qubit to index std::map, int> x_c_map; @@ -290,7 +291,7 @@ std::vector DDMinimizer::reverseLayout(std::vector layout) { std::vector DDMinimizer::rotateRight(std::vector layout, int stairs) { - std::vector::size_type size = layout.size(); + const std::vector::size_type size = layout.size(); std::vector rotated_layout(size); for (int r = 0; r < stairs; ++r) { if (!layout.empty()) { @@ -298,7 +299,7 @@ std::vector DDMinimizer::rotateRight(std::vector layout, layout[static_cast::size_type>(r)]; } } - std::vector::size_type left = + const std::vector::size_type left = size - static_cast::size_type>(stairs); for (std::vector::size_type r = 0; r < left; ++r) { if (!layout.empty()) { @@ -311,7 +312,7 @@ std::vector DDMinimizer::rotateRight(std::vector layout, std::vector DDMinimizer::rotateLeft(std::vector layout, int stairs) { - std::vector::size_type size = layout.size(); + const std::vector::size_type size = layout.size(); std::vector rotated_layout(size); for (int r = 0; r < stairs; ++r) { if (!layout.empty()) { @@ -319,7 +320,7 @@ std::vector DDMinimizer::rotateLeft(std::vector layout, layout[size - static_cast::size_type>(r + 1)]; } } - std::vector::size_type left = + const std::vector::size_type left = size - static_cast::size_type>(stairs); for (std::vector::size_type r = 0; r < left; ++r) { if (!layout.empty()) { @@ -342,8 +343,8 @@ DDMinimizer::createControlBasedPermutation(qc::QuantumComputation& qc) { if (!op->isStandardOperation()) { continue; } - Controls controls = op->getControls(); - std::set targets = {op->getTargets().begin(), + const Controls controls = op->getControls(); + const std::set targets = {op->getTargets().begin(), op->getTargets().end()}; for (const auto& control : controls) { @@ -363,7 +364,7 @@ DDMinimizer::createControlBasedPermutation(qc::QuantumComputation& qc) { } //create a weights map for the qubits to evaluate the order of the qubits - std::size_t bits = qc.getNqubits(); + const std::size_t bits = qc.getNqubits(); std::vector qubit(bits); std::vector layer(bits); std::map qubitWeights; @@ -428,7 +429,7 @@ std::map DDMinimizer::adjustWeights( //recoursively increase all the weights of the control qubits where the current controlling one was a target for (const auto& controlPair : controlToTargets) { if (controlPair.second.find(ctrl) != controlPair.second.end()) { - Qubit control = controlPair.first; + const Qubit control = controlPair.first; qubitWeights[controlPair.first]++; qubitWeights = DDMinimizer::adjustWeights(qubitWeights, targets, control, controlToTargets, count + 1); From 6afcacf3ece3b43f6b0c6765194991f5c1ab93b3 Mon Sep 17 00:00:00 2001 From: "pre-commit-ci[bot]" <66853113+pre-commit-ci[bot]@users.noreply.github.com> Date: Mon, 16 Sep 2024 10:01:59 +0000 Subject: [PATCH 28/67] =?UTF-8?q?=F0=9F=8E=A8=20pre-commit=20fixes?= MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit --- src/DDMinimizer.cpp | 37 +++++++++++++++++++++---------------- 1 file changed, 21 insertions(+), 16 deletions(-) diff --git a/src/DDMinimizer.cpp b/src/DDMinimizer.cpp index 186049c5..e153a51a 100644 --- a/src/DDMinimizer.cpp +++ b/src/DDMinimizer.cpp @@ -1,12 +1,11 @@ #include "DDMinimizer.hpp" #include "CircuitSimulator.hpp" -#include "ir/QuantumComputation.hpp" -#include "ir/operations/OpType.hpp" +#include "circuit_optimizer/CircuitOptimizer.hpp" #include "ir/Permutation.hpp" +#include "ir/QuantumComputation.hpp" #include "ir/operations/Control.hpp" -#include "circuit_optimizer/CircuitOptimizer.hpp" - +#include "ir/operations/OpType.hpp" #include #include @@ -26,7 +25,7 @@ namespace qc { ***/ void optimizeInputPermutation(qc::QuantumComputation qc) { - //create, set and apply the heuristics based permutation + // create, set and apply the heuristics based permutation const qc::Permutation perm = DDMinimizer::createGateBasedPermutation(qc); qc.initialLayout = perm; qc::CircuitOptimizer::elidePermutations(qc); @@ -53,7 +52,7 @@ DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc) { } const Controls controls = op->getControls(); const std::vector targets = {op->getTargets().begin(), - op->getTargets().end()}; + op->getTargets().end()}; for (const auto& control : controls) { for (const auto& target : targets) { @@ -79,7 +78,8 @@ DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc) { if (pair.second == -1) { max = -1; break; - } if (pair.second > max) { + } + if (pair.second > max) { max = pair.second; } } @@ -110,12 +110,16 @@ DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc) { auto c_r = indices.find("c_r"); auto x_r = indices.find("x_r"); - const int prio_c_r = DDMinimizer::getLadderPosition(c_r->second, x_c->second[0]); - const int prio_x_l = DDMinimizer::getLadderPosition(x_l->second, x_c->second[0]); + const int prio_c_r = + DDMinimizer::getLadderPosition(c_r->second, x_c->second[0]); + const int prio_x_l = + DDMinimizer::getLadderPosition(x_l->second, x_c->second[0]); const int stairs_c_r = DDMinimizer::getStairCount(c_r->second); const int stairs_x_l = DDMinimizer::getStairCount(x_l->second); - const int prio_c_l = DDMinimizer::getLadderPosition(c_l->second, c_x->second[0]); - const int prio_x_r = DDMinimizer::getLadderPosition(x_r->second, c_x->second[0]); + const int prio_c_l = + DDMinimizer::getLadderPosition(c_l->second, c_x->second[0]); + const int prio_x_r = + DDMinimizer::getLadderPosition(x_r->second, c_x->second[0]); const int stairs_c_l = DDMinimizer::getStairCount(c_l->second); const int stairs_x_r = DDMinimizer::getStairCount(x_r->second); @@ -186,8 +190,9 @@ DDMinimizer::makeDataStructure(qc::QuantumComputation& qc) { // create x-c ladder const std::size_t max = bits - 1; - - //maps for the x-c and c-x ladder with pair of control qubit and target qubit to index + + // maps for the x-c and c-x ladder with pair of control qubit and target qubit + // to index std::map, int> x_c_map; std::map, int> c_x_map; for (size_t i = 0; i < max; i++) { @@ -317,7 +322,7 @@ std::vector DDMinimizer::rotateRight(std::vector layout, std::vector DDMinimizer::rotateLeft(std::vector layout, int stairs) { - const std::vector::size_type size = layout.size(); + const std::vector::size_type size = layout.size(); std::vector rotated_layout(size); for (int r = 0; r < stairs; ++r) { if (!layout.empty()) { @@ -351,7 +356,7 @@ DDMinimizer::createControlBasedPermutation(qc::QuantumComputation& qc) { } const Controls controls = op->getControls(); const std::set targets = {op->getTargets().begin(), - op->getTargets().end()}; + op->getTargets().end()}; for (const auto& control : controls) { if (controlToTargets.find(control.qubit) == controlToTargets.end()) { @@ -369,7 +374,7 @@ DDMinimizer::createControlBasedPermutation(qc::QuantumComputation& qc) { return qc.initialLayout; } - //create a weights map for the qubits to evaluate the order of the qubits + // create a weights map for the qubits to evaluate the order of the qubits const std::size_t bits = qc.getNqubits(); std::vector qubit(bits); From 81af6e40932075d6715064387edea9d79bb23ae6 Mon Sep 17 00:00:00 2001 From: Claudiaaaaaaaaa Date: Mon, 16 Sep 2024 12:44:41 +0200 Subject: [PATCH 29/67] resolved naming issues from Lint --- src/DDMinimizer.cpp | 181 ++++++++++++++++++++++---------------------- 1 file changed, 91 insertions(+), 90 deletions(-) diff --git a/src/DDMinimizer.cpp b/src/DDMinimizer.cpp index e153a51a..fe1436f0 100644 --- a/src/DDMinimizer.cpp +++ b/src/DDMinimizer.cpp @@ -1,6 +1,5 @@ #include "DDMinimizer.hpp" -#include "CircuitSimulator.hpp" #include "circuit_optimizer/CircuitOptimizer.hpp" #include "ir/Permutation.hpp" #include "ir/QuantumComputation.hpp" @@ -14,6 +13,7 @@ #include #include #include +#include using namespace qc; using namespace std; @@ -44,7 +44,7 @@ DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc) { // iterate over all the ops and mark the index of the found x-c pairs in the // map. - int instruction_index = 0; + int instructionIndex = 0; bool found = false; for (const auto& op : qc) { if (!op->isStandardOperation() || op->getType() == Z) { @@ -59,13 +59,13 @@ DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc) { for (auto& map : maps) { auto it = map.second.find({control.qubit, target}); if (it != map.second.end()) { - it->second = instruction_index; + it->second = instructionIndex; found = true; } } } } - instruction_index++; + instructionIndex++; } if (!found) { return qc.initialLayout; @@ -103,57 +103,57 @@ DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc) { std::vector layout(bits); std::iota(layout.begin(), layout.end(), 0); - auto c_x = indices.find("c_x"); - auto x_c = indices.find("x_c"); - auto c_l = indices.find("c_l"); - auto x_l = indices.find("x_l"); - auto c_r = indices.find("c_r"); - auto x_r = indices.find("x_r"); - - const int prio_c_r = - DDMinimizer::getLadderPosition(c_r->second, x_c->second[0]); - const int prio_x_l = - DDMinimizer::getLadderPosition(x_l->second, x_c->second[0]); - const int stairs_c_r = DDMinimizer::getStairCount(c_r->second); - const int stairs_x_l = DDMinimizer::getStairCount(x_l->second); - const int prio_c_l = - DDMinimizer::getLadderPosition(c_l->second, c_x->second[0]); - const int prio_x_r = - DDMinimizer::getLadderPosition(x_r->second, c_x->second[0]); - const int stairs_c_l = DDMinimizer::getStairCount(c_l->second); - const int stairs_x_r = DDMinimizer::getStairCount(x_r->second); + auto cX = indices.find("cX"); + auto xC = indices.find("xC"); + auto cL = indices.find("cL"); + auto xL = indices.find("xL"); + auto cR = indices.find("cR"); + auto xR = indices.find("xR"); + + const int prio_cR = + DDMinimizer::getLadderPosition(cR->second, xC->second[0]); + const int prio_xL = + DDMinimizer::getLadderPosition(xL->second, xC->second[0]); + const int stairs_cR = DDMinimizer::getStairCount(cR->second); + const int stairs_xL = DDMinimizer::getStairCount(xL->second); + const int prio_cL = + DDMinimizer::getLadderPosition(cL->second, cX->second[0]); + const int prio_xR = + DDMinimizer::getLadderPosition(xR->second, cX->second[0]); + const int stairs_cL = DDMinimizer::getStairCount(cL->second); + const int stairs_xR = DDMinimizer::getStairCount(xR->second); // complete case checkins and adjust the layout - if ((c_x->second[0] != -1) && - (x_c->second[0] == -1 || c_x->second[0] < x_c->second[0])) { + if ((cX->second[0] != -1) && + (xC->second[0] == -1 || cX->second[0] < xC->second[0])) { - if ((prio_c_r == 0 && DDMinimizer::isFull(c_r->second)) || - (prio_x_l == 0 && DDMinimizer::isFull(x_l->second))) { - } else if (prio_c_r == 0 && stairs_c_r > 0) { + if ((prio_cR == 0 && DDMinimizer::isFull(cR->second)) || + (prio_xL == 0 && DDMinimizer::isFull(xL->second))) { + } else if (prio_cR == 0 && stairs_cR > 0) { layout = DDMinimizer::reverseLayout(layout); - layout = DDMinimizer::rotateRight(layout, stairs_c_r); - } else if (prio_x_l == 0 && stairs_x_l > 0) { + layout = DDMinimizer::rotateRight(layout, stairs_cR); + } else if (prio_xL == 0 && stairs_xL > 0) { layout = DDMinimizer::reverseLayout(layout); - layout = DDMinimizer::rotateLeft(layout, stairs_x_l); - } else if (prio_c_r > 0 || prio_x_l > 0 || - (prio_c_r == 0 && prio_x_l == 0)) { + layout = DDMinimizer::rotateLeft(layout, stairs_xL); + } else if (prio_cR > 0 || prio_xL > 0 || + (prio_cR == 0 && prio_xL == 0)) { layout = DDMinimizer::reverseLayout(layout); } - } else if ((x_c->second[0] != -1) && - (c_x->second[0] == -1 || c_x->second[0] > x_c->second[0])) { + } else if ((xC->second[0] != -1) && + (cX->second[0] == -1 || cX->second[0] > xC->second[0])) { - if ((prio_c_l == 0 && DDMinimizer::isFull(c_l->second)) || - (prio_x_r == 0 && DDMinimizer::isFull(x_r->second))) { + if ((prio_cL == 0 && DDMinimizer::isFull(cL->second)) || + (prio_xR == 0 && DDMinimizer::isFull(xR->second))) { layout = DDMinimizer::reverseLayout(layout); } - else if (prio_c_l == 0 && stairs_c_l > 0) { - layout = DDMinimizer::rotateLeft(layout, stairs_c_l); - } else if (prio_x_r == 0 && stairs_x_r > 0) { - layout = DDMinimizer::rotateRight(layout, stairs_x_r); + else if (prio_cL == 0 && stairs_cL > 0) { + layout = DDMinimizer::rotateLeft(layout, stairs_cL); + } else if (prio_xR == 0 && stairs_xR > 0) { + layout = DDMinimizer::rotateRight(layout, stairs_xR); } - } else if ((DDMinimizer::isFull(x_r->second) || - DDMinimizer::isFull(c_l->second))) { + } else if ((DDMinimizer::isFull(xR->second) || + DDMinimizer::isFull(cL->second))) { layout = DDMinimizer::reverseLayout(layout); } else { return DDMinimizer::createControlBasedPermutation(qc); @@ -178,13 +178,13 @@ std::pair, int>>, DDMinimizer::makeDataStructure(qc::QuantumComputation& qc) { const std::size_t bits = qc.getNqubits(); - // map string of c_x, x_c, c_l, x_l, c_r, x_r to map of control and target bit + // map string of cX, xC, cL, xL, cR, xR to map of control and target bit // to the index of the gate std::map, int>> maps; - // string of c_x, x_c, c_l, x_l, c_r, x_r to vector of max index of gate - // for c_l and x_l position 0 in the vector marks the line of c(x) at 0 -> we - // count the left most as the first for c_r and x_r position 0 in the vector + // string of cX, xC, cL, xL, cR, xR to vector of max index of gate + // for cL and xL position 0 in the vector marks the line of c(x) at 0 -> we + // count the left most as the first for cR and xR position 0 in the vector // marks the line of c(x) at bits - 1 -> we count the right most as the first std::map> indices; @@ -194,63 +194,63 @@ DDMinimizer::makeDataStructure(qc::QuantumComputation& qc) { // maps for the x-c and c-x ladder with pair of control qubit and target qubit // to index std::map, int> x_c_map; - std::map, int> c_x_map; + std::map, int> cX_map; for (size_t i = 0; i < max; i++) { x_c_map.insert({{i + 1, i}, -1}); - c_x_map.insert({{i, i + 1}, -1}); + cX_map.insert({{i, i + 1}, -1}); } // save complete maps of ladder and for max index evaluation - maps.insert({"x_c", x_c_map}); - indices.insert({"x_c", std::vector(1, 0)}); - maps.insert({"c_x", c_x_map}); - indices.insert({"c_x", std::vector(1, 0)}); + maps.insert({"xC", x_c_map}); + indices.insert({"xC", std::vector(1, 0)}); + maps.insert({"cX", cX_map}); + indices.insert({"cX", std::vector(1, 0)}); // create c-l and x-l ladder for (size_t i = 0; i < max; i++) { - std::map, int> x_l_map; - std::map, int> c_l_map; + std::map, int> xL_map; + std::map, int> cL_map; // create the steps of the ladder for (size_t j = 0; j < bits; j++) { if (i < j) { - x_l_map.insert({{j, i}, -1}); - c_l_map.insert({{i, j}, -1}); + xL_map.insert({{j, i}, -1}); + cL_map.insert({{i, j}, -1}); } } // save the steps in the maps - maps.insert({"x_l_" + std::to_string(i), x_l_map}); - maps.insert({"c_l_" + std::to_string(i), c_l_map}); + maps.insert({"xL_" + std::to_string(i), xL_map}); + maps.insert({"cL_" + std::to_string(i), cL_map}); } // save the complete ladder for max index evaluation - indices.insert({"x_l", std::vector(bits - 1, 0)}); - indices.insert({"c_l", std::vector(bits - 1, 0)}); + indices.insert({"xL", std::vector(bits - 1, 0)}); + indices.insert({"cL", std::vector(bits - 1, 0)}); // create c-r and x-r ladder for (size_t i = max; i > 0; i--) { - std::map, int> x_r_map; - std::map, int> c_r_map; + std::map, int> xR_map; + std::map, int> cR_map; // create the steps of the ladder for (size_t j = 0; j < bits; j++) { if (i > j) { - x_r_map.insert({{j, i}, -1}); - c_r_map.insert({{i, j}, -1}); + xR_map.insert({{j, i}, -1}); + cR_map.insert({{i, j}, -1}); } } // save the steps in the maps - maps.insert({"x_r_" + std::to_string(i), x_r_map}); - maps.insert({"c_r_" + std::to_string(i), c_r_map}); + maps.insert({"xR_" + std::to_string(i), xR_map}); + maps.insert({"cR_" + std::to_string(i), cR_map}); } // save the complete ladder for max index evaluation - indices.insert({"x_r", std::vector(bits - 1, 0)}); - indices.insert({"c_r", std::vector(bits - 1, 0)}); + indices.insert({"xR", std::vector(bits - 1, 0)}); + indices.insert({"cR", std::vector(bits - 1, 0)}); return std::make_pair(maps, indices); } // Helper function to check if the vector of a ladder step is full, meaning each // gate appeared in the circuit -bool DDMinimizer::isFull(std::vector vec) { +bool DDMinimizer::isFull(const std::vector& vec) { std::size_t countNegativeOne = 0; - for (int value : vec) { + for (const int value : vec) { if (value == -1) { countNegativeOne++; } @@ -262,9 +262,9 @@ bool DDMinimizer::isFull(std::vector vec) { } // Helper function to get the number of complete stairs in a ladder -int DDMinimizer::getStairCount(std::vector vec) { +int DDMinimizer::getStairCount(const std::vector& vec) { int count = 0; - for (int value : vec) { + for (const int value : vec) { if (value != -1) { count++; } else { @@ -275,10 +275,10 @@ int DDMinimizer::getStairCount(std::vector vec) { } // Helper function to get the position of a ladder in comparison to other steps -int DDMinimizer::getLadderPosition(std::vector vec, int ladder) { +int DDMinimizer::getLadderPosition(const std::vector& vec, int ladder) { int count = 0; for (size_t i = 0; i < vec.size(); i++) { - int value = vec[i]; + const int value = vec[i]; if (i == vec.size() - 1 && count != 0) { if (value != -1 && value < ladder) { @@ -292,20 +292,20 @@ int DDMinimizer::getLadderPosition(std::vector vec, int ladder) { // Helper functions to manipulate the Layout: reverse, rotate right and left std::vector DDMinimizer::reverseLayout(std::vector layout) { - std::vector reversed_layout(layout.size()); + std::vector reversedLayout(layout.size()); for (std::size_t i = 0; i < layout.size(); i++) { - reversed_layout[i] = layout[layout.size() - 1 - i]; + reversedLayout[i] = layout[layout.size() - 1 - i]; } - return reversed_layout; + return reversedLayout; } std::vector DDMinimizer::rotateRight(std::vector layout, int stairs) { const std::vector::size_type size = layout.size(); - std::vector rotated_layout(size); + std::vector rotatedLayout(size); for (int r = 0; r < stairs; ++r) { if (!layout.empty()) { - rotated_layout[size - static_cast::size_type>(r + 1)] = + rotatedLayout[size - static_cast::size_type>(r + 1)] = layout[static_cast::size_type>(r)]; } } @@ -313,20 +313,20 @@ std::vector DDMinimizer::rotateRight(std::vector layout, size - static_cast::size_type>(stairs); for (std::vector::size_type r = 0; r < left; ++r) { if (!layout.empty()) { - rotated_layout[r] = + rotatedLayout[r] = layout[r + static_cast::size_type>(stairs)]; } } - return rotated_layout; + return rotatedLayout; } std::vector DDMinimizer::rotateLeft(std::vector layout, int stairs) { const std::vector::size_type size = layout.size(); - std::vector rotated_layout(size); + std::vector rotatedLayout(size); for (int r = 0; r < stairs; ++r) { if (!layout.empty()) { - rotated_layout[static_cast::size_type>(r)] = + rotatedLayout[static_cast::size_type>(r)] = layout[size - static_cast::size_type>(r + 1)]; } } @@ -334,11 +334,11 @@ std::vector DDMinimizer::rotateLeft(std::vector layout, size - static_cast::size_type>(stairs); for (std::vector::size_type r = 0; r < left; ++r) { if (!layout.empty()) { - rotated_layout[r + static_cast::size_type>(stairs)] = + rotatedLayout[r + static_cast::size_type>(stairs)] = layout[r]; } } - return rotated_layout; + return rotatedLayout; } // Fallback function to create a control based permutation if no pattern is @@ -355,7 +355,7 @@ DDMinimizer::createControlBasedPermutation(qc::QuantumComputation& qc) { continue; } const Controls controls = op->getControls(); - const std::set targets = {op->getTargets().begin(), + const std::set& targets = {op->getTargets().begin(), op->getTargets().end()}; for (const auto& control : controls) { @@ -436,10 +436,11 @@ DDMinimizer::createControlBasedPermutation(qc::QuantumComputation& qc) { // Helper function to adjust the weights of the qubits when a controlling qubit // was previously a target std::map DDMinimizer::adjustWeights( - std::map qubitWeights, std::set targets, Qubit ctrl, - std::map> controlToTargets, int count) { + std::map qubitWeights, const std::set& targets, + Qubit ctrl, const std::map>& controlToTargets, + int count) { // avoid infinite loop - if (count == controlToTargets.size()) { + if (count == static_cast(controlToTargets.size())) { return qubitWeights; } // recoursively increase all the weights of the control qubits where the From 0e503b48cc5d1859eb4717bbcb356ebee65d5da5 Mon Sep 17 00:00:00 2001 From: "pre-commit-ci[bot]" <66853113+pre-commit-ci[bot]@users.noreply.github.com> Date: Mon, 16 Sep 2024 10:45:44 +0000 Subject: [PATCH 30/67] =?UTF-8?q?=F0=9F=8E=A8=20pre-commit=20fixes?= MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit --- src/DDMinimizer.cpp | 23 +++++++++-------------- 1 file changed, 9 insertions(+), 14 deletions(-) diff --git a/src/DDMinimizer.cpp b/src/DDMinimizer.cpp index fe1436f0..d7b55647 100644 --- a/src/DDMinimizer.cpp +++ b/src/DDMinimizer.cpp @@ -6,6 +6,7 @@ #include "ir/operations/Control.hpp" #include "ir/operations/OpType.hpp" +#include #include #include #include @@ -13,7 +14,6 @@ #include #include #include -#include using namespace qc; using namespace std; @@ -110,16 +110,12 @@ DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc) { auto cR = indices.find("cR"); auto xR = indices.find("xR"); - const int prio_cR = - DDMinimizer::getLadderPosition(cR->second, xC->second[0]); - const int prio_xL = - DDMinimizer::getLadderPosition(xL->second, xC->second[0]); + const int prio_cR = DDMinimizer::getLadderPosition(cR->second, xC->second[0]); + const int prio_xL = DDMinimizer::getLadderPosition(xL->second, xC->second[0]); const int stairs_cR = DDMinimizer::getStairCount(cR->second); const int stairs_xL = DDMinimizer::getStairCount(xL->second); - const int prio_cL = - DDMinimizer::getLadderPosition(cL->second, cX->second[0]); - const int prio_xR = - DDMinimizer::getLadderPosition(xR->second, cX->second[0]); + const int prio_cL = DDMinimizer::getLadderPosition(cL->second, cX->second[0]); + const int prio_xR = DDMinimizer::getLadderPosition(xR->second, cX->second[0]); const int stairs_cL = DDMinimizer::getStairCount(cL->second); const int stairs_xR = DDMinimizer::getStairCount(xR->second); @@ -135,8 +131,7 @@ DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc) { } else if (prio_xL == 0 && stairs_xL > 0) { layout = DDMinimizer::reverseLayout(layout); layout = DDMinimizer::rotateLeft(layout, stairs_xL); - } else if (prio_cR > 0 || prio_xL > 0 || - (prio_cR == 0 && prio_xL == 0)) { + } else if (prio_cR > 0 || prio_xL > 0 || (prio_cR == 0 && prio_xL == 0)) { layout = DDMinimizer::reverseLayout(layout); } } else if ((xC->second[0] != -1) && @@ -356,7 +351,7 @@ DDMinimizer::createControlBasedPermutation(qc::QuantumComputation& qc) { } const Controls controls = op->getControls(); const std::set& targets = {op->getTargets().begin(), - op->getTargets().end()}; + op->getTargets().end()}; for (const auto& control : controls) { if (controlToTargets.find(control.qubit) == controlToTargets.end()) { @@ -437,10 +432,10 @@ DDMinimizer::createControlBasedPermutation(qc::QuantumComputation& qc) { // was previously a target std::map DDMinimizer::adjustWeights( std::map qubitWeights, const std::set& targets, - Qubit ctrl, const std::map>& controlToTargets, + Qubit ctrl, const std::map>& controlToTargets, int count) { // avoid infinite loop - if (count == static_cast(controlToTargets.size())) { + if (count == static_cast(controlToTargets.size())) { return qubitWeights; } // recoursively increase all the weights of the control qubits where the From 6f4a7b4d80ee4d27ec3d2a4a7ce2989992475c76 Mon Sep 17 00:00:00 2001 From: Claudiaaaaaaaaa Date: Mon, 16 Sep 2024 12:49:37 +0200 Subject: [PATCH 31/67] adjusted changes from .cpp --- include/DDMinimizer.hpp | 11 +++++------ 1 file changed, 5 insertions(+), 6 deletions(-) diff --git a/include/DDMinimizer.hpp b/include/DDMinimizer.hpp index 819b9cbe..a1ce3782 100644 --- a/include/DDMinimizer.hpp +++ b/include/DDMinimizer.hpp @@ -2,7 +2,6 @@ #include "ir/Permutation.hpp" #include "ir/QuantumComputation.hpp" -#include #include #include #include @@ -50,9 +49,9 @@ class DDMinimizer { makeDataStructure(qc::QuantumComputation& qc); // Functions to analyze the pattern of the controlled gates - static bool isFull(std::vector vec); - static int getStairCount(std::vector vec); - static int getLadderPosition(std::vector vec, int laadder); + static bool isFull(const std::vector& vec); + static int getStairCount(const std::vector& vec); + static int getLadderPosition(const std::vector& vec, int laadder); // Functions to adjust the layout based on the pattern of the controlled gates static std::vector reverseLayout(std::vector layout); @@ -80,8 +79,8 @@ class DDMinimizer { * @return adjusted map of qubit to weight */ static std::map - adjustWeights(std::map qubitWeights, std::set targets, - Qubit ctrl, std::map> controlToTargets, + adjustWeights(std::map qubitWeights, const std::set& targets, + Qubit ctrl, const std::map>& controlToTargets, int count); /** From a4061cbd1fc1201cb803b663fb1763d001064153 Mon Sep 17 00:00:00 2001 From: "pre-commit-ci[bot]" <66853113+pre-commit-ci[bot]@users.noreply.github.com> Date: Mon, 16 Sep 2024 10:52:21 +0000 Subject: [PATCH 32/67] =?UTF-8?q?=F0=9F=8E=A8=20pre-commit=20fixes?= MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit --- include/DDMinimizer.hpp | 5 +++-- 1 file changed, 3 insertions(+), 2 deletions(-) diff --git a/include/DDMinimizer.hpp b/include/DDMinimizer.hpp index a1ce3782..03bc3ad7 100644 --- a/include/DDMinimizer.hpp +++ b/include/DDMinimizer.hpp @@ -79,8 +79,9 @@ class DDMinimizer { * @return adjusted map of qubit to weight */ static std::map - adjustWeights(std::map qubitWeights, const std::set& targets, - Qubit ctrl, const std::map>& controlToTargets, + adjustWeights(std::map qubitWeights, + const std::set& targets, Qubit ctrl, + const std::map>& controlToTargets, int count); /** From 2e3a23bb24ebab4e8b8348a96efa6b783f3e69dc Mon Sep 17 00:00:00 2001 From: Claudiaaaaaaaaa Date: Mon, 16 Sep 2024 13:06:06 +0200 Subject: [PATCH 33/67] worked on lint --- src/DDMinimizer.cpp | 59 +++++++++++------------- test/test_reorder_without_reordering.cpp | 35 ++++++++++++-- 2 files changed, 59 insertions(+), 35 deletions(-) diff --git a/src/DDMinimizer.cpp b/src/DDMinimizer.cpp index d7b55647..eca96476 100644 --- a/src/DDMinimizer.cpp +++ b/src/DDMinimizer.cpp @@ -5,6 +5,7 @@ #include "ir/QuantumComputation.hpp" #include "ir/operations/Control.hpp" #include "ir/operations/OpType.hpp" +#include "dd/DDDefinitions.hpp" #include #include @@ -83,14 +84,14 @@ DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc) { max = pair.second; } } - std::string map_name = map.first.substr(0, 3); - auto it = indices.find(map_name); + std::string mapName = map.first.substr(0, 3); + auto it = indices.find(mapName); if (it != indices.end()) { - if (map_name[2] == 'r') { + if (mapName[2] == 'r') { const auto column = static_cast(map.first[4] - '0'); it->second[bits - 1 - column] = max; - } else if (map_name[2] == 'l') { + } else if (mapName[2] == 'l') { const auto column = static_cast(map.first[4] - '0'); it->second[column] = max; } else { @@ -110,42 +111,42 @@ DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc) { auto cR = indices.find("cR"); auto xR = indices.find("xR"); - const int prio_cR = DDMinimizer::getLadderPosition(cR->second, xC->second[0]); - const int prio_xL = DDMinimizer::getLadderPosition(xL->second, xC->second[0]); - const int stairs_cR = DDMinimizer::getStairCount(cR->second); - const int stairs_xL = DDMinimizer::getStairCount(xL->second); - const int prio_cL = DDMinimizer::getLadderPosition(cL->second, cX->second[0]); - const int prio_xR = DDMinimizer::getLadderPosition(xR->second, cX->second[0]); - const int stairs_cL = DDMinimizer::getStairCount(cL->second); - const int stairs_xR = DDMinimizer::getStairCount(xR->second); + const int PRIO_CR = DDMinimizer::getLadderPosition(cR->second, xC->second[0]); + const int PRIO_XL = DDMinimizer::getLadderPosition(xL->second, xC->second[0]); + const int STAIRS_CR = DDMinimizer::getStairCount(cR->second); + const int STAIRS_XL = DDMinimizer::getStairCount(xL->second); + const int PRIO_CL = DDMinimizer::getLadderPosition(cL->second, cX->second[0]); + const int PRIO_XR = DDMinimizer::getLadderPosition(xR->second, cX->second[0]); + const int STAIRS_CL = DDMinimizer::getStairCount(cL->second); + const int STAIRS_XR = DDMinimizer::getStairCount(xR->second); // complete case checkins and adjust the layout if ((cX->second[0] != -1) && (xC->second[0] == -1 || cX->second[0] < xC->second[0])) { - if ((prio_cR == 0 && DDMinimizer::isFull(cR->second)) || - (prio_xL == 0 && DDMinimizer::isFull(xL->second))) { - } else if (prio_cR == 0 && stairs_cR > 0) { + if ((PRIO_CR == 0 && DDMinimizer::isFull(cR->second)) || + (PRIO_XL == 0 && DDMinimizer::isFull(xL->second))) { + } else if (PRIO_CR == 0 && STAIRS_CR > 0) { layout = DDMinimizer::reverseLayout(layout); - layout = DDMinimizer::rotateRight(layout, stairs_cR); - } else if (prio_xL == 0 && stairs_xL > 0) { + layout = DDMinimizer::rotateRight(layout, STAIRS_CR); + } else if (PRIO_XL == 0 && STAIRS_XL > 0) { layout = DDMinimizer::reverseLayout(layout); - layout = DDMinimizer::rotateLeft(layout, stairs_xL); - } else if (prio_cR > 0 || prio_xL > 0 || (prio_cR == 0 && prio_xL == 0)) { + layout = DDMinimizer::rotateLeft(layout, STAIRS_XL); + } else if (PRIO_CR > 0 || PRIO_XL > 0 || (PRIO_CR == 0 && PRIO_XL == 0)) { layout = DDMinimizer::reverseLayout(layout); } } else if ((xC->second[0] != -1) && (cX->second[0] == -1 || cX->second[0] > xC->second[0])) { - if ((prio_cL == 0 && DDMinimizer::isFull(cL->second)) || - (prio_xR == 0 && DDMinimizer::isFull(xR->second))) { + if ((PRIO_CL == 0 && DDMinimizer::isFull(cL->second)) || + (PRIO_XR == 0 && DDMinimizer::isFull(xR->second))) { layout = DDMinimizer::reverseLayout(layout); } - else if (prio_cL == 0 && stairs_cL > 0) { - layout = DDMinimizer::rotateLeft(layout, stairs_cL); - } else if (prio_xR == 0 && stairs_xR > 0) { - layout = DDMinimizer::rotateRight(layout, stairs_xR); + else if (PRIO_CL == 0 && STAIRS_CL > 0) { + layout = DDMinimizer::rotateLeft(layout, STAIRS_CL); + } else if (PRIO_XR == 0 && STAIRS_XR > 0) { + layout = DDMinimizer::rotateRight(layout, STAIRS_XR); } } else if ((DDMinimizer::isFull(xR->second) || DDMinimizer::isFull(cL->second))) { @@ -244,16 +245,12 @@ DDMinimizer::makeDataStructure(qc::QuantumComputation& qc) { // Helper function to check if the vector of a ladder step is full, meaning each // gate appeared in the circuit bool DDMinimizer::isFull(const std::vector& vec) { - std::size_t countNegativeOne = 0; for (const int value : vec) { if (value == -1) { - countNegativeOne++; + return false; } } - if (countNegativeOne == 0) { - return true; - } - return false; + return true; } // Helper function to get the number of complete stairs in a ladder diff --git a/test/test_reorder_without_reordering.cpp b/test/test_reorder_without_reordering.cpp index 1037c98f..ec069c93 100644 --- a/test/test_reorder_without_reordering.cpp +++ b/test/test_reorder_without_reordering.cpp @@ -1,13 +1,40 @@ -#include "CircuitSimulator.hpp" #include "DDMinimizer.hpp" -#include "circuit_optimizer/CircuitOptimizer.hpp" -#include "ir/QuantumComputation.hpp" + #include using namespace qc; using namespace std; -TEST(ReorderWithoutReorderingTest, reorderAll) { +TEST(ReorderWithoutReorderingTest, x_c) { + /* + #include "CircuitSimulator.hpp" + #include "DDMinimizer.hpp" + #include "circuit_optimizer/CircuitOptimizer.hpp" + #include "ir/QuantumComputation.hpp"*/ + // TODO +} + +TEST(ReorderWithoutReorderingTest, c_x) { + // TODO +} + +TEST(ReorderWithoutReorderingTest, x_c_cl3) { + // TODO +} + +TEST(ReorderWithoutReorderingTest, x_c_xr3) { + // TODO +} + +TEST(ReorderWithoutReorderingTest, c_x_cr3) { + // TODO +} + +TEST(ReorderWithoutReorderingTest, c_x_xl3) { + // TODO +} + +TEST(ReorderWithoutReorderingTest, no_pattern) { // TODO } From 4ab0b1e407d910f1b18fd6da10e8a1d48db40f4a Mon Sep 17 00:00:00 2001 From: "pre-commit-ci[bot]" <66853113+pre-commit-ci[bot]@users.noreply.github.com> Date: Mon, 16 Sep 2024 11:06:25 +0000 Subject: [PATCH 34/67] =?UTF-8?q?=F0=9F=8E=A8=20pre-commit=20fixes?= MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit --- src/DDMinimizer.cpp | 2 +- test/test_reorder_without_reordering.cpp | 3 +-- 2 files changed, 2 insertions(+), 3 deletions(-) diff --git a/src/DDMinimizer.cpp b/src/DDMinimizer.cpp index eca96476..a885b008 100644 --- a/src/DDMinimizer.cpp +++ b/src/DDMinimizer.cpp @@ -1,11 +1,11 @@ #include "DDMinimizer.hpp" #include "circuit_optimizer/CircuitOptimizer.hpp" +#include "dd/DDDefinitions.hpp" #include "ir/Permutation.hpp" #include "ir/QuantumComputation.hpp" #include "ir/operations/Control.hpp" #include "ir/operations/OpType.hpp" -#include "dd/DDDefinitions.hpp" #include #include diff --git a/test/test_reorder_without_reordering.cpp b/test/test_reorder_without_reordering.cpp index ec069c93..65c8b09c 100644 --- a/test/test_reorder_without_reordering.cpp +++ b/test/test_reorder_without_reordering.cpp @@ -1,6 +1,5 @@ #include "DDMinimizer.hpp" - #include using namespace qc; @@ -12,7 +11,7 @@ TEST(ReorderWithoutReorderingTest, x_c) { #include "DDMinimizer.hpp" #include "circuit_optimizer/CircuitOptimizer.hpp" #include "ir/QuantumComputation.hpp"*/ - // TODO + // TODO } TEST(ReorderWithoutReorderingTest, c_x) { From e03373de9b3449c4e5c35a69dc4d327ba0681f43 Mon Sep 17 00:00:00 2001 From: Claudiaaaaaaaaa Date: Mon, 16 Sep 2024 15:33:48 +0200 Subject: [PATCH 35/67] new try for linter --- src/DDMinimizer.cpp | 87 +++++++++++------------- test/test_reorder_without_reordering.cpp | 12 ++-- 2 files changed, 47 insertions(+), 52 deletions(-) diff --git a/src/DDMinimizer.cpp b/src/DDMinimizer.cpp index a885b008..6d00f2aa 100644 --- a/src/DDMinimizer.cpp +++ b/src/DDMinimizer.cpp @@ -1,7 +1,7 @@ #include "DDMinimizer.hpp" +#include "Definitions.hpp" #include "circuit_optimizer/CircuitOptimizer.hpp" -#include "dd/DDDefinitions.hpp" #include "ir/Permutation.hpp" #include "ir/QuantumComputation.hpp" #include "ir/operations/Control.hpp" @@ -111,42 +111,42 @@ DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc) { auto cR = indices.find("cR"); auto xR = indices.find("xR"); - const int PRIO_CR = DDMinimizer::getLadderPosition(cR->second, xC->second[0]); - const int PRIO_XL = DDMinimizer::getLadderPosition(xL->second, xC->second[0]); - const int STAIRS_CR = DDMinimizer::getStairCount(cR->second); - const int STAIRS_XL = DDMinimizer::getStairCount(xL->second); - const int PRIO_CL = DDMinimizer::getLadderPosition(cL->second, cX->second[0]); - const int PRIO_XR = DDMinimizer::getLadderPosition(xR->second, cX->second[0]); - const int STAIRS_CL = DDMinimizer::getStairCount(cL->second); - const int STAIRS_XR = DDMinimizer::getStairCount(xR->second); + const int prioCr = DDMinimizer::getLadderPosition(cR->second, xC->second[0]); + const int prioXl = DDMinimizer::getLadderPosition(xL->second, xC->second[0]); + const int stairsCr = DDMinimizer::getStairCount(cR->second); + const int stairsXl = DDMinimizer::getStairCount(xL->second); + const int prioCl = DDMinimizer::getLadderPosition(cL->second, cX->second[0]); + const int prioXr = DDMinimizer::getLadderPosition(xR->second, cX->second[0]); + const int stairsCl = DDMinimizer::getStairCount(cL->second); + const int stairsXr = DDMinimizer::getStairCount(xR->second); // complete case checkins and adjust the layout if ((cX->second[0] != -1) && (xC->second[0] == -1 || cX->second[0] < xC->second[0])) { - if ((PRIO_CR == 0 && DDMinimizer::isFull(cR->second)) || - (PRIO_XL == 0 && DDMinimizer::isFull(xL->second))) { - } else if (PRIO_CR == 0 && STAIRS_CR > 0) { + if ((prioCr == 0 && DDMinimizer::isFull(cR->second)) || + (prioXl == 0 && DDMinimizer::isFull(xL->second))) { + } else if (prioCr == 0 && stairsCr > 0) { layout = DDMinimizer::reverseLayout(layout); - layout = DDMinimizer::rotateRight(layout, STAIRS_CR); - } else if (PRIO_XL == 0 && STAIRS_XL > 0) { + layout = DDMinimizer::rotateRight(layout, stairsCr); + } else if (prioXl == 0 && stairsXl > 0) { layout = DDMinimizer::reverseLayout(layout); - layout = DDMinimizer::rotateLeft(layout, STAIRS_XL); - } else if (PRIO_CR > 0 || PRIO_XL > 0 || (PRIO_CR == 0 && PRIO_XL == 0)) { + layout = DDMinimizer::rotateLeft(layout, stairsXl); + } else if (prioCr > 0 || prioXl > 0 || (prioCr == 0 && prioXl == 0)) { layout = DDMinimizer::reverseLayout(layout); } } else if ((xC->second[0] != -1) && (cX->second[0] == -1 || cX->second[0] > xC->second[0])) { - if ((PRIO_CL == 0 && DDMinimizer::isFull(cL->second)) || - (PRIO_XR == 0 && DDMinimizer::isFull(xR->second))) { + if ((prioCl == 0 && DDMinimizer::isFull(cL->second)) || + (prioXr == 0 && DDMinimizer::isFull(xR->second))) { layout = DDMinimizer::reverseLayout(layout); } - else if (PRIO_CL == 0 && STAIRS_CL > 0) { - layout = DDMinimizer::rotateLeft(layout, STAIRS_CL); - } else if (PRIO_XR == 0 && STAIRS_XR > 0) { - layout = DDMinimizer::rotateRight(layout, STAIRS_XR); + else if (prioCl == 0 && stairsCl > 0) { + layout = DDMinimizer::rotateLeft(layout, stairsCl); + } else if (prioXr == 0 && stairsXr > 0) { + layout = DDMinimizer::rotateRight(layout, stairsXr); } } else if ((DDMinimizer::isFull(xR->second) || DDMinimizer::isFull(cL->second))) { @@ -189,32 +189,32 @@ DDMinimizer::makeDataStructure(qc::QuantumComputation& qc) { // maps for the x-c and c-x ladder with pair of control qubit and target qubit // to index - std::map, int> x_c_map; - std::map, int> cX_map; + std::map, int> xCMap; + std::map, int> cXMap; for (size_t i = 0; i < max; i++) { - x_c_map.insert({{i + 1, i}, -1}); - cX_map.insert({{i, i + 1}, -1}); + xCMap.insert({{i + 1, i}, -1}); + cXMap.insert({{i, i + 1}, -1}); } // save complete maps of ladder and for max index evaluation - maps.insert({"xC", x_c_map}); + maps.insert({"xC", xCMap}); indices.insert({"xC", std::vector(1, 0)}); - maps.insert({"cX", cX_map}); + maps.insert({"cX", cXMap}); indices.insert({"cX", std::vector(1, 0)}); // create c-l and x-l ladder for (size_t i = 0; i < max; i++) { - std::map, int> xL_map; - std::map, int> cL_map; + std::map, int> xLMap; + std::map, int> cLMap; // create the steps of the ladder for (size_t j = 0; j < bits; j++) { if (i < j) { - xL_map.insert({{j, i}, -1}); - cL_map.insert({{i, j}, -1}); + xLMap.insert({{j, i}, -1}); + cLMap.insert({{i, j}, -1}); } } // save the steps in the maps - maps.insert({"xL_" + std::to_string(i), xL_map}); - maps.insert({"cL_" + std::to_string(i), cL_map}); + maps.insert({"xL_" + std::to_string(i), xLMap}); + maps.insert({"cL_" + std::to_string(i), cLMap}); } // save the complete ladder for max index evaluation indices.insert({"xL", std::vector(bits - 1, 0)}); @@ -222,18 +222,18 @@ DDMinimizer::makeDataStructure(qc::QuantumComputation& qc) { // create c-r and x-r ladder for (size_t i = max; i > 0; i--) { - std::map, int> xR_map; - std::map, int> cR_map; + std::map, int> xRMap; + std::map, int> cRMap; // create the steps of the ladder for (size_t j = 0; j < bits; j++) { if (i > j) { - xR_map.insert({{j, i}, -1}); - cR_map.insert({{i, j}, -1}); + xRMap.insert({{j, i}, -1}); + cRMap.insert({{i, j}, -1}); } } // save the steps in the maps - maps.insert({"xR_" + std::to_string(i), xR_map}); - maps.insert({"cR_" + std::to_string(i), cR_map}); + maps.insert({"xR_" + std::to_string(i), xRMap}); + maps.insert({"cR_" + std::to_string(i), cRMap}); } // save the complete ladder for max index evaluation indices.insert({"xR", std::vector(bits - 1, 0)}); @@ -245,12 +245,7 @@ DDMinimizer::makeDataStructure(qc::QuantumComputation& qc) { // Helper function to check if the vector of a ladder step is full, meaning each // gate appeared in the circuit bool DDMinimizer::isFull(const std::vector& vec) { - for (const int value : vec) { - if (value == -1) { - return false; - } - } - return true; + return std::all_of(vec.begin(), vec.end(), [](int value) { return value != -1; }); } // Helper function to get the number of complete stairs in a ladder diff --git a/test/test_reorder_without_reordering.cpp b/test/test_reorder_without_reordering.cpp index 65c8b09c..7ac63fd9 100644 --- a/test/test_reorder_without_reordering.cpp +++ b/test/test_reorder_without_reordering.cpp @@ -14,26 +14,26 @@ TEST(ReorderWithoutReorderingTest, x_c) { // TODO } -TEST(ReorderWithoutReorderingTest, c_x) { +TEST(ReorderWithoutReorderingTest, cx) { // TODO } -TEST(ReorderWithoutReorderingTest, x_c_cl3) { +TEST(ReorderWithoutReorderingTest, xccl3) { // TODO } -TEST(ReorderWithoutReorderingTest, x_c_xr3) { +TEST(ReorderWithoutReorderingTest, xcxr3) { // TODO } -TEST(ReorderWithoutReorderingTest, c_x_cr3) { +TEST(ReorderWithoutReorderingTest, cxcr3) { // TODO } -TEST(ReorderWithoutReorderingTest, c_x_xl3) { +TEST(ReorderWithoutReorderingTest, cxxl3) { // TODO } -TEST(ReorderWithoutReorderingTest, no_pattern) { +TEST(ReorderWithoutReorderingTest, noPattern) { // TODO } From 74d56c2801c72204b94c281abaa150d5316ef266 Mon Sep 17 00:00:00 2001 From: "pre-commit-ci[bot]" <66853113+pre-commit-ci[bot]@users.noreply.github.com> Date: Mon, 16 Sep 2024 13:34:45 +0000 Subject: [PATCH 36/67] =?UTF-8?q?=F0=9F=8E=A8=20pre-commit=20fixes?= MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit --- src/DDMinimizer.cpp | 3 ++- 1 file changed, 2 insertions(+), 1 deletion(-) diff --git a/src/DDMinimizer.cpp b/src/DDMinimizer.cpp index 6d00f2aa..6f2c0d94 100644 --- a/src/DDMinimizer.cpp +++ b/src/DDMinimizer.cpp @@ -245,7 +245,8 @@ DDMinimizer::makeDataStructure(qc::QuantumComputation& qc) { // Helper function to check if the vector of a ladder step is full, meaning each // gate appeared in the circuit bool DDMinimizer::isFull(const std::vector& vec) { - return std::all_of(vec.begin(), vec.end(), [](int value) { return value != -1; }); + return std::all_of(vec.begin(), vec.end(), + [](int value) { return value != -1; }); } // Helper function to get the number of complete stairs in a ladder From 1fe783ac878c6ede61e1d510ebe0b7db44f313a5 Mon Sep 17 00:00:00 2001 From: Claudiaaaaaaaaa Date: Wed, 18 Sep 2024 17:35:15 +0200 Subject: [PATCH 37/67] corrected typo for lint --- test/test_reorder_without_reordering.cpp | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/test/test_reorder_without_reordering.cpp b/test/test_reorder_without_reordering.cpp index 7ac63fd9..e8c35316 100644 --- a/test/test_reorder_without_reordering.cpp +++ b/test/test_reorder_without_reordering.cpp @@ -5,7 +5,7 @@ using namespace qc; using namespace std; -TEST(ReorderWithoutReorderingTest, x_c) { +TEST(ReorderWithoutReorderingTest, xc) { /* #include "CircuitSimulator.hpp" #include "DDMinimizer.hpp" From 12bb49d85a0fa10d647427f1fab071e3a87d1355 Mon Sep 17 00:00:00 2001 From: Claudiaaaaaaaaa Date: Wed, 18 Sep 2024 18:56:57 +0200 Subject: [PATCH 38/67] check test format --- include/DDMinimizer.hpp | 2 +- src/DDMinimizer.cpp | 2 +- test/test_reorder_without_reordering.cpp | 58 +++++++++++++++++++++--- 3 files changed, 54 insertions(+), 8 deletions(-) diff --git a/include/DDMinimizer.hpp b/include/DDMinimizer.hpp index 03bc3ad7..200de320 100644 --- a/include/DDMinimizer.hpp +++ b/include/DDMinimizer.hpp @@ -19,7 +19,7 @@ class DDMinimizer { controlled gates * @param QuantumComputation */ - static void optimizeInputPermutation(qc::QuantumComputation); + static void optimizeInputPermutation(qc::QuantumComputation& qc); /** * @brief creates a Heuristic based initialLayout for the QuantumComputation. diff --git a/src/DDMinimizer.cpp b/src/DDMinimizer.cpp index 6f2c0d94..39100612 100644 --- a/src/DDMinimizer.cpp +++ b/src/DDMinimizer.cpp @@ -25,7 +25,7 @@ namespace qc { * Public Methods ***/ -void optimizeInputPermutation(qc::QuantumComputation qc) { +void DDMinimizer::optimizeInputPermutation(qc::QuantumComputation& qc) { // create, set and apply the heuristics based permutation const qc::Permutation perm = DDMinimizer::createGateBasedPermutation(qc); qc.initialLayout = perm; diff --git a/test/test_reorder_without_reordering.cpp b/test/test_reorder_without_reordering.cpp index e8c35316..52bd518c 100644 --- a/test/test_reorder_without_reordering.cpp +++ b/test/test_reorder_without_reordering.cpp @@ -1,17 +1,63 @@ #include "DDMinimizer.hpp" +#include "ir/QuantumComputation.hpp" +#include "ir/Permutation.hpp" +#include "CircuitSimulator.hpp" +#include + + + + #include using namespace qc; using namespace std; +void printPermutation(const Permutation& perm, const std::string& name) { + std::cout << name << ": {"; + for (const auto& [key, value] : perm) { + std::cout << key << " -> " << value << ", "; + } + std::cout << "}" << std::endl; + std::cout.flush(); +} + + TEST(ReorderWithoutReorderingTest, xc) { - /* - #include "CircuitSimulator.hpp" - #include "DDMinimizer.hpp" - #include "circuit_optimizer/CircuitOptimizer.hpp" - #include "ir/QuantumComputation.hpp"*/ - // TODO + //control -> target + const std::string testfile = "OPENQASM 2.0;\n" + "include \"qelib1.inc\";\n" + "qreg q[4];\n" + "creg meas[4];" + "h q[0];\n" + "h q[1];\n" + "h q[2];\n" + "h q[3];\n" + "cx q[1],q[0];\n" + "cx q[2],q[1];\n" + "cx q[3],q[2];\n" + "barrier q[0],q[1],q[2],q[3];\n" + "measure q[0] -> meas[0];\n" + "measure q[1] -> meas[1];\n" + "measure q[2] -> meas[2];\n" + "measure q[3] -> meas[3];\n"; + + auto qc = QuantumComputation::fromQASM(testfile); + DDMinimizer::optimizeInputPermutation(qc); + + std::size_t bits = 4; // Example number of bits + std::vector layout = {0, 1, 2, 3}; + + // Create the expected permutation + Permutation expectedPerm; + for (Qubit i = 0; i < bits; i++) { + expectedPerm[i] = layout[i]; + } + + printPermutation(expectedPerm, "Expected Permutation"); + printPermutation(qc.initialLayout, "Actual Permutation"); + + EXPECT_EQ(expectedPerm, qc.initialLayout); } TEST(ReorderWithoutReorderingTest, cx) { From 2eaa4c5def0005ac544dcace253e589f4a6b05a4 Mon Sep 17 00:00:00 2001 From: "pre-commit-ci[bot]" <66853113+pre-commit-ci[bot]@users.noreply.github.com> Date: Wed, 18 Sep 2024 16:59:16 +0000 Subject: [PATCH 39/67] =?UTF-8?q?=F0=9F=8E=A8=20pre-commit=20fixes?= MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit --- test/test_reorder_without_reordering.cpp | 59 +++++++++++------------- 1 file changed, 27 insertions(+), 32 deletions(-) diff --git a/test/test_reorder_without_reordering.cpp b/test/test_reorder_without_reordering.cpp index 52bd518c..5e1dd1fa 100644 --- a/test/test_reorder_without_reordering.cpp +++ b/test/test_reorder_without_reordering.cpp @@ -1,47 +1,42 @@ +#include "CircuitSimulator.hpp" #include "DDMinimizer.hpp" - -#include "ir/QuantumComputation.hpp" #include "ir/Permutation.hpp" -#include "CircuitSimulator.hpp" -#include - - - +#include "ir/QuantumComputation.hpp" #include +#include using namespace qc; using namespace std; void printPermutation(const Permutation& perm, const std::string& name) { - std::cout << name << ": {"; - for (const auto& [key, value] : perm) { - std::cout << key << " -> " << value << ", "; - } - std::cout << "}" << std::endl; - std::cout.flush(); + std::cout << name << ": {"; + for (const auto& [key, value] : perm) { + std::cout << key << " -> " << value << ", "; + } + std::cout << "}" << std::endl; + std::cout.flush(); } - TEST(ReorderWithoutReorderingTest, xc) { - //control -> target + // control -> target const std::string testfile = "OPENQASM 2.0;\n" - "include \"qelib1.inc\";\n" - "qreg q[4];\n" - "creg meas[4];" - "h q[0];\n" - "h q[1];\n" - "h q[2];\n" - "h q[3];\n" - "cx q[1],q[0];\n" - "cx q[2],q[1];\n" - "cx q[3],q[2];\n" - "barrier q[0],q[1],q[2],q[3];\n" - "measure q[0] -> meas[0];\n" - "measure q[1] -> meas[1];\n" - "measure q[2] -> meas[2];\n" - "measure q[3] -> meas[3];\n"; - + "include \"qelib1.inc\";\n" + "qreg q[4];\n" + "creg meas[4];" + "h q[0];\n" + "h q[1];\n" + "h q[2];\n" + "h q[3];\n" + "cx q[1],q[0];\n" + "cx q[2],q[1];\n" + "cx q[3],q[2];\n" + "barrier q[0],q[1],q[2],q[3];\n" + "measure q[0] -> meas[0];\n" + "measure q[1] -> meas[1];\n" + "measure q[2] -> meas[2];\n" + "measure q[3] -> meas[3];\n"; + auto qc = QuantumComputation::fromQASM(testfile); DDMinimizer::optimizeInputPermutation(qc); @@ -51,7 +46,7 @@ TEST(ReorderWithoutReorderingTest, xc) { // Create the expected permutation Permutation expectedPerm; for (Qubit i = 0; i < bits; i++) { - expectedPerm[i] = layout[i]; + expectedPerm[i] = layout[i]; } printPermutation(expectedPerm, "Expected Permutation"); From e1a5b3ebbc40fd9fbc665711aa180415d902c66c Mon Sep 17 00:00:00 2001 From: Claudiaaaaaaaaa Date: Mon, 23 Sep 2024 09:38:57 +0200 Subject: [PATCH 40/67] check tests for current state --- test/test_reorder_without_reordering.cpp | 62 +++++++++++++----------- 1 file changed, 35 insertions(+), 27 deletions(-) diff --git a/test/test_reorder_without_reordering.cpp b/test/test_reorder_without_reordering.cpp index 5e1dd1fa..f8cafa1f 100644 --- a/test/test_reorder_without_reordering.cpp +++ b/test/test_reorder_without_reordering.cpp @@ -1,42 +1,50 @@ -#include "CircuitSimulator.hpp" #include "DDMinimizer.hpp" -#include "ir/Permutation.hpp" + #include "ir/QuantumComputation.hpp" +#include "ir/Permutation.hpp" +#include "Definitions.hpp" -#include #include +#include // For std::size_t +#include // For std::string +#include // For std::vector + + + +#include using namespace qc; using namespace std; void printPermutation(const Permutation& perm, const std::string& name) { - std::cout << name << ": {"; - for (const auto& [key, value] : perm) { - std::cout << key << " -> " << value << ", "; - } - std::cout << "}" << std::endl; - std::cout.flush(); + std::cout << name << ": {"; + for (const auto& [key, value] : perm) { + std::cout << key << " -> " << value << ", "; + } + std::cout << "}\n"; + std::cout.flush(); } + TEST(ReorderWithoutReorderingTest, xc) { - // control -> target + //control -> target const std::string testfile = "OPENQASM 2.0;\n" - "include \"qelib1.inc\";\n" - "qreg q[4];\n" - "creg meas[4];" - "h q[0];\n" - "h q[1];\n" - "h q[2];\n" - "h q[3];\n" - "cx q[1],q[0];\n" - "cx q[2],q[1];\n" - "cx q[3],q[2];\n" - "barrier q[0],q[1],q[2],q[3];\n" - "measure q[0] -> meas[0];\n" - "measure q[1] -> meas[1];\n" - "measure q[2] -> meas[2];\n" - "measure q[3] -> meas[3];\n"; - + "include \"qelib1.inc\";\n" + "qreg q[4];\n" + "creg meas[4];" + "h q[0];\n" + "h q[1];\n" + "h q[2];\n" + "h q[3];\n" + "cx q[1],q[0];\n" + "cx q[2],q[1];\n" + "cx q[3],q[2];\n" + "barrier q[0],q[1],q[2],q[3];\n" + "measure q[0] -> meas[0];\n" + "measure q[1] -> meas[1];\n" + "measure q[2] -> meas[2];\n" + "measure q[3] -> meas[3];\n"; + auto qc = QuantumComputation::fromQASM(testfile); DDMinimizer::optimizeInputPermutation(qc); @@ -46,7 +54,7 @@ TEST(ReorderWithoutReorderingTest, xc) { // Create the expected permutation Permutation expectedPerm; for (Qubit i = 0; i < bits; i++) { - expectedPerm[i] = layout[i]; + expectedPerm[i] = layout[i]; } printPermutation(expectedPerm, "Expected Permutation"); From b46330db59563eb5c17e3e659af8c82a42040094 Mon Sep 17 00:00:00 2001 From: "pre-commit-ci[bot]" <66853113+pre-commit-ci[bot]@users.noreply.github.com> Date: Mon, 23 Sep 2024 07:39:27 +0000 Subject: [PATCH 41/67] =?UTF-8?q?=F0=9F=8E=A8=20pre-commit=20fixes?= MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit --- test/test_reorder_without_reordering.cpp | 61 +++++++++++------------- 1 file changed, 28 insertions(+), 33 deletions(-) diff --git a/test/test_reorder_without_reordering.cpp b/test/test_reorder_without_reordering.cpp index f8cafa1f..18e25345 100644 --- a/test/test_reorder_without_reordering.cpp +++ b/test/test_reorder_without_reordering.cpp @@ -1,50 +1,45 @@ #include "DDMinimizer.hpp" - -#include "ir/QuantumComputation.hpp" -#include "ir/Permutation.hpp" #include "Definitions.hpp" +#include "ir/Permutation.hpp" +#include "ir/QuantumComputation.hpp" -#include #include // For std::size_t +#include +#include #include // For std::string #include // For std::vector - - -#include - using namespace qc; using namespace std; void printPermutation(const Permutation& perm, const std::string& name) { - std::cout << name << ": {"; - for (const auto& [key, value] : perm) { - std::cout << key << " -> " << value << ", "; - } - std::cout << "}\n"; - std::cout.flush(); + std::cout << name << ": {"; + for (const auto& [key, value] : perm) { + std::cout << key << " -> " << value << ", "; + } + std::cout << "}\n"; + std::cout.flush(); } - TEST(ReorderWithoutReorderingTest, xc) { - //control -> target + // control -> target const std::string testfile = "OPENQASM 2.0;\n" - "include \"qelib1.inc\";\n" - "qreg q[4];\n" - "creg meas[4];" - "h q[0];\n" - "h q[1];\n" - "h q[2];\n" - "h q[3];\n" - "cx q[1],q[0];\n" - "cx q[2],q[1];\n" - "cx q[3],q[2];\n" - "barrier q[0],q[1],q[2],q[3];\n" - "measure q[0] -> meas[0];\n" - "measure q[1] -> meas[1];\n" - "measure q[2] -> meas[2];\n" - "measure q[3] -> meas[3];\n"; - + "include \"qelib1.inc\";\n" + "qreg q[4];\n" + "creg meas[4];" + "h q[0];\n" + "h q[1];\n" + "h q[2];\n" + "h q[3];\n" + "cx q[1],q[0];\n" + "cx q[2],q[1];\n" + "cx q[3],q[2];\n" + "barrier q[0],q[1],q[2],q[3];\n" + "measure q[0] -> meas[0];\n" + "measure q[1] -> meas[1];\n" + "measure q[2] -> meas[2];\n" + "measure q[3] -> meas[3];\n"; + auto qc = QuantumComputation::fromQASM(testfile); DDMinimizer::optimizeInputPermutation(qc); @@ -54,7 +49,7 @@ TEST(ReorderWithoutReorderingTest, xc) { // Create the expected permutation Permutation expectedPerm; for (Qubit i = 0; i < bits; i++) { - expectedPerm[i] = layout[i]; + expectedPerm[i] = layout[i]; } printPermutation(expectedPerm, "Expected Permutation"); From 8bc901842835fd58865b8b3ff61968cea26f51ea Mon Sep 17 00:00:00 2001 From: Claudiaaaaaaaaa Date: Mon, 23 Sep 2024 10:18:31 +0200 Subject: [PATCH 42/67] added cx test --- src/DDMinimizer.cpp | 9 ++++-- test/test_reorder_without_reordering.cpp | 37 ++++++++++++++++++++++-- 2 files changed, 42 insertions(+), 4 deletions(-) diff --git a/src/DDMinimizer.cpp b/src/DDMinimizer.cpp index 39100612..249d0c6f 100644 --- a/src/DDMinimizer.cpp +++ b/src/DDMinimizer.cpp @@ -15,6 +15,8 @@ #include #include #include +#include + using namespace qc; using namespace std; @@ -27,7 +29,7 @@ namespace qc { void DDMinimizer::optimizeInputPermutation(qc::QuantumComputation& qc) { // create, set and apply the heuristics based permutation - const qc::Permutation perm = DDMinimizer::createGateBasedPermutation(qc); + qc::Permutation perm = DDMinimizer::createGateBasedPermutation(qc); qc.initialLayout = perm; qc::CircuitOptimizer::elidePermutations(qc); } @@ -94,7 +96,10 @@ DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc) { } else if (mapName[2] == 'l') { const auto column = static_cast(map.first[4] - '0'); it->second[column] = max; - } else { + } else if ( max == -1) { + it->second[0] = 0; + } + else { it->second[0] = max; } } diff --git a/test/test_reorder_without_reordering.cpp b/test/test_reorder_without_reordering.cpp index 18e25345..61d075b2 100644 --- a/test/test_reorder_without_reordering.cpp +++ b/test/test_reorder_without_reordering.cpp @@ -43,7 +43,7 @@ TEST(ReorderWithoutReorderingTest, xc) { auto qc = QuantumComputation::fromQASM(testfile); DDMinimizer::optimizeInputPermutation(qc); - std::size_t bits = 4; // Example number of bits + const std::size_t bits = 4; std::vector layout = {0, 1, 2, 3}; // Create the expected permutation @@ -59,7 +59,40 @@ TEST(ReorderWithoutReorderingTest, xc) { } TEST(ReorderWithoutReorderingTest, cx) { - // TODO + const std::string testfile = "OPENQASM 2.0;\n" + "include \"qelib1.inc\";\n" + "qreg q[4];\n" + "creg meas[4];" + "h q[0];\n" + "h q[1];\n" + "h q[2];\n" + "h q[3];\n" + "cx q[0],q[1];\n" + "cx q[1],q[2];\n" + "cx q[2],q[3];\n" + "barrier q[0],q[1],q[2],q[3];\n" + "measure q[0] -> meas[0];\n" + "measure q[1] -> meas[1];\n" + "measure q[2] -> meas[2];\n" + "measure q[3] -> meas[3];\n"; + + auto qc = QuantumComputation::fromQASM(testfile); + qc::Permutation perm = DDMinimizer::createGateBasedPermutation(qc); + qc.initialLayout = perm; + + const std::size_t bits = 4; + std::vector layout = {3, 2, 1, 0}; + + // Create the expected permutation + Permutation expectedPerm; + for (Qubit i = 0; i < bits; i++) { + expectedPerm[i] = layout[i]; + } + + printPermutation(expectedPerm, "Expected Permutation"); + printPermutation(qc.initialLayout, "Actual Permutation"); + + EXPECT_EQ(expectedPerm, qc.initialLayout); } TEST(ReorderWithoutReorderingTest, xccl3) { From 53200c59c0006c7b2a41935a09f9fed310224afd Mon Sep 17 00:00:00 2001 From: "pre-commit-ci[bot]" <66853113+pre-commit-ci[bot]@users.noreply.github.com> Date: Mon, 23 Sep 2024 08:18:51 +0000 Subject: [PATCH 43/67] =?UTF-8?q?=F0=9F=8E=A8=20pre-commit=20fixes?= MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit --- src/DDMinimizer.cpp | 8 +++----- test/test_reorder_without_reordering.cpp | 6 +++--- 2 files changed, 6 insertions(+), 8 deletions(-) diff --git a/src/DDMinimizer.cpp b/src/DDMinimizer.cpp index 249d0c6f..de28d932 100644 --- a/src/DDMinimizer.cpp +++ b/src/DDMinimizer.cpp @@ -9,14 +9,13 @@ #include #include +#include #include #include #include #include #include #include -#include - using namespace qc; using namespace std; @@ -96,10 +95,9 @@ DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc) { } else if (mapName[2] == 'l') { const auto column = static_cast(map.first[4] - '0'); it->second[column] = max; - } else if ( max == -1) { + } else if (max == -1) { it->second[0] = 0; - } - else { + } else { it->second[0] = max; } } diff --git a/test/test_reorder_without_reordering.cpp b/test/test_reorder_without_reordering.cpp index 61d075b2..6b0cda3e 100644 --- a/test/test_reorder_without_reordering.cpp +++ b/test/test_reorder_without_reordering.cpp @@ -43,7 +43,7 @@ TEST(ReorderWithoutReorderingTest, xc) { auto qc = QuantumComputation::fromQASM(testfile); DDMinimizer::optimizeInputPermutation(qc); - const std::size_t bits = 4; + const std::size_t bits = 4; std::vector layout = {0, 1, 2, 3}; // Create the expected permutation @@ -59,7 +59,7 @@ TEST(ReorderWithoutReorderingTest, xc) { } TEST(ReorderWithoutReorderingTest, cx) { - const std::string testfile = "OPENQASM 2.0;\n" + const std::string testfile = "OPENQASM 2.0;\n" "include \"qelib1.inc\";\n" "qreg q[4];\n" "creg meas[4];" @@ -80,7 +80,7 @@ TEST(ReorderWithoutReorderingTest, cx) { qc::Permutation perm = DDMinimizer::createGateBasedPermutation(qc); qc.initialLayout = perm; - const std::size_t bits = 4; + const std::size_t bits = 4; std::vector layout = {3, 2, 1, 0}; // Create the expected permutation From 4d130542163bac2ec94f28377ff252004c65cf06 Mon Sep 17 00:00:00 2001 From: Claudiaaaaaaaaa Date: Mon, 23 Sep 2024 10:24:30 +0200 Subject: [PATCH 44/67] lint fixes --- src/DDMinimizer.cpp | 2 +- test/test_reorder_without_reordering.cpp | 8 ++++---- 2 files changed, 5 insertions(+), 5 deletions(-) diff --git a/src/DDMinimizer.cpp b/src/DDMinimizer.cpp index de28d932..979efbf5 100644 --- a/src/DDMinimizer.cpp +++ b/src/DDMinimizer.cpp @@ -28,7 +28,7 @@ namespace qc { void DDMinimizer::optimizeInputPermutation(qc::QuantumComputation& qc) { // create, set and apply the heuristics based permutation - qc::Permutation perm = DDMinimizer::createGateBasedPermutation(qc); + const qc::Permutation perm = DDMinimizer::createGateBasedPermutation(qc); qc.initialLayout = perm; qc::CircuitOptimizer::elidePermutations(qc); } diff --git a/test/test_reorder_without_reordering.cpp b/test/test_reorder_without_reordering.cpp index 6b0cda3e..a4008ece 100644 --- a/test/test_reorder_without_reordering.cpp +++ b/test/test_reorder_without_reordering.cpp @@ -43,7 +43,7 @@ TEST(ReorderWithoutReorderingTest, xc) { auto qc = QuantumComputation::fromQASM(testfile); DDMinimizer::optimizeInputPermutation(qc); - const std::size_t bits = 4; + const std::size_t bits = 4; std::vector layout = {0, 1, 2, 3}; // Create the expected permutation @@ -59,7 +59,7 @@ TEST(ReorderWithoutReorderingTest, xc) { } TEST(ReorderWithoutReorderingTest, cx) { - const std::string testfile = "OPENQASM 2.0;\n" + const std::string testfile = "OPENQASM 2.0;\n" "include \"qelib1.inc\";\n" "qreg q[4];\n" "creg meas[4];" @@ -77,10 +77,10 @@ TEST(ReorderWithoutReorderingTest, cx) { "measure q[3] -> meas[3];\n"; auto qc = QuantumComputation::fromQASM(testfile); - qc::Permutation perm = DDMinimizer::createGateBasedPermutation(qc); + const qc::Permutation perm = DDMinimizer::createGateBasedPermutation(qc); qc.initialLayout = perm; - const std::size_t bits = 4; + const std::size_t bits = 4; std::vector layout = {3, 2, 1, 0}; // Create the expected permutation From 46aa58a0e3d34b72c62c4ebec0aade9da93a3a60 Mon Sep 17 00:00:00 2001 From: "pre-commit-ci[bot]" <66853113+pre-commit-ci[bot]@users.noreply.github.com> Date: Mon, 23 Sep 2024 08:24:55 +0000 Subject: [PATCH 45/67] =?UTF-8?q?=F0=9F=8E=A8=20pre-commit=20fixes?= MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit --- test/test_reorder_without_reordering.cpp | 6 +++--- 1 file changed, 3 insertions(+), 3 deletions(-) diff --git a/test/test_reorder_without_reordering.cpp b/test/test_reorder_without_reordering.cpp index a4008ece..bf647329 100644 --- a/test/test_reorder_without_reordering.cpp +++ b/test/test_reorder_without_reordering.cpp @@ -43,7 +43,7 @@ TEST(ReorderWithoutReorderingTest, xc) { auto qc = QuantumComputation::fromQASM(testfile); DDMinimizer::optimizeInputPermutation(qc); - const std::size_t bits = 4; + const std::size_t bits = 4; std::vector layout = {0, 1, 2, 3}; // Create the expected permutation @@ -59,7 +59,7 @@ TEST(ReorderWithoutReorderingTest, xc) { } TEST(ReorderWithoutReorderingTest, cx) { - const std::string testfile = "OPENQASM 2.0;\n" + const std::string testfile = "OPENQASM 2.0;\n" "include \"qelib1.inc\";\n" "qreg q[4];\n" "creg meas[4];" @@ -80,7 +80,7 @@ TEST(ReorderWithoutReorderingTest, cx) { const qc::Permutation perm = DDMinimizer::createGateBasedPermutation(qc); qc.initialLayout = perm; - const std::size_t bits = 4; + const std::size_t bits = 4; std::vector layout = {3, 2, 1, 0}; // Create the expected permutation From dfc0c833e5a803ccc17694625a916cc76b7f88f9 Mon Sep 17 00:00:00 2001 From: Claudiaaaaaaaaa Date: Mon, 23 Sep 2024 10:29:41 +0200 Subject: [PATCH 46/67] removed io include --- test/test_reorder_without_reordering.cpp | 16 +--------------- 1 file changed, 1 insertion(+), 15 deletions(-) diff --git a/test/test_reorder_without_reordering.cpp b/test/test_reorder_without_reordering.cpp index a4008ece..d9f10565 100644 --- a/test/test_reorder_without_reordering.cpp +++ b/test/test_reorder_without_reordering.cpp @@ -5,21 +5,13 @@ #include // For std::size_t #include -#include #include // For std::string #include // For std::vector using namespace qc; using namespace std; -void printPermutation(const Permutation& perm, const std::string& name) { - std::cout << name << ": {"; - for (const auto& [key, value] : perm) { - std::cout << key << " -> " << value << ", "; - } - std::cout << "}\n"; - std::cout.flush(); -} + TEST(ReorderWithoutReorderingTest, xc) { // control -> target @@ -52,9 +44,6 @@ TEST(ReorderWithoutReorderingTest, xc) { expectedPerm[i] = layout[i]; } - printPermutation(expectedPerm, "Expected Permutation"); - printPermutation(qc.initialLayout, "Actual Permutation"); - EXPECT_EQ(expectedPerm, qc.initialLayout); } @@ -89,9 +78,6 @@ TEST(ReorderWithoutReorderingTest, cx) { expectedPerm[i] = layout[i]; } - printPermutation(expectedPerm, "Expected Permutation"); - printPermutation(qc.initialLayout, "Actual Permutation"); - EXPECT_EQ(expectedPerm, qc.initialLayout); } From e4a994f0094f84ab04c3a81ba4f32d32d42da24b Mon Sep 17 00:00:00 2001 From: "pre-commit-ci[bot]" <66853113+pre-commit-ci[bot]@users.noreply.github.com> Date: Mon, 23 Sep 2024 08:31:43 +0000 Subject: [PATCH 47/67] =?UTF-8?q?=F0=9F=8E=A8=20pre-commit=20fixes?= MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit --- test/test_reorder_without_reordering.cpp | 2 -- 1 file changed, 2 deletions(-) diff --git a/test/test_reorder_without_reordering.cpp b/test/test_reorder_without_reordering.cpp index 8365aae1..17532a66 100644 --- a/test/test_reorder_without_reordering.cpp +++ b/test/test_reorder_without_reordering.cpp @@ -11,8 +11,6 @@ using namespace qc; using namespace std; - - TEST(ReorderWithoutReorderingTest, xc) { // control -> target const std::string testfile = "OPENQASM 2.0;\n" From b74db3a3a4b92af8a3580ba7257684db6df5900c Mon Sep 17 00:00:00 2001 From: Claudiaaaaaaaaa Date: Mon, 23 Sep 2024 10:35:32 +0200 Subject: [PATCH 48/67] iostream --- src/DDMinimizer.cpp | 1 - 1 file changed, 1 deletion(-) diff --git a/src/DDMinimizer.cpp b/src/DDMinimizer.cpp index 979efbf5..b5281467 100644 --- a/src/DDMinimizer.cpp +++ b/src/DDMinimizer.cpp @@ -9,7 +9,6 @@ #include #include -#include #include #include #include From aabac4cb8097234bf1d030d976d28c202bde89aa Mon Sep 17 00:00:00 2001 From: Claudiaaaaaaaaa Date: Mon, 23 Sep 2024 12:09:07 +0200 Subject: [PATCH 49/67] added more test cases --- src/DDMinimizer.cpp | 32 ++-- test/test_reorder_without_reordering.cpp | 183 ++++++++++++++++++++--- 2 files changed, 181 insertions(+), 34 deletions(-) diff --git a/src/DDMinimizer.cpp b/src/DDMinimizer.cpp index b5281467..5a0736c7 100644 --- a/src/DDMinimizer.cpp +++ b/src/DDMinimizer.cpp @@ -84,24 +84,24 @@ DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc) { max = pair.second; } } - std::string mapName = map.first.substr(0, 3); + std::string mapName = map.first.substr(0, 2); auto it = indices.find(mapName); if (it != indices.end()) { - if (mapName[2] == 'r') { - const auto column = static_cast(map.first[4] - '0'); + if (mapName[1] == 'R') { + const auto column = static_cast(map.first[2] - '0'); it->second[bits - 1 - column] = max; - } else if (mapName[2] == 'l') { - const auto column = static_cast(map.first[4] - '0'); + } else if (mapName[1] == 'L') { + const auto column = static_cast(map.first[2] - '0'); it->second[column] = max; - } else if (max == -1) { - it->second[0] = 0; - } else { + } + else { it->second[0] = max; } } } + // create the permutation based on the order of max index in the complete maps std::vector layout(bits); std::iota(layout.begin(), layout.end(), 0); @@ -130,10 +130,10 @@ DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc) { (prioXl == 0 && DDMinimizer::isFull(xL->second))) { } else if (prioCr == 0 && stairsCr > 0) { layout = DDMinimizer::reverseLayout(layout); - layout = DDMinimizer::rotateRight(layout, stairsCr); + layout = DDMinimizer::rotateLeft(layout, stairsCr); } else if (prioXl == 0 && stairsXl > 0) { layout = DDMinimizer::reverseLayout(layout); - layout = DDMinimizer::rotateLeft(layout, stairsXl); + layout = DDMinimizer::rotateRight(layout, stairsXl); } else if (prioCr > 0 || prioXl > 0 || (prioCr == 0 && prioXl == 0)) { layout = DDMinimizer::reverseLayout(layout); } @@ -146,9 +146,9 @@ DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc) { } else if (prioCl == 0 && stairsCl > 0) { - layout = DDMinimizer::rotateLeft(layout, stairsCl); + layout = DDMinimizer::rotateRight(layout, stairsCl); } else if (prioXr == 0 && stairsXr > 0) { - layout = DDMinimizer::rotateRight(layout, stairsXr); + layout = DDMinimizer::rotateLeft(layout, stairsXr); } } else if ((DDMinimizer::isFull(xR->second) || DDMinimizer::isFull(cL->second))) { @@ -215,8 +215,8 @@ DDMinimizer::makeDataStructure(qc::QuantumComputation& qc) { } } // save the steps in the maps - maps.insert({"xL_" + std::to_string(i), xLMap}); - maps.insert({"cL_" + std::to_string(i), cLMap}); + maps.insert({"xL" + std::to_string(i), xLMap}); + maps.insert({"cL" + std::to_string(i), cLMap}); } // save the complete ladder for max index evaluation indices.insert({"xL", std::vector(bits - 1, 0)}); @@ -234,8 +234,8 @@ DDMinimizer::makeDataStructure(qc::QuantumComputation& qc) { } } // save the steps in the maps - maps.insert({"xR_" + std::to_string(i), xRMap}); - maps.insert({"cR_" + std::to_string(i), cRMap}); + maps.insert({"xR" + std::to_string(i), xRMap}); + maps.insert({"cR" + std::to_string(i), cRMap}); } // save the complete ladder for max index evaluation indices.insert({"xR", std::vector(bits - 1, 0)}); diff --git a/test/test_reorder_without_reordering.cpp b/test/test_reorder_without_reordering.cpp index 17532a66..b5cd0233 100644 --- a/test/test_reorder_without_reordering.cpp +++ b/test/test_reorder_without_reordering.cpp @@ -11,7 +11,7 @@ using namespace qc; using namespace std; -TEST(ReorderWithoutReorderingTest, xc) { +TEST(ReorderWithoutReorderingTest, reorder_xc) { // control -> target const std::string testfile = "OPENQASM 2.0;\n" "include \"qelib1.inc\";\n" @@ -31,21 +31,20 @@ TEST(ReorderWithoutReorderingTest, xc) { "measure q[3] -> meas[3];\n"; auto qc = QuantumComputation::fromQASM(testfile); - DDMinimizer::optimizeInputPermutation(qc); + const qc::Permutation perm = DDMinimizer::createGateBasedPermutation(qc); const std::size_t bits = 4; std::vector layout = {0, 1, 2, 3}; - // Create the expected permutation Permutation expectedPerm; for (Qubit i = 0; i < bits; i++) { expectedPerm[i] = layout[i]; } - EXPECT_EQ(expectedPerm, qc.initialLayout); + EXPECT_EQ(expectedPerm, perm); } -TEST(ReorderWithoutReorderingTest, cx) { +TEST(ReorderWithoutReorderingTest, reorder_cx) { const std::string testfile = "OPENQASM 2.0;\n" "include \"qelib1.inc\";\n" "qreg q[4];\n" @@ -65,36 +64,184 @@ TEST(ReorderWithoutReorderingTest, cx) { auto qc = QuantumComputation::fromQASM(testfile); const qc::Permutation perm = DDMinimizer::createGateBasedPermutation(qc); - qc.initialLayout = perm; const std::size_t bits = 4; std::vector layout = {3, 2, 1, 0}; - // Create the expected permutation Permutation expectedPerm; for (Qubit i = 0; i < bits; i++) { expectedPerm[i] = layout[i]; } - EXPECT_EQ(expectedPerm, qc.initialLayout); + EXPECT_EQ(expectedPerm, perm); } -TEST(ReorderWithoutReorderingTest, xccl3) { - // TODO +TEST(ReorderWithoutReorderingTest, reorder_xccl) { + const std::string testfile = "OPENQASM 2.0;\n" + "include \"qelib1.inc\";\n" + "qreg q[4];\n" + "creg meas[4];" + "h q[0];\n" + "h q[1];\n" + "h q[2];\n" + "h q[3];\n" + "cx q[1],q[0];\n" + "cx q[2],q[1];\n" + "cx q[3],q[2];\n" + "cx q[0],q[1];\n" + "cx q[0],q[2];\n" + "cx q[0],q[3];\n" + "barrier q[0],q[1],q[2],q[3];\n" + "measure q[0] -> meas[0];\n" + "measure q[1] -> meas[1];\n" + "measure q[2] -> meas[2];\n" + "measure q[3] -> meas[3];\n"; + + auto qc = QuantumComputation::fromQASM(testfile); + const qc::Permutation perm = DDMinimizer::createGateBasedPermutation(qc); + + const std::size_t bits = 4; + std::vector layout = {1, 2, 3, 0}; + + Permutation expectedPerm; + for (Qubit i = 0; i < bits; i++) { + expectedPerm[i] = layout[i]; + } + + EXPECT_EQ(expectedPerm, perm); } -TEST(ReorderWithoutReorderingTest, xcxr3) { - // TODO +TEST(ReorderWithoutReorderingTest, reorder_xcxr) { + const std::string testfile = "OPENQASM 2.0;\n" + "include \"qelib1.inc\";\n" + "qreg q[4];\n" + "creg meas[4];" + "h q[0];\n" + "h q[1];\n" + "h q[2];\n" + "h q[3];\n" + "cx q[1],q[0];\n" + "cx q[2],q[1];\n" + "cx q[3],q[2];\n" + "cx q[0],q[3];\n" + "cx q[1],q[3];\n" + "cx q[2],q[3];\n" + "barrier q[0],q[1],q[2],q[3];\n" + "measure q[0] -> meas[0];\n" + "measure q[1] -> meas[1];\n" + "measure q[2] -> meas[2];\n" + "measure q[3] -> meas[3];\n"; + + auto qc = QuantumComputation::fromQASM(testfile); + const qc::Permutation perm = DDMinimizer::createGateBasedPermutation(qc); + + const std::size_t bits = 4; + std::vector layout = {3, 0, 1, 2}; + + Permutation expectedPerm; + for (Qubit i = 0; i < bits; i++) { + expectedPerm[i] = layout[i]; + } + + EXPECT_EQ(expectedPerm, perm); } -TEST(ReorderWithoutReorderingTest, cxcr3) { - // TODO +TEST(ReorderWithoutReorderingTest, reorder_cxcr) { + const std::string testfile = "OPENQASM 2.0;\n" + "include \"qelib1.inc\";\n" + "qreg q[4];\n" + "creg meas[4];" + "h q[0];\n" + "h q[1];\n" + "h q[2];\n" + "h q[3];\n" + "cx q[0],q[1];\n" + "cx q[1],q[2];\n" + "cx q[2],q[3];\n" + "cx q[1],q[0];\n" + "cx q[2],q[0];\n" + "cx q[3],q[0];\n" + "barrier q[0],q[1],q[2],q[3];\n" + "measure q[0] -> meas[0];\n" + "measure q[1] -> meas[1];\n" + "measure q[2] -> meas[2];\n" + "measure q[3] -> meas[3];\n"; + + auto qc = QuantumComputation::fromQASM(testfile); + const qc::Permutation perm = DDMinimizer::createGateBasedPermutation(qc); + + const std::size_t bits = 4; + std::vector layout = {2, 1, 0, 3}; + + Permutation expectedPerm; + for (Qubit i = 0; i < bits; i++) { + expectedPerm[i] = layout[i]; + } + + EXPECT_EQ(expectedPerm, perm); } -TEST(ReorderWithoutReorderingTest, cxxl3) { - // TODO +TEST(ReorderWithoutReorderingTest, reorder_cxxl) { + const std::string testfile = "OPENQASM 2.0;\n" + "include \"qelib1.inc\";\n" + "qreg q[4];\n" + "creg meas[4];" + "h q[0];\n" + "h q[1];\n" + "h q[2];\n" + "h q[3];\n" + "cx q[0],q[1];\n" + "cx q[1],q[2];\n" + "cx q[2],q[3];\n" + "cx q[3],q[0];\n" + "cx q[3],q[1];\n" + "cx q[3],q[2];\n" + "barrier q[0],q[1],q[2],q[3];\n" + "measure q[0] -> meas[0];\n" + "measure q[1] -> meas[1];\n" + "measure q[2] -> meas[2];\n" + "measure q[3] -> meas[3];\n"; + + auto qc = QuantumComputation::fromQASM(testfile); + const qc::Permutation perm = DDMinimizer::createGateBasedPermutation(qc); + + const std::size_t bits = 4; + std::vector layout = {0, 3, 2, 1}; + + Permutation expectedPerm; + for (Qubit i = 0; i < bits; i++) { + expectedPerm[i] = layout[i]; + } + + EXPECT_EQ(expectedPerm, perm); } -TEST(ReorderWithoutReorderingTest, noPattern) { - // TODO +TEST(ReorderWithoutReorderingTest, reorder_noPattern) { + const std::string testfile = "OPENQASM 2.0;\n" + "include \"qelib1.inc\";\n" + "qreg q[4];\n" + "creg meas[4];" + "h q[0];\n" + "h q[1];\n" + "h q[2];\n" + "h q[3];\n" + "cx q[2],q[3];\n" + "barrier q[0],q[1],q[2],q[3];\n" + "measure q[0] -> meas[0];\n" + "measure q[1] -> meas[1];\n" + "measure q[2] -> meas[2];\n" + "measure q[3] -> meas[3];\n"; + + auto qc = QuantumComputation::fromQASM(testfile); + const qc::Permutation perm = DDMinimizer::createGateBasedPermutation(qc); + + const std::size_t bits = 4; + std::vector layout = {0, 1, 3, 2}; + + Permutation expectedPerm; + for (Qubit i = 0; i < bits; i++) { + expectedPerm[i] = layout[i]; + } + + EXPECT_EQ(expectedPerm, perm); } From c31e7ec897fe4575b7d325f5d4c49e8f917c87ce Mon Sep 17 00:00:00 2001 From: "pre-commit-ci[bot]" <66853113+pre-commit-ci[bot]@users.noreply.github.com> Date: Mon, 23 Sep 2024 10:09:34 +0000 Subject: [PATCH 50/67] =?UTF-8?q?=F0=9F=8E=A8=20pre-commit=20fixes?= MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit --- src/DDMinimizer.cpp | 4 +-- test/test_reorder_without_reordering.cpp | 40 ++++++++++++------------ 2 files changed, 21 insertions(+), 23 deletions(-) diff --git a/src/DDMinimizer.cpp b/src/DDMinimizer.cpp index 5a0736c7..c8af9102 100644 --- a/src/DDMinimizer.cpp +++ b/src/DDMinimizer.cpp @@ -94,14 +94,12 @@ DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc) { } else if (mapName[1] == 'L') { const auto column = static_cast(map.first[2] - '0'); it->second[column] = max; - } - else { + } else { it->second[0] = max; } } } - // create the permutation based on the order of max index in the complete maps std::vector layout(bits); std::iota(layout.begin(), layout.end(), 0); diff --git a/test/test_reorder_without_reordering.cpp b/test/test_reorder_without_reordering.cpp index b5cd0233..513ca864 100644 --- a/test/test_reorder_without_reordering.cpp +++ b/test/test_reorder_without_reordering.cpp @@ -77,7 +77,7 @@ TEST(ReorderWithoutReorderingTest, reorder_cx) { } TEST(ReorderWithoutReorderingTest, reorder_xccl) { - const std::string testfile = "OPENQASM 2.0;\n" + const std::string testfile = "OPENQASM 2.0;\n" "include \"qelib1.inc\";\n" "qreg q[4];\n" "creg meas[4];" @@ -113,24 +113,24 @@ TEST(ReorderWithoutReorderingTest, reorder_xccl) { TEST(ReorderWithoutReorderingTest, reorder_xcxr) { const std::string testfile = "OPENQASM 2.0;\n" - "include \"qelib1.inc\";\n" - "qreg q[4];\n" - "creg meas[4];" - "h q[0];\n" - "h q[1];\n" - "h q[2];\n" - "h q[3];\n" - "cx q[1],q[0];\n" - "cx q[2],q[1];\n" - "cx q[3],q[2];\n" - "cx q[0],q[3];\n" - "cx q[1],q[3];\n" - "cx q[2],q[3];\n" - "barrier q[0],q[1],q[2],q[3];\n" - "measure q[0] -> meas[0];\n" - "measure q[1] -> meas[1];\n" - "measure q[2] -> meas[2];\n" - "measure q[3] -> meas[3];\n"; + "include \"qelib1.inc\";\n" + "qreg q[4];\n" + "creg meas[4];" + "h q[0];\n" + "h q[1];\n" + "h q[2];\n" + "h q[3];\n" + "cx q[1],q[0];\n" + "cx q[2],q[1];\n" + "cx q[3],q[2];\n" + "cx q[0],q[3];\n" + "cx q[1],q[3];\n" + "cx q[2],q[3];\n" + "barrier q[0],q[1],q[2],q[3];\n" + "measure q[0] -> meas[0];\n" + "measure q[1] -> meas[1];\n" + "measure q[2] -> meas[2];\n" + "measure q[3] -> meas[3];\n"; auto qc = QuantumComputation::fromQASM(testfile); const qc::Permutation perm = DDMinimizer::createGateBasedPermutation(qc); @@ -217,7 +217,7 @@ TEST(ReorderWithoutReorderingTest, reorder_cxxl) { } TEST(ReorderWithoutReorderingTest, reorder_noPattern) { - const std::string testfile = "OPENQASM 2.0;\n" + const std::string testfile = "OPENQASM 2.0;\n" "include \"qelib1.inc\";\n" "qreg q[4];\n" "creg meas[4];" From 39f426c0264907a9fe730cb2879c285a0a1c8695 Mon Sep 17 00:00:00 2001 From: Claudiaaaaaaaaa Date: Mon, 23 Sep 2024 12:54:36 +0200 Subject: [PATCH 51/67] changed test names for lint --- test/test_reorder_without_reordering.cpp | 14 +++++++------- 1 file changed, 7 insertions(+), 7 deletions(-) diff --git a/test/test_reorder_without_reordering.cpp b/test/test_reorder_without_reordering.cpp index 513ca864..7e390752 100644 --- a/test/test_reorder_without_reordering.cpp +++ b/test/test_reorder_without_reordering.cpp @@ -11,7 +11,7 @@ using namespace qc; using namespace std; -TEST(ReorderWithoutReorderingTest, reorder_xc) { +TEST(ReorderWithoutReorderingTest, reorderXc) { // control -> target const std::string testfile = "OPENQASM 2.0;\n" "include \"qelib1.inc\";\n" @@ -44,7 +44,7 @@ TEST(ReorderWithoutReorderingTest, reorder_xc) { EXPECT_EQ(expectedPerm, perm); } -TEST(ReorderWithoutReorderingTest, reorder_cx) { +TEST(ReorderWithoutReorderingTest, reorderCx) { const std::string testfile = "OPENQASM 2.0;\n" "include \"qelib1.inc\";\n" "qreg q[4];\n" @@ -76,7 +76,7 @@ TEST(ReorderWithoutReorderingTest, reorder_cx) { EXPECT_EQ(expectedPerm, perm); } -TEST(ReorderWithoutReorderingTest, reorder_xccl) { +TEST(ReorderWithoutReorderingTest, reorderXccl) { const std::string testfile = "OPENQASM 2.0;\n" "include \"qelib1.inc\";\n" "qreg q[4];\n" @@ -111,7 +111,7 @@ TEST(ReorderWithoutReorderingTest, reorder_xccl) { EXPECT_EQ(expectedPerm, perm); } -TEST(ReorderWithoutReorderingTest, reorder_xcxr) { +TEST(ReorderWithoutReorderingTest, reorderXcxr) { const std::string testfile = "OPENQASM 2.0;\n" "include \"qelib1.inc\";\n" "qreg q[4];\n" @@ -146,7 +146,7 @@ TEST(ReorderWithoutReorderingTest, reorder_xcxr) { EXPECT_EQ(expectedPerm, perm); } -TEST(ReorderWithoutReorderingTest, reorder_cxcr) { +TEST(ReorderWithoutReorderingTest, reorderCxcr) { const std::string testfile = "OPENQASM 2.0;\n" "include \"qelib1.inc\";\n" "qreg q[4];\n" @@ -181,7 +181,7 @@ TEST(ReorderWithoutReorderingTest, reorder_cxcr) { EXPECT_EQ(expectedPerm, perm); } -TEST(ReorderWithoutReorderingTest, reorder_cxxl) { +TEST(ReorderWithoutReorderingTest, reorderCxxl) { const std::string testfile = "OPENQASM 2.0;\n" "include \"qelib1.inc\";\n" "qreg q[4];\n" @@ -216,7 +216,7 @@ TEST(ReorderWithoutReorderingTest, reorder_cxxl) { EXPECT_EQ(expectedPerm, perm); } -TEST(ReorderWithoutReorderingTest, reorder_noPattern) { +TEST(ReorderWithoutReorderingTest, reorderNoPattern) { const std::string testfile = "OPENQASM 2.0;\n" "include \"qelib1.inc\";\n" "qreg q[4];\n" From 3f8c5231d8c6ecba9d4cc6eff2c459bff524c2bb Mon Sep 17 00:00:00 2001 From: Claudiaaaaaaaaa Date: Mon, 23 Sep 2024 13:39:21 +0200 Subject: [PATCH 52/67] added final test --- src/DDMinimizer.cpp | 15 ++-------- test/test_reorder_without_reordering.cpp | 35 +++++++++++++----------- 2 files changed, 21 insertions(+), 29 deletions(-) diff --git a/src/DDMinimizer.cpp b/src/DDMinimizer.cpp index c8af9102..e3b784f2 100644 --- a/src/DDMinimizer.cpp +++ b/src/DDMinimizer.cpp @@ -124,9 +124,7 @@ DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc) { if ((cX->second[0] != -1) && (xC->second[0] == -1 || cX->second[0] < xC->second[0])) { - if ((prioCr == 0 && DDMinimizer::isFull(cR->second)) || - (prioXl == 0 && DDMinimizer::isFull(xL->second))) { - } else if (prioCr == 0 && stairsCr > 0) { + if (prioCr == 0 && stairsCr > 0) { layout = DDMinimizer::reverseLayout(layout); layout = DDMinimizer::rotateLeft(layout, stairsCr); } else if (prioXl == 0 && stairsXl > 0) { @@ -401,6 +399,7 @@ DDMinimizer::createControlBasedPermutation(qc::QuantumComputation& qc) { qubitWeights[pair.first] = weight; } + // sort the layout based on the weights of the qubits sort(layer.begin(), layer.end(), [&qubitWeights](const Qubit& a, const Qubit& b) { @@ -444,14 +443,4 @@ std::map DDMinimizer::adjustWeights( return qubitWeights; } -// Helper function to compute how many permutations there are for a set number -// of qubits -std::size_t DDMinimizer::factorial(std::size_t n) { - std::size_t result = 1; - for (std::size_t i = 1; i <= n; ++i) { - result *= i; - } - return result; -} - }; // namespace qc diff --git a/test/test_reorder_without_reordering.cpp b/test/test_reorder_without_reordering.cpp index 7e390752..1af75e5d 100644 --- a/test/test_reorder_without_reordering.cpp +++ b/test/test_reorder_without_reordering.cpp @@ -216,27 +216,29 @@ TEST(ReorderWithoutReorderingTest, reorderCxxl) { EXPECT_EQ(expectedPerm, perm); } -TEST(ReorderWithoutReorderingTest, reorderNoPattern) { +TEST(ReorderWithoutReorderingTest, reorderInterlacedQubits) { const std::string testfile = "OPENQASM 2.0;\n" - "include \"qelib1.inc\";\n" - "qreg q[4];\n" - "creg meas[4];" - "h q[0];\n" - "h q[1];\n" - "h q[2];\n" - "h q[3];\n" - "cx q[2],q[3];\n" - "barrier q[0],q[1],q[2],q[3];\n" - "measure q[0] -> meas[0];\n" - "measure q[1] -> meas[1];\n" - "measure q[2] -> meas[2];\n" - "measure q[3] -> meas[3];\n"; + "include \"qelib1.inc\";\n" + "qreg q[4];\n" + "creg meas[4];" + "h q[0];\n" + "h q[1];\n" + "h q[2];\n" + "h q[3];\n" + "cx q[0],q[1];\n" + "cx q[1],q[3];\n" + "cx q[3],q[2];\n" + "barrier q[0],q[1],q[2],q[3];\n" + "measure q[0] -> meas[0];\n" + "measure q[1] -> meas[1];\n" + "measure q[2] -> meas[2];\n" + "measure q[3] -> meas[3];\n"; auto qc = QuantumComputation::fromQASM(testfile); const qc::Permutation perm = DDMinimizer::createGateBasedPermutation(qc); const std::size_t bits = 4; - std::vector layout = {0, 1, 3, 2}; + std::vector layout = {2, 3, 1, 0}; Permutation expectedPerm; for (Qubit i = 0; i < bits; i++) { @@ -244,4 +246,5 @@ TEST(ReorderWithoutReorderingTest, reorderNoPattern) { } EXPECT_EQ(expectedPerm, perm); -} + +} \ No newline at end of file From 08bbc4edcfa566ed3aabe5f8f05a4df579733cda Mon Sep 17 00:00:00 2001 From: "pre-commit-ci[bot]" <66853113+pre-commit-ci[bot]@users.noreply.github.com> Date: Mon, 23 Sep 2024 11:39:42 +0000 Subject: [PATCH 53/67] =?UTF-8?q?=F0=9F=8E=A8=20pre-commit=20fixes?= MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit --- src/DDMinimizer.cpp | 1 - test/test_reorder_without_reordering.cpp | 33 ++++++++++++------------ 2 files changed, 16 insertions(+), 18 deletions(-) diff --git a/src/DDMinimizer.cpp b/src/DDMinimizer.cpp index e3b784f2..533c2819 100644 --- a/src/DDMinimizer.cpp +++ b/src/DDMinimizer.cpp @@ -399,7 +399,6 @@ DDMinimizer::createControlBasedPermutation(qc::QuantumComputation& qc) { qubitWeights[pair.first] = weight; } - // sort the layout based on the weights of the qubits sort(layer.begin(), layer.end(), [&qubitWeights](const Qubit& a, const Qubit& b) { diff --git a/test/test_reorder_without_reordering.cpp b/test/test_reorder_without_reordering.cpp index 1af75e5d..61f2cd43 100644 --- a/test/test_reorder_without_reordering.cpp +++ b/test/test_reorder_without_reordering.cpp @@ -218,21 +218,21 @@ TEST(ReorderWithoutReorderingTest, reorderCxxl) { TEST(ReorderWithoutReorderingTest, reorderInterlacedQubits) { const std::string testfile = "OPENQASM 2.0;\n" - "include \"qelib1.inc\";\n" - "qreg q[4];\n" - "creg meas[4];" - "h q[0];\n" - "h q[1];\n" - "h q[2];\n" - "h q[3];\n" - "cx q[0],q[1];\n" - "cx q[1],q[3];\n" - "cx q[3],q[2];\n" - "barrier q[0],q[1],q[2],q[3];\n" - "measure q[0] -> meas[0];\n" - "measure q[1] -> meas[1];\n" - "measure q[2] -> meas[2];\n" - "measure q[3] -> meas[3];\n"; + "include \"qelib1.inc\";\n" + "qreg q[4];\n" + "creg meas[4];" + "h q[0];\n" + "h q[1];\n" + "h q[2];\n" + "h q[3];\n" + "cx q[0],q[1];\n" + "cx q[1],q[3];\n" + "cx q[3],q[2];\n" + "barrier q[0],q[1],q[2],q[3];\n" + "measure q[0] -> meas[0];\n" + "measure q[1] -> meas[1];\n" + "measure q[2] -> meas[2];\n" + "measure q[3] -> meas[3];\n"; auto qc = QuantumComputation::fromQASM(testfile); const qc::Permutation perm = DDMinimizer::createGateBasedPermutation(qc); @@ -246,5 +246,4 @@ TEST(ReorderWithoutReorderingTest, reorderInterlacedQubits) { } EXPECT_EQ(expectedPerm, perm); - -} \ No newline at end of file +} From 39c22df98d14600fdb0d3a383c16d93ae0576550 Mon Sep 17 00:00:00 2001 From: ClaudiaDuenzinger <50296598+Claudiaaaaaaaaa@users.noreply.github.com> Date: Thu, 26 Sep 2024 21:55:47 +0200 Subject: [PATCH 54/67] Update include/DDMinimizer.hpp Co-authored-by: Yannick Stade <100073938+ystade@users.noreply.github.com> Signed-off-by: ClaudiaDuenzinger <50296598+Claudiaaaaaaaaa@users.noreply.github.com> --- include/DDMinimizer.hpp | 7 ++++--- 1 file changed, 4 insertions(+), 3 deletions(-) diff --git a/include/DDMinimizer.hpp b/include/DDMinimizer.hpp index 200de320..2e6a0255 100644 --- a/include/DDMinimizer.hpp +++ b/include/DDMinimizer.hpp @@ -14,9 +14,10 @@ class DDMinimizer { public: /** - * @brief creates a Heuristic based initialLayout for the QuantumComputation - and applies it. The current implementation is based on pattern found in the - controlled gates + * @brief Changes the order of qubits in a QuantumComputation to heuristically optimize for short running times of the DD-simulator. + * @detail Computes an initialLayout for the QuantumComputation based on a heuristic to optimize the running time of the DD-simulator. + * After that, the initialLayout is applied, i.e. the qubits in the QuantumComputation are re-ordered such that the resulting QuantumComputation's initialLayout is the identity again. + * The current implementation is based on patterns found in the controlled gates. * @param QuantumComputation */ static void optimizeInputPermutation(qc::QuantumComputation& qc); From 188999207d6a6b82fd44d5e7b8798e40af52570a Mon Sep 17 00:00:00 2001 From: "pre-commit-ci[bot]" <66853113+pre-commit-ci[bot]@users.noreply.github.com> Date: Thu, 26 Sep 2024 19:56:00 +0000 Subject: [PATCH 55/67] =?UTF-8?q?=F0=9F=8E=A8=20pre-commit=20fixes?= MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit --- include/DDMinimizer.hpp | 14 +++++++++----- 1 file changed, 9 insertions(+), 5 deletions(-) diff --git a/include/DDMinimizer.hpp b/include/DDMinimizer.hpp index 2e6a0255..a244aac5 100644 --- a/include/DDMinimizer.hpp +++ b/include/DDMinimizer.hpp @@ -14,12 +14,16 @@ class DDMinimizer { public: /** - * @brief Changes the order of qubits in a QuantumComputation to heuristically optimize for short running times of the DD-simulator. - * @detail Computes an initialLayout for the QuantumComputation based on a heuristic to optimize the running time of the DD-simulator. - * After that, the initialLayout is applied, i.e. the qubits in the QuantumComputation are re-ordered such that the resulting QuantumComputation's initialLayout is the identity again. - * The current implementation is based on patterns found in the controlled gates. + * @brief Changes the order of qubits in a QuantumComputation to heuristically + * optimize for short running times of the DD-simulator. + * @detail Computes an initialLayout for the QuantumComputation based on a + * heuristic to optimize the running time of the DD-simulator. After that, the + * initialLayout is applied, i.e. the qubits in the QuantumComputation are + * re-ordered such that the resulting QuantumComputation's initialLayout is + * the identity again. The current implementation is based on patterns found + * in the controlled gates. * @param QuantumComputation - */ + */ static void optimizeInputPermutation(qc::QuantumComputation& qc); /** From e3967571cda4d6f0c126c65948f60305332f9c49 Mon Sep 17 00:00:00 2001 From: Claudiaaaaaaaaa Date: Thu, 26 Sep 2024 22:52:44 +0200 Subject: [PATCH 56/67] Included all review changes --- include/DDMinimizer.hpp | 84 +++++++++++++++++++++++++++++++---------- src/DDMinimizer.cpp | 52 +++++++++++-------------- 2 files changed, 88 insertions(+), 48 deletions(-) diff --git a/include/DDMinimizer.hpp b/include/DDMinimizer.hpp index a244aac5..7efb8d64 100644 --- a/include/DDMinimizer.hpp +++ b/include/DDMinimizer.hpp @@ -26,12 +26,12 @@ class DDMinimizer { */ static void optimizeInputPermutation(qc::QuantumComputation& qc); - /** - * @brief creates a Heuristic based initialLayout for the QuantumComputation. - This implementation is based on pattern found in the controlled - gates + /** + * @brief Computes a permutation for the QuantumComputation based on a heuristic to optimize the running time of the DD-simulator. * @param QuantumComputation - * @return the qc::Permutation + * @return the qc::Permutation The computed permutation to be used as the initialLayout for a QuantumComputation + * @details First collects operation indices of controlled operation for patterns (s. makeDataStructure). + * Then, based on the pattern of the controlled gates, the layout is adjusted. If no pattern is found, the control based permutation is created. */ static qc::Permutation createGateBasedPermutation(qc::QuantumComputation& qc); @@ -39,14 +39,33 @@ class DDMinimizer { /** * @brief creates a data structure for the pattern analysis of controlled gates * @param QuantumComputation - * @return a pair of maps: - 1. map string of c_x, x_c, c_l, x_l, c_r, x_r ladder step to control - and target bit to the index of the gate - 2. map: string of c_x, x_c, c_l, x_l, c_r, x_r ladder to vector of max - index of gate for the indices: for c_l and x_l position 0 in the vector marks - the line of c(x) at 0 -> we count the left most as the first for c_r and x_r - position 0 in the vector marks the line of c(x) at bits - 1 -> we count the - right most as the first + * @return a pair of maps to save indices of controlled gates + * @details the data structure consists of two maps: + * 1. map: string of ladder (step) name to control and target bit to the index of the operation + * 2. map: string of ladder name to vector: max index of operation for each step or the c_x or x_c ladder + * for c_l and x_l position 0 in the vector marks the line of c(x) at 0 -> we count the left most as the first + * for c_r and x_r position 0 in the vector marks the line of c(x) at bits - 1 -> we count theright most as the first + * + * The ladder (steps) describe the following controlled gates (c: control qubit, x: target qubit): + e.g. for three qubits + * c_x: c | 0 1 2 + x | 1 2 3 + + * x_c: c | 1 2 3 + x | 0 1 2 + + * c_l_1: c | 0 0 0 and c_l_2: c | 1 1 and c_l_3: c | 2 + x | 1 2 3 x | 2 3 x | 3 + + * c_r_1: c | 3 3 3 and c_r_2: c | 2 2 and c_r_3: c | 1 + x | 0 1 2 x | 0 1 x | 0 + + * x_l_1: c | 1 2 3 and x_l_2: c | 2 3 and x_l_3: c | 3 + x | 0 0 0 x | 1 1 x | 2 + + * x_r_1: c | 0 1 2 and x_r_2: c | 0 1 and x_r_3: c | 0 + x | 3 3 3 x | 2 2 x | 1 + */ static std::pair< std::map, int>>, @@ -55,20 +74,47 @@ class DDMinimizer { // Functions to analyze the pattern of the controlled gates static bool isFull(const std::vector& vec); - static int getStairCount(const std::vector& vec); + static std::size_t getStairCount(const std::vector& vec); static int getLadderPosition(const std::vector& vec, int laadder); - // Functions to adjust the layout based on the pattern of the controlled gates +// Functions to adjust the layout based on the pattern of the controlled gates: + + /** + * @brief Helper function to reverse the layout (q: qubit, l: layer) + * @param layout + * @return the reversed layout + * @details q | 0 1 2 3 turns to q | 0 1 2 3 + * l | 0 1 2 3 l | 3 2 1 0 + */ static std::vector reverseLayout(std::vector layout); - static std::vector rotateRight(std::vector layout, int stairs); - static std::vector rotateLeft(std::vector layout, int stairs); + /** + * @brief Helper function to rotate the layout to the right (q: qubit, l: layer) + * @param layout, stairs (number of steps to rotate) + * @return the rotated layout + * @details q | 0 1 2 3 and 1 stairs turns to q | 0 1 2 3 + * l | 0 1 2 3 l | 1 2 3 0 + */ + static std::vector rotateRight(std::vector layout, std::size_t stairs); + + /** + * @brief Helper function to rotate the layout to the left (q: qubit, l: layer) + * @param layout, stairs (number of steps to rotate) + * @return the rotated layout + * @details q | 0 1 2 3 and 2 stairs turns to q | 0 1 2 3 + * l | 0 1 2 3 l | 3 0 1 2 + */ + static std::vector rotateLeft(std::vector layout, std::size_t stairs); + /** * @brief creates a Heuristic based initialLayout for the QuantumComputation. - This implementation is based on which qubits are controlled by which - qubits + This implementation is based on which qubits are controlled by whichqubits * @param QuantumComputation * @return the qc::Permutation + * @details The function creates a map of each qubit to all the qubits it controls. + * Based on the control to target relationship, a weight for each qubit is calculated. + * The qubits are then sorted based on the weight in increasing order, + * each controlling qubit is placed after its targets */ static qc::Permutation createControlBasedPermutation(qc::QuantumComputation& qc); diff --git a/src/DDMinimizer.cpp b/src/DDMinimizer.cpp index 533c2819..2d987d7b 100644 --- a/src/DDMinimizer.cpp +++ b/src/DDMinimizer.cpp @@ -27,7 +27,7 @@ namespace qc { void DDMinimizer::optimizeInputPermutation(qc::QuantumComputation& qc) { // create, set and apply the heuristics based permutation - const qc::Permutation perm = DDMinimizer::createGateBasedPermutation(qc); + const qc::Permutation& perm = DDMinimizer::createGateBasedPermutation(qc); qc.initialLayout = perm; qc::CircuitOptimizer::elidePermutations(qc); } @@ -113,12 +113,12 @@ DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc) { const int prioCr = DDMinimizer::getLadderPosition(cR->second, xC->second[0]); const int prioXl = DDMinimizer::getLadderPosition(xL->second, xC->second[0]); - const int stairsCr = DDMinimizer::getStairCount(cR->second); - const int stairsXl = DDMinimizer::getStairCount(xL->second); + const std::size_t stairsCr = DDMinimizer::getStairCount(cR->second); + const std::size_t stairsXl = DDMinimizer::getStairCount(xL->second); const int prioCl = DDMinimizer::getLadderPosition(cL->second, cX->second[0]); const int prioXr = DDMinimizer::getLadderPosition(xR->second, cX->second[0]); - const int stairsCl = DDMinimizer::getStairCount(cL->second); - const int stairsXr = DDMinimizer::getStairCount(xR->second); + const std::size_t stairsCl = DDMinimizer::getStairCount(cL->second); + const std::size_t stairsXr = DDMinimizer::getStairCount(xR->second); // complete case checkins and adjust the layout if ((cX->second[0] != -1) && @@ -248,8 +248,8 @@ bool DDMinimizer::isFull(const std::vector& vec) { } // Helper function to get the number of complete stairs in a ladder -int DDMinimizer::getStairCount(const std::vector& vec) { - int count = 0; +std::size_t DDMinimizer::getStairCount(const std::vector& vec) { + std::size_t count = 0; for (const int value : vec) { if (value != -1) { count++; @@ -286,42 +286,36 @@ std::vector DDMinimizer::reverseLayout(std::vector layout) { } std::vector DDMinimizer::rotateRight(std::vector layout, - int stairs) { - const std::vector::size_type size = layout.size(); + std::size_t stairs) { + const std::size_t size = layout.size(); std::vector rotatedLayout(size); - for (int r = 0; r < stairs; ++r) { - if (!layout.empty()) { - rotatedLayout[size - static_cast::size_type>(r + 1)] = - layout[static_cast::size_type>(r)]; + for (std::size_t r = 0; r < stairs; ++r) { + if (!layout.empty()) { + rotatedLayout[size - (r + 1)] = layout[r]; } } - const std::vector::size_type left = - size - static_cast::size_type>(stairs); - for (std::vector::size_type r = 0; r < left; ++r) { + const std::size_t left = size - stairs; + for (std::size_t r = 0; r < left; ++r) { if (!layout.empty()) { - rotatedLayout[r] = - layout[r + static_cast::size_type>(stairs)]; + rotatedLayout[r] = layout[r + stairs]; } } return rotatedLayout; } std::vector DDMinimizer::rotateLeft(std::vector layout, - int stairs) { - const std::vector::size_type size = layout.size(); + std::size_t stairs) { + const std::size_t size = layout.size(); std::vector rotatedLayout(size); - for (int r = 0; r < stairs; ++r) { - if (!layout.empty()) { - rotatedLayout[static_cast::size_type>(r)] = - layout[size - static_cast::size_type>(r + 1)]; + for (std::size_t r = 0; r < stairs; ++r) { + if (!layout.empty()) { + rotatedLayout[r] = layout[size - (r + 1)]; } } - const std::vector::size_type left = - size - static_cast::size_type>(stairs); - for (std::vector::size_type r = 0; r < left; ++r) { + const std::size_t left = size - stairs; + for (std::size_t r = 0; r < left; ++r) { if (!layout.empty()) { - rotatedLayout[r + static_cast::size_type>(stairs)] = - layout[r]; + rotatedLayout[r + stairs] = layout[r]; } } return rotatedLayout; From 17670d135ce0181706077f5e0d5014409571b915 Mon Sep 17 00:00:00 2001 From: "pre-commit-ci[bot]" <66853113+pre-commit-ci[bot]@users.noreply.github.com> Date: Thu, 26 Sep 2024 20:53:35 +0000 Subject: [PATCH 57/67] =?UTF-8?q?=F0=9F=8E=A8=20pre-commit=20fixes?= MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit --- include/DDMinimizer.hpp | 109 +++++++++++++++++++++++----------------- src/DDMinimizer.cpp | 8 +-- 2 files changed, 66 insertions(+), 51 deletions(-) diff --git a/include/DDMinimizer.hpp b/include/DDMinimizer.hpp index 7efb8d64..c3dbe824 100644 --- a/include/DDMinimizer.hpp +++ b/include/DDMinimizer.hpp @@ -26,13 +26,17 @@ class DDMinimizer { */ static void optimizeInputPermutation(qc::QuantumComputation& qc); - /** - * @brief Computes a permutation for the QuantumComputation based on a heuristic to optimize the running time of the DD-simulator. + /** + * @brief Computes a permutation for the QuantumComputation based on a + * heuristic to optimize the running time of the DD-simulator. * @param QuantumComputation - * @return the qc::Permutation The computed permutation to be used as the initialLayout for a QuantumComputation - * @details First collects operation indices of controlled operation for patterns (s. makeDataStructure). - * Then, based on the pattern of the controlled gates, the layout is adjusted. If no pattern is found, the control based permutation is created. - */ + * @return the qc::Permutation The computed permutation to be used as the + * initialLayout for a QuantumComputation + * @details First collects operation indices of controlled operation for + * patterns (s. makeDataStructure). Then, based on the pattern of the + * controlled gates, the layout is adjusted. If no pattern is found, the + * control based permutation is created. + */ static qc::Permutation createGateBasedPermutation(qc::QuantumComputation& qc); // Helper functions for createGateBasedPermutation @@ -41,31 +45,35 @@ class DDMinimizer { * @param QuantumComputation * @return a pair of maps to save indices of controlled gates * @details the data structure consists of two maps: - * 1. map: string of ladder (step) name to control and target bit to the index of the operation - * 2. map: string of ladder name to vector: max index of operation for each step or the c_x or x_c ladder - * for c_l and x_l position 0 in the vector marks the line of c(x) at 0 -> we count the left most as the first - * for c_r and x_r position 0 in the vector marks the line of c(x) at bits - 1 -> we count theright most as the first - * - * The ladder (steps) describe the following controlled gates (c: control qubit, x: target qubit): - e.g. for three qubits + * 1. map: string of ladder (step) name to control and target bit to the index + of the operation + * 2. map: string of ladder name to vector: max index of operation for each + step or the c_x or x_c ladder + * for c_l and x_l position 0 in the vector marks the line of c(x) at 0 -> we + count the left most as the first + * for c_r and x_r position 0 in the vector marks the line of c(x) at bits - 1 + -> we count theright most as the first + * + * The ladder (steps) describe the following controlled gates (c: control + qubit, x: target qubit): e.g. for three qubits * c_x: c | 0 1 2 x | 1 2 3 * x_c: c | 1 2 3 - x | 0 1 2 + x | 0 1 2 * c_l_1: c | 0 0 0 and c_l_2: c | 1 1 and c_l_3: c | 2 x | 1 2 3 x | 2 3 x | 3 - + * c_r_1: c | 3 3 3 and c_r_2: c | 2 2 and c_r_3: c | 1 x | 0 1 2 x | 0 1 x | 0 - + * x_l_1: c | 1 2 3 and x_l_2: c | 2 3 and x_l_3: c | 3 x | 0 0 0 x | 1 1 x | 2 - + * x_r_1: c | 0 1 2 and x_r_2: c | 0 1 and x_r_3: c | 0 x | 3 3 3 x | 2 2 x | 1 - + */ static std::pair< std::map, int>>, @@ -77,43 +85,50 @@ class DDMinimizer { static std::size_t getStairCount(const std::vector& vec); static int getLadderPosition(const std::vector& vec, int laadder); -// Functions to adjust the layout based on the pattern of the controlled gates: + // Functions to adjust the layout based on the pattern of the controlled + // gates: - /** - * @brief Helper function to reverse the layout (q: qubit, l: layer) - * @param layout - * @return the reversed layout - * @details q | 0 1 2 3 turns to q | 0 1 2 3 - * l | 0 1 2 3 l | 3 2 1 0 - */ + /** + * @brief Helper function to reverse the layout (q: qubit, l: layer) + * @param layout + * @return the reversed layout + * @details q | 0 1 2 3 turns to q | 0 1 2 3 + * l | 0 1 2 3 l | 3 2 1 0 + */ static std::vector reverseLayout(std::vector layout); - /** - * @brief Helper function to rotate the layout to the right (q: qubit, l: layer) - * @param layout, stairs (number of steps to rotate) - * @return the rotated layout - * @details q | 0 1 2 3 and 1 stairs turns to q | 0 1 2 3 - * l | 0 1 2 3 l | 1 2 3 0 - */ - static std::vector rotateRight(std::vector layout, std::size_t stairs); - - /** - * @brief Helper function to rotate the layout to the left (q: qubit, l: layer) - * @param layout, stairs (number of steps to rotate) - * @return the rotated layout - * @details q | 0 1 2 3 and 2 stairs turns to q | 0 1 2 3 - * l | 0 1 2 3 l | 3 0 1 2 - */ - static std::vector rotateLeft(std::vector layout, std::size_t stairs); - + /** + * @brief Helper function to rotate the layout to the right (q: qubit, l: + * layer) + * @param layout, stairs (number of steps to rotate) + * @return the rotated layout + * @details q | 0 1 2 3 and 1 stairs turns to q | 0 1 2 3 + * l | 0 1 2 3 l | 1 2 3 0 + */ + static std::vector rotateRight(std::vector layout, + std::size_t stairs); + + /** + * @brief Helper function to rotate the layout to the left (q: qubit, l: + * layer) + * @param layout, stairs (number of steps to rotate) + * @return the rotated layout + * @details q | 0 1 2 3 and 2 stairs turns to q | 0 1 2 3 + * l | 0 1 2 3 l | 3 0 1 2 + */ + static std::vector rotateLeft(std::vector layout, + std::size_t stairs); + /** * @brief creates a Heuristic based initialLayout for the QuantumComputation. This implementation is based on which qubits are controlled by whichqubits * @param QuantumComputation * @return the qc::Permutation - * @details The function creates a map of each qubit to all the qubits it controls. - * Based on the control to target relationship, a weight for each qubit is calculated. - * The qubits are then sorted based on the weight in increasing order, + * @details The function creates a map of each qubit to all the qubits it + controls. + * Based on the control to target relationship, a weight for each qubit is + calculated. + * The qubits are then sorted based on the weight in increasing order, * each controlling qubit is placed after its targets */ static qc::Permutation diff --git a/src/DDMinimizer.cpp b/src/DDMinimizer.cpp index 2d987d7b..5c2f08c5 100644 --- a/src/DDMinimizer.cpp +++ b/src/DDMinimizer.cpp @@ -290,8 +290,8 @@ std::vector DDMinimizer::rotateRight(std::vector layout, const std::size_t size = layout.size(); std::vector rotatedLayout(size); for (std::size_t r = 0; r < stairs; ++r) { - if (!layout.empty()) { - rotatedLayout[size - (r + 1)] = layout[r]; + if (!layout.empty()) { + rotatedLayout[size - (r + 1)] = layout[r]; } } const std::size_t left = size - stairs; @@ -308,8 +308,8 @@ std::vector DDMinimizer::rotateLeft(std::vector layout, const std::size_t size = layout.size(); std::vector rotatedLayout(size); for (std::size_t r = 0; r < stairs; ++r) { - if (!layout.empty()) { - rotatedLayout[r] = layout[size - (r + 1)]; + if (!layout.empty()) { + rotatedLayout[r] = layout[size - (r + 1)]; } } const std::size_t left = size - stairs; From 77bc202a101d2d93576044b1824c7d5eeeb7a972 Mon Sep 17 00:00:00 2001 From: Claudiaaaaaaaaa Date: Thu, 26 Sep 2024 23:00:42 +0200 Subject: [PATCH 58/67] checked project guidelines -> ran clangd -> fixed issues --- include/DDMinimizer.hpp | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/include/DDMinimizer.hpp b/include/DDMinimizer.hpp index c3dbe824..30c83d8f 100644 --- a/include/DDMinimizer.hpp +++ b/include/DDMinimizer.hpp @@ -83,7 +83,7 @@ class DDMinimizer { // Functions to analyze the pattern of the controlled gates static bool isFull(const std::vector& vec); static std::size_t getStairCount(const std::vector& vec); - static int getLadderPosition(const std::vector& vec, int laadder); + static int getLadderPosition(const std::vector& vec, int ladder); // Functions to adjust the layout based on the pattern of the controlled // gates: From 3d790417b3e9a078483bf53770f1db4bcf540e4c Mon Sep 17 00:00:00 2001 From: Claudiaaaaaaaaa Date: Mon, 14 Oct 2024 17:05:01 +0200 Subject: [PATCH 59/67] implemented changes of overseen comments --- include/DDMinimizer.hpp | 16 +- src/DDMinimizer.cpp | 231 +++++++++++------------ test/test_reorder_without_reordering.cpp | 68 ++----- 3 files changed, 137 insertions(+), 178 deletions(-) diff --git a/include/DDMinimizer.hpp b/include/DDMinimizer.hpp index 30c83d8f..83530ace 100644 --- a/include/DDMinimizer.hpp +++ b/include/DDMinimizer.hpp @@ -80,8 +80,20 @@ class DDMinimizer { std::map>> makeDataStructure(qc::QuantumComputation& qc); + + static void initializeDataStructure(std::size_t bits, + std::map, int>& xCMap, + std::map, int>& cXMap, + std::vector, int>>& cLMap, + std::vector, int>>& cHMap, + std::vector, int>>& xLMap, + std::vector, int>>& xHMap); + + static int findMaxIndex(const std::map, int>& map); + + // Functions to analyze the pattern of the controlled gates - static bool isFull(const std::vector& vec); + static bool isFullLadder(const std::vector& vec); static std::size_t getStairCount(const std::vector& vec); static int getLadderPosition(const std::vector& vec, int ladder); @@ -95,7 +107,7 @@ class DDMinimizer { * @details q | 0 1 2 3 turns to q | 0 1 2 3 * l | 0 1 2 3 l | 3 2 1 0 */ - static std::vector reverseLayout(std::vector layout); + static std::vector reverseLayout(std::vector& layout); /** * @brief Helper function to rotate the layout to the right (q: qubit, l: diff --git a/src/DDMinimizer.cpp b/src/DDMinimizer.cpp index 5c2f08c5..c62f5acb 100644 --- a/src/DDMinimizer.cpp +++ b/src/DDMinimizer.cpp @@ -12,7 +12,6 @@ #include #include #include -#include #include #include @@ -37,12 +36,25 @@ DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc) { // create the data structure to store the indices in the pattern maps as well // as the max indices of the ladders - std::map, int>> maps = - DDMinimizer::makeDataStructure(qc).first; - std::map> indices = - DDMinimizer::makeDataStructure(qc).second; + const std::size_t bits = qc.getNqubits(); + std::map, int> xCMap; + std::map, int> cXMap; + std::vector, int>> cLMap(bits-1); + std::vector, int>> cHMap(bits-1); + std::vector, int>> xLMap(bits-1); + std::vector, int>> xHMap(bits-1); + int cXIndex = 0; + int xCIndex = 0; + std::vector cLIndex(bits - 1, 0); + std::vector cHIndex(bits - 1, 0); + std::vector xLIndex(bits - 1, 0); + std::vector xHIndex(bits - 1, 0); + + // initialize the maps with the control and target qubits of the pattern + DDMinimizer::initializeDataStructure(bits, xCMap, cXMap, cLMap, cHMap, xLMap, xHMap); + // iterate over all the ops and mark the index of the found x-c pairs in the // map. int instructionIndex = 0; @@ -51,16 +63,38 @@ DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc) { if (!op->isStandardOperation() || op->getType() == Z) { continue; } - const Controls controls = op->getControls(); - const std::vector targets = {op->getTargets().begin(), - op->getTargets().end()}; - for (const auto& control : controls) { - for (const auto& target : targets) { - for (auto& map : maps) { - auto it = map.second.find({control.qubit, target}); - if (it != map.second.end()) { - it->second = instructionIndex; + for (const auto& control : op->getControls()) { + for (const auto& target : op->getTargets()) { + auto itxC = xCMap.find({control.qubit, target}); + if (itxC != xCMap.end()) { + itxC->second = instructionIndex; + found = true; + } + auto itcX = cXMap.find({control.qubit, target}); + if (itcX != cXMap.end()) { + itcX->second = instructionIndex; + found = true; + } + for (size_t i = 0; i < bits - 1; i++) { + auto itcL = cLMap[i].find({control.qubit, target}); + if (itcL != cLMap[i].end()) { + itcL->second = instructionIndex; + found = true; + } + auto itcH = cHMap[i].find({control.qubit, target}); + if (itcH != cHMap[i].end()) { + itcH->second = instructionIndex; + found = true; + } + auto itxL = xLMap[i].find({control.qubit, target}); + if (itxL != xLMap[i].end()) { + itxL->second = instructionIndex; + found = true; + } + auto itxH = xHMap[i].find({control.qubit, target}); + if (itxH != xHMap[i].end()) { + itxH->second = instructionIndex; found = true; } } @@ -69,87 +103,65 @@ DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc) { instructionIndex++; } if (!found) { + + return qc.initialLayout; } // iterate over all the maps and find the max index of the found x-c pairs - for (const auto& map : maps) { - int max = -1; - for (const auto& pair : map.second) { - if (pair.second == -1) { - max = -1; - break; - } - if (pair.second > max) { - max = pair.second; - } - } - std::string mapName = map.first.substr(0, 2); - auto it = indices.find(mapName); - - if (it != indices.end()) { - if (mapName[1] == 'R') { - const auto column = static_cast(map.first[2] - '0'); - it->second[bits - 1 - column] = max; - } else if (mapName[1] == 'L') { - const auto column = static_cast(map.first[2] - '0'); - it->second[column] = max; - } else { - it->second[0] = max; - } - } + cXIndex = DDMinimizer::findMaxIndex(cXMap); + xCIndex = DDMinimizer::findMaxIndex(xCMap); + for (size_t i = 0; i < bits - 1; i++) { + cLIndex[i] = DDMinimizer::findMaxIndex(cLMap[i]); + cHIndex[i] = DDMinimizer::findMaxIndex(cHMap[i]); + xLIndex[i] = DDMinimizer::findMaxIndex(xLMap[i]); + xHIndex[i] = DDMinimizer::findMaxIndex(xHMap[i]); } // create the permutation based on the order of max index in the complete maps std::vector layout(bits); std::iota(layout.begin(), layout.end(), 0); - auto cX = indices.find("cX"); - auto xC = indices.find("xC"); - auto cL = indices.find("cL"); - auto xL = indices.find("xL"); - auto cR = indices.find("cR"); - auto xR = indices.find("xR"); - - const int prioCr = DDMinimizer::getLadderPosition(cR->second, xC->second[0]); - const int prioXl = DDMinimizer::getLadderPosition(xL->second, xC->second[0]); - const std::size_t stairsCr = DDMinimizer::getStairCount(cR->second); - const std::size_t stairsXl = DDMinimizer::getStairCount(xL->second); - const int prioCl = DDMinimizer::getLadderPosition(cL->second, cX->second[0]); - const int prioXr = DDMinimizer::getLadderPosition(xR->second, cX->second[0]); - const std::size_t stairsCl = DDMinimizer::getStairCount(cL->second); - const std::size_t stairsXr = DDMinimizer::getStairCount(xR->second); + const int prioCh = DDMinimizer::getLadderPosition(cHIndex, xCIndex); + const int prioXl = DDMinimizer::getLadderPosition(xLIndex, xCIndex); + const std::size_t stairsCh = DDMinimizer::getStairCount(cHIndex); + const std::size_t stairsXl = DDMinimizer::getStairCount(xLIndex); + const int prioCl = DDMinimizer::getLadderPosition(cLIndex, cXIndex); + const int prioXh = DDMinimizer::getLadderPosition(xHIndex, cXIndex); + const std::size_t stairsCl = DDMinimizer::getStairCount(cLIndex); + const std::size_t stairsXh = DDMinimizer::getStairCount(xHIndex); // complete case checkins and adjust the layout - if ((cX->second[0] != -1) && - (xC->second[0] == -1 || cX->second[0] < xC->second[0])) { + if ((cXIndex != -1) && + (xCIndex == -1 || cXIndex < xCIndex)) { - if (prioCr == 0 && stairsCr > 0) { + if (prioCh == 0 && stairsCh > 0) { layout = DDMinimizer::reverseLayout(layout); - layout = DDMinimizer::rotateLeft(layout, stairsCr); + layout = DDMinimizer::rotateLeft(layout, stairsCh); } else if (prioXl == 0 && stairsXl > 0) { layout = DDMinimizer::reverseLayout(layout); layout = DDMinimizer::rotateRight(layout, stairsXl); - } else if (prioCr > 0 || prioXl > 0 || (prioCr == 0 && prioXl == 0)) { + } else if (prioCh > 0 || prioXl > 0 || (prioCh == 0 && prioXl == 0)) { layout = DDMinimizer::reverseLayout(layout); } - } else if ((xC->second[0] != -1) && - (cX->second[0] == -1 || cX->second[0] > xC->second[0])) { + } else if ((xCIndex != -1) && + (cXIndex == -1 || cXIndex > xCIndex)) { - if ((prioCl == 0 && DDMinimizer::isFull(cL->second)) || - (prioXr == 0 && DDMinimizer::isFull(xR->second))) { + if ((prioCl == 0 && DDMinimizer::isFullLadder(cLIndex)) || + (prioXh == 0 && DDMinimizer::isFullLadder(xHIndex))) { layout = DDMinimizer::reverseLayout(layout); } else if (prioCl == 0 && stairsCl > 0) { layout = DDMinimizer::rotateRight(layout, stairsCl); - } else if (prioXr == 0 && stairsXr > 0) { - layout = DDMinimizer::rotateLeft(layout, stairsXr); + } else if (prioXh == 0 && stairsXh > 0) { + layout = DDMinimizer::rotateLeft(layout, stairsXh); } - } else if ((DDMinimizer::isFull(xR->second) || - DDMinimizer::isFull(cL->second))) { + } else if ((DDMinimizer::isFullLadder(xHIndex) || + DDMinimizer::isFullLadder(cLIndex))) { layout = DDMinimizer::reverseLayout(layout); } else { + //in case no full pattern was identified, call fallback function to determine ordering based on singular controlled operations return DDMinimizer::createControlBasedPermutation(qc); } @@ -165,84 +177,61 @@ DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc) { return perm; } -// Helper function to create the data structure for the pattern analysis of -// controlled gates -std::pair, int>>, - std::map>> -DDMinimizer::makeDataStructure(qc::QuantumComputation& qc) { - const std::size_t bits = qc.getNqubits(); - - // map string of cX, xC, cL, xL, cR, xR to map of control and target bit - // to the index of the gate - std::map, int>> maps; - - // string of cX, xC, cL, xL, cR, xR to vector of max index of gate - // for cL and xL position 0 in the vector marks the line of c(x) at 0 -> we - // count the left most as the first for cR and xR position 0 in the vector - // marks the line of c(x) at bits - 1 -> we count the right most as the first - std::map> indices; - - // create x-c ladder +void DDMinimizer::initializeDataStructure(std::size_t bits, + std::map, int>& xCMap, + std::map, int>& cXMap, + std::vector, int>>& cLMap, + std::vector, int>>& cHMap, + std::vector, int>>& xLMap, + std::vector, int>>& xHMap) { const std::size_t max = bits - 1; - - // maps for the x-c and c-x ladder with pair of control qubit and target qubit - // to index - std::map, int> xCMap; - std::map, int> cXMap; + // create x-c ladder for (size_t i = 0; i < max; i++) { xCMap.insert({{i + 1, i}, -1}); cXMap.insert({{i, i + 1}, -1}); } - // save complete maps of ladder and for max index evaluation - maps.insert({"xC", xCMap}); - indices.insert({"xC", std::vector(1, 0)}); - maps.insert({"cX", cXMap}); - indices.insert({"cX", std::vector(1, 0)}); // create c-l and x-l ladder for (size_t i = 0; i < max; i++) { - std::map, int> xLMap; - std::map, int> cLMap; - // create the steps of the ladder for (size_t j = 0; j < bits; j++) { if (i < j) { - xLMap.insert({{j, i}, -1}); - cLMap.insert({{i, j}, -1}); + xLMap[i].insert({{j, i}, -1}); + cLMap[i].insert({{i, j}, -1}); } } - // save the steps in the maps - maps.insert({"xL" + std::to_string(i), xLMap}); - maps.insert({"cL" + std::to_string(i), cLMap}); } - // save the complete ladder for max index evaluation - indices.insert({"xL", std::vector(bits - 1, 0)}); - indices.insert({"cL", std::vector(bits - 1, 0)}); - // create c-r and x-r ladder + // create c-h and x-h ladder for (size_t i = max; i > 0; i--) { - std::map, int> xRMap; - std::map, int> cRMap; - // create the steps of the ladder for (size_t j = 0; j < bits; j++) { if (i > j) { - xRMap.insert({{j, i}, -1}); - cRMap.insert({{i, j}, -1}); + xHMap[bits - i -1].insert({{j, i}, -1}); + cHMap[bits - i -1].insert({{i, j}, -1}); } } - // save the steps in the maps - maps.insert({"xR" + std::to_string(i), xRMap}); - maps.insert({"cR" + std::to_string(i), cRMap}); } - // save the complete ladder for max index evaluation - indices.insert({"xR", std::vector(bits - 1, 0)}); - indices.insert({"cR", std::vector(bits - 1, 0)}); +} + +int DDMinimizer::findMaxIndex(const std::map, int>& map) { + int maxIndex = -1; // Initialize to the smallest possible value - return std::make_pair(maps, indices); + for (const auto& entry : map) { + if (entry.second == -1) { + maxIndex = -1; + break; + } + if (entry.second > maxIndex) { + maxIndex = entry.second; + } + } + + return maxIndex; } + // Helper function to check if the vector of a ladder step is full, meaning each // gate appeared in the circuit -bool DDMinimizer::isFull(const std::vector& vec) { +bool DDMinimizer::isFullLadder(const std::vector& vec) { return std::all_of(vec.begin(), vec.end(), [](int value) { return value != -1; }); } @@ -277,7 +266,7 @@ int DDMinimizer::getLadderPosition(const std::vector& vec, int ladder) { // Helper functions to manipulate the Layout: reverse, rotate right and left -std::vector DDMinimizer::reverseLayout(std::vector layout) { +std::vector DDMinimizer::reverseLayout(std::vector& layout) { std::vector reversedLayout(layout.size()); for (std::size_t i = 0; i < layout.size(); i++) { reversedLayout[i] = layout[layout.size() - 1 - i]; diff --git a/test/test_reorder_without_reordering.cpp b/test/test_reorder_without_reordering.cpp index 61f2cd43..439a41ff 100644 --- a/test/test_reorder_without_reordering.cpp +++ b/test/test_reorder_without_reordering.cpp @@ -1,16 +1,14 @@ #include "DDMinimizer.hpp" -#include "Definitions.hpp" #include "ir/Permutation.hpp" #include "ir/QuantumComputation.hpp" -#include // For std::size_t #include #include // For std::string -#include // For std::vector using namespace qc; using namespace std; + TEST(ReorderWithoutReorderingTest, reorderXc) { // control -> target const std::string testfile = "OPENQASM 2.0;\n" @@ -32,14 +30,8 @@ TEST(ReorderWithoutReorderingTest, reorderXc) { auto qc = QuantumComputation::fromQASM(testfile); const qc::Permutation perm = DDMinimizer::createGateBasedPermutation(qc); - - const std::size_t bits = 4; - std::vector layout = {0, 1, 2, 3}; - - Permutation expectedPerm; - for (Qubit i = 0; i < bits; i++) { - expectedPerm[i] = layout[i]; - } + + Permutation expectedPerm = { { {0, 0}, {1, 1}, {2, 2}, {3, 3} } }; EXPECT_EQ(expectedPerm, perm); } @@ -65,13 +57,7 @@ TEST(ReorderWithoutReorderingTest, reorderCx) { auto qc = QuantumComputation::fromQASM(testfile); const qc::Permutation perm = DDMinimizer::createGateBasedPermutation(qc); - const std::size_t bits = 4; - std::vector layout = {3, 2, 1, 0}; - - Permutation expectedPerm; - for (Qubit i = 0; i < bits; i++) { - expectedPerm[i] = layout[i]; - } + Permutation expectedPerm = { { {0, 3}, {1, 2}, {2, 1}, {3, 0} } }; EXPECT_EQ(expectedPerm, perm); } @@ -100,18 +86,13 @@ TEST(ReorderWithoutReorderingTest, reorderXccl) { auto qc = QuantumComputation::fromQASM(testfile); const qc::Permutation perm = DDMinimizer::createGateBasedPermutation(qc); - const std::size_t bits = 4; - std::vector layout = {1, 2, 3, 0}; - - Permutation expectedPerm; - for (Qubit i = 0; i < bits; i++) { - expectedPerm[i] = layout[i]; - } + Permutation expectedPerm = { { {0, 1}, {1, 2}, {2, 3}, {3, 0} } }; EXPECT_EQ(expectedPerm, perm); } -TEST(ReorderWithoutReorderingTest, reorderXcxr) { +//failing +TEST(ReorderWithoutReorderingTest, reorderXcxh) { const std::string testfile = "OPENQASM 2.0;\n" "include \"qelib1.inc\";\n" "qreg q[4];\n" @@ -135,18 +116,12 @@ TEST(ReorderWithoutReorderingTest, reorderXcxr) { auto qc = QuantumComputation::fromQASM(testfile); const qc::Permutation perm = DDMinimizer::createGateBasedPermutation(qc); - const std::size_t bits = 4; - std::vector layout = {3, 0, 1, 2}; - - Permutation expectedPerm; - for (Qubit i = 0; i < bits; i++) { - expectedPerm[i] = layout[i]; - } + Permutation expectedPerm = { { {0, 3}, {1, 0}, {2, 1}, {3, 2} } }; EXPECT_EQ(expectedPerm, perm); } -TEST(ReorderWithoutReorderingTest, reorderCxcr) { +TEST(ReorderWithoutReorderingTest, reorderCxch) { const std::string testfile = "OPENQASM 2.0;\n" "include \"qelib1.inc\";\n" "qreg q[4];\n" @@ -170,17 +145,12 @@ TEST(ReorderWithoutReorderingTest, reorderCxcr) { auto qc = QuantumComputation::fromQASM(testfile); const qc::Permutation perm = DDMinimizer::createGateBasedPermutation(qc); - const std::size_t bits = 4; - std::vector layout = {2, 1, 0, 3}; - - Permutation expectedPerm; - for (Qubit i = 0; i < bits; i++) { - expectedPerm[i] = layout[i]; - } + Permutation expectedPerm = { { {0, 2}, {1, 1}, {2, 0}, {3, 3} } }; EXPECT_EQ(expectedPerm, perm); } +//failing TEST(ReorderWithoutReorderingTest, reorderCxxl) { const std::string testfile = "OPENQASM 2.0;\n" "include \"qelib1.inc\";\n" @@ -205,13 +175,7 @@ TEST(ReorderWithoutReorderingTest, reorderCxxl) { auto qc = QuantumComputation::fromQASM(testfile); const qc::Permutation perm = DDMinimizer::createGateBasedPermutation(qc); - const std::size_t bits = 4; - std::vector layout = {0, 3, 2, 1}; - - Permutation expectedPerm; - for (Qubit i = 0; i < bits; i++) { - expectedPerm[i] = layout[i]; - } + Permutation expectedPerm = { { {0, 0}, {1, 3}, {2, 2}, {3, 1} } }; EXPECT_EQ(expectedPerm, perm); } @@ -237,13 +201,7 @@ TEST(ReorderWithoutReorderingTest, reorderInterlacedQubits) { auto qc = QuantumComputation::fromQASM(testfile); const qc::Permutation perm = DDMinimizer::createGateBasedPermutation(qc); - const std::size_t bits = 4; - std::vector layout = {2, 3, 1, 0}; - - Permutation expectedPerm; - for (Qubit i = 0; i < bits; i++) { - expectedPerm[i] = layout[i]; - } + Permutation expectedPerm = { { {0, 2}, {1, 3}, {2, 1}, {3, 0} } }; EXPECT_EQ(expectedPerm, perm); } From 55364c41e90293fb093c57827af777ac000ad2ef Mon Sep 17 00:00:00 2001 From: "pre-commit-ci[bot]" <66853113+pre-commit-ci[bot]@users.noreply.github.com> Date: Mon, 14 Oct 2024 15:08:07 +0000 Subject: [PATCH 60/67] =?UTF-8?q?=F0=9F=8E=A8=20pre-commit=20fixes?= MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit --- include/DDMinimizer.hpp | 16 +++-- src/DDMinimizer.cpp | 75 ++++++++++++------------ test/test_reorder_without_reordering.cpp | 21 ++++--- 3 files changed, 54 insertions(+), 58 deletions(-) diff --git a/include/DDMinimizer.hpp b/include/DDMinimizer.hpp index 83530ace..c56fb411 100644 --- a/include/DDMinimizer.hpp +++ b/include/DDMinimizer.hpp @@ -80,18 +80,16 @@ class DDMinimizer { std::map>> makeDataStructure(qc::QuantumComputation& qc); - - static void initializeDataStructure(std::size_t bits, - std::map, int>& xCMap, - std::map, int>& cXMap, - std::vector, int>>& cLMap, - std::vector, int>>& cHMap, - std::vector, int>>& xLMap, - std::vector, int>>& xHMap); + static void initializeDataStructure( + std::size_t bits, std::map, int>& xCMap, + std::map, int>& cXMap, + std::vector, int>>& cLMap, + std::vector, int>>& cHMap, + std::vector, int>>& xLMap, + std::vector, int>>& xHMap); static int findMaxIndex(const std::map, int>& map); - // Functions to analyze the pattern of the controlled gates static bool isFullLadder(const std::vector& vec); static std::size_t getStairCount(const std::vector& vec); diff --git a/src/DDMinimizer.cpp b/src/DDMinimizer.cpp index c62f5acb..de774b29 100644 --- a/src/DDMinimizer.cpp +++ b/src/DDMinimizer.cpp @@ -41,10 +41,10 @@ DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc) { std::map, int> xCMap; std::map, int> cXMap; - std::vector, int>> cLMap(bits-1); - std::vector, int>> cHMap(bits-1); - std::vector, int>> xLMap(bits-1); - std::vector, int>> xHMap(bits-1); + std::vector, int>> cLMap(bits - 1); + std::vector, int>> cHMap(bits - 1); + std::vector, int>> xLMap(bits - 1); + std::vector, int>> xHMap(bits - 1); int cXIndex = 0; int xCIndex = 0; std::vector cLIndex(bits - 1, 0); @@ -53,7 +53,8 @@ DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc) { std::vector xHIndex(bits - 1, 0); // initialize the maps with the control and target qubits of the pattern - DDMinimizer::initializeDataStructure(bits, xCMap, cXMap, cLMap, cHMap, xLMap, xHMap); + DDMinimizer::initializeDataStructure(bits, xCMap, cXMap, cLMap, cHMap, xLMap, + xHMap); // iterate over all the ops and mark the index of the found x-c pairs in the // map. @@ -68,15 +69,15 @@ DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc) { for (const auto& target : op->getTargets()) { auto itxC = xCMap.find({control.qubit, target}); if (itxC != xCMap.end()) { - itxC->second = instructionIndex; - found = true; + itxC->second = instructionIndex; + found = true; } auto itcX = cXMap.find({control.qubit, target}); if (itcX != cXMap.end()) { - itcX->second = instructionIndex; - found = true; - } - for (size_t i = 0; i < bits - 1; i++) { + itcX->second = instructionIndex; + found = true; + } + for (size_t i = 0; i < bits - 1; i++) { auto itcL = cLMap[i].find({control.qubit, target}); if (itcL != cLMap[i].end()) { itcL->second = instructionIndex; @@ -104,7 +105,6 @@ DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc) { } if (!found) { - return qc.initialLayout; } @@ -132,8 +132,7 @@ DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc) { const std::size_t stairsXh = DDMinimizer::getStairCount(xHIndex); // complete case checkins and adjust the layout - if ((cXIndex != -1) && - (xCIndex == -1 || cXIndex < xCIndex)) { + if ((cXIndex != -1) && (xCIndex == -1 || cXIndex < xCIndex)) { if (prioCh == 0 && stairsCh > 0) { layout = DDMinimizer::reverseLayout(layout); @@ -144,8 +143,7 @@ DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc) { } else if (prioCh > 0 || prioXl > 0 || (prioCh == 0 && prioXl == 0)) { layout = DDMinimizer::reverseLayout(layout); } - } else if ((xCIndex != -1) && - (cXIndex == -1 || cXIndex > xCIndex)) { + } else if ((xCIndex != -1) && (cXIndex == -1 || cXIndex > xCIndex)) { if ((prioCl == 0 && DDMinimizer::isFullLadder(cLIndex)) || (prioXh == 0 && DDMinimizer::isFullLadder(xHIndex))) { @@ -161,7 +159,8 @@ DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc) { DDMinimizer::isFullLadder(cLIndex))) { layout = DDMinimizer::reverseLayout(layout); } else { - //in case no full pattern was identified, call fallback function to determine ordering based on singular controlled operations + // in case no full pattern was identified, call fallback function to + // determine ordering based on singular controlled operations return DDMinimizer::createControlBasedPermutation(qc); } @@ -177,13 +176,13 @@ DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc) { return perm; } -void DDMinimizer::initializeDataStructure(std::size_t bits, - std::map, int>& xCMap, - std::map, int>& cXMap, - std::vector, int>>& cLMap, - std::vector, int>>& cHMap, - std::vector, int>>& xLMap, - std::vector, int>>& xHMap) { +void DDMinimizer::initializeDataStructure( + std::size_t bits, std::map, int>& xCMap, + std::map, int>& cXMap, + std::vector, int>>& cLMap, + std::vector, int>>& cHMap, + std::vector, int>>& xLMap, + std::vector, int>>& xHMap) { const std::size_t max = bits - 1; // create x-c ladder for (size_t i = 0; i < max; i++) { @@ -205,30 +204,30 @@ void DDMinimizer::initializeDataStructure(std::size_t bits, for (size_t i = max; i > 0; i--) { for (size_t j = 0; j < bits; j++) { if (i > j) { - xHMap[bits - i -1].insert({{j, i}, -1}); - cHMap[bits - i -1].insert({{i, j}, -1}); + xHMap[bits - i - 1].insert({{j, i}, -1}); + cHMap[bits - i - 1].insert({{i, j}, -1}); } } } } -int DDMinimizer::findMaxIndex(const std::map, int>& map) { - int maxIndex = -1; // Initialize to the smallest possible value +int DDMinimizer::findMaxIndex( + const std::map, int>& map) { + int maxIndex = -1; // Initialize to the smallest possible value - for (const auto& entry : map) { - if (entry.second == -1) { - maxIndex = -1; - break; - } - if (entry.second > maxIndex) { - maxIndex = entry.second; - } + for (const auto& entry : map) { + if (entry.second == -1) { + maxIndex = -1; + break; + } + if (entry.second > maxIndex) { + maxIndex = entry.second; } + } - return maxIndex; + return maxIndex; } - // Helper function to check if the vector of a ladder step is full, meaning each // gate appeared in the circuit bool DDMinimizer::isFullLadder(const std::vector& vec) { diff --git a/test/test_reorder_without_reordering.cpp b/test/test_reorder_without_reordering.cpp index 439a41ff..1e5f303c 100644 --- a/test/test_reorder_without_reordering.cpp +++ b/test/test_reorder_without_reordering.cpp @@ -8,7 +8,6 @@ using namespace qc; using namespace std; - TEST(ReorderWithoutReorderingTest, reorderXc) { // control -> target const std::string testfile = "OPENQASM 2.0;\n" @@ -30,8 +29,8 @@ TEST(ReorderWithoutReorderingTest, reorderXc) { auto qc = QuantumComputation::fromQASM(testfile); const qc::Permutation perm = DDMinimizer::createGateBasedPermutation(qc); - - Permutation expectedPerm = { { {0, 0}, {1, 1}, {2, 2}, {3, 3} } }; + + Permutation expectedPerm = {{{0, 0}, {1, 1}, {2, 2}, {3, 3}}}; EXPECT_EQ(expectedPerm, perm); } @@ -57,7 +56,7 @@ TEST(ReorderWithoutReorderingTest, reorderCx) { auto qc = QuantumComputation::fromQASM(testfile); const qc::Permutation perm = DDMinimizer::createGateBasedPermutation(qc); - Permutation expectedPerm = { { {0, 3}, {1, 2}, {2, 1}, {3, 0} } }; + Permutation expectedPerm = {{{0, 3}, {1, 2}, {2, 1}, {3, 0}}}; EXPECT_EQ(expectedPerm, perm); } @@ -86,12 +85,12 @@ TEST(ReorderWithoutReorderingTest, reorderXccl) { auto qc = QuantumComputation::fromQASM(testfile); const qc::Permutation perm = DDMinimizer::createGateBasedPermutation(qc); - Permutation expectedPerm = { { {0, 1}, {1, 2}, {2, 3}, {3, 0} } }; + Permutation expectedPerm = {{{0, 1}, {1, 2}, {2, 3}, {3, 0}}}; EXPECT_EQ(expectedPerm, perm); } -//failing +// failing TEST(ReorderWithoutReorderingTest, reorderXcxh) { const std::string testfile = "OPENQASM 2.0;\n" "include \"qelib1.inc\";\n" @@ -116,7 +115,7 @@ TEST(ReorderWithoutReorderingTest, reorderXcxh) { auto qc = QuantumComputation::fromQASM(testfile); const qc::Permutation perm = DDMinimizer::createGateBasedPermutation(qc); - Permutation expectedPerm = { { {0, 3}, {1, 0}, {2, 1}, {3, 2} } }; + Permutation expectedPerm = {{{0, 3}, {1, 0}, {2, 1}, {3, 2}}}; EXPECT_EQ(expectedPerm, perm); } @@ -145,12 +144,12 @@ TEST(ReorderWithoutReorderingTest, reorderCxch) { auto qc = QuantumComputation::fromQASM(testfile); const qc::Permutation perm = DDMinimizer::createGateBasedPermutation(qc); - Permutation expectedPerm = { { {0, 2}, {1, 1}, {2, 0}, {3, 3} } }; + Permutation expectedPerm = {{{0, 2}, {1, 1}, {2, 0}, {3, 3}}}; EXPECT_EQ(expectedPerm, perm); } -//failing +// failing TEST(ReorderWithoutReorderingTest, reorderCxxl) { const std::string testfile = "OPENQASM 2.0;\n" "include \"qelib1.inc\";\n" @@ -175,7 +174,7 @@ TEST(ReorderWithoutReorderingTest, reorderCxxl) { auto qc = QuantumComputation::fromQASM(testfile); const qc::Permutation perm = DDMinimizer::createGateBasedPermutation(qc); - Permutation expectedPerm = { { {0, 0}, {1, 3}, {2, 2}, {3, 1} } }; + Permutation expectedPerm = {{{0, 0}, {1, 3}, {2, 2}, {3, 1}}}; EXPECT_EQ(expectedPerm, perm); } @@ -201,7 +200,7 @@ TEST(ReorderWithoutReorderingTest, reorderInterlacedQubits) { auto qc = QuantumComputation::fromQASM(testfile); const qc::Permutation perm = DDMinimizer::createGateBasedPermutation(qc); - Permutation expectedPerm = { { {0, 2}, {1, 3}, {2, 1}, {3, 0} } }; + Permutation expectedPerm = {{{0, 2}, {1, 3}, {2, 1}, {3, 0}}}; EXPECT_EQ(expectedPerm, perm); } From 9d2c78b2a0b62aa371f56f3943e1c1d6da4762d7 Mon Sep 17 00:00:00 2001 From: Claudiaaaaaaaaa Date: Mon, 14 Oct 2024 19:41:22 +0200 Subject: [PATCH 61/67] added const for lint --- test/test_reorder_without_reordering.cpp | 14 +++++++------- 1 file changed, 7 insertions(+), 7 deletions(-) diff --git a/test/test_reorder_without_reordering.cpp b/test/test_reorder_without_reordering.cpp index 1e5f303c..d42150d3 100644 --- a/test/test_reorder_without_reordering.cpp +++ b/test/test_reorder_without_reordering.cpp @@ -30,7 +30,7 @@ TEST(ReorderWithoutReorderingTest, reorderXc) { auto qc = QuantumComputation::fromQASM(testfile); const qc::Permutation perm = DDMinimizer::createGateBasedPermutation(qc); - Permutation expectedPerm = {{{0, 0}, {1, 1}, {2, 2}, {3, 3}}}; + const Permutation expectedPerm = {{{0, 0}, {1, 1}, {2, 2}, {3, 3}}}; EXPECT_EQ(expectedPerm, perm); } @@ -56,7 +56,7 @@ TEST(ReorderWithoutReorderingTest, reorderCx) { auto qc = QuantumComputation::fromQASM(testfile); const qc::Permutation perm = DDMinimizer::createGateBasedPermutation(qc); - Permutation expectedPerm = {{{0, 3}, {1, 2}, {2, 1}, {3, 0}}}; + const Permutation expectedPerm = {{{0, 3}, {1, 2}, {2, 1}, {3, 0}}}; EXPECT_EQ(expectedPerm, perm); } @@ -85,7 +85,7 @@ TEST(ReorderWithoutReorderingTest, reorderXccl) { auto qc = QuantumComputation::fromQASM(testfile); const qc::Permutation perm = DDMinimizer::createGateBasedPermutation(qc); - Permutation expectedPerm = {{{0, 1}, {1, 2}, {2, 3}, {3, 0}}}; + const Permutation expectedPerm = {{{0, 1}, {1, 2}, {2, 3}, {3, 0}}}; EXPECT_EQ(expectedPerm, perm); } @@ -115,7 +115,7 @@ TEST(ReorderWithoutReorderingTest, reorderXcxh) { auto qc = QuantumComputation::fromQASM(testfile); const qc::Permutation perm = DDMinimizer::createGateBasedPermutation(qc); - Permutation expectedPerm = {{{0, 3}, {1, 0}, {2, 1}, {3, 2}}}; + const Permutation expectedPerm = {{{0, 3}, {1, 0}, {2, 1}, {3, 2}}}; EXPECT_EQ(expectedPerm, perm); } @@ -144,7 +144,7 @@ TEST(ReorderWithoutReorderingTest, reorderCxch) { auto qc = QuantumComputation::fromQASM(testfile); const qc::Permutation perm = DDMinimizer::createGateBasedPermutation(qc); - Permutation expectedPerm = {{{0, 2}, {1, 1}, {2, 0}, {3, 3}}}; + const Permutation expectedPerm = {{{0, 2}, {1, 1}, {2, 0}, {3, 3}}}; EXPECT_EQ(expectedPerm, perm); } @@ -174,7 +174,7 @@ TEST(ReorderWithoutReorderingTest, reorderCxxl) { auto qc = QuantumComputation::fromQASM(testfile); const qc::Permutation perm = DDMinimizer::createGateBasedPermutation(qc); - Permutation expectedPerm = {{{0, 0}, {1, 3}, {2, 2}, {3, 1}}}; + const Permutation expectedPerm = {{{0, 0}, {1, 3}, {2, 2}, {3, 1}}}; EXPECT_EQ(expectedPerm, perm); } @@ -200,7 +200,7 @@ TEST(ReorderWithoutReorderingTest, reorderInterlacedQubits) { auto qc = QuantumComputation::fromQASM(testfile); const qc::Permutation perm = DDMinimizer::createGateBasedPermutation(qc); - Permutation expectedPerm = {{{0, 2}, {1, 3}, {2, 1}, {3, 0}}}; + const Permutation expectedPerm = {{{0, 2}, {1, 3}, {2, 1}, {3, 0}}}; EXPECT_EQ(expectedPerm, perm); } From e9db34f73a8c475b9b3439188f5bca0d9fd7ff88 Mon Sep 17 00:00:00 2001 From: Claudiaaaaaaaaa Date: Mon, 14 Oct 2024 20:18:39 +0200 Subject: [PATCH 62/67] small change in hopes to get token for coverage test --- src/DDMinimizer.cpp | 1 - 1 file changed, 1 deletion(-) diff --git a/src/DDMinimizer.cpp b/src/DDMinimizer.cpp index de774b29..4d0813fb 100644 --- a/src/DDMinimizer.cpp +++ b/src/DDMinimizer.cpp @@ -33,7 +33,6 @@ void DDMinimizer::optimizeInputPermutation(qc::QuantumComputation& qc) { qc::Permutation DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc) { - // create the data structure to store the indices in the pattern maps as well // as the max indices of the ladders From 44f2ec0d8e36d2d66710e40f1a17c5d321e91bfe Mon Sep 17 00:00:00 2001 From: burgholzer Date: Fri, 18 Oct 2024 11:09:42 +0200 Subject: [PATCH 63/67] =?UTF-8?q?=E2=9C=85=20slightly=20more=20compact=20t?= =?UTF-8?q?est=20circuit=20descriptions?= MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit (mainly to trigger CI with the new workflows) Signed-off-by: burgholzer --- test/test_reorder_without_reordering.cpp | 192 +++++++++-------------- 1 file changed, 75 insertions(+), 117 deletions(-) diff --git a/test/test_reorder_without_reordering.cpp b/test/test_reorder_without_reordering.cpp index d42150d3..3e30bba2 100644 --- a/test/test_reorder_without_reordering.cpp +++ b/test/test_reorder_without_reordering.cpp @@ -10,22 +10,16 @@ using namespace std; TEST(ReorderWithoutReorderingTest, reorderXc) { // control -> target - const std::string testfile = "OPENQASM 2.0;\n" - "include \"qelib1.inc\";\n" - "qreg q[4];\n" + const std::string testfile = "OPENQASM 2.0;" + "include \"qelib1.inc\";" + "qreg q[4];" "creg meas[4];" - "h q[0];\n" - "h q[1];\n" - "h q[2];\n" - "h q[3];\n" - "cx q[1],q[0];\n" - "cx q[2],q[1];\n" - "cx q[3],q[2];\n" - "barrier q[0],q[1],q[2],q[3];\n" - "measure q[0] -> meas[0];\n" - "measure q[1] -> meas[1];\n" - "measure q[2] -> meas[2];\n" - "measure q[3] -> meas[3];\n"; + "h q;" + "cx q[1],q[0];" + "cx q[2],q[1];" + "cx q[3],q[2];" + "barrier q;" + "measure q -> meas;"; auto qc = QuantumComputation::fromQASM(testfile); const qc::Permutation perm = DDMinimizer::createGateBasedPermutation(qc); @@ -36,22 +30,16 @@ TEST(ReorderWithoutReorderingTest, reorderXc) { } TEST(ReorderWithoutReorderingTest, reorderCx) { - const std::string testfile = "OPENQASM 2.0;\n" - "include \"qelib1.inc\";\n" - "qreg q[4];\n" + const std::string testfile = "OPENQASM 2.0;" + "include \"qelib1.inc\";" + "qreg q[4];" "creg meas[4];" - "h q[0];\n" - "h q[1];\n" - "h q[2];\n" - "h q[3];\n" - "cx q[0],q[1];\n" - "cx q[1],q[2];\n" - "cx q[2],q[3];\n" - "barrier q[0],q[1],q[2],q[3];\n" - "measure q[0] -> meas[0];\n" - "measure q[1] -> meas[1];\n" - "measure q[2] -> meas[2];\n" - "measure q[3] -> meas[3];\n"; + "h q;" + "cx q[0],q[1];" + "cx q[1],q[2];" + "cx q[2],q[3];" + "barrier q;" + "measure q -> meas;"; auto qc = QuantumComputation::fromQASM(testfile); const qc::Permutation perm = DDMinimizer::createGateBasedPermutation(qc); @@ -62,25 +50,19 @@ TEST(ReorderWithoutReorderingTest, reorderCx) { } TEST(ReorderWithoutReorderingTest, reorderXccl) { - const std::string testfile = "OPENQASM 2.0;\n" - "include \"qelib1.inc\";\n" - "qreg q[4];\n" + const std::string testfile = "OPENQASM 2.0;" + "include \"qelib1.inc\";" + "qreg q[4];" "creg meas[4];" - "h q[0];\n" - "h q[1];\n" - "h q[2];\n" - "h q[3];\n" - "cx q[1],q[0];\n" - "cx q[2],q[1];\n" - "cx q[3],q[2];\n" - "cx q[0],q[1];\n" - "cx q[0],q[2];\n" - "cx q[0],q[3];\n" - "barrier q[0],q[1],q[2],q[3];\n" - "measure q[0] -> meas[0];\n" - "measure q[1] -> meas[1];\n" - "measure q[2] -> meas[2];\n" - "measure q[3] -> meas[3];\n"; + "h q;" + "cx q[1],q[0];" + "cx q[2],q[1];" + "cx q[3],q[2];" + "cx q[0],q[1];" + "cx q[0],q[2];" + "cx q[0],q[3];" + "barrier q;" + "measure q -> meas;"; auto qc = QuantumComputation::fromQASM(testfile); const qc::Permutation perm = DDMinimizer::createGateBasedPermutation(qc); @@ -92,25 +74,19 @@ TEST(ReorderWithoutReorderingTest, reorderXccl) { // failing TEST(ReorderWithoutReorderingTest, reorderXcxh) { - const std::string testfile = "OPENQASM 2.0;\n" - "include \"qelib1.inc\";\n" - "qreg q[4];\n" + const std::string testfile = "OPENQASM 2.0;" + "include \"qelib1.inc\";" + "qreg q[4];" "creg meas[4];" - "h q[0];\n" - "h q[1];\n" - "h q[2];\n" - "h q[3];\n" - "cx q[1],q[0];\n" - "cx q[2],q[1];\n" - "cx q[3],q[2];\n" - "cx q[0],q[3];\n" - "cx q[1],q[3];\n" - "cx q[2],q[3];\n" - "barrier q[0],q[1],q[2],q[3];\n" - "measure q[0] -> meas[0];\n" - "measure q[1] -> meas[1];\n" - "measure q[2] -> meas[2];\n" - "measure q[3] -> meas[3];\n"; + "h q;" + "cx q[1],q[0];" + "cx q[2],q[1];" + "cx q[3],q[2];" + "cx q[0],q[3];" + "cx q[1],q[3];" + "cx q[2],q[3];" + "barrier q;" + "measure q -> meas;"; auto qc = QuantumComputation::fromQASM(testfile); const qc::Permutation perm = DDMinimizer::createGateBasedPermutation(qc); @@ -121,25 +97,19 @@ TEST(ReorderWithoutReorderingTest, reorderXcxh) { } TEST(ReorderWithoutReorderingTest, reorderCxch) { - const std::string testfile = "OPENQASM 2.0;\n" - "include \"qelib1.inc\";\n" - "qreg q[4];\n" + const std::string testfile = "OPENQASM 2.0;" + "include \"qelib1.inc\";" + "qreg q[4];" "creg meas[4];" - "h q[0];\n" - "h q[1];\n" - "h q[2];\n" - "h q[3];\n" - "cx q[0],q[1];\n" - "cx q[1],q[2];\n" - "cx q[2],q[3];\n" - "cx q[1],q[0];\n" - "cx q[2],q[0];\n" - "cx q[3],q[0];\n" - "barrier q[0],q[1],q[2],q[3];\n" - "measure q[0] -> meas[0];\n" - "measure q[1] -> meas[1];\n" - "measure q[2] -> meas[2];\n" - "measure q[3] -> meas[3];\n"; + "h q;" + "cx q[0],q[1];" + "cx q[1],q[2];" + "cx q[2],q[3];" + "cx q[1],q[0];" + "cx q[2],q[0];" + "cx q[3],q[0];" + "barrier q;" + "measure q -> meas;"; auto qc = QuantumComputation::fromQASM(testfile); const qc::Permutation perm = DDMinimizer::createGateBasedPermutation(qc); @@ -151,25 +121,19 @@ TEST(ReorderWithoutReorderingTest, reorderCxch) { // failing TEST(ReorderWithoutReorderingTest, reorderCxxl) { - const std::string testfile = "OPENQASM 2.0;\n" - "include \"qelib1.inc\";\n" - "qreg q[4];\n" + const std::string testfile = "OPENQASM 2.0;" + "include \"qelib1.inc\";" + "qreg q[4];" "creg meas[4];" - "h q[0];\n" - "h q[1];\n" - "h q[2];\n" - "h q[3];\n" - "cx q[0],q[1];\n" - "cx q[1],q[2];\n" - "cx q[2],q[3];\n" - "cx q[3],q[0];\n" - "cx q[3],q[1];\n" - "cx q[3],q[2];\n" - "barrier q[0],q[1],q[2],q[3];\n" - "measure q[0] -> meas[0];\n" - "measure q[1] -> meas[1];\n" - "measure q[2] -> meas[2];\n" - "measure q[3] -> meas[3];\n"; + "h q;" + "cx q[0],q[1];" + "cx q[1],q[2];" + "cx q[2],q[3];" + "cx q[3],q[0];" + "cx q[3],q[1];" + "cx q[3],q[2];" + "barrier q;" + "measure q -> meas;"; auto qc = QuantumComputation::fromQASM(testfile); const qc::Permutation perm = DDMinimizer::createGateBasedPermutation(qc); @@ -180,22 +144,16 @@ TEST(ReorderWithoutReorderingTest, reorderCxxl) { } TEST(ReorderWithoutReorderingTest, reorderInterlacedQubits) { - const std::string testfile = "OPENQASM 2.0;\n" - "include \"qelib1.inc\";\n" - "qreg q[4];\n" + const std::string testfile = "OPENQASM 2.0;" + "include \"qelib1.inc\";" + "qreg q[4];" "creg meas[4];" - "h q[0];\n" - "h q[1];\n" - "h q[2];\n" - "h q[3];\n" - "cx q[0],q[1];\n" - "cx q[1],q[3];\n" - "cx q[3],q[2];\n" - "barrier q[0],q[1],q[2],q[3];\n" - "measure q[0] -> meas[0];\n" - "measure q[1] -> meas[1];\n" - "measure q[2] -> meas[2];\n" - "measure q[3] -> meas[3];\n"; + "h q;" + "cx q[0],q[1];" + "cx q[1],q[3];" + "cx q[3],q[2];" + "barrier q;" + "measure q -> meas;"; auto qc = QuantumComputation::fromQASM(testfile); const qc::Permutation perm = DDMinimizer::createGateBasedPermutation(qc); From 9cab70f7e4f3c88708f7f8968519bd0c3ac5abb2 Mon Sep 17 00:00:00 2001 From: Claudiaaaaaaaaa Date: Mon, 28 Oct 2024 21:03:46 +0100 Subject: [PATCH 64/67] implemented new suggested changes --- include/DDMinimizer.hpp | 106 +++++++++++++++++++++++++------------- src/DDMinimizer.cpp | 109 ++++++++++++++++++---------------------- 2 files changed, 120 insertions(+), 95 deletions(-) diff --git a/include/DDMinimizer.hpp b/include/DDMinimizer.hpp index c56fb411..09c25e13 100644 --- a/include/DDMinimizer.hpp +++ b/include/DDMinimizer.hpp @@ -22,40 +22,75 @@ class DDMinimizer { * re-ordered such that the resulting QuantumComputation's initialLayout is * the identity again. The current implementation is based on patterns found * in the controlled gates. - * @param QuantumComputation + * @param param qc is the QuantumComputation to optimize the layout for */ static void optimizeInputPermutation(qc::QuantumComputation& qc); - /** - * @brief Computes a permutation for the QuantumComputation based on a - * heuristic to optimize the running time of the DD-simulator. - * @param QuantumComputation - * @return the qc::Permutation The computed permutation to be used as the - * initialLayout for a QuantumComputation + + /** * @details First collects operation indices of controlled operation for * patterns (s. makeDataStructure). Then, based on the pattern of the * controlled gates, the layout is adjusted. If no pattern is found, the * control based permutation is created. + * @param qc is the QuantumComputation to optimize the layout for + * @return the qc::Permutation The computed permutation to be used as the + * initialLayout for a QuantumComputation */ - static qc::Permutation createGateBasedPermutation(qc::QuantumComputation& qc); + static qc::Permutation createGateBasedPermutation(qc::QuantumComputation& qc); + +private: + //The data structure for the pattern analysis of controlled gates: + /** + *The ladder x_c and c_x describe for three qubits the following controlled gates (c: control + qubit, x: target qubit): + + * c_x: c | 0 1 2 + x | 1 2 3 + + * x_c: c | 1 2 3 + x | 0 1 2 + */ + std::map, int> xCMap; + std::map, int> cXMap; + + /** + *The ladders c_l, c_r, x_l, x_r consist of several steps, hence the vector of maps. + They describe for three qubits the following controlled gates (c: control + qubit, x: target qubit): + * c_l_1: c | 0 0 0 and c_l_2: c | 1 1 and c_l_3: c | 2 + x | 1 2 3 x | 2 3 x | 3 + + * c_r_1: c | 3 3 3 and c_r_2: c | 2 2 and c_r_3: c | 1 + x | 0 1 2 x | 0 1 x | 0 + + * x_l_1: c | 1 2 3 and x_l_2: c | 2 3 and x_l_3: c | 3 + x | 0 0 0 x | 1 1 x | 2 + + * x_r_1: c | 0 1 2 and x_r_2: c | 0 1 and x_r_3: c | 0 + x | 3 3 3 x | 2 2 x | 1 + */ + std::vector, int>> cLMap; + std::vector, int>> cHMap; + std::vector, int>> xLMap; + std::vector, int>> xHMap; + + // Helper functions for createGateBasedPermutation /** * @brief creates a data structure for the pattern analysis of controlled gates - * @param QuantumComputation - * @return a pair of maps to save indices of controlled gates * @details the data structure consists of two maps: * 1. map: string of ladder (step) name to control and target bit to the index - of the operation + of the operation * 2. map: string of ladder name to vector: max index of operation for each - step or the c_x or x_c ladder + step or the c_x or x_c ladder * for c_l and x_l position 0 in the vector marks the line of c(x) at 0 -> we - count the left most as the first + count the left most as the first * for c_r and x_r position 0 in the vector marks the line of c(x) at bits - 1 - -> we count theright most as the first + -> we count theright most as the first * * The ladder (steps) describe the following controlled gates (c: control - qubit, x: target qubit): e.g. for three qubits + qubit, x: target qubit): e.g. for three qubits * c_x: c | 0 1 2 x | 1 2 3 @@ -73,21 +108,22 @@ class DDMinimizer { * x_r_1: c | 0 1 2 and x_r_2: c | 0 1 and x_r_3: c | 0 x | 3 3 3 x | 2 2 x | 1 + */ + /** + * @brief initializes the data structure for the pattern analysis of controlled gates + * @details The function sets the qubits of the xCMap, cXMap, cLMap, cHMap, xLMap, xHMap depending on the number of qubits in the QuantumComputation + * @param bits is the number of qubits in the QuantumComputation */ - static std::pair< - std::map, int>>, - std::map>> - makeDataStructure(qc::QuantumComputation& qc); - - static void initializeDataStructure( - std::size_t bits, std::map, int>& xCMap, - std::map, int>& cXMap, - std::vector, int>>& cLMap, - std::vector, int>>& cHMap, - std::vector, int>>& xLMap, - std::vector, int>>& xHMap); + void initializeDataStructure(std::size_t bits); + + /** + * @brief Helper function to find the maximum Instruction index of the coplete patterns + * @details Returns the max index if the pattern is complete, otherwise -1 + * @param map of the pattern map + * @return the maximum index + */ static int findMaxIndex(const std::map, int>& map); // Functions to analyze the pattern of the controlled gates @@ -100,20 +136,20 @@ class DDMinimizer { /** * @brief Helper function to reverse the layout (q: qubit, l: layer) - * @param layout - * @return the reversed layout * @details q | 0 1 2 3 turns to q | 0 1 2 3 * l | 0 1 2 3 l | 3 2 1 0 + * @param layout + * @return the reversed layout */ static std::vector reverseLayout(std::vector& layout); /** * @brief Helper function to rotate the layout to the right (q: qubit, l: * layer) - * @param layout, stairs (number of steps to rotate) - * @return the rotated layout * @details q | 0 1 2 3 and 1 stairs turns to q | 0 1 2 3 * l | 0 1 2 3 l | 1 2 3 0 + * @param layout, stairs (number of steps to rotate) + * @return the rotated layout */ static std::vector rotateRight(std::vector layout, std::size_t stairs); @@ -121,10 +157,10 @@ class DDMinimizer { /** * @brief Helper function to rotate the layout to the left (q: qubit, l: * layer) - * @param layout, stairs (number of steps to rotate) - * @return the rotated layout * @details q | 0 1 2 3 and 2 stairs turns to q | 0 1 2 3 * l | 0 1 2 3 l | 3 0 1 2 + * @param layout, stairs (number of steps to rotate) + * @return the rotated layout */ static std::vector rotateLeft(std::vector layout, std::size_t stairs); @@ -132,14 +168,14 @@ class DDMinimizer { /** * @brief creates a Heuristic based initialLayout for the QuantumComputation. This implementation is based on which qubits are controlled by whichqubits - * @param QuantumComputation - * @return the qc::Permutation * @details The function creates a map of each qubit to all the qubits it controls. * Based on the control to target relationship, a weight for each qubit is calculated. * The qubits are then sorted based on the weight in increasing order, * each controlling qubit is placed after its targets + * @param QuantumComputation + * @return the qc::Permutation */ static qc::Permutation createControlBasedPermutation(qc::QuantumComputation& qc); diff --git a/src/DDMinimizer.cpp b/src/DDMinimizer.cpp index 4d0813fb..15b2083f 100644 --- a/src/DDMinimizer.cpp +++ b/src/DDMinimizer.cpp @@ -38,22 +38,9 @@ DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc) { const std::size_t bits = qc.getNqubits(); - std::map, int> xCMap; - std::map, int> cXMap; - std::vector, int>> cLMap(bits - 1); - std::vector, int>> cHMap(bits - 1); - std::vector, int>> xLMap(bits - 1); - std::vector, int>> xHMap(bits - 1); - int cXIndex = 0; - int xCIndex = 0; - std::vector cLIndex(bits - 1, 0); - std::vector cHIndex(bits - 1, 0); - std::vector xLIndex(bits - 1, 0); - std::vector xHIndex(bits - 1, 0); - // initialize the maps with the control and target qubits of the pattern - DDMinimizer::initializeDataStructure(bits, xCMap, cXMap, cLMap, cHMap, xLMap, - xHMap); + qc::DDMinimizer minimizer; + minimizer.initializeDataStructure(bits); // iterate over all the ops and mark the index of the found x-c pairs in the // map. @@ -66,34 +53,34 @@ DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc) { for (const auto& control : op->getControls()) { for (const auto& target : op->getTargets()) { - auto itxC = xCMap.find({control.qubit, target}); - if (itxC != xCMap.end()) { + auto itxC = minimizer.xCMap.find({control.qubit, target}); + if (itxC != minimizer.xCMap.end()) { itxC->second = instructionIndex; found = true; } - auto itcX = cXMap.find({control.qubit, target}); - if (itcX != cXMap.end()) { + auto itcX = minimizer.cXMap.find({control.qubit, target}); + if (itcX != minimizer.cXMap.end()) { itcX->second = instructionIndex; found = true; } for (size_t i = 0; i < bits - 1; i++) { - auto itcL = cLMap[i].find({control.qubit, target}); - if (itcL != cLMap[i].end()) { + auto itcL = minimizer.cLMap[i].find({control.qubit, target}); + if (itcL != minimizer.cLMap[i].end()) { itcL->second = instructionIndex; found = true; } - auto itcH = cHMap[i].find({control.qubit, target}); - if (itcH != cHMap[i].end()) { + auto itcH = minimizer.cHMap[i].find({control.qubit, target}); + if (itcH != minimizer.cHMap[i].end()) { itcH->second = instructionIndex; found = true; } - auto itxL = xLMap[i].find({control.qubit, target}); - if (itxL != xLMap[i].end()) { + auto itxL = minimizer.xLMap[i].find({control.qubit, target}); + if (itxL != minimizer.xLMap[i].end()) { itxL->second = instructionIndex; found = true; } - auto itxH = xHMap[i].find({control.qubit, target}); - if (itxH != xHMap[i].end()) { + auto itxH = minimizer.xHMap[i].find({control.qubit, target}); + if (itxH != minimizer.xHMap[i].end()) { itxH->second = instructionIndex; found = true; } @@ -108,13 +95,20 @@ DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc) { } // iterate over all the maps and find the max index of the found x-c pairs - cXIndex = DDMinimizer::findMaxIndex(cXMap); - xCIndex = DDMinimizer::findMaxIndex(xCMap); + int cXIndex = 0; + int xCIndex = 0; + std::vector cLIndex(bits - 1, 0); + std::vector cHIndex(bits - 1, 0); + std::vector xLIndex(bits - 1, 0); + std::vector xHIndex(bits - 1, 0); + + cXIndex = DDMinimizer::findMaxIndex(minimizer.cXMap); + xCIndex = DDMinimizer::findMaxIndex(minimizer.xCMap); for (size_t i = 0; i < bits - 1; i++) { - cLIndex[i] = DDMinimizer::findMaxIndex(cLMap[i]); - cHIndex[i] = DDMinimizer::findMaxIndex(cHMap[i]); - xLIndex[i] = DDMinimizer::findMaxIndex(xLMap[i]); - xHIndex[i] = DDMinimizer::findMaxIndex(xHMap[i]); + cLIndex[i] = DDMinimizer::findMaxIndex(minimizer.cLMap[i]); + cHIndex[i] = DDMinimizer::findMaxIndex(minimizer.cHMap[i]); + xLIndex[i] = DDMinimizer::findMaxIndex(minimizer.xLMap[i]); + xHIndex[i] = DDMinimizer::findMaxIndex(minimizer.xHMap[i]); } // create the permutation based on the order of max index in the complete maps @@ -131,22 +125,25 @@ DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc) { const std::size_t stairsXh = DDMinimizer::getStairCount(xHIndex); // complete case checkins and adjust the layout + // reverse of q | 0 1 2 3 turns to q | 0 1 2 3 + // l | 0 1 2 3 l | 3 2 1 0 + if ((cXIndex != -1) && (xCIndex == -1 || cXIndex < xCIndex)) { if (prioCh == 0 && stairsCh > 0) { - layout = DDMinimizer::reverseLayout(layout); + std::reverse(layout.begin(), layout.end()); layout = DDMinimizer::rotateLeft(layout, stairsCh); } else if (prioXl == 0 && stairsXl > 0) { - layout = DDMinimizer::reverseLayout(layout); + std::reverse(layout.begin(), layout.end()); layout = DDMinimizer::rotateRight(layout, stairsXl); } else if (prioCh > 0 || prioXl > 0 || (prioCh == 0 && prioXl == 0)) { - layout = DDMinimizer::reverseLayout(layout); + std::reverse(layout.begin(), layout.end()); } } else if ((xCIndex != -1) && (cXIndex == -1 || cXIndex > xCIndex)) { if ((prioCl == 0 && DDMinimizer::isFullLadder(cLIndex)) || (prioXh == 0 && DDMinimizer::isFullLadder(xHIndex))) { - layout = DDMinimizer::reverseLayout(layout); + std::reverse(layout.begin(), layout.end()); } else if (prioCl == 0 && stairsCl > 0) { @@ -156,7 +153,7 @@ DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc) { } } else if ((DDMinimizer::isFullLadder(xHIndex) || DDMinimizer::isFullLadder(cLIndex))) { - layout = DDMinimizer::reverseLayout(layout); + std::reverse(layout.begin(), layout.end()); } else { // in case no full pattern was identified, call fallback function to // determine ordering based on singular controlled operations @@ -164,24 +161,22 @@ DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc) { } // transform layout into permutation + //Permutation is std::map qc::Permutation perm; - std::vector layer(bits); for (qc::Qubit i = 0; i < bits; i++) { - layer[i] = i; - } - for (qc::Qubit i = 0; i < bits; i++) { - perm[layer[i]] = layout[i]; + perm[i] = layout[i]; } return perm; } -void DDMinimizer::initializeDataStructure( - std::size_t bits, std::map, int>& xCMap, - std::map, int>& cXMap, - std::vector, int>>& cLMap, - std::vector, int>>& cHMap, - std::vector, int>>& xLMap, - std::vector, int>>& xHMap) { +void DDMinimizer::initializeDataStructure(std::size_t bits) { + xCMap.clear(); + cXMap.clear(); + cLMap.resize(bits - 1); + cHMap.resize(bits - 1); + xLMap.resize(bits - 1); + xHMap.resize(bits - 1); + const std::size_t max = bits - 1; // create x-c ladder for (size_t i = 0; i < max; i++) { @@ -215,6 +210,8 @@ int DDMinimizer::findMaxIndex( int maxIndex = -1; // Initialize to the smallest possible value for (const auto& entry : map) { + //in case the index of -1 is encountered, this indicates that the overall pattern is not completely present in the circuit. + //Therefore we set the overall maxIndex to -1. With that we are able to filter out uncomplete patterns as they do not impact the order of the permutation. if (entry.second == -1) { maxIndex = -1; break; @@ -262,15 +259,7 @@ int DDMinimizer::getLadderPosition(const std::vector& vec, int ladder) { return count; } -// Helper functions to manipulate the Layout: reverse, rotate right and left - -std::vector DDMinimizer::reverseLayout(std::vector& layout) { - std::vector reversedLayout(layout.size()); - for (std::size_t i = 0; i < layout.size(); i++) { - reversedLayout[i] = layout[layout.size() - 1 - i]; - } - return reversedLayout; -} +// Helper functions to manipulate the Layout: rotate right and left std::vector DDMinimizer::rotateRight(std::vector layout, std::size_t stairs) { @@ -410,7 +399,7 @@ std::map DDMinimizer::adjustWeights( if (count == static_cast(controlToTargets.size())) { return qubitWeights; } - // recoursively increase all the weights of the control qubits where the + // recursively increase all the weights of the control qubits where the // current controlling one was a target for (const auto& controlPair : controlToTargets) { if (controlPair.second.find(ctrl) != controlPair.second.end()) { From 375f8c4b9deb3bc4d055215b8feed1f67db1b1fa Mon Sep 17 00:00:00 2001 From: "pre-commit-ci[bot]" <66853113+pre-commit-ci[bot]@users.noreply.github.com> Date: Mon, 28 Oct 2024 20:04:52 +0000 Subject: [PATCH 65/67] =?UTF-8?q?=F0=9F=8E=A8=20pre-commit=20fixes?= MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit --- include/DDMinimizer.hpp | 35 +++++++++++++++++------------------ src/DDMinimizer.cpp | 10 ++++++---- 2 files changed, 23 insertions(+), 22 deletions(-) diff --git a/include/DDMinimizer.hpp b/include/DDMinimizer.hpp index 09c25e13..adc6c602 100644 --- a/include/DDMinimizer.hpp +++ b/include/DDMinimizer.hpp @@ -26,8 +26,7 @@ class DDMinimizer { */ static void optimizeInputPermutation(qc::QuantumComputation& qc); - - /** + /** * @details First collects operation indices of controlled operation for * patterns (s. makeDataStructure). Then, based on the pattern of the * controlled gates, the layout is adjusted. If no pattern is found, the @@ -36,13 +35,13 @@ class DDMinimizer { * @return the qc::Permutation The computed permutation to be used as the * initialLayout for a QuantumComputation */ - static qc::Permutation createGateBasedPermutation(qc::QuantumComputation& qc); + static qc::Permutation createGateBasedPermutation(qc::QuantumComputation& qc); private: - //The data structure for the pattern analysis of controlled gates: + // The data structure for the pattern analysis of controlled gates: /** - *The ladder x_c and c_x describe for three qubits the following controlled gates (c: control - qubit, x: target qubit): + *The ladder x_c and c_x describe for three qubits the following controlled + gates (c: control qubit, x: target qubit): * c_x: c | 0 1 2 x | 1 2 3 @@ -54,9 +53,9 @@ class DDMinimizer { std::map, int> cXMap; /** - *The ladders c_l, c_r, x_l, x_r consist of several steps, hence the vector of maps. - They describe for three qubits the following controlled gates (c: control - qubit, x: target qubit): + *The ladders c_l, c_r, x_l, x_r consist of several steps, hence the vector + of maps. They describe for three qubits the following controlled gates (c: + control qubit, x: target qubit): * c_l_1: c | 0 0 0 and c_l_2: c | 1 1 and c_l_3: c | 2 x | 1 2 3 x | 2 3 x | 3 @@ -74,8 +73,6 @@ class DDMinimizer { std::vector, int>> xLMap; std::vector, int>> xHMap; - - // Helper functions for createGateBasedPermutation /** * @brief creates a data structure for the pattern analysis of controlled gates @@ -110,16 +107,18 @@ class DDMinimizer { x | 3 3 3 x | 2 2 x | 1 */ - /** - * @brief initializes the data structure for the pattern analysis of controlled gates - * @details The function sets the qubits of the xCMap, cXMap, cLMap, cHMap, xLMap, xHMap depending on the number of qubits in the QuantumComputation - * @param bits is the number of qubits in the QuantumComputation - */ + /** + * @brief initializes the data structure for the pattern analysis of + * controlled gates + * @details The function sets the qubits of the xCMap, cXMap, cLMap, cHMap, + * xLMap, xHMap depending on the number of qubits in the QuantumComputation + * @param bits is the number of qubits in the QuantumComputation + */ void initializeDataStructure(std::size_t bits); - /** - * @brief Helper function to find the maximum Instruction index of the coplete patterns + * @brief Helper function to find the maximum Instruction index of the complete + * patterns * @details Returns the max index if the pattern is complete, otherwise -1 * @param map of the pattern map * @return the maximum index diff --git a/src/DDMinimizer.cpp b/src/DDMinimizer.cpp index 15b2083f..b77ae4ff 100644 --- a/src/DDMinimizer.cpp +++ b/src/DDMinimizer.cpp @@ -126,7 +126,7 @@ DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc) { // complete case checkins and adjust the layout // reverse of q | 0 1 2 3 turns to q | 0 1 2 3 - // l | 0 1 2 3 l | 3 2 1 0 + // l | 0 1 2 3 l | 3 2 1 0 if ((cXIndex != -1) && (xCIndex == -1 || cXIndex < xCIndex)) { @@ -161,7 +161,7 @@ DDMinimizer::createGateBasedPermutation(qc::QuantumComputation& qc) { } // transform layout into permutation - //Permutation is std::map + // Permutation is std::map qc::Permutation perm; for (qc::Qubit i = 0; i < bits; i++) { perm[i] = layout[i]; @@ -210,8 +210,10 @@ int DDMinimizer::findMaxIndex( int maxIndex = -1; // Initialize to the smallest possible value for (const auto& entry : map) { - //in case the index of -1 is encountered, this indicates that the overall pattern is not completely present in the circuit. - //Therefore we set the overall maxIndex to -1. With that we are able to filter out uncomplete patterns as they do not impact the order of the permutation. + // in case the index of -1 is encountered, this indicates that the overall + // pattern is not completely present in the circuit. Therefore we set the + // overall maxIndex to -1. With that we are able to filter out incomplete + // patterns as they do not impact the order of the permutation. if (entry.second == -1) { maxIndex = -1; break; From cf9bc98e6292b90e71010241c89358d9b84ba480 Mon Sep 17 00:00:00 2001 From: Claudiaaaaaaaaa Date: Mon, 28 Oct 2024 21:09:41 +0100 Subject: [PATCH 66/67] ran clangd to pass pre commit check --- include/DDMinimizer.hpp | 1 - 1 file changed, 1 deletion(-) diff --git a/include/DDMinimizer.hpp b/include/DDMinimizer.hpp index 09c25e13..4bda6896 100644 --- a/include/DDMinimizer.hpp +++ b/include/DDMinimizer.hpp @@ -5,7 +5,6 @@ #include #include #include -#include #include #include From 502d577e33757fe4f22abac28cd09ec4ff6204f4 Mon Sep 17 00:00:00 2001 From: "pre-commit-ci[bot]" <66853113+pre-commit-ci[bot]@users.noreply.github.com> Date: Mon, 28 Oct 2024 20:12:04 +0000 Subject: [PATCH 67/67] =?UTF-8?q?=F0=9F=8E=A8=20pre-commit=20fixes?= MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit --- include/DDMinimizer.hpp | 4 ++-- 1 file changed, 2 insertions(+), 2 deletions(-) diff --git a/include/DDMinimizer.hpp b/include/DDMinimizer.hpp index 8910febf..50498e74 100644 --- a/include/DDMinimizer.hpp +++ b/include/DDMinimizer.hpp @@ -116,8 +116,8 @@ class DDMinimizer { void initializeDataStructure(std::size_t bits); /** - * @brief Helper function to find the maximum Instruction index of the complete - * patterns + * @brief Helper function to find the maximum Instruction index of the + * complete patterns * @details Returns the max index if the pattern is complete, otherwise -1 * @param map of the pattern map * @return the maximum index

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